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);
font-display: swap;

}

:root {
  --xbrl-validated: 67ee7c623e7bb7ea858a5397b4e30ade9afd0d55821250d8972b50902e56a09b;
}


body {
  background-color: #555;
  font-family: "Manrope",sans-serif;
  font-variant-ligatures: none;
  margin: 0;
  font-weight: 800;
  counter-reset: page;
}

tr.description-row td {
  font-style: italic;
  column-span: 3;
  padding: 0;
}

.hidden {
  display: none;
}


body,
table {
  font-size: 9pt;
  line-height: 13pt;
  color: #231f20;
}
a {
  text-decoration: none;
  color: inherit;
}
a:hover {
  text-decoration: underline;
}

.page.cover-page{
  width: 210mm;
  height: 297mm;
}


.index-table {
    width: 100%;
    font-size: 10.5pt;
    border-collapse: collapse;
    
}

.index-table td {
    padding: 7px 0;
}

.index-table td.page-number {
   width:20%;
   padding: 5mm;
    text-align: right;
    align-items: center;
    color: #002a5c;
    font-weight: 600;
}

/* Divider lines between sections */

.index-table tr.line td {
    border-bottom: 1px solid #c7c7c7;
    height: 15px;
}

.index-footer {
    position: absolute;
    bottom: 20mm;
    left: 20mm;
    width: calc(100% - 40mm);
    z-index: -1;
}

.index-footer-line {
    height: 1px;
    width: 100%;
    background-color: #c7c7c7;
    margin-bottom: 5mm;
}

.index-footer-text {
    font-size: 9pt;
    color: #777;
}

.index-page-number {
    position: absolute;
    right: 0;
    bottom: -2mm;
    font-size: 9pt;
    color: #000;
}
/* -----------------------------------------
   HEADER STYLES
------------------------------------------ */

.header {
    display: flex;
    justify-content: space-between;
    align-items: center;
    margin-bottom: 25px;
}

/* Left side (blue vertical line + title) */
.header-left {
    display: inline-block;
    align-items: center;
    gap: 12px;
    white-space: nowrap; 
    font-size: larger;
    margin-left: 10px;
    margin-top:10px;
}


.blue-line {
    width: 2px;
    height: 40px;
    background-color: #004b98;
  }

.header-title {
  white-space: nowrap;
    font-size: 20px;
    font-weight: 600;
    color: #000;
    line-height: 1;
}


.header-logo img {
    height: 40px;   
    object-fit: contain;
}

@media print {
    .header {
        break-inside: avoid;
        page-break-inside: avoid;
        position: relative;
        z-index: 10;
    }

    .blue-line {
        print-color-adjust: exact;
        -webkit-print-color-adjust: exact;
    }
}

.page.cover-page::before {
display: none !important;
/* or: content: none; */
}

.page.final-page::before {
display: none !important;
/* or: content: none; */
}

.page::before {
  content: "";
  position: absolute;
  bottom: 0cm;
  left: 65%;
  transform: translateX(-50%);

  width: 160mm;
  height: 160mm; /* required for background image to show */
  opacity: 1; /* watermark transparency */
  background-image: 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");
  background-repeat: no-repeat;
  background-size: contain;

  pointer-events: none;
  z-index: -1; 
}

.page {
  position: relative;
  bottom: 0px; 
  background-repeat: repeat;
  opacity: 1; 
  z-index: 1;
  background-size: contain;
  width: 210mm;
  min-height: 279mm;
  height: auto;
  background-color: white;
  margin-top: 1cm;
  margin-bottom: 1cm;
  margin-left: auto;
  margin-right: auto;
  position: relative;
  padding: 1cm 1.8cm 2cm 1.8cm; 
  overflow: hidden;
  counter-increment: page;
  box-sizing: border-box;
  page-break-after: always;
}
.page:not(.cover-page):not(.page.final-page):after {
  position: absolute;
  font-weight: normal;
  bottom: 1cm;
  right: 2cm;
  content: 'Page ' counter(page);   /* ← THIS PRINTS THE PAGE NUMBER */
  color: black;
}

.line_above {
  
  width: 100%;
  height: 1px;
  background-color: #969697;
  margin-bottom: 5px;
  margin-top: 50px;
}
.page .footer {
  padding: top 10px;;
  width: 83%;
  position: absolute;
  left: 1.8cm;
  bottom: 1cm;
  color: #999;
  font-size: 11px;
  line-height: 1.6;
  z-index: -1;
}
.page.small-font table.accounts {
  font-size: 80%;
}
.page.small-font table.accounts td,
.page.small-font table.accounts th {
  padding: 0 5px;
  height: 19px;
}
.page.audit-report {
  background-position: 1.8cm 1.8cm;
  background-size: 150px auto;
  background-repeat: no-repeat;
  padding-top: 4.3cm;
  /*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
}


.page.audit-report h2,
.page.audit-report h3 {
  color: #231f20;
}
.page.audit-report .auditors {
  margin-top: 3cm;
}
.page.audit-report .auditors .name {
  font-weight: bold;
}
h1,
h2,
h3,
h4 {
  margin-top: 0;
  margin-bottom: 0.2cm;
  font-weight: bold;
  color: #003d7a;
}
h2 {
  font-size: 20pt;
  padding-bottom: 20px;
  line-height:30px
}
h3 {
  font-size: 10pt;
  margin-bottom: 0;
}
span.h5 {
  font-weight: normal;
  display: inline;
  font-size: 9pt;
}
span.h5:after {
  content: " - ";
  font-weight: 300;
}
p {
  margin-top: 0;
  text-align: justify;
}
.addressee {
  margin: 10pt 0;
  color: black;
  font-weight: bold;
}
.addressee p {
  margin-bottom: 0;
}
.page.contents {
  padding: 4.5cm 2cm 0 2cm;
  /*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
}
.page.contents h2 {
  font-weight: normal;
  font-size: 22pt;
  margin-bottom: 1.2cm;
}
.page.contents table {
  width: 100%;
  font-size: 12pt;
  border-collapse: collapse;
  font-weight: 700;
}
.page.contents table td {
  border-bottom: solid 1px #46a2df;
  padding: 6px 0;
  font-weight: 700
}
.page.contents table td:last-child {
  text-align: right;
  /*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
}
p.period-subtitle {
  font-size: 11pt;
  color: #666666;
}
/*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
@media print {
  * {
    -webkit-print-color-adjust: exact !important;
    /*Chrome, Safari */
    color-adjust: exact !important;
    /*Firefox*/
  }
  @page {
    margin: 0;
  }
  .page {
    margin: 0;
    width: 210mm;
    height: 297mm;
  }
}
table.accounts {
  table-layout: fixed;
  background-color: #ffffff;
  /* border: 1px solid #231f20; */
  width: 100%;
  border-collapse: collapse;
  font-weight: 700;
  height: auto;
  margin-bottom: 20px;
  word-wrap: break-word;
  overflow-wrap: break-word;
  white-space:normal;
  
}
table.accounts thead th {
  background-color:#004494;
  border-bottom: none;
  color: #ffffff;
  padding: 12px;
  width:100px
}
table.accounts td,
table.accounts th {
  padding: 10px 12px;
  box-sizing: border-box;
  height: 21px;
  border: 1px solid #eceff1;
  font-weight: 700


}
table.accounts td.current,
table.accounts th.current {
  background-color: white;
}
table.accounts th.figure {
  text-align: left;
}
table.accounts td.figure {
  text-align: left;
}
table.accounts tr.title td.label {
  font-weight: bold;
  text-align: center;
  color: #666666;
}
table.accounts tr.section-title td.label {
  font-weight: bold;
  color: #666666;
  text-transform: uppercase;
}
table.accounts tr.movement td.label {
  text-transform: uppercase;
}
table.accounts tr.grand-total td {
  /*border-top: solid 3px #bdbdbc; */
  border-bottom: none;
  font-weight: bold;
  color: #666666;
}
table.accounts tr.underline td {
  border-bottom: none;
}
table.accounts tr.indent td:first-child {
  padding-left: 0.5cm;
}
table.accounts tr.indent-2 td:first-child {
  padding-left: 1cm;
}
table.accounts tr.indent-3 td:first-child {
  padding-left: 1.5cm;
}
table.accounts tr.indent-4 td:first-child {
  padding-left: 2cm;
}
table.accounts tr.indent-5 td:first-child {
  padding-left: 2.5cm;
}
table.accounts tr.gap td {
  height: 26px;
  vertical-align: bottom;
}
table.accounts tr.double-height td {
  height: 40px;
  vertical-align: top;
}
table.accounts tr.gap.double-height td {
  height: 55px;
  vertical-align: middle;
}
table.accounts tr.currency td.figure:before {
  content: "$";
}
.page.cover-page {
  background-image: 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rRVXJfgeEtd/B8Qvc+N3O+fxC+yvlk4cmFVKhUqQ4If/YvHIXzWKn/GlW/sJpCSp/GqJsZvHZKshDA4K/kAyUpuE2IZ4up7QZ90IvcJTwxhZqSqrwsppfKMWbHAGMYrOKlprpXP85ZaDprRyOVB+UZBye05gNnTlciWvwgfG3TLrgEwzpor/Nh4lhPRAPFDU1r3z9ojZlOxSjsOmbe9Xtk4z2LtKKUx2RAJtHltYbyF51xcvaFVIxxVXT2YUMTbvQNFDY1MXUBPftgaqf5qX9HqCTxTvS7+OH4g4SfrO279HioriXQh/2aSOZEUziaTqmeH/DidxfpvbqFkbBNm6PsCTtVySIkbrccRRIIHJ8BNMpYz0DeVYM38KY17L0Pu0ajxIP6uHbPna1MNjmwQiV+t0p84daxlC2PjghzjKzVVCZ6vYIaCt+8V2tGLpLVMclBM3BJdM2McwkzSJuX+Fd1Za8lpTwgBHUVHpx4zgUI3hh8BRUnt0jBFue6kmKrtObUaMJDTbGR/PBpXRJnUabOPoBp9AfmU3n/6Ai3Ryl7Q8a3sceODvizqaLYfwxiyxTreltKmFV8422UjV8ghS7o//CPEVy58ezIlddLz4SbrxUNsVhWW+FfYhrChrB7oAdxTDoy6j9exVXaX16S/pOPkdD4rn9bgIQ5nIeDTFtJO1DYm7rPgpUYL5en0iXL1l8TBp+BSjMCpNW71wVMX57JpkApuUoMxcUUcU3Lm1qDEMQXOdqKLCpJMC3mg9BM8okGDloTrlO13GZ0Fy6A5jP8e1ajEvwqlRO/9VWhw3Zt76JDYczx5Et3wyXunkIuSBLD3M8Ie2QiSDekI7OZs9YkchjaiTRmhb7h9UwIiQmgy2+WmsV8ZxBQL2dHnjXlvCv9aanjjVSqo2tOAyvdhnseT+ykhcrLqv5faFuXT70YdwYcxDMwzda3eaxIQkDPJ5jebbW88QtO2EpEZxMbb1q9NJZxaKBBCFMlsBrzdulYS2/V6HYDPuu79G8tQQR0cgBzF4fZLEEI3xjJeTv98NpM/KNIK2l9h4KEm8jDP/cIiJs5FREqjDtPm3E/Xgll3fMh9g+aV0jrsgV5RcipBwVq5FfazcOtmrTOkuJ7ez3rgYZRCGimd1TiAMePGyQaZHxTUoZsVt9xF9nlqGYoBWrFFNQ9sngOT56yjK1azCSEtH/hi2r+s7+ti7FEi8Mvni+fzi66vxbKXjacn6hpoEOsY27OtlHKzLi7htB/HCEEXObAfREGIhnXUQQPLeVi7WWk+zGqSxPryQ3yYJCNPgmUvtcY1rjzCs/iTe3Lpwgy2s1YwUpWiJHsEttM0Qgh72wK6novXYsCcpcSULTdhYXhbJb1rUNM6KrkUyCVjCyEnVDLBUI6t9VvQY0qA03RMlky4QkVOrlsEonVWX2TCJdmM/TQWLd6gA7IxX4srWonUH02Ut5yQiR2YTI23vfejSFE7q2UnXcM2VexDzUHehIDH10mFeqlDGbP5DpP8E7vPh8rPvE5srGYb1wwRlyweZlyD3eiK5MOkv+2qQtETNr3rylTS6q/TWk6sqwSF9NE1z6SGaGZbLmFURKQD14MzfVZesF4cP9jSSo0xue24Q8fGIN56ZSVScuAka3R9X7C1uER63B5F8LiLDhhYv2H9d+yUqI27kBUmkkr8ncbT09S+Siu5edRiHYEZF8vntyeFAFtJU8oUE4aSCCZGSJnn9ecIhmTXXJKLHS5lNGCzCLJYgWFSf5Tclt2eEffRWBbbLGOtsvZak1Ns1mVQKZ90AzykhNWMTd54niBMSvlz/61p9u9ts6q1PLkuDvKTQaQmTt8geNTgHS0ZAmIrOwJEwVW9GG00ztk6ieeQ7JguzfOX/FUmVkB5NgwPyKV+TQsAXleBqFXxn6Q3INQ0+ESoFUJ5Tfqeb54xUJrV2GWGCmObwl7uOmtCY6G3nrw3OSTjMrFqqCq6RmvbQ1LRTbZuTR96MdXmzVSM4Pd0BFlLBSYtwZaQjiUwbPDLcqc/vCGZqvp9jQermqzISPmoOg5AX8P2S+Y2Xyx2fVTdtr/6gydhXsvWqTuzUOGTAImSiRD+R56s00hPgj98Kx8mMN7QzvMVl/sA4GWvuFYqEaAvBWctpCeW4BpKKUB4CiEs1EAuDQaG1++JX212vEH4lFrQWlgMOGbK3w5JuhaKLm55tpnsF8Sixr43Jab06vkll8jEzPZ9jXzvuI9f5qYPPnonKa5kWLbZvFLOYjxqro5XcNY5kt3EpcQ14fln39yIGyuKQzKgNJU3kpS4b05HvrXPBY3KZgKq8egypqmLCF/IhMpafMBtA4J7KI23E+RgyN9GlOD5WNjmPuU/6LTUR+3oBWViRobWZnz+Bn+ai3nee1VimlpHF5yLDOwTaOnjOV/PMzzHCq8Y9kixxEm/r9rI8RgbchUmhGu0kFJWx9BzZVivxr4rSGd9CCIarIfCx14ge7GRbH8daw5BN/XbdxefsojfIqtxRm4jySrGn7+4wHZkgnQewC7SXT8ddLVoydtZtiRiEtDIoiENZOZpdQMHIcn7zfbm8IizQk9SDGHTJW+UBCo89SvjIDWVbvNuYNhjZvZDXbAvsOeYUQPkqnPPQEHZkNCF4Yz36W6vBdytVJW1qzR4WI0CGJvdjXq4KZRdjItH/WxAhTl5HIqQ63uduB4euCkASH/u1/cP/v2IPDdMVpxEeQ6f7/dG7lpJu3BqXmRsg0Afwl0G1x3P0yCUspWsZHa22EWncgHVRBcNWXFSjXdInPmA2UVs8DPIYb1kwNXvWYkZ9kfkUkk6UctPUpViIy7MnALXKlWh7un1cyOEtNlNpVcs95mQSUpbfjEirV4D/V0e1zEildj4oFJNyCmWbFRpZbWvjGpVkIPoXiNUms0oCwSr2d1HfSgZg6b9qUmJzGP6YsWwqZW3WFRRUFQMG9goN4vPKM+8K53mR9Ikk3O9OfH0kQF+cX/AAJ4E+wlH893coT+fxXWneQmpRDcz5wZsQ75S7h5bPblB/d1mYTLMidB9SLPgK2V40OkVAXGzzSmqXfscG29p+ppkaBTa1MDtRt5lPECx9IcJfYLSlbe5L3FLUdz3Hn/X8876evlPxNhLV4mZS8o99zphfzwbu36NBivrk/FXs9ZXDc897HvQQvEGtfPuo82wcAjQ45wmVUVjgooWjaKP4GGGt+jitav0XFYEDwuXNCtTjVGWxAOeDboJ0Jbp46DKLUQNUlUN5l0aE+qjpMSKh1sfE/wdS8Cct9nreyXL7jryIMy2Cfy5+E+slTExi9nefErgnrG+hFegMJYKZcVvwiz72EBYqWNdL2mJOcj6l+2DQDmqeQhSa3rna5MR5sVrfXjnTpox5vSXCus5zTMSv7wMCXA+VMr1NzrKqa06sBrPiuQ2jf99Rc3yjGFLzrmSIzZuFKzIXiIMlb/QGVrrwn/afG32Y4MlWLdz5swJuZY0EpZji+Ab02yyst88SEzGlXljYSC5xlG0iRzqNwaxK4blxvXH7cpuCmBlRtjCRSoZLPa+FsnHPg5XUAbd2GvsaM3VgwngfeTjw1EQFS3AuAQewddiESOO4U8hTcjh++8bY3tOTobFgWGKGbmhoqFLK6/Zy3Ft43XmVo2usm7dw+L2y/dE+YywdFBiv3wwW04hNjiQjtSxkUDwo/AJP4toP0SOZpWKduWZsj578InOUSFnSvxUd+W0Pu5upydkav25m4N62ZpL36DxERXARuLbD8ZgI/9b3/pmKhjRc15ADpkj3vJfiLJhaEws9s5wisuV18KJ1yxSqhaxTZAZ1jR2mI+gRJaAcppyLH8uXglEWr+7TZbBx9OU7vqbRCQWL1Lj+TlrSR2iKjSFbkO1BlvE8F46kuuljKWtbZeo5llcqo3lFyix4Yfj6U8xsFQBw6OvhDWlWj9rliTuyPjl4qJ2ME0e3KLtS8szCQxo2bJMIKeV2FQa1wJshF2URYvf3Lg9pLVMEqCnftNUS/I+F3mUiMfQuED9XXVNFzmFdMmwzq2kBFqoQItbOGBoJ0wb6gMsFbHKpV6ZzTkqBrbLT29VgGEtG1eX+S8RUWjvl1j0I971I6RdusCasJr8MplUdpdbGDzCrIERn7hYj+4/TyQxNs7dfLUZhMhvj8o7+RSWCY/d//o0t2vhI+6yTLnlY8+UTGobVPLY8/7PZ2NRuXNohT6VzyyIHT0CyCjqsTQzvxK3+eyxol2Rt19f8Yr87tmmvT/jfEzRHvaI16qRwWrTjNRC7Y3XywDSeQd9YCXwzcbP6awfmgaJIGl8uqOct5LAq2JBxWgL7MZlawkKY64QByZn15iRF/+y0/pQtHM/2Szz5437eE+G11RliKv1TigOG2tliALJZNhD2rtPc9zCr5ohVJ6sCuLYoKYuWEs+iTrD8EjmnzdLmBKBWtuGXe/Zcvqt06BIga8DYJVclWd9gp6nRrM+v6uLHGyTKdgJluq3tGnpN2QVlvuqrK/s5dFL1zKfKe+m2iCaryfrW++X8JvAY1qdgV6qyGKSP4vNFBt1cZXJMEIBmwyABKI7sVHZmZHY0hb8uaPeSFUJdsID3JIguFWzFcch8P4oevV92Z0vpM9MO3l+iL3BRuN7r81hPJR/FUrOJh/Z3kLNxsBiF9nevzJ+kKLYDKWjUhAyd0cOjX9CYhk62EaACuaiuzwV9nfjaPMgnLNlPDvUsgU6RJKMAH70nsExrvegU0zAxu8PPsm8yDKiwszi6v5UHFyHJ9uiEPoFSHTBKj/vJ8r2K6PANUW93ylfLvqxKeMWzk5TUK1cUAufSM4Z4CJKLtoBEuT3SGKvJrSGs/F/ndXFuNzKQryUcH4+DakZ5cfco3ZT852AjbIKV7XVQ7aQMQrHjpD9eDbf3odTCGkBUo6fI3/cUANtik7mdRb2XOPx4LQtB2xqVZn0bwWTtZnTrGCRdhRIYv5EsvZI7eNRK4JPNx8xPX0MlT25yjDvg7zHya2q5ASiyBKnMNvM00SSt7/gb1BT5t0St2ttVzrz5LB9F0kTiyxXJpU10W3cbJz8OdNRJlkJpG0mMRHIH407R0SOpbB0h89u1LGgLI5W751FEjMMuRnkQHsEuaOpuNgalN2eFrdppMUGidc1vbKG137N+2K6smy+kZIbYyRemRvSwyMSL5qPpJBFXONbfWw3KBKzCBrKBCBzifeR28cB9x6sACQFibH4Fr9PrYHOHtRpK8kl/xSjx/QL07aKL+Oy7/hzUVHTlXrfsj6Rpy7GdjVp14oH3SjbBBWfxMAYslcXUrbAyO/ah2Z0sEF2FxkR6y80rineUjJU6A7rKxAOzeYtQ6q0HZew8IPpZVX5CFQw7HW3sV08fsMxW95lA1utERym/+InFv2eEAc/B6K6HlZTNxZu1+q6EwX1u+q8DHXLPhmtkF6tbDdpkyGdJGdja6uFJFVV2WS5ftm8C8HVu01hUhHz1hagkSM3wK+hxC7Ghw3GNcZXv0nYBa6YSZks24kHO4m5TWDcjW5WepjLxDyjXDNK6S4i4HNtd00EBakSVy9sXlj3yetBjtlv48mzrb3kq1j6/vyzIWirn6guPjzTD5p1lJeJQEVDEcRG7yaNOCiV/MxR/YfQZKfDeH10AASz162++DlOFgXGjT/qkjlaTL/5VgObK6XvchyzqM35JVirEH1W9eZkRZb7dRjYAxV0HR19NHm+kEcxSb7+K1YWm5qWNjLkzSTKUvpoPB/pecTDXUbLkpyQ4jDIe162ziwjR8Yi2Yjlkwb4TBWkyrPGxqVVtTYDALcnXKJ9ub6y/XAoKbpPgaGrwx4vdF8Qyz86KdhI9JjzumJPikq4RBR0ZABQJdZjKXy571pqE7uB0zOlm6yo8WSPamqcqYPuSoPP2GSbej6UtUQaHGIdmYQ/41FYYXfDYEWJKZbCRmuW0rDlUBPUH1HVmFv7RCVbC1Os3y+7/g5PEdzEB3cfae4E/qYbCdE8oaF110Yeqa3Ve8niXbfQqOL4li3NUeveb22x3SsPjB4PO1bb1I9oo1VVwxq5eSwHECrYznUzcWHwqRpTwdbyMTVgSnJIaYMXHPQhUCvR7bU8tYjnFknyw5tKvvG0O7m9Nq9yY/DCy3IM2N2nzvdJZZkAACAASURBVMkXBqtlQR31juWmWFMyZL4Uuhb3rBVgWctURHK6eHeRDJE8sx2ZbJZpOLYtPbqoY9mopjMhoTfGy2sQiID3i5ktxz8YKuOwtw8gzcd9215ye80Noez0sTJBrNKRQPGb+J3/XvEM/VC39r4ODKQeZcF80kv4qu2dJBC357b2UhAlfNTZWl2TpzzJKhMAvEX+BeB9JoeZvZsKSuMYjF0Z/apl+ewIzvH4viLJxtj1b2DD4DH+MrikyjwQmeTMJn8zovU/hiTvLeg3GPiQWju+z3zNPD+AtFpr0teRu6af1riJWrQ8+QRmPvOb3WpcGg32BXjMi4kQqEy41DbJL8qTzjk1Bgf2BL1yCKpYjrsw8O2gx/F3Syn9CzRFNWuW58xqtM0S41v3F+zoZbes8mxz4YqZMwDM6mImqQVHkJ4/OttVbOSw7h+g8ZqUI5WC3EAaU9E9RfAgaT9oU81WxCup/oJIJnrHaQhibBvqWI6oHf+j5bdGSq1gt0QB1HgYU/vwt5EJQhmkikL3wWUd2Yk0Puzc/sPGoZF7AJNnOE03u0GbT3Kbws+M+qpPcGTDU2U5efGRfXPVyEfGWYPPLPcTir4iLvqIwFPRNWuJkOuEfI7NlEK5PTsmBjlgRacazJ+yZMJMkEwVp9m+7FBtLqNpc5BV5g5JUHu2luM8ITptpJ0hXONcXyk++I7K0MWBdN5jm5Mum7Qrm4UIKFNk34vbESmXwi6Nu/mJHB8ECHGQ9K1qu7bGwUpCymEtBY4VrS2bc2sQnA/Y5ggqd4PMwHGTTachf7Pb5sJxfddI+td4ykUXuDG7+zmpnr6GzY91GG7xooRXDrjpLm0YMzqFwVX+E4PJOZLN38ILCgaOjcC43zPQL9lqgtSD4wZO8WSJeYxtgUI5iy6ExWeh9kvbwYfV7LuPLWUO9/mOfjN12URE1pR7o632Q1YXOkgddmV3fUYzfkyJzTyu3b6pVb7DTr/pX/6aX6hbaMSXhU3pc/7JGdUtniG0Z0hII7L8spVFuGbfE/nENaePygVO8jl7gC4UbWxAhPzQ1IToNkKIBlU04ksragXWfmO8E1Iq4S96Jcam4NylYEeYCfkoBmTidf25bFJrm9+u8zLk+8g50+1aVpvd76Oz4P/kT34CFromCyxKEa9Vx4+tYhApf3XqNAn0F2ykPrnfyDp8l7BVqbpIKbrVpqOf13hGaUw3NIkG9VHnNdrJg+XymjUSPyypRWtgeATTnva4pTdzo12sodDMV2U8vU16UkGaRu0YuUm7K3Q00nQhJrarAYLVDfbBOba1vmBAOYRg2z78AO2Th3+3exxnXT8Te7LWlAPjMnETOV/jGRpU/P0UBiK3VBWkNM6UnnGImbBTbjPk+IrxRhnUSwlt1fKBbGMRvVsNDmKE4bxmwUAWO5z6TKfvyYdOkg3J416dfo15VRsfI//NVDa2CfiFBGStQhlDpu9li5ltpnMMz/J8G+mMU4TLJ9vPrG/hlBQocoKoyDccW9sPYJhrdgtHO8zVTILp+1WnPwtAn8B6LCC81b9WMaOe2QC4aylRdSmCFtP9FvwYSOlkERlU1jfJyn7BaN1LkRGAEoLiDsV6DSubfAWpZsQ5I6Bcs40p2BxD4z4RCdO7K22eQOb+g4/UWjDUab7aOhXCKvF69KAIB6eQ05Fmj4eaVAvJaAFgpKk1WV1MbimlU0xeXHWjGrbRaEk+AKarkbjF2OT2Lk4TxhGghbO2biZaMqiVloP3pXwTJYDOZXdrry3XSyVAfLglRlIPvwKAB0LyJxw9rxNOY3kiPox9nuvJPWONuCboEkV0tC9QH4VA2WK0LAQg9S3CjMv2NoW4Rly1NQtp416Bk5FMmqfZ7z1sbOQzntd/Gy+xjjZm6oUha6rTXZu7Ml7wWD0sMSI/zcHWmjIeaNnahKy6NM42mAzg4tUG3PPM2i6YY5sRwsIMv0Vmi4VcVHdO563NPnetyAb9qI9gBt1VMC1cSgolKRFm6elUcWs06wywP1H+2QQYQAoKdcCoQ/RKfFFoxWSEK6WUA45BmtJZFBDfWh2lFxiZhh3KSHRF8NdPuOygwU3ECIoTSAgLNWsSc9P3rDsn8HKyrxBIuHvUOMA5a5Onf9gNeea2Fp3OkgXl/dcFE7Uuu/USJn98tpOPWs0EckLvam5J49HL26XduGJuMv+S6i3rI3t4VWXp11QmDeS6AV7sqACT2gxze3UVAGZdTQTYDx8hYdsQ4EgTwkBWsS/j2P/mzDUzAnW1MmDOuqClDtFykB3/QvVArwd4aOfEjGQHB7M+URamOdn9JOagNssbaxidAz27HuP8vv6Aa4p34rXZzKsoEnpNedH4TyFiK6Y+FxcK00Gmk34KHl4mT2dT/94L6wvn+X0dscPweXNU1jeaPSIhPPBrBxfa1x5jRmu+9xxstJnGBjPI2gYbPCWLGxfcWeX46t/f4x758X1up+DeRphwqbQNSbjRcao1Bf4d+feFuHwd/5425iDcf3+PlwhHTGulItbpBc+Nt8TuGZkBIAYy+rha3bE5LWVtupy6Hg775840sInzmkYwij3EBHCoyRrcfB8z6mHEzPL13+fGSeQXmwHisiqtrbj3+0rDyZYrVbtVXE39OD43edUyb8ESZjUaVHKvAAKck7+PUg83YtZX+U95U1tgly50mRfu4dnhc/3z/U8NXvi0qyAAhs1dLc5z9kstSzFPBXg2GRJ+gJbLMN0Jw2Jp386+Y8uKb86HG87sXfxcIEcCcRPOL8cWzqIMYRYuqNbUZtdd6rVTUy1LyUeAwLs9IFk5WaLI8k8bkhGI08twW0pW2svTu2Ys6+5CU8ZQrGapBSecOaTJ/r0WAJm00/e95F+1oN0mJeDHBqRaaoBJAiry7celvYkpVaj0VqCKI3OELIYQcQqdxtOvPR/ifE7nq1gAXB4P+85jPMqiMTWj7hzbvb/gfP5K2cX04jGc6M7+Grcv7RppiqjY5nfZh4aiucWZBs2W3VicGYLHeGAytD/XcgQ2zDnLYc0IKui0jr3908L5bPe493kS57PRNvz8oizkxtXmMx79nRXBCfDQ4gHg87J5kWaBHNRqI/600zHU7JjFu7TgV1KnYQgmE1xccXUmS+s722/9Ku8tbXgmbZ6RE7sw4hLFZTghkh8Q6nTXsjUm0hWm7gPerBQseL7OL3Pudtcpt6vYrLgLH22i1F44fJKLP3nPV9NbGMbYtTiSGWQaQ5HHCP2/iwZPkvZ8woNJ4yEfGx7IvmY7xaSWzt31ALnlseFPhhqZNtyvU6ZUWU0MKROP+8N7MMeTVqXjrJe0fy1jUkdy05JjZmw3bjyUcc4lc5i3nfO5r3w2lOPK8G1VeMD0kV1Xmm3XxL/j8QZn5kjZbyRsz2VIktHI01fqWkeSinbARYOClieju8P6MVMM+wwtZJbeQAxyX11QTDspIntdGNKowYRMPvdj6zjHZ8Dfi7cADHW9vTkS0dGaTzt4lxzGQyZE9QmhAwnnYzinAhj/DtmOKsaStYB3tqYDs/qI8ikqgsGDKRkVviyXbcluA8yDTfR3HaA1BHBFScUGwVxn/vx6bjDLVdk1KFVIvLlMGfM9L9n9G6GA1TUHBh7e+xbgP3uu+CWlvnGcI/gBp63GA66iqQCk+hs8u2+KcPByj8YQKI9FUUTS5iPX/aJf5/4ujmoFBjwCiJTP+Yfq0FtWa2TnZCWunTDGRHeidFGHHGnI9zxvU93N2q+aywSxHjMRJC2QRb8LBh9ll2cBzYPOdasfQSlPCgHy7NB9y8fQCJnD+6ThbGI4MKgMRMY5wL4uoVqTeS0qtHV3Iwob/5XJo7L29oGJNlMaYwPkp49z1Ave59KG8cuyxJyNCSEKbefMA+p1LOI9kduY1PtLI1v96xCSNw/bnLnV0014Mio+cSS/ijyhnQfxOTq8GTZsV1+uIQC4sL9qL2zq4XbdkIUZFV1/klFfmz/cta7kkNpTeZ6X+KBYsuZqNu0l8Hm+NhjgY0Hv59c17pN+hxwy6koJgXxm7dPLlxInhkx90aOBTif97q3e7Vf+3Y78JGhww+m47YZowlg58IGxcWxnHkjSfUHPZuP2Z5fcDOc/LNdAWA3KSDDaNhixFBEsQ/HnK0vtYs1JN8Dz7Hr6/WUPRL2d02ot2uOQEiOXlCIS+0FTqUSVsHjYTTdraPADq/w34D95GyNFdlnhdYwgYty3R9gDncUpmi7uz3IZYlzGppkbfD95srUj123QSI7tHOt4Ir6ew1x1e/b4PkZ31f5IeBDln5XASHZ65vKCBOg6BWjrSU1l4TGmc6gETh/qJrMeMudXiAA0OedyXOYP1IsKVjQVf/1c9WmZdjVVWviPzPCgdiT9S7HXCLOj87FMiCLktumwvUzwDCMHdui3vJGiC+mtF+RziJnxSpV/LJNqdt31e+MkEsUyt2bwJ0Ae0wEC83aFIgxhkhgTSOPHGACP+LBgkB7OgRQJ2/0MFUEUAFYgOV6W1qYuxJr+tUZNHTgsUUhLa11kRZrTbOAXWrCKwLf0vn0L8Cc47UJNpJlPqjIKN6HHI4pKAZVxGZC/ZU3tlLLaxNxOuAeSlSI5icXGWepIewGECn4nZ0o5K+BrR0D5YzcHSl4xA8TqyMWaGpk0UOE8MzmEWyrksQdVNbhb4MJUYm+iYiiCtTmk4gsGrNt3o3h0RzzZNQ6Tp/+mwT7yxJ4RiGgxmW+0iMo5NSo6czOFRRhPtA0rvhBate2O5Ryf1/E/9rStXWPBPeOthxmQBVUgcnIWr9ag0yDDPglGZV4ZOle4Ngm2EGTvcjxmWGse9929EYveVoga0zGxoCNG2HmoDB9ma7d3aNGbxXl2wS6zqxm9eWNBbon0Yx0/n22yOrXl0yceLWRHiwgEFpcg5E7FenhVXIwHccl02COnHLnEyh6H9nFYax/x+nO7PRBlTck/dYT91rs/3OUCC31y5fm3W9Qp3PnJ3XU0UkJLY5RUZ90m8f2iuKopzBMzx4OCszBAxZkqTexkg6A7GfwYGJ89oUOVVwetii7Fa49dGIyhUJ/mw/HJtHgEOTTcYpp2oFFA3imLHk1nquW8aoTu7EGdFllS8pvcuPoc3erlq++99tyvP6dOIPmrpQ0W6Gdg5POHVfjayDQgY/al0dtGA8vrZVVEh31mHtX6+uggmTbcPb6PyA0YWv0LVY/y6BIynmgkR2iEgniLg0GwIpGxKgLSZgaVLVgOUBFSm/u1Tj/pSqFqdqQlNcIjbANB8wbJz6RhBkaYVfs9uC8YXAiOn88PnfitqbWyxKc7SO9Y3OzrXhnJxnHGHOHUWzzaELuJMNfpldNkm1cSbzXHpAaG43lBZOOjYldSdevW98DzFYkWUgiAR9K2Uk1YSpFXEl8O+GGDBz/HS8ZzrY1qVpkyZhpihBX0eVVgQTCoIUC5T/b77+L395GeI/F7dvvk+ioHIAAg0XdD7ncFnLpJ/p9sefelttNa8N5TsKC1sRCdPsBzvyQH2OMv2wHwsjubMqazTmpqrfGvOj6rz6uECav5sOyYp7jNawgkEl1z+n1uP0qhG1sjRK9g4KsNVS6zGAv5ZHFdjnClMKUF5SsaC5EQsgIzw3hreMbPYa0hwBcMVuARIBxzeZcAJQSckH/clf9W9C+iiBiOpq2USzmX5HFeiNPfc+1oUJOGCsZ7DeHJY6X0cfurPh/Dq6KD2ftGISCe/q74nWs+2/PtM7UHeIBCn+5KXwvTToPNW6V9v3klGApFEmcDYAdCo9q6H15D5tUkSbG015tdu8RiwNl4CaHCaydYHQzMbSlNXapWNPik+kftQuQr5iLL+6XWR6pbPEF6lrCJEEqAqtyS2yQjyn7t2xXfStxv6Z9mX/a053XnBUK8HL8PzGYKXcP00O/WW7AVexqaTo1j+P7L7KhWQfOC5Jx1On3q97l+mpXtvbThw6Oaehrp6nClxPX52LxnOvtcAmsf58blYjIDLsMEYwp/6E1hJ2GHyT7KhiSL4GgLnSvCIL1ea3WXLafNZ3XwuUALnxPP2nk2L9NMaT8BSjJ+86zN38OhVo8MRJaxhsnxaEe3Z9rkw1/O+8i6VAQW1rtKIyKV+7L3s0Aaha5fI3EJCOP0Xnbe8mRQsQr6xsWYSEQw2YisMCwo9g8tr6fmJzo7Vy6ndv5Y1eR4zja7Z1GOs74qU+rG5tGVRWZBBCOruRbMIiijMhCfo4vapmDwO33YmBSO+cVENgqKHc2skoLFcVlFSwqHI7kqiZqAU0yPGBOthaCeAlvZXcaXVXUL8rnNKoR5vKqiNhjAGochZKICo/5mfXcodud+yxGLPGYdjsZMdULyoT4dRiPPussEa7ItItJ9wlSiGMI6yR8UY64grbupFUARIfY93+i3IqvqMfSOkW86qfe979fUMd5wDRNiNEgH7egU5m9WSL4aKR0doj6JG6rrmOPHc/UiBOPGiz57zdPRlNg7NguQVbgHfo46SvVqSjzVi50YGOVMvH0bB9q19wIM6WUqBEo13xBaiRC07ESXJzuMT84f6jbGIw22G2/zrGJWdvpIeD0Xh591l/VEdp1Cs90uhwrhXJ4a09hYaKwiUF/k7EljBmc5GEiy7qRZs9ZG3eNsi7ashE/Fkeqp3AaP/Cp2muz6d1dd4ERA2lobiaK9AmiYYbkP0CwvePbpHcdz0jv7hdMZIk2MxcSvhUVP5hspB5X2MrLERBSHGi0g9DenAGmLBhUD+lVebwvv3gVxHm26+lKDMUdUM9WRaXIlk60hIZ07F/vdsvrFYMyd6brmbLjgXNbKbCUBU9izNflZhWnC9vxAWmVuWIrcRM74JAZQG5JrMMH8PiruQV1tCprMG4EvPwb/xXM9b+ZPt/arggboad3pCYyGkMVJlCAQzJzhcefZ/i3rdC0Xdta2zM1eGRYUzWHMYUKSk3T3YEUO8TpFRqsWif0ad0vs9MLGv5DthOIz8bBoYEKpwj5lilm9oytSASaTDvG20GHsZjRFg5Fl1haOFJmqYSuhm8RqXp337T3HCQg5zRlPUenJqgd1FMKpbZlihA8AiJyhaDvJyeGdsvQRi42CQArf0Cvy5PNOpjQduJrETArFzQWr5nM5GATPgxYRoEdI9OYUVPJlC5pmlzRSkhTCp1YsJ2WFo7zF9gSFD2jzlgdO41DuPchjVJTkwKow2JjpvwwkH+z5rPWtbQC8RYlLIq2IBpwQMpwSOipm72hEJId99ZEVPFe+1hGsx/W5U9dozTBwLTVsd/BJjGvddURVezbICVdnIxfTLXz1/OouW+PwDjyuppOJUPGcXtAdjRd1uhDXJgNe0zrSO+yzmbbaB/xpCXC0/D5VI8IeYyX8jgURQnHh3Wzq1D0seUshTSi0PhdLccVJgsrungusxywyfkIXbEpNBmxQy6QukMsVWjRYBF7S9hthWV4lgVLeBJgIxwFs7ct6e3GRy3/gjVCP3km2z/6C56mex3HvtKz6CNbiyBUX4tfa5Rhffdbs+k3uxRydT6LIHuOfxQwwjfdHpFqDzHMQz+cfgOdTAt/MzB8kpAtTxhCLToCFLRNp464smp/VJmaRr6AOmHD6suN5w7njArGXK9phaWY88EJw4m/ue7dTywoh9jpAHmRVqqmLK76aqHWcpQI7HbFyS36oxLWHH+Ou2cjDhN8vwcZH9KWCqgB7ZumIbdRezGyFUq5ZRczpd8lScqdozc8fZ8QjVJOcohhG/X497KPmqwlI/JVQrYbEJG211eZcq6zf96ostGIhxIfIDDmR0d1r+2PrMDamc3FZ/yOao+LdjWpW5+RvaMOAgi1n7WEP7tiUYthvUWG7RvotkBlb+UadQWEKtZqjUPx9+3s8/3pPRmsnEl3ZZNiztFUojHOAq2aYG1MdpcXHVks4/dAjOfcR19FEdKlTTAa/RKHibM46zPnOls+QxnfvpZ7cMNAnXp0UVKG2ZoI8YY6NS+UWVu0cBHU4bJ7G7UmkZ5WHS0S+mJnTl/OEUmXMSifSeEtCgLccrfpCBQAWEh0blGf4AIXHVbGvD8AFFUrXvMJeEjc0qW4UEWAZI7c5rh6mC3LSR66jrqSo5ngeLXcEYk21sr6nBm/FkUmZKVWcJ/rAnPdLq/5Cj68RjphT77RJN3PFo6rgaDnfkrkGBzsmUlPQKs847I7j2X1UkrHnqHBaO8awbjrrLVs+ktvHA36ea1aUwDdLuUvymDKYjY4phOaE706tSQPYMJarmT6Kk69akNqrLW5TA05mgPe3nzBhyVRbCwUS5Yo8Q26YsUnBnDMZq8EzHQJb4omagUNltgJt/R1PZ3m6WI+nQkE6eu1iZbofdQzD+MdhP/135xaG6J3mvIUKyvkaOYzwwzdmp7HQ3mv9ypApwlFPeo7dnse9v2BKlWpT6p44JIdcBVSGebhIVRkp4rOyHiQTaWw2WuDaYBuSDr7ylpjCul9ejJgsIcJMBiANePae7PHGg9Y/kqV8Q7hrDOBOxRdu96DM36cgf2Ly/VT/45vOxpBTiii2IQOrzD94kx0dcQCnCXyCDXJamVh9OyXGDkhh1Josvk13XOlZNfu+FvH1qFLRWCw/T4Xet7xibDPzp+7O0ELmumbpEEhhnrMb/dr0l1xFMDxEj3paGw9KEEIApOcIaYTgsUSlhcrwWabJb/+YFq/Syvj3YruSO9VXqdcgvkcNhrBnHHyYgRPEjEr+Dfp7ix6QM2PbQO6iMDZoBwh1mwrSCTmeZLnW0+a462jyLYiMIF6sjtgiDq6V1QjjzU0FJf9SjBx5ss9UJp2q2DIL+ehuzzZ7JCGeo8V5z+vTtHxOFGpkXSPPeC7bacL3sJhdoMHODhHWC+vVqN53oMBPlA03ncskZZK5WDwUnoyoS9/ApYZ2tpN4yHkx8XP5PGz+KGjUTdec/ka+ZssSJlZq6kTJyXaijLTqB4Vld2toNhSK1JRwzWMwYhFPInrzT1QZnFgKcmYdFNTzrIVzHXVfM0x69E8V1IneGG3YQsSaxtcErYlx/z3IdwjKrnc8lDlIMEG9mDGOJYJH0cowMZK2F5RbNqTcY+5WtL8ntV6Bw2Y1AhXDzKVTVgY2wAgL2eBPBbNZloAHEWcNbGEYZ5SFA+HJxppz6rANgSx/lBy4dtdX6ZWdRsXtXHIjUIkXgYVnp9c62e6hw0t4C021M/aVPB/L+rmPEh1jPVOQWVSTU5YDon2aghB+8pVPLaRn9Yc4lP35iG5jLgAVr6cSk6lI46nxzm9XuS038NFCVJruNOPNDZmnBCRmthMp5SysWGzmgDnafF0dfXex4cGgO1rI31FUd2BA0seJlZxpYmdVSOtKT6tanMP4iptu6hXMbEqph7vcv95+9Mh7GVmcpijONhlmfHQYMtllz0crpcyxvxpOOfv1RNoqzrBH5SVjJ9XpaIdIuxThyUjH0gvuYIasGq8iiiuiuOYIBHLUoCKqePJctlNnROQ3jfdoxP71NKEbr+H/hGaff7tzNx0lfRk8CHLOQrTwTDOrw0qwNnd5eUoVEr6zvp2G1KcRm9NqLaJ0MLA74QUzYzwSwyisfENRwyaTv8rIfaVLZDe0u2niNG6kGhJAKYsqVa4btmjL9TkYQpkrsBjDfvlMjWIcQx18l87RcVmfYDziTqR4oNgNQWVQsvoAGBZYVaw7D6pAEV/4tgJGXbP6I2utcayaBt4SLd6y+JjbQjrejD5uUPk+rs47vYvx/tBP2lOCnBlRocjMYe5cZSSdxBcbWKIx48WGqDU3Ku/XJDkPQ0DARMzT9vPGQx79QgnLIsaMOvs0669xtNlRqv6M+NVWHoxnUzJp4zzGfMMgfwopoB5P9TzGGT8bYfclEVzGS4YhF+ftJTet1+QnvNIl2Zeg2YsQtWJ4esv41vfdtZELD5SuVZVGNbSFuOVVO9laYr9rO07p1ySSM8HG6zki7pY4Oa30wNWWN3NqTx3zd/K8nSKBUZhI4DXhzIbqxZdKon5uEm57w/oRjIS3qYnfXtgqT3q8KoxL20ni2oI8QTsz3QFC73rqj3gBP9GQQ50hv76i8HllZ5hO7GA2dpfX5wq/K65krrbGZ2tPbcEMzR6teTeIxE8kAxrHjDi1ObtmfBzhRBtVQAWRBpZBxoCfKeMMniyAUzUfOwu3ugRUTfKt7h0zVQ78zPRrxrVhpua+Bf/cCd9a2ONJnl8vcIyudTBOs9UIIOFRuI5Z7JRAGltejV1Xf7JGQ/UAzP9DRDtZ0V2AwnXmDkZrR/+pjEm0s5dYKPaZq3oC76vgumOoBUU3bWWMSz/XCT6WO1u3AD5RL7CN6AFUD87lBMTM2LsXqLMYitKQA7QvKvgxYIsfqk1EOGnd5zjX19CfG0PPDBARaGKsqw9L0WYwPTX6n4Nj3fNnAy8pehmDhGh8qk4xo9O1Ft84kuK7WoR0fzNzGOVo+87+39BEMP3asdioIzGHoX69FXJ4u9C6DMyeE0B7qNBwfPupoX6/wsEbE4XoyGRVCpoyI6l/ukbXOA6IKtY4WlDI5Qgw44wvJoH4hMqvuTYLfsaGbBOnLMaLv2tyYftQqunMYEvc7XYACWpBKluNM8qmlCY4L22wa22lzR4ulurlwIouroR+3VKkx7MirbnFlS0/JQCvZWxoVuZl4KHEYpNCHXQ+79XdeMjeccSGn777qHrM9n+ELO1DSfvFYeB9rg4ZuuLb9YQEjsUE0u3OziDt6QJ9y0obld/lMJupqTC/2ZCutBoodLwC/+qYN30uEQPEMm0z52d21BTSJBvwVK3kIr+Sg8kb4+dekknAS3GLVNNbv8eL4e/gh7O8xn9Ta/L/1Ijmajrj1GuqOOcem8fysueaSm9q+wZmbb2wwfw2d1Q2+nVr5V33v/VYXVCZ9SvGblzUyKcZYPSS0piuYHcrnnGRMKT2Iic8b26PjYXPJsOlHm1wFjX9fD0DkE25Ao5WPQAAIABJREFUegyyU6ulJepwTSkl6mupEOXwIpHM/YKzwFkAV43+mxfbh4UTPYMQc9fWRGW+Ulr1+vMlnydLHOM3Id/4a6o0exmoVjxPVC/r856TjLGdOEJCCestUuUPmfSn6zlW03b676vZlWIsK/QuAQyPAsUtz/snqikgcRt/xG/2gEPX+E0yWzxYTtTqIyTVGA8QyY0uqsEmzF1bCB80ps9frQvray6+/Ah2uoa5Dcwcfr7MdzRwJHR/VDTl0F6bCeHKX2m3S9vawnhvZTmNSyB0Wc2QcITWO3tSAmgrnntpiazFKGLPIKmWjXiKX1uixeVEeC2hKsOXPYxzXPAWkopBxuLkGcFNndQvWGyXpSgTUeDMxlKP3xjR6qKPgdIlO+0iKdscnnPoKdjdY3a5BOqsd2Z808JTOJ5NIxLvhQ2Oz1dbQ1YQN5TbWpkfSECVum307awx4NdrBNRUki8NJ3fyIBucWKD5uag/1YfH8jzMtoCkOys2HfNGsYAa9iSRD7zLG3ZX9XtBtayiV+NhfZ/4rachk3XYy0MIdbAB9H0tgk99s8WsfYJx+x4WJCYMn4QdAT8BNglA82VHAR9mf57scizvYxnu/8jNxgibckcWtq7FMNwP+can0lEpq8DJnSqKvQ0Mc79ePmUBhr4eK9ATleP2PMGrG35mCaphuBEjpO0aeXwkn3efhnlhSNjRYNNhDIRY3AlQyKoQlUFAECw9mk7NedK/wrLbeITystrEa/BtA9VUkrBfLzm97derRqVytPwBFHOyWELcYvPYdjb8/0rjf6FoKuG82OzUpKHr2PsgkLudj4YKTUp95GkXlZwbAKzBBo/HhPeil3JANYAr/FFbeS5bM8+StNPBr3PJQb654veUmcZRYfCGG+Aqe2ulcSQe1ukdWQFpK847rXvwv+io0encUh582kJCVW1EJnRV2/kytESDd86AuL+KIAij3yyOs0rCZAycVk9NPGvWFgyMrO8M8p9yYPDGipNNeU1J7An/dN/7o6Oal0KaIqp2EpP1tAs5pW+6TtMe5FaC9Yutx8lganvzzJMKEtYo3hW9P098CBeDx/vTLjiwZkeZTTgmS2sq83alj5n/9n4TS0+YTevW3QoeP3c+7KRqomNRHrSzk0trbOvjazxSsgE0bVabfxj23YZxP3vDiZUQl335rP2M62uqGUaMf3OrjBSY45c9jprJrisYdUgaRbv+XBMjXBn2GNgshrjWSSZpxpC0+ySi3ewv7N3v+7W6KWJqBYu+mSdz5lto+yErhBG7yBOQNR51EjHM1cgTA+OryOfjZIhcowgWIfc5RhApy8Ifn28wWqEoANZYKRSUCKyOpAzBLlrOeRZNJJuYT00h+2TP2vW6Qb8y7BQFzLsFl1RHLDXjtV1SPZmA1swE4Ui3hXz4ihgdW9PzxGRkQUvNwq3P6GajQu/HzVX73OL/WfHh9wcYxF5urqj3VvZjsqpZigTT9RV2RPd56fvvgvz9dPXzjsa+vj+LIOax3GyDnQ8xT5kXUCqnvWkjUi/TCeaRLWBs10YEA54lShZtGJv5MNkAGbcrqnNeHz/I5FR5rWlW0XUjxvPH0gqngzdbooLSyMFnF1oII1w52nrPX9w58GgxzJezM9vhh9/P033UXqyXvE/YnJEg6XTcDFVKQl+i6DAQsnRqgbkuq4pUXLOptKz1VMEaSLKvJ674RRdUcXLmU0zspZP+SsI30J6RlvcSnu4Gl5ps8mc6Jln5bMPAqfW6IIxa48Xfe/DGrNf4CZl6jKSRg8MVi2NS+BOloJ1r3SirthovDKA/h7Odi3kKN2Spd68p/NhomtANtB9DVuuzcQyGY14smhV6LL69aWfDrAFCfZ6coZqjogTuIX05/xgPXT+I/IyLjA0YpcwoZVchCyvyymu11dc6zGb8+fAet97oMoawB8J1FwL+jTlOJLNhmi5PMUY4tfoBOsxaaaRel6ieMil2qonr9hbRpiCnmqoCq4jdyhxbpPFlVt3wr0oLt0sfhc3RXv65hHOCuslWvhJLYaOC3rYdFDNFyl3R2nPxH8xzU8QUsGIhUlwm5UU1G6NR2TqZEeZmy1NrCce26iTRVDp1cMSkhXpICUlN8H3qbhYSEOQoA7D5Xh6+7KdgcRpwOJiMht73YzwDqWJvRlUwZnEV1hdtO3YY4l4w7KO7WhN4PqRhOzrDEhKLSxiG0O7TKdcqJxxkZJpGEm9My6KO4WYEq10UjhZexicBUIPP+09T9AHtp0EdbHOt3x83GHfGR25PHJZsW15HIUSzYiZ7E2+YdlmZI0SFv6OdLaxS3BWr44q0H8zQDjQesZphvbfbRVwo7vaaC2KdpVaJOws3s4o2v0HYGb+qLD/dfnrQI7JiLzS6M3KJyAEmW7P6M0v1IBzDhTJVIlm7dtFd6yTJh1Rxi+TJ25g1KDRF99HemQacS43T23cD3MbFM3ZNwx8TbEfCuPGpuAJNcct0gmdKpykc0117TlJdRgGm5LkpWm/B++I3eQ7HDD9pPsPGj9babDwylyuCDLvAcGV2BHW38fP6FE5SZeIBIYgllgFsUZy8lOEFq+FlOlqeazQ2UrOqoKooHXuapAtME0DVRnIK5yJpZ5NhNLs0zdbDXXb8nCCg4hmFs6J/+7J+OU1LDBRddpIzOVYZmLdMdlSuwXW9YHEvf+E5Dl37xgBPTaT7FOHG5ugnm0Rg0bg4G5Qsjq+3pw2LSU9OY7oFJYOBTEBril7LXmo1W2y8cXts6XIPUm7CCMHKJd369OEF9e1HbIFQfzQlQypjfG6ZR8IQbKdiiU6N7rhZZg8JZ2WTU765Qh1HIYTNOkgEKlbkukxZIRYLU89mAmoyRraJjf2Uqv0eWtvpxQ69HXYdbiI0+EcAFKk29L0SQHWxTl4Q9oOM7CuLULOpIQJUEP0yvFGnm/v6IqZZ5frTPU02Eq/v50/NyUcVYS5Km4sP7HkwiSUDnZ3TVptZCoXl6xD8fb+9F0MmQYOZpTVLhjqH0Up1vGU4GEAY5CnvJeoqoC8b97xdldgDAJIPGOInvjBJ0Kz3hoqtGYrx0CAv580CfKsmyGW0wCaKAEbBcoh0xiz+xDC23L0FpvDbpibLmGL2h7RTLkrhIQDoPf5HSYXRnm4xDRuRmKm58+K13Le8cZBYB1OLWwsVVPe5+IemO31f35qThoje9XMO9yNecvwoA6UAZaYyNs2rP1uXift1tcQeytfnP6ZZ9zYDMS1PvcXOyy4X3WNWdX1HIKmjL0vKTH8aYLi6ybq3PNhWXkpW1EIV6StM31RK0AtCXtdUy0CUfvdTbSoloAYYLVfi0U9YlaFZ8B12JzIp65sFcxZcPgZIS8mQAumukMDzQ8Y/wmvR7NWEk6M62hSADUGjgYpU6SqQJ+UOcFo7itWuo4wK6JhkMD9gMH2i49yQxUGrB7yntn9Ti2dv+XdLeexdHJVT6bQPJnaR/MQqgZeVTWjHpGoAEPKBUsy54OK13tjjK5RvZVLGoiaixHyOQZihcRHoHVmBGKnNcSd6Y6vnc2Ue8BZ656JfyRmzGLuvB6vUUK8CKlUjgurAy/fj+tXLCmIF7cZL8Ow2FeWVjNzi4nswnwa5xv/kz+8nT5w59vcVl5p1u6V0eOfqjlET4WfJ2EBOi7RlwXOp0PRSL2NEEcAAlWlJlPNSJNRl1J1PXEzAeIwdJWng4h/1jvB6Ejj9GXnO+GjVV/9w/IuN5pTCuP5+8zw/vVIpDH20dqDla1yw5s6lWMTbPt838WFLOPUnnuwhmeuVn6xYtI1XtRlZ36XzfRKYusaksa4/yi0hIjT7PL0dW00kAoulsPEJcsvnw0fgBc3TfMAQ+5NplLLKBr7tPL/uVRvDUmJXzHF8tca5MvHHle5G+fafavYHPP/+fRMzyPpKWVBQ6u5a6cmEidQXjsfxn5I7iXtrWpBi9sM4SfcgXFzzonnsti5EAu0bzM46NmO12OCOtZB2imB37n6cUEYyO3bl5c6ZK8JfTc5r2NRCNmi79U5bx54xcvfNN1TMnYCq1qQb998Xnmf7fMV1Jw1cno1hRcFXRI3j/K1EEiUBsHaPVBjP1dR0go8cqtYw8r14uecr/mVsYdck4eRXbXt8OIm+xc7qcXR+ipYx8ksS5vJehDSkAYtg1hfQ4mrq2VbCfZllKR1R8rq1pqaWjVg7ugfPaFaCNrrqMGp/BOKMIkQmlPZoXBMY8EBpCsLcB2YQE6ddHC865paX4t8M4HRTbou0xKDY10S2v14I0BExv2oWyq4w/CY9xCuIikDFKEuvB7EqDDMictIyuZcv5hhdrWb+/VzcI+ejtZCRbu4wmsVShU83cxHdeKkleth3ubt8Z+L3rPjlw12+v5bc6iO05cLwovJf8PjBpFZpod6kT3nuFTsSG3EglUwcmXKcIVwDaqDMjjAq+ffpBfmqBuXPNUCs5lTpmm94l4mBRbmiANv8flVPduEjPZVwulJKUE/7R4lIfCUGQ/Ipp1+GYBmIZOlldwkAjFA2BTD+fFYROpjJmbfkC7petZl42/hwrYMeh49huqLggKxoUJ1gCHM9SozCaTnNCJhTm7o9eK2tWywHXON3RHHuDBEIkZ/s/ZCJPI5oFa3JvT/JWagDUCkSPkVuO6RRuiAtpCt5LOhP5jb315LgVcImBcI1Av38cGVKEEPMu2y1sLo4kEAy6boQHz9quJVUGcJDXkfmjS/kG7pIyPyNmd5Z4yxlf9qi3zXC0LXGlje2CD7ku0YiWnkv7w0bkGtsnJHkPIjc8kqm4ryGCZVmfXsOINVxjrQtL5avrswMK08eM+IBwkf4464hhJyLHlxeXKpjqDXrGgamUEizLPoUtGwDRZhRyRldHJQwjPwU9xNnAOJ2SGa1QQ5NWaK7EhiVup9YNhfvghJAL4tInUVCk7IaSiwHjN+sY40j5AmR5r2R51eQdEkpq44yJpl+hFX3Nq+AaBiLUhsgettyGgt+c08oKMf/YE/k2fQYsWOaZ1pl1DUKzyu1kOgqyWTFYaR8x3PMT8PWar+kJ8xQvWA6m7L8lvbFV/vplC20gJRJE6Q8LthDzHOxzCQLkNIysym+GL7kaNXRzm/UvjwzuSSY2zLoofMbl+lqRo08S2y6zMW4IXc3mBh9j5M6aQDDAtOe8NSANSAbOuoZwpUFdSnrWOxlY2YLNMDSGlUvUip9RWSZ40+N3/emdRcmY69UbeVFtErkdKyKhGv8u+mX+A9WHC3LIoPmMzyUEUjYVSmtWU2VRxFtGZHoLLcxI3VCA/VJLcA0zk2VI4B+FV2glvdkF/evt3+D8jdi7oEusFZaR5leOILx7ZF186qm+a624Myd4kL6148ATAy8PU8oRqUiOvRhUWluglgsyBytI5h53aucjKLzssUP9pTBygXKDERy9nLgdU4utuHtqg4ZGE6I8MDVE9ZGdQyh5uw4eiHQn+xQ+XlcKZ4IXiOVrml/vxLfgtCWWK7YSly1YSdYl4ScVNyzF6EaLdZkMsOngfQnV6lPkfqXwSwt6IKXAcnQ6nkXXVL53IFVmSON0ZDQqKMSaZkOXIm/sXQu+2WzdrS+PN06dniu8aualVaNzyvrk6wDUUvEZOuIkD5DdlvkdVvElyvebLbOwxg3w/ej8FpBbcbZtyVL+4ioeGZsxYBXzquyMqYWKSYNXp8oMyNFaaQxEZOKaGqkW2N9DF7tGXyFyJ7aJVA8+mcWcTU8IZf43viBNM4S3TChI3/YumLTTN5qJVa6VpBQDidWFCPjjcbXsUb6fHWoJDW/xQg175pI4/5kms0+nR6iesHDneb1fjmpNWf0WUralX2Jya28PtMYaodtMqVRidGvl8WBqp5vS9QUfqi4RnJWC7vOcdOJl/qQAw+bUmZZjyZMAUnLZo8cT5ZvUDxiCgcLDa/p1/yD9H607sQeVY/Zuy4X+7K5aAdTi2jsuEb6FzxezAC9Z82vnPd6rvntPgDvOK8xIA0bWk6xXCqcsyp3pU3dAVG7EqAstRHVnWNJ0CKVrLNKQmK/BnIUFqWMFSpLr5F1nKSgzi1Kv2AD1DiArlpAFpIUwhyXrV6292pFcmO9Tx9vJwhyPM/1PXLNV3+cWCJTu4YXh3b6oo3PDiO/1jyQI5/rM73q9kvHeQwNjk+yJGEb2tObDJ84C3R0yoxZU1kjBHyUKCN5fZ9FzKUDHOCZ/hpb1FuFPCO7yOuRkR5eQX7wUJlnPvD2x+uuj9jSnHxi2qzgMv59fiz0+xdPyee9k/TjmZEt3Yz1nNHX5Ncgs4XYicfsqwB/coWQOG8lmPiLSWnU+/85l+EarER9Yi8N/4jF8TifUHqlB+PGKJYRt8gf9qT9aalCzS1Sep0Xv3rePzs/cynsnP2qc4rrQa+cnVu2fHq2ZUon1oiGlFBfC4RzeJh1S8JFqiGousZxPn1ygWRBid7JsWrBtql4pFvjBSWCu2TMM9aV9Ky/P9qYM5HmOTpeSZ1ei9l4kdgVtYwQsgNY/l1NgzW1XjFJiht6cTva0cKd9UUQqTHiwod5jlDjmnjfLV1y5i0SpNYFPSDYQk/aWmZ9SLHSDyF8Lx+fyRu/5fA0dP4mnN/cA3aVYaUFKIgq2P42GokVkoi6NkxqtwlqGibvFXkWf6/BqiuFwzOEmmR2XyXJTJT9Wi8Sa8qG2xQ1xY6u10xrRQJLNVUeAmNjGHrJLCwJkdGqHjFrxlhjKZIBxJYRZwSdEqnnlA3hfG6vXK/pFhM2WemN8ocbhabrYzwtnA3h8PMCc94oUH/a9/y5spHY6Lta8J0pRIK8JgKIgnFGmu3xPfRCPPOyj9vjdpWcx6/nedYERVBfOhcfifDJ12rsAcXj3kuMdyf8XNrrzq2ep1wsMyUYmG9cunSpEYxIm+rOcTJR/JC1ysQGxZG9CZJYq1lVRCttU7+NSBR4nhVoqkolUIRd3yqQvQxX5LSZKnNvxSGJMYYU0y8AkBtFxcarAsUGm0qkiTcmogRtcZ3Uy9ROF+Zv0BRExJqUURZt8MJ8T6dcr8gQTjnNQqB4ilHTpLmVdqBE04IqEdIItBRpqGv4tGgSyqqYPm8Eu8rr0KGeWRFDvUxumRVGz9inoGqqYpA3slT7nJTN4vQ9urhRwamWvsN2nujteYhU/kQYxY78J59WncGr733Y6pzVOilnJFTi0Xc5tXpP8h+wn8ylo3EM5jmBcq2bLqyVQLg6d1l0q0jL3KZyjBbEM1/9QGUdtPqSLBpT2/O3HPCjDs8TdwTPtkR5rd6mljIfBki725vF8UbH/4GsL7OmtgMTiWU48Uz2UoyDc9b8FY25fO5rKuvDY8ZWrEeVFXC+uaQGG1nzvcqnXrMqgOAkc2zsoa0HBKDlNLESoL1B3M6u/cbTv43yCuopofcxzdzZe5UoBBvoXSzuQhZnKLWnfqjcxEay/X8N/lHV0oXTtMxfbhadZKgdX4V/QgBR+zk1ykcLFbg00w2PJc57LX5cLcuXWKTwsfbB0xfWv5dPZGw1vKqirHF8FSM5Cwt9JBxRsXOEooWrymYSaSFeYTxds74kUdmmUdozhQhMTSxljSq3SoRiBXi74ic6ItaMkNc0FeLC9qG4QAqrEopJwqk3Ar2TkE49xIg4z1HOSF2sl2o8RfG8f/+Pak19Ro6EcaGpwEB1YGxXFcJFRxl6hv9YCWC5d6L6JLKhr0uHhDV2LpKjPOFtMnrYORFsAWBYmfgUAwmnBbOVJLx31wgHWYfYyFKdohcNB6lrVJ2vOMUqZiiGOXYl1DWR8h1j5xUAXz+o4KvEAkjFiU2hYb6uR9xfUMwxM9ZRJhkdYa210sWcLLIXbvqgOqodSVRCleRY7sJtLchQcwxgeFKQuqFVRot5wXGoCaglrk04ImEiyk4dm8mLXejsekfmK0+xyhGThRDAhOqwLn3ucWCJYaKVLK0sJVYGi5A2wQlzk+S9Rk0xF7kAf+/rMwV1n96hC1iWTlH4GJmeabklrvq5bdgZiVaZmFffcuKHud3VxZuf9LS2uXuzDgFJTXwEc++xyfPFRrA35FW6SFvwaUbLH5VJsoegdOWNyRUCiWd45pVyXrz4eOXAyqJ7YjOzqSIK+k3qjkU6KbH5aPGVkGT1XnnyWkmmmMZXrfkY53+NPInf0yBzmDJqGiMEiwlCAseCRxIGqXKcHM98LdoNf0X9t1qzx6dTfZCDmHbXV3nSmSovOS+HnGQIv1KRfIp4vCqh0qVR9Mt/71tSGs++0zdX/tsehFxmrCfrrFuNMI3i/7GqfCGhwl8dcP7Uh6zkj5HINmNmfavKDdFXSN4mVY3YYqBd9kfNe9hGxYseVRfdgPHHs7xFE+uo3wO70oJv+QBMD4Wdcgd3wQXBaRSlZSrkAM4vNJhVB7/l4L+faFRKn5TGCZJlgzVNFo0YGtJd2UQexecsWJZWRpt49INtPs3qjq/T3QNkq56Yw/PlX7hbhAvmMuHjY/DKp3cvL5tXD4+C5dfV9htj8GvLCsRtw+uHBFRr5+Iu/x0LLLle1yh4gPOzJMfliwwyECtkzRJs7dWOWSA8+r6HawdJpZZDEUu9TgmIid4Y/AuZwNIy6mUMA3eFi8Ujf2A+UkwRbOQrJdZKA80TS4yVUFSbjUkxKzMp1f5+jiqdNOsRqw6gdKflhudBL0/Wd4zfnP01YDKbbNgu5Ohd62GzUPboDGawTMKpUEmnk99yqKhoGplsw+6EPTIkhbW+sjTmE89eWqTyXCbLmxpi0iI2FN2eb4cXPF45L4dZ6HcvG4G6j4S3pqA5tRjnTpmke9J1yJgjSQ/5hniuOlOaxytUlevk8Lz6jjGLS8K4XDZP5GymuMFyr6f9iYu/qh39UOxLRkXTuIABhRBRIWVfuukagKhg0m/AeKctqM2WfLKX0VoNZmR9x5ICR6ENFRByWnII0Yj2yaUbZrTpjDzre15Ywab67hNlr4hiKb2WN9pxhufvJzzOyPpig5JFPof2m1A8m5E+/77rGPYud5mhhX/ElMdIYPUChiMcja3Q5k6BEmb40DxJYQxwRmRLYKMd8WK218No9qEd2bl3v/kQh775q9dQbhuUgGrM8VOOSWY9eWAMUEoD/CyWq8juCQWwKDqhezp+pNOisnXwKnoUSLc3jNvnFv3R5ylc98OfMPjOGJ2X1soLFjUlCRIKRU88eSyrNuX2ro0UhM4lHoa3WonEZrd6hS6pWGmB2qEW+CSFJnA6OwGeENH95o/YA5T6vPRI92j9dhj3somfOrCgYZbGzK6vydQtmROPqEh/DGrcWP413jM6Ry8l60s9/TO2zyrVHazb0m9ZPERToZ5q2de4Serrq5xwgzT2swJB1qprV4a4WAViPonxGicuWhgHdYynCQPfGgSkdji2+9+mwef193vqiXqRciN9xlmLPGPK7zj8xmVA3fgUG6NjeIeCIZHMKctpK+ii1TtlSCEoY97R1CHqpmMeWApp7EPL4csZTj1/81E0Kfw8Eyvtq1+XmIYSaPgs5MAAD/29QcKDW++6wSL9c5EqYLKqRAqjK5XZpfxTLzSo2CkhtMgphww9veys10yVn6e1Trxp9fvl9Kcc9jzV8ziep+3FUz2PxdedTg1esedHdmyylzAx7IzAojqFGfBb8ynHp6o1SdVENC1mY5xCCyccNnmYSSwMgZMdY/40RCWlMKEtdaxAWvwL2eY2oVWLwevlJyepUDHY2Mkmux+bNDauvH1i9x2IV0rRMcJaSf4Ebf6yqWwq339Yj1B3boz0qP58TU1JaCR8om1DdUUfTQ59p0BdDDbQZ19V5ABKKfbm65HYZzGuUCt+jdocbWTmgGKrFTy7Qo6lE0AdRb0nbpMt37eb/tSpIQJ1P0uwCEuqPFczSr/2rmPewSeRsaAWQNXkUyi/h4rvNzv1S6FRpyZnNZMdGtl5MUM+jqdTa1CKWHfqKIt6T4OsVpyLN0VsnEFlubv7eNWWcgFngxM1ezUvL0EztIlQhCS2KTXtGOF21q9YP+lf1rITnHsaXQOqiysBnJ3+yOjkdUXa/EimigWtl3PyC8MZnq2l8TVXzpNetqge9tGCrpsH6WhJueEuXsydnwnacDeq32PGFRBdRrnVZirxHKmgVJqq5ZcNSWZ3TXYBlI4+t0P86PVE9dPUl+vWid+0swZ5IwoZt+iKJWiwCLf0EQDZGj/80+aQxlmfcBXreC3p+RI9n5KjNeKAyM+lPJZTzdUSfHjIV8zjZcyk+Ofbd5BvL3hnF1aEO+tfGT+en6tLT9WO1MKfD6WQoyLNifSNUtX7azu1hUuGXfz4kdGup18mn9s1OakLYzj9xchDhCC+KmTFHpNf9FxopzDZ8jST8FdW79eiAomTx65N9Vg/8TaMrYr3cpYMEV58Yhvw0JppeYtl85rL4aqZSrtnqgLa0zT7wvoJJQPf/BkbDHLw+2zMAtRfEmDXtjOzvl1rSVOEttaNHB6/IkvkLOCJV4sGYLYbAn1Mx71mTaquFG8toS3bz3EWI2211TMet1BSZQxBKsgZHS9biTVXHR4IxVdlxWdIo7ig2HaES6yjTb378TkkIQxQAtWAxKqoE54RD1Inx9bN8DCc4vIcF6nBY9MOpbRSOGUUay5cp7J2FRotSC29VXZKYlopINQdZpC8wjs8N9VqSOB0YlJ8M4ux1muVMxRteKULEsKFEV6mqZkcTt6bpQRKPhGFLsRmDdJD5tx0RKxOer+g5R4EV5wKZjMVWJvpMYdhFmXxzGrBW7Osmq/QI7PuCf/YGMaSsqp1RbOFk++ja/7nuWCP3w+IbA1aMJCz97I1xe2ZMo+1ZRxZHIMBekWGJMbW3f5zyiW0MM9gvw+D17v4pY+JrlcqxWahg7SZhi2sRWKIbGHLaqEktzzHfo3x1+sjEWCJuvZDkR/KhJESrGpfr1V//5kTxCeKupTtqGq5NNIRYCPiGuvq2DHx/dyPIucH7nriAAAgAElEQVQmiO/72CwgtKY0sqr8++CjOCiBhPaIQoD2YgjfRQgPsWj4RBrRRlab4wkQksR0Cb1uYYXuPc6vmjrGXbZfj1nfrYiJ2erJuO0UILFkuQMPgsCismh//Eq7zadb+LWMktuT9elTBGgwDAJq5+slghb7RAjyM2g4lyz4SRpwI3Vc/xk9ZlOcS41t3PiCJhZpNqHQohnBCklBb6wPHynl3jybcttabUJgcVd3dNTLnvypdOCDXLNo6ra3IPJofDebY+yNkRrtdmEKVOu5kIBMy5u2sF2iC8FePLRdRNGVVdJ7PYrenxZiSKOUXomQJg/NXCc0wQuG806QZxrcK74+cu/3eOXtvH5t4/Ghfq3yxeGJDPXJPWJoKV7jqbRfetMfMukmVrBXK17Hs9FfwImGjycy8LPBiQYbXq0m9RTb0K/AW7a96azBZhNjt7OpJxKke3N7/pzDeeSPkqm0jwHdUkqu5mlhaNeZigVRZRhDPLcW1UTDlTGVaVOvj7sQ1leUM0swoBGT9gbRxfDc8Y9m8UsAc3OLvTfW+/ZBXbwghw0zJT0416MWW8JH1sO9fAoE3tUqzWZWUSz31fVzGSuWYoNZBn5lbSjl7JZV2sRCSqhGvrogJUvPrKmOpdmVpm4hh0fFKpaYCBZt8ij4oa0xHXpi8cOElnlmQ3JjM5mdBoLUVBkFa9lqbsNLqliCImxNQO2iSWnDfG3YK+7CfEsLMuC7xzzbI79q8Il1uaqSSFVFTObCL1E9vMFlrpkYw04BURu8puIeKhRLvGoAgZAC/FXdccnFsj7h4Qu7iqwv6KXX0aSRro4iZAgEGq8Egz+o81kEb8hXjS7gzVVuBMAZ1q2WFYKlZmG2gHTtrMHSUA/aH3KWZ+HSoOiMmC4+NnJJDrw9h+v66U31p6gNIbGRspfZiNS5tqyBKszYRagsrXWMB4JdnTQknGvVPVQ9tpRqhTHrng4FvEGluAnQtPGcIdEysFHC+XgyVQYuQ8L6mZnztWbW51FjBUZlCRG72AVPHnhGPJ0v+e0v4TX7xIH4Hg2WMs5FKh8StehDn1xbUMCVXI8Ekgum1khJH8spBxSTY4uozmIauBDJ+kQUHXn9dcnA1Ipe1s6KmpObARSK7VJi3lvzuxxtrujaEjmqBi8bYdHEJRPJee3ZWp9p9fIaQr4wABB3T3IEM5fYXsAGohNEKZCMr0cL/xTqy7B7FsyyC5UtqVZG/pF2DFcTb8HWRAuaL+XFV42wUeqShYBNV2LL7jiqsqDGFTP9arWinkalJPvvw8zqX5NqCICKdfswq0LCq5RuZkUV9NF+1p0xa6emnMXR1HEnfsf9cw73j2vVcXCLKgYkcrlVKX6lxAwMF5ayD9r7y2xKRj4+eclEtGVacbQ/ofGp2QqKbLVfeWNDKFC4xQL17tebJb6kEADw7Jh1NwcorhWtgfmtKcJckkvPhNNYAmZyC/MjS47d0u0Q+2Awtmx09OvvLdXFVINx2hxhO0842I5sJP/EOBcbfxMyrUO8kiBznUBIE0u0E3u8oSnqAgmM3qV5whZd2HjG5wSYpqZ9vtVRT65oen1sbOTC4OvGCIJnGcvzb25RywzQBrZxXR0CkX0QF2LiZrAFp54KspKChYtMs3Nq8VfWgja5PoTzYfqXbT5vfK1yrV2Iseu7CErXga9+r/JM6q7F4gSMgLP0Upysv9UWbGZHsJACCXQpsahG2VEIBQBQoZjcNGFbsXtFTOOMnRdE3b1wh9/yZV2AJsDFfDx45mwBYalDzBzm6TleGV33m3l6yzLGX4RQXBTXMBPraWcTlNq+ckt+dVRUvwVWi0BovNdaifq18C7YPoRQdI2SASlLR8Lpw0yWmYgi6xs2dslzBcL3v6bioG2X67X4/hMrVHQes6Er8S0bM6juxU0KXYLPLGyNQgIXLsKMrLV2rrLZ8V7coWWt1aDdS3HlvsTZNe5ahAImziZihQaF9M3PjOo0PCZ+vlQLLxvP2OiiEnNUXW1HpX4iKp6CNW/8IMTsZ5MoE3Vj2+kXD9vWRlwv8vfFiHByTQzVuhsJxpUpaEm170+mBFJ9O0OiSzbopktevq/RbEf7xJo+wOEPWysD4SPvz/iNMhrXKY2M7kalAOZjltvNB9jgek6OX8BzyhRkskg1ZWpy5Wuzr2YwtgKBbSoTxJZFxF1tB1qId30j93vPVu1cJrl/G1CZ6FcBOREyNWsm/Bg4l7KttQCbBeg7NOtiJFAxJAJyoqx7PCWTxOqJLdCXvJ/2zmp6dP1yieVE8mTRcGo8EeHcKGDWN2JBZiMNXegdMbGtSFzyydpfNpEOWmKAVZKH+T/j6e2dJ6XHS25cVc5RG2UAwCV6b20k5+/KDJ2HTT4Kpzl75Nw/itsss3ZgG7bZ0Sd2ZNg1dgLZUDfj0iQcj15iai5ebYd3SfvWixFsoHrLTON48QmWGktUxpLJmDuyx9jvupXqBSlZDGz/hKy4m474EbiuBaTv74I4x+rKBp4m8KlORbNpU3RAuXjlQJrsATaNB6JiaZFEwemrDMk8EvDobs+7I32m4P3JBJlD5quMTaAOTnBGwpnklCpvj1mIvi5f5S5BZTaYvy10aZuFB6Z/q6Y3JRDKfz/lVEJ4Cu1alraWLCWMD4XQclSSI/EQnRhFLyXP5LPy1NhRm73745EM/6T0lbh61CQiEogKSsmogXANsdrmgpSkPU0z1WEl17vf9c+s45qb/rR3sy5OQyj+biF87TnbXnwulQidyGFmfrSi0pl/Fdld0oXX0jDyaVBleyCNSSXnbB/aSsvOMLe7sXpW6ksSPDmZQKlW5mlOQsfzejYWF0eoxxodfTD4lD+PxNj0L/mcGFitutxRkYMZ2bg3K5rKT3JNg0I7vbtcBxBTJBSNNLW7NTffYmNYzkJWPAjCM9XnWzFlKfh4icWa+dDTdLPCr1Q1tL823elq0+ccd5VqCe2Tkf3YjLqpwOcYUIUKfhq8Sxd2jvwaxBIfvlZtYTNpnKWLWkm2iYcFyQ6WC/t4+frEzlU+r1glbHtTSxeQZIIqYtDv6b49V/wo/AnPdAOX6owtTcf7lyDtUv9t7STLtU1QyXXjwbmH0K8v9LVhDNA+OfbxsjmWWOK1mByKc3SP7iG2QNV0ijCRWjYSg39lTijzmh3zLhAecpZGqcxroI8S92BUGSpF3RhpM23yrm6AMQDZB8suiBzaiFpKe1iusNn4hAfeIlsecui7SGJUEi2dyLeDzQrAmh5kO7c0WEob0h5R/reUOfe/W5NJTm1s7I8IZP944YmSWf6D4k6Ztemr96tTVuhOecC3J7wYS2ynDyC5fb/iR/x+PDlQ4F1geGWnDT9mQeqMLm+qpqAfbtqse0l7Y+9bO1MftPETu+yQca5aY+WvY6vBShimAtEtHie8f2T4QwvxhAsn//ZEAxFU7c69/35WPDNPN2sctQ8uq5yys5TkyVRHpbpCGttpluUxlWv/jAM7Y5CPef7XEyiq/QYAjw3UxidEbaOaPV4lPePk8zCH/pSQjskJnOL2J4qWWL3/1aa82efv+7W2TjlBKXTmQtpUbui9RZ5Ytb7X+irqWhP3sdsqXxJJPOjsFm6jR4A+AToR8PHCicS1uoC+walQRiukL/FTH4CR1wef3NHMqFYyPzG81vUCynXW155nCHllbd4b8ZNLwLkPNXu7rMlhdDqFo2Krk0KGifUtN4JSgPoScJ8/Y8Ec/3Nl3iuiM9j8kgzQT7EI4hnocNidhvpirwm2fW6UVL0YF6T1qgyjr1jQ+6HKBvJaWmSYaOKdMC+whL5elR1dTUqKvd6m2HK2OXwYtl4366sIMh3MMQoWvXFA8bWcMqO+gFPfJquc0aOqae1dBGnEU+OWBSh6xGVWQFvWX2+vH3B39JqzaZsqczom6vWMlDVjWftRY5cb12pQ17hC9SNzE8pqD56ZYMwtohXRMg3glQahtTVYSgTdpcqyO9GyGLLvSORp1X7Kyw0tGlQmwUq+1sgLGJdsxjYKan2x0nTf+75jJlZz2r3riSl0oRG6Vhwk/nGj0KwCzFD9YKwxvLzJ2HfLSgqNNOxonQw4zOqYxdzBkBuCXQ9nHaW1dX9PW/b0ph2zf3LX2Ql/cUyqWWFXjHyCNI+Jv1sTF1piX36xZ4pMexk5zGuPECJxNbGdIp9aojTq6L6yO80NF0zMp5Nqak3OguLb/n46pIacmuahV3J3RtjFdnqbHOQk2SMf4hBT6re7128SHlnljl/XWH8JrV75zPYXnvUdxEJzIBpth6E2vp7wMk3OaSm8d9XbXchXeCtTurSvyQJn2muyogvbVqDsaqovrtN5XYB6G14d7MqS5Q+9izeJy1bOReE63iTPXG203F96X7ZLDCYaFGbunPlraxKF3yAnW2ev5c760v1njoesr9K/54Lcm8SE0PZ+ZMefZWP7YgboJVrY818eIZB9ibglRXAxhuDFcf1V3ZW+6wfiXivnHkWXCXuedbFNv1GApM1rfphAr1WvqEQWPanzs5bjfXDKq+MgBuA2wxUMJ7hodtXC2NQkRI/HrMHjKdway6BNo9qPdneinUNJpP+F2Xc5bGHk7kg4NSNWfT8NL6pxtc9uBTlBKf71MdjER0z/Q1lGndmF+cvWo3xlujgbXT6iu5IH2gBy/4OSV8KYalopwCscv2jwR+35RPalX63Div20Z0f1Hi6hl2DHZZ9fQn6JZs8Zls4R0Kx6xu95tueWlfjLRSGAUYCJ0gnvK7xL2wE+UTf8VjGbyV9HFU6x2WwDv/To79ef8uxWMF0V4ZNp7d7U+6dpk/O1B8ygC3l/aAY+0QX4eSaHGk8coZTgOBmedHS0BlOn9KRmVleTP40CU55oBP+OsHjWzszfhQVNmcq1Gc5rtsZOqSJjmRsscVWLJ21ZPpXIzRFWL9iw2SzHaVGRSXjn4HMwh+Zmg1hePuZLBUv55xvU7OvDTLNpko8ttOoMtbNfr6fIG4XFn4ZDWM4FngJU+a8tLKF4zRYmSmyG/9uOHPNyVk3V5ERqXahxda7r1pRTXon5E6XJSwZQNh5U/Aakn8RvOJHr/yGoCw1Sa6oagVNnCQKb8jfcfv9W1vdMIUszTly0d3Q903UVIDBTKeZOzKrpglz077VI11pQlmQym3q5EDCk9ZBKsemlEIJC3sSCTDXXMimd865cDk2qvwLeM/B3ITQkKBNecn1N55jFAH9Cjms849Ezq5tWwge/wh9HBhVFyojy46sruMOyvqc+PQH0S5iFFHM/aSa7li4qa9esNdS840PmmVkpX3KEzA0k0SXT1YehM8mHSz4Y2Hjzvp+XY/NNuFwldpGVJcw5noqKqNQlNaIxWS3hCn1Mg+DnsnBL9fTLKzB0iFoR5dx3DTtpwTG1Q+aKMcg0R87/SsimnHeqj9WKwiRFR658xfnMYA2Tan4yfnGldlb4bgGiorvSZzpp0mlE6mzWMet58J32OaKWq9hzpfVynyRWd3d2nQxiFdbmbj2FILqExbidQ2hOwBZnLLvDC8yDLg3eAptexawNkMZ3u+noxHSOBkhJxl4Qr0rAxzC2hua/YzAhk/2Sh7u8s+ibEH26Psp2ElG7+DCENSVe9bWd5U1ZJvm0CF/fc7fhte1h+LV1wps9l/pJ1dzmROHrntVN3zB8WU/JxGhxFY4MkVa4FgFWXFxnSERQk8jyXmSWfeMUrP1SBbUAEXkknV0c3NbR7QtnisK0t7AdKtcySbGU0y/uFiT9TgF2Rk3kXHIBebVZCwm0kQhrtZIEkYxf53vkXwQ7Nfyb9mmeNO1yhZ1ID7VoG8a11EPszFii6MxR7VY9vAI8Zzal5tbYRjQowyhsGISii5fdu+LKfJ7nfrykHdBa54H1dKucELLJLaMICTkm9usTvCbaQaAYJn/5CFOJBLmDuRGdT6dLNUF7iJ8V8+e/WMaRHXecdetrP14ZRZQLVinRZtc2927+P9f3rI5zxSnWxyqZXdCcrxqqNJvUdOqTgXhBA7aIpbAkpWFFyItxjujrKO3fDzigNIRblJYlvZRCJ+ssV+piJBHLKYvD4UEQU0Wzc5/VhcDnz53BYCNOmPDwxE2bMNHR2n7kLK5/NW9yv6mfEAwY/6l/KimSNOnbE+r9V7HJeHOl8jxdYRKlqULLr+xzJk4X+joyPcOa29POk5qOIQ1BWzaYk7ch9QGDcUImmoHk9eqQmug4o2z8WkQCDAePUsGa71N0wPdms1N5Dnam0GAVewy7Wvi7cl6lApuCgeTA9RfBLVUDH1ukCnsi1ZLb4YwVjYf+i28JqlVAArklDpuOJCajbJ8ej2cfXSeaMCGwNod0nxKuR4/W0zvOqJIw+eSQ8EBdJl11e5VasPB+xL9kT4hXXOzAaprDsnaBh8nUh902DYHIvVe0mRkUpyxGzXBK9LtkvyDKtOX87VDaQnmsvGy9xJYFMJmip2uvUwpqxUKVrpTQ8njQwp31Ld/f8bsf7uIMUxu/pRqloHqFYXIpYKZN8xmXe2i55lK3qhFGebWjeMM3UV/zu0omV3sVlp6iMpEvjpOj9WggVxgyDraDK9pmfd7GrC7zFSy0ZHhUW/KmQlbZTifC3KYfmb4viCR5Gvf8CPs8pDYpaTt8apSlKznZNUiGPMNYR/azPXVSSGZjQClkJSNfOc5PLdzVjXax6/EmzGM45bEbnHXPhvD0d89XFlpFFxHVnDLmh+KWGFI9dvjS4pExQwqn6/EZUgZ8GhQOeHxKmGqMxZObzjEHvI+/X8Xl810QXYyWRQi1iCehp4jRrKbY4FVSVXx2G7ROMet0ImrF3u+rWj5jB/KF0U5No6SE8j0+lOjLzgJgSMY/Ti+Q2JqTytVpCczcTocKjEl0IjT/9eMjLLGzhDd5RKTXyIqyYMKrfhJWGZbFwgRX+X6NPHPpw2cNS1fh55iFOStTqpZbGlkqU+SUp+bj6yicSx8hcXHtMbyM7cs4VYyGkzMsvSFqcDKFUEYkfl/OVWYjz8B863J+u6wKddcyp/znfDmsKx9oSYVGHklGkj9kRsEGWSWywAWdZvRTGcgRS2QI0ytjQSStkZNcD3b+Tipy5R9Laj2duBYOeKxN5Y1VitN0CGnepFkmgWc+0b7n2y4fj+Mt7G5zYWK2X5FvNJmvmIvlSKVcNgiprlDxzis5Nst5tPG1jV8AxtEe/q9ruafKlNIF5x2aBdO9nvRpfi8Tm76MbLMeFi5KzIraHnpccvAVTmEKKkxPk1KeRxukWhO1sCY+Ac6dpi1gIxt0VLhFA/aKkytpa7LcvdMYWzqUSildZNJrNf5uOzprkYlqbUDXKgvQyJK1LeW0/UKP52svkX5X+d537nd837+4rrjR2A/dBZDsZCNnFUaLGr+mpjsRGkRBFA4VuwyjnbC3iKu2QggRYdYcas/Gy0g7GdIKoDilx/YVejc6ciEIMgOx9Kbs68qHZNZEWKta7d6SHiLys62ZHIvM9JGG1bAsTHnikjzwOZ6JAmmUKHolLsOX15YPfz5f7ZrQ2gieXhPlnhkziOEE4SyxUHx/8tFepJ74UCUSxZTSk+9V+4yHXpJYcrJxe0oeT7BQKP4Xk0gatoZR5KS2MQAI4XjF76aMLpa85v6JgqTuHF6F8mCYIsaxXjEmu2F/0HbUMPLhLmGziyQD2RcmNaamJz8nFyATDkqPMVcG/v27GDM/TemDEuzbTaffH7G7ZRrApzEdk7nY4Kn6ypSmIXsix1o7ZZwiyajePhF5XnMv9MVJv1O5hfO9tMEwZ88oSB2a8BgV2JQlJTPVZ3ET41kPPi3mvj02btgIbT3clGiDTISsMd8V+B/NfpIKwkizL1ZDyBgmSVyfwyuxcKagUOaBKc+dW8qzR2x1scRvIDPyVWRi4tZtI4/mrm0NsyMZYhFFz26pstpRy4MjQrNzff5ejAH7/RB6Sgil7rle06zPSDatwvw9hxRwEa9DAMGjrz+a1aNiElJUg5DGeson0hovw4102xZJZ3zMCVbXuZBy6MR/tCOJJSScGbvFixUWnD598buqnZX5/1OqP0StBQZVtAxp5lkJoezdPpHwwjD2o5owAbCGeiPESWADwOqMOcEWoPwvY+/aK72zXPf9X2bI4a3nGFEQJ3aiBHJiW7BgI5KOJfv7f6vsYXet+q1q7iMDgwf7mSGb3XVZtar6wtPH5Ya61Zk343+mUz6I9s/cbKaP/mt1t0ECHhpPopNmE4iQALdOVjFZLOodWxmLdy+N0N026MtkDJ5UWzulV5NF6TLWUFxE1cE3aLMAWvnGrhy1txy4qlF6U8VP4tezvvOKQxeiz3vpjyPGo9D2ItKpb0Mp3UO9OkbYNHP1C/r3duPsQbxxRuBHg4dDDcFOwaKo460FEY+2l3MO3jKNk95RR/F7MJr9d7Yiklq276A962WWz5td+mVLQgF/s/lJleF6btg1TJiCdjZS/K40qyUhHAu0TwVVp0NIKkG2ykov9mzBh36XYXQyk8N35+LNBYjhl9KkYXhbx8omLqOgEOIChulZXBRIvf2WhuHwpM1i6vZTW9gxHAuR8DKSjdOkajYQLkDjB+AkOEcqu4qb7o3NRuC4ooLTVSAxEm2oNa9s1m1glOQH9omtsyF8mYfo7/KOJGcPt9owCi0Wm8xjiJHMtmZ9WcmNYrGnZ5mE3H2LFzmk3wHzMWRTcc0K3uqzhvb4Sb+u2e9TsmodUDZYt5nNXWp58Vb+fvrJ+lYT1CWH2Q83SnBA53U9q13ew3q+zoW5evZ5PAs7RNjny54reb6rfZZsDZqiHnnoVHVw6887VQxFEKh5eLL3JFoQ5GJELkON9z3m+hzu6Y36fqY+BltOQWa+CJ6BIMGYgVBRGNtb5b0ZAUt/8OUbDpzXk6eikwbZqjR3y0hkWfmUFJrk46j6EJ6forjSv42AW1yo6AipTqx6TyoTjTPzKdKziGjRaOpwBolJ7MaWLnA+C5BohAYWrWUfnBc+PJrSvkcxabykE//S99ZazdBKIpf8j+HKCw3vWZIl1EE+aaUDI54SPAqzyCQyeSypjQE+0q+iVjj1uEW9xe26gF3aeeNo7Zc+8yklzPvFwMohpWeOe2mkNPUHtmQupp9un8KG1awv3KtKJjmPGwNJnhRkZhb50jsGmInf1c9YT8Pb8cfmfbYLpl5ZttOf1bKHqbjZhYuJupZpqzoWYntsjQZf7LkACP2umJ/dOL6cBVJsdTaJHd2wZFUgWWtecMwralgTrPG5FceYe0D1dL20ZMeKOVyach+dojjILGe25sUae/oDhNp+6dKm9RMGNtsAnDFL+NUTzVQcfJ7GWw1+chNp8N28n67fB3x2ae8N9REaFUjI/hfGwqyPSkz7Mcj9NRL9gnUu3ooAA4Ji+1bvKhcN7VRl84XiDShaQNvNbPduby7A7Nvk9Y+mPtyE4R4tsxhUZJ4qoxez5d8eKhxAVWXKgfms6nQJufmH/WrTqsiy+qs1xkxsSwqOJ+az9ijHp9KDExpWjOTHrTo2qvRHsJKYD4UDFrelHOQ+gP2RWqyUEhaPvJWl/GJUzz81diAl89C30c7jr8VlUg7c1jiFwpASfCcZrIp6E/AioTKvtzESHJyMwSZpLb9jCH3wirhWJxtQFCiRbnLq8ccfvUR0Lr0UvSM4bVFtfa4ZOzzBdmMkk9QMU87UGWuN73DsHPkZxZXTWyjoYzEp99Cnmqe8AtHCMGuIb0KrzTDL2YOrqqAGYklco92lvH7az0aHfw6KaUM2qIJWpvLrPr3gNAN6MLgTc1mP+Ft04RebwV0rJVyLAkwz6JxQxwYnJOvNbj+pteaE1ODlFK1V0m+Dbc7hog91uZoLZ3v6r1Ef+3uqTbjxOPoAQH3+pygrkaKVQhREVCAYeiwR0fx9chD5wuw4lHY1Ibc69erNBxX0+AVSavvnQ//3BAr3TQ6tStskueYwZZzjQw4Nc7p3950jA9Qx6wXB6kQooa845pT4jZ4/zVVufo3ZP9XU1ger03hnbHm0cIHnhGxvdKbiBiNIGTu/vHKHLYOrTZ8W827rm40Ua/GFzZQY8GRClZJXOwoZpnl5qFh4KmLOIceZWL9Ye9E7Zf4k2NLDDcM3/Cmlol/AcE78HutE+c0TSsyumg5VLGr8Gm3OTkqkcinRJufQn04noyp5SMmEiyXLhFyhv2q5KNTtB3NrJqJymTlIeMQqS259Ii6SkHMA4N7Wx9YqAlQTqkzGd6lNCRv/G/a8XzZwysf8rq0kD+ZNFWoetjeban6JMqkRyt+GDySnBwlYwq/NBkJQc6q85WRjhIb6LkrvJ2IQLS1eweW6cxd+Gm/tz0PpqoiLTeni39zt/oYJxv6bv6Do9u7LVc4BcWh/1axaXelW7PDJ16SpIhmrDhDrikz0U4k4xQwudAnCsTbdEkqfTeknmj1NueXe35Bt9uWqqc5DAGjRyZ71jZ+9UHQOE9+TqfRr7pUD5+tudJwarMVLPW/EsvIxx73r+quzn3HNgTXo45bjFTPjsUL9jKTUyirL6HMLdLuykd6NTS8wHT18fbs9+qMs9/X1xs/dpVs6R+/tmRK4v8xA3p9yqJGWjwiJLTFS3X6XfHBL1fGUX3XJh9Gv5gCqYUxqhmdytgT4deXr1PAxxp//sleYiuTEcQ17Lbf0vAmRqP56GHtjYqHmJA8BrxQ+T8DK5L19lhhLkiAlPsVKOx4krlFLHqu621oKBJsP39y7eYg6jQMJK4uHq+zyLmEgNeh4B8g26tZqqemtRVNN0iCtnPJMPohfloDt4M4VR+zMPPxEzFK2LPFsznw6EJWilz9xjvGFcr3j/F61yW5oaHSQIu26jiBm9uKThfaf789zfP+d9LPKaChdIedEtIMj7CH8tQqQFrXkNP459VOyot2WUfgF1dJOV19azmASZj9+MblFfp5S+r0Efl/qyXbKMkv2ipsRHkL4zw08T+cAACAASURBVAV/GruksHrHslxz1SJD64P/9xdJJkKG2FdA7hBjOOmbY3EE7ovSUzV39dBmzku1joSvraw25tOPNKq3C20vAyxI68LRztgqE7NSjzXFQqbQM6za5bnJg85cz7zJVNxD3wLVaQMtvYx28uYjZDDURVG9+1d6X7/ssN0EiS1Z5HU+XUCSwEXJQ4AZQ5O2iYowAgIz5/nYhnLJEwiYvjiQyT1tpKhr7K1moUNB7rbmYpTbnPV57eYhsS9qCgVlcAwKscI88tFngqqNupbeEIB4fYh6TZmEm0xBpK4oDhisQNpQpKtzetDRE/KYdRHY3fbm6u3o/FHNmKtX7KHkYNdyHyMZwue27WJm15JnN5rBr1ye9v4LQzBrgdVNUsp/4fIchQmq+CD+kElv84oJWgg9BVY0hoxFWyk3ZoNTJ99l+qR6ypPP3ob6/eaPkVMpNVp04Ow4DvgnIxo067VHVWy786I8MljnR509ORyp2qY/Io/az3Wkhf2Jn1gK1ZizRRba7qcLuc7uTvHEfvGhlpfMFb8Xv973l5m86b/KJ/v1p3ru2aYw9B6F0sibtC12Y0gZHbi317e7xh8SBgqvkTou++i5xL7ouf2bPUF85MCZSH+T2K6FGFqL4X8gSaWmLeSGTLULecv/WiezA5+0kC270WUyrh9p7RkGcPGh3wsO1Qs+7yOloYR5+MAOTWUYSxUsNhDm8KoCxGcMoWFCu5uuVzRU6RjKammxQ8XUSAuNRBE6kZfWZXWTNRUd5ZVb+2vWLEbwW+LM5fvKz4qSR+j3tu0tRrShe72du5iiMs0g5TnMW4PHGNqrZ7Ojt92bruj2Cf2mv7xkqFaCSWWtNIYwUVSIsjiiFkKtvWPxutsjwNQsls+tHNR6u10YS7F5iwew4TODmTWrbkg+uPL+6fuehutar6v/8T7haJuywTOXenZQpgu850FxebZHyi1IT4ReVkYeSiSFr5d4YDUCxY/CFJ84RA3e1lubC61TW+I9tVe+omkeBSLxjhbQ+coJShhGYEabLLjwvx5rKfytSMMj/TaJK2mESiRXlW20bI3X6dknY0gNBh2pTI7Jkmzm548/RU+cNE/FQQiqjNTmwJ1ClQ4XmThHMU15Z9Lg4xF7m4yZRhsdi8fVPbrz33ZNs7KFkbapk5WM/vJfELjReFk4IAMrCQDlzzx8x/dkhwlxYkrZ24lwT0OoiDENFqox/vouvZ1n3qZCp7kGHOrBfYoPnpO5Ppo66mX0U2LsG2N585bSQ4Z7qHKMtBTuH+X2aB7NpjrfT3dVq7vuuHCYz1bvY+dVHIGvGfI0Fzg3tD/EhcFYUqq/2Ykk0xJhtBjQEHgCjSxmzWZ5LTjT6PnRM2z29ndY5qNSHmAqhbmaHIpZXstzaoq/EaztdhY7/hKq+J672WGr7yjH1vqRftkfSmxIiJV9gVXsMTPG5ApZn3KSRanaoM6RXGV+eCLfu5SugB8rzbDZM/2NBCASqk7WkxcqzwyOWCgmq2I7SOeeCQZZXZLpw5LJwNbgxP73opwhsr61Z1l7JCR3O8peXpHZ3g9VlhtDG1+eSAVHHhWKkFiU9emPk5OQ6Oo9RqWym2QVSUjS/WuoaaspDXUXmT/ijYaWffB8fqcuhhCMeau3xyc00iKzutTz3s/XlmaMEsYn+LryEMzHplnCHZRHHZlDIvFQXnphtplCnnMbKNESKpnfXWEJ7xvqOzQEt6hbC93Ix1TqkdP1kF7L0WXF5Odz3GWRK8orfRr82+Ca8+FP9aB9zF2HZeKznRByPi40fmWBY79S46aRLzLcj1DWp5KBZBKGdN+FMsHlA0QZJdWtBDuNgcpCandC2j2JlQNe8dAmtPx2+Jvsnd/ZvCuyvkPmcfUlDPfrHO7jPdOEzrBeOMh4XBtj3CHJwxLgn7/fWVjJYQIJ78apjq1BROl3S6Qi7wNu/oYTEUUTK5QPw+rAOCMQzNhi+hqGenD4VwLgZngFlaEWsF3V6VRvygvohgQ0ebE+LFhc+mny6GbhPJtScRN3+fDFAIje4xuNAnTZJL8HAxjXsN5UPtkxPCI63795qyeEDpQd879Ee0C0MKrLqiQVDxlgED6wn0VXBpXJ3L7/ZLlTi6rB+DJIpGfIM+fmx/ITZh2ejtYZzsigHib9rjrhWSh4H1ch649/bGzzSvbMzHbz9i1oupfZJoIcQnlc5nWV3dp0lguHktRHvTpzthZJi9VZtkdZlSQw2XBNMjf/gzkAjhKxp+/kx1PmMBcU3v0YZw78fHo0hr/7YAt9n5t6Xy6iTDA837tysx9zgOe057JVNj6J55Uy7iSc+lD7hun9HKlSQdPOsLEYO7xpzmHoYvCFahtnHW91zJKBTy2zUEgPYgXfdVo9xUQxr2o5za5KpWNDba7AoCl0QoAtgsXGUy2nLNHkORn894I/OmWJwB88IKeSYibhZSRV3DQpEVhvU5RdPK5jcqbxV+SZ0cgWCQD5692xm3wYaV46rRk5Q3aSzFXUZDkQyYJAv48rKReEUJLDngm8NtFltpzkYNHqRyMcYoEiUuKvLSlgpq+20DRnTpjNppzR1TE0UW0YdETlbz+PtoA/eSLafFN4ZXvUL3nAiwmMU0AMVt1Ls7knr8SNvjNOnC0c7R/ikaFZM5v4dLVOYyfzw5zk9xtMXkndfV76WnrelVYU2UhOZFECpoLCrVWFHQnSpqa6Q4UXbBC1KinZPaaXvhSZqaz9nVlfdjWtqM++ZgkD04aXi5f5iYk9xu7iTd4PNpkeYcYQ36NMswVpDnR6MUUxxpk5W87De2lm5XM3+3WJ1BrPSl2b0ynDJMKERu6zOs97Med5v7Mhc9Eo9d0vbe9vb8+lnrDMW4njeklVw6HMN1Y9CgtXhkCXh3xiZjVKSPBoyrDOqzvL37Oi169HgPi6c6yl7wNUhm/PInTEMvu8Mp4o92H9Mc0gymqaqJ/XdIxQ9dqaPzSK1pCeL4U4Lavc/dGx1OLu7QcxJaoGaXWZ9K7Zcxinpn8l9vQU+aklnOjw8LiV4D+epan+61YQooYWAoSd0JLVKyEhi1zQi9pRNPc4nhF/CiL2pQmZYXdFm7E+ggaZS05wMfwOVpe4gU4+XGbFYnU+sVqDWugXbJAGNqKV1/v2m0fSZ6n3RP7msoK1B6SsW5AfZP6Y1wLCbJBSvT1+LXlUbwHfMAEOfm8TQXbLOxzWMkDEx+1EmhGPttSodMZp+vsueGW3R688QarU3/ITm0PLfPLXFoJDL3yrmTH4xxzD6bjlezOtz9gXk+qfMpGVM0tcHFuov4asBmvHziX2vDx0qfZcj2CSM7QweqK+pfqyWQl/yuF5pN/86KkKUKZVNx/snPTSlvKnc+qGRkSjpVhma/wtX2U6Gg3uNJWypLz5cnf1IVqoqTv681v3iuji3rjrjztaZAy7mU1P897niJSDFLZCJQVha5LIZr9+H/ABaXNqvs0QKdSuUCj+YdxrdPWKoPgZ0zJM23rsKZDay7pWaM/4F994cXTcG5ABBpNK3bhok+zhWiOERFc5SYJYuPVZ0BG6YrldB6lz3RC2dxP4TOv7NSsTy9G9Tvs+SDUvJI3KhbKEPwVsxbDGC77me89WocBM4Rwv6jGzgm5jmSfHrJFsBlNwo6tiFT3bD8OYOCsX5vlAWsowJiKg8ZL2DF0MB/FsB0oM81NUO5BbStG5gVY0ThAfS3ad7oB5nPCRczC57XKD10BasG0pxfiTpb5G6xt6Sw+VidLFst4BZtPW/Ddvh0PNFLbZBcyfWYAYkBLEGqx9DPyY011CR35eG61UE01KHpKSVs8NFg4hfwf7HlN8P6ndvYzzHHN6ueB2G4b9fXX7eS5B94OFtFX++wb3tYfKQzsNPReeEKNfD+LSkAlnRAFol8pYa1rmFfwS00HhevobS6AvzRWnbybZJcqN/A2kv63UNWPkBqPawpy2NKdbgFFKg19DdGGQo2Vgmmcv644B7jmEbwsHWDgqfX1aKe2ZnR/xFPb2TksjKAm1lu0aCz2QzORceiq96+t4vRFqoYIU1yZ1N2pZ19yi6+FGZtyYG68ZgOg4rd+IEkyu7CiertunyMWUTzlnr+desquHZg+MF82+8vqWneTqlTTLEpWaHkSXHy4zIlq/7JNsROo+oIW08EPVapZL1hzOOdZZbNR1BpTYPiMT5e2ZEi/lv1LQLRyUvwNhjuY4r5aF5PhmP+vFyLfjQSOw/nxeMfmjX+kRq9nJGSH+XLJawfCknpciwggNEYvtgmUf2xYWE2Z2OyTTjb9c0IBdiEdboIqpO3P+8K/WFxOhDPQNu+8wV4AtkE2pXbptP0pa8IhYo/raFnOnRWvjdY79xnDq4zLQ46KDMYlieBsPlYtVDoBA0KIqqvoR+KTkcyRLD8EerzrD5gmbpr9KqqY6wlNSN13M1vDfObGcE+a9ZPIlmXz68nvxn/xEND0iKh0lId+yqfjyjFNeKJ+ecWCNLmocZemv/8ExlrLFH8F6v6Dw6Svoyvo9hOf+377T74ra2wfuCpKX2KFGGqZr5FqfbgdWZY/L5Jzr7ggSgJIm+/33x81OxPgEWU0OvCIDdG6hFkpaGzFm0+j6I8CN+lzNHQW/1nzcux8dpzqbvIFeIVZHPhh4hbeP1Xc3+7eDcILBcxfvFdTw6kcFMhKnMwdRewWRIv4GiMA5Bx25x4uIFWHs5/vPmCBN9s/LPrfu7t7eHF1BSGbA2O+TCT/49Yk1mSC74ppfC/6smKIZMekIme/3WlBsHZRRZawNXriG3aIDAD5pPHE2fOFoGLWIdW5ZXO1T+MHPZQ2xJ4UvLgXO1xPI4/Xdxdq82U+QsAGmCN4fkKR7ajeR/bKeH97VYdIxukM57eAZ94xue+c3w2Jf72FR31+PD0ktwg8draVfW2CgLuCGgQPxvUok8qmygqD/TV5bAGQW5m23m7ZQGvRZmWBXVj/WJP/o/Zv1te8Kz68n3ie4vMdq2HjQSPw+2zVm/MZqT6/9h/V+pffOFFc+e5vlQJgLlmx2O4DCN9CO7YUWxdtgooMuf7gkYVRqcJ5B3FUd3wAzhd+zsk+Y1ufNjHSyQ3Amfe5ZcdrPkE/vgILRT1c/d/uDpq8bBpVobBnXK2pJtIS4K2RLB0++qDJBP09Fk/b4VQiWDLUVyd+S6Qv+w/aOS4YKOWMI+8nYV3q+jIJR1/7R11CsI0LlVPYIGZHzgP52L/5Ys2SBmb8xhY5wAIdVb/tSghHl70ffvTrNTo7ijGO8Ua5tgKl8rqpsYT+qL8SXWYI8BQULssF14gO5cGko+hOb81tEZF1zjlUqSJCyXDvSIdRQxqM/ZDVjdMeFBLLlcIbqFdY/WBwu3dWsLyAuaY/s9h0SAGYGqUDYyjAd1vvqK2JCL8NUMs3LAxcEFPTxOxx8RBty+EdVa3a4EJJiHrHx4e7eh94n0Luf1aZ7v9cjuH+WtCKF9YmrBKVx4jRGJ7UGxkYdTeU2zF6sw8vOl+ZCtyxnDHCrK8nzXgdeafwcGaPnaesgQlh5Uf/tQgifGvy/B5dD5qdlHTZzY/HxM38/DEOBtSDVfk2fHMWanbl8jkQhuBfr2zvrvMSQc+RvnKR5t6XK4WOr0hDXFidaAcieztw46bTKukENqpKS7G4862ZuiVEXhpkoGpoSUgWf2T4qLrvv9MmDU3P7q3Zvbn8MGb3SUdmhkdP3hl7pYJE5EHcysio2IzxgfgZ8K2KSapPpJOFURy40HZ08RIjZjj4Xr5eFcTUU7o1sjbFK6BNiWehgW44oPB+b1iJ7dHJ5qU1YA64vq+C2KA9Yzhz827JxclnZK8waQRHoQ+X2nz4Au54/mEh97mXqf6HaiHZDXFaU0ve3xct8EecUfjIabRFsEqMzKCb7OXqM1AxJ+KH6SchOU+ToziVyVFis+o90ZT8pKBGsaIRXJi6Ee7dSGs95lR0TfYm2Z86UDgd8iCgLZa7uoYoZw28hZMx5hvriMMaw8xwRK+W+3nJD4yKmR9Kj1KCXt9FhFY+SFfUw8CYPDpm8rIIY+vIAScOo6lDUsdODkk+r2D+6tDvHSjIXWDQwJOb3zvy8Rxp5BdBdNw36Sfk+76vd2//En6LxXPKX368R7cqcUiAnkwpB1hW5x0fIhp6TqgolgEJd729ZmgSVvcI8+Zl3KUYOzqplt7Fn7/4Vq0sSshApFSNz+cPSmXoOnOE2HYSD6ne9Unrj10Hltw8MIxAmLDOT5xSUGNKpMrbkj2UFZ5pH0AhwuMQf+qZbKUpyTH76U3re6040JJO5H41KZn+nx7orfeG0+ZYh//OF+cwCSmF4avx4lbEcEXdA+1TJwmwn1+wgqOXA4dRHEBJLQoRCCAqbnnINF8hZygxGzh9amuWeBqPwFHwgKiO23170uj9RZA4xIkddOhBUBNhSQtIy9v+faLBDCpbrW2Tkp8l5dTQDEDtX0Q/WdKCKke7c6HGEXwSgFjoKl8kVOjkXvQpARmh4ArQwuZvynmKhgKAPJvfIVYxYv7Y4/CzpPs5yh38pm/3eldyD0+/c7gExsv8dVTJRV6D8dvjetT4ICQJTMFupcvhCZkpABl0QtJbqFvgftC5F3guexfXDp1QcT2mrVJPF/YgpwRXXFGniSaTBiuzZMlmK/ivjX/pCmKwmxOH5Bg6kAVXjTqjOVAeCDiMUmEyyKc/36G5nmOLlegnk1AEQxiLo9aPzPlONASbqJjjzuErUs/LGQQ/GT8kBhJxLaC1o2B8tA/AmunAZ9JSlhoI5KbWkRkMBvYSgUNGUeCyB3WE6n1Gkz2AgztGiLpIdSOXtfHoYqHbYb2fEhjO6BykAZV6WmJ1GiGNoNAhQol5RlrlkfxA7R5x4Wy5ugR8+0zvTiGIIlnKk8T2CLpiila5FPpqbBSMiIVIOKS3I2k4dDQonLJsPeYRmguk9QWfosKY1o89FREBhZz+EsLCxzFqTiABZCnaEayUcgM2ko0qkLVidniiXKZgb1fp9rL5DdBcUErAgIgfoJW+8lvy1kOy8MuOoUOZ9ZYePECZdOOFGszpx7FCFv8T06CRIns3D0x6uKFNFBXTTYGX/IZkhQ/Hpa1Tjcnoq+xP9x40giLBzoy+y9sTQvQhW4Rw9HKrvysVa3yTTiHkbFhGdfTHnd81nLGvJUby/e/++D1pjhQIyVTMbMKRTZ/BA8qh6pG+ekCfFEk9RsRlCU00B/D6OCE+GJFo2vqnOklEHwMuOpV9f1Ywj4rg/uupT41HLD4JYFhFEPpB48ip20qMPxJtQnxGhnDsFB4QHWay1D/tg4UP/zQ1pyVROiJHJWwkKiCMQ2qLuxTWvhFPeC7vNsQioFQrLr2eQ2oZOfpQt0wyi81pGNKLPjxmvJcTkHySI2GkzyRP2zMO6xpaBJc86hmrCyNcxkUgbO8ddlWI2m//Z5A4SizA2fAG0ePSK9rDR/ApuXwju7gLGW/BTYlHL4lRSVfyBIYR+hRLJiF4Jg591rDVw/93sg+StDg0dK/pK98SUOAAhW2P0J0se3UtlIQoICrqBaUerggh0gUDQA/0mpWhzE1Ar9h6vBbIyc5DGhepMyy+Uipj1fUYquIkBJnmWLYGQ9HbaupFHnQvuIuwsoxTe0aa2TPoqieXmkRG+iX5h5AcSvE4g37a0OB4nLnH62DOOaOIk1Nc0D2zaZ6gyw0tkzs4Uy5deMluhIxQHZzpzVS0k0so2rpGj7sjGZ66VxRFfOtGFbwuP7e8c+FZHvUJ9aclpAwNUZX4/WR+St10xBs4TXUHETRgdnJI1SLW2lc8pTHntJ1SoJw5BRCn3ijZRwADZXUzu1/C6oCzAC5ykZ+KLLbnpJOpVHhSZQWiX5bE2wMVm1UDFAybqcJnXYdon6jQgB+nGPVHhJM8tpXzTYHjgRsFmwFtHLVaaatnhTuLfgdFH0Qvlg9Xb4nwGylfMWZ8Y1LUYlsViiY2daSAlwgiGfAYAeeMJu6Vvw21obOYPUsEJoYECbrQreqAkk8hIlGEgDwg7UxSjY8eLako6og6LhWSbqrwCSXVl2CQaDCOnC7eoV4UjmCce9/bCMfaXLqjWkhAm3YHfRzyzabqEqsiaLlBYtazYEKZiIZCyIpnIMSa2bmWMSYKXfHUnh0l5Hq/sNgYYNbb1EZT3OAlt+25p+C7y/B7p+f03MSrl1qPpmVg/JNBgYzG0CN5+WpUEon8bVDxXCmLJxx5aEM0Faim8LWN64V90xuJK4HlBNRA1zDEVd21RJakenM6cZYjxhEVp+WgekoSg+/3GNjuVweaDGER51JOMoW9NPOmbaFbiyv1mlZGkQ6XqkdeJpRUCF5snmXBaBERhONWUolDEkbHdZOtja+NzFCpyhTrCtMBm0t1itkqWHPhcZZ7xDkMWrKnD11T/AlNU+At2DuOEFbGrqcSoMm/Q/gZERXkolxZvUpP3LTG/hbXkGeb5XK9fmMYTz4mTV1EluV2gkIc8BOWJhICJKmojgmCCxX2h/6RJS/r44EIUiIJC6zmM+XXcGFwiVBkB5aXKbxI82p4Gm9jlzmuYo1Ianf2+PV5FxkeMJcfJi6KTZ0DusP8VcoiK/31XWiPNQxwALgmDUYdfRjzA4lJHFsTzo17BkhH4LnFI4FWr4GMOAplDR6NwzJR4NxVEJE2e46LIKgYts2ALIRRRQ3dxnuMKgOoojWn5hL4Wtp2SRFUl8/AVms3Cx6ABZ1CI5raUCDO+j5d4r7le6SwgQMLAQqpm3WwRAWaeQiBn6pE0VbKt6eU1+mM9+aNRhUyx7r+1MaAhCPUeHC/tvAyDQIpFnTU8PmmKYnm4hNKMz3hnl7L5xxoGll9KW+okOGjDgJP9Bw5yXDLKk3aGn06kPfop/14yIZx46h6CwgepbEsfiO8XC7rpk0u58SiDipiaySQisWBOnUfgSSkd6p46AHIJYw2ZxLJAozVX8mzTwjfuvs8r7tXZfVSZHkSJnWFOcAYL8C0IXxH+5VZxrnyEEVNlzkW/l/dHcUtFowJqcsimvBRUjAHsEpXELZSz/IWO06/RdHoCU6ppo51wQeaFh1IOt4geIi68KT0aIXZc09euHHGB1AEDzmYJ6PwvFZ2+XxU68FFPuVajUP3fY9Qdkzzp1+J67uzmwnz6vUJsi9jGsaSmZG/39z/Qf7X31e5/r7TMfuUWkHi/9SFf4D6wF7lfuBL0qO5dvXzwAmUZMonteXGKA29RZM3Itww7YTy+fFBt5Y1EFZFg0JpAkhPKldDkAnCNpCk3ar2vl55ulkbSr77RrSbsZR+iA4vAKuP6CWvJQAOE0XMVOwRxKVUKNvOH6A+ycaYlsUoCIzIEK2QxzB7omj9BHSQW8XQjHL3l2JWXD/J6P6bB+xavxMDOMDjnk0O+VLVZIK4Vy7kBpKHf2LQT0aTElFBx2ltLKiYetknac9YnUI2gg5WZfSwMi69w+VcuQJAugt6FF2Ap/pmOEI6zjAk0RM8BcYWm65bsxqBGhsPJCmL3bKbQMjzY0knlOj0r9QtxymGlr/QCgQBiTX/EdsJKz9XMKe0K/vKJOHUOgCVd8ewaIThDA3ItpmTVYeOEcNXWr3VEh/AFQtA4YOaEBk/lqytlntHks3g/oeIr/5A6kosm2uC/kV10QhV04iX75zwBCPaaFZCLgek1DLXFDtVrGUeIz0YiSzsFfd8vVRXKqNdMv3t4DQF5M9OST9kaqzRyLNDbx2rJOKogrIXF96QTQ5L5cqD0IIk3gBEmCqdLqoPwfd45zoF1STNuN4qO34MJDxWg543oFHMkg33JT19Z2uhXRk/UCOKRinHLLn4Slp/1Dj30j/7X90ww3NmSJSdLE0MKmljTm970IaaFveOFkTDGtxxJRqwe0uI8Lj7l+7arXDsK8nrk6f8bhLK3WJ9N0KFpxpCNdzq8ZjcQLG8Ufo8+fOKAgRJaZD1CTKhn4DWsLZ/Czsg+cLu53+EFaUi7LhgQEt3eFU9B/Jau9VMXexB63A4xUiane113++Z5iE6CuQGIphyieFlrzVSmxoHji0Zn86XIbQ4ILccL0xVp2DR9fbzitfKrnCc9La5MdnsWRM5JFfO9M2i94OBMMaaa8KA0m7Axqok10cRB/XtKlU+G2kqtRE8B148VF7XkwWchHU1r1DUKPw01HaMX40uWyXeUtYyXj3GtWUE8c6SynDeDAfdDSiaqF54vbH1Rt5kbRx+OcX6DIYN8uYz3u9f83VO+6z7VM0NpCOoWyNqXeiqnMttWAEi5Zdax9YWatD0r1sCctBwgsx0vZEaoGJZz6Fw+4jAE2AbJGJ38xKEUZhjLOFWFmkKhLQcLgBoN0kTb2s+u3PL6JXb7KHC8qkc4TmYHIOF0QOjOeFszRzCTDmUlqxMjb0lhUy8ufweTGOMZEjvKckFiTpBaOmDwbPn+8CyB2CVGsqJLworVrDrxeWTvxxkOKDGCNiSW3s0eY1mKNEXaIRiMHfXJXcIaBXTm7zA5WKzF5fOl5SczORl20uPLgUwPV9rmnGSicXQw411fuDRX1riGSPQm+/wK4WdgypgeWJSRmmYpG5bF9jNmWypd0SFt7Fqy2C+v7NdgeTNWQoLDnLjYn45CQL+Y+cMCwpqc2Ojc3dT7Pvor+ylwu6AyEV+CfGMfYjWNUD1zeIHhS2w4NU5d59L9IM0NKe4Ftz3HUqbtXHhgUlrj3QE7pECokgCeqiFP1na7rSMAgJTEo1uR5loG2bgisSEWtXQfMZ892wGwyADOyDpC4KPPfMl26kWozu1qKduczMgvHVFpJ+IqCUdjqWfCzgn1Df2iP22tW+/AKMI7gjmwzQ50l5Ig1zvqZQjB6SkZkaM8ob0t4V/yoyWFqV9lt2b8nnFc3rGZkSYXQtg6gsHKFP9g61yvSHR+RM8LrShjdFqmbfFJChkpQdk3OHA4fxp0fonwYHMyWV3jsTSLOsbgvVHZmCVAcwAAIABJREFUavbLwDQ9vaJXcqdu32u2f3+ZgKhwnpmSAyhp9FmsEC5kUXCdFIHgml11HCkGfXnWfSFenjGFfaJZ/Q0jOy4bmhG7K6hJCUtXMIMDGUhDIyIZaRLKbXx9HYx757gu0xcfbSbUwMDiXDKTcPGZC8M8X4QYozIK28VKA2EjGXttF83JNSLkLWKnkws7WsRpAG7omql1rtHl4nvGgxzyNas7YVfRaIji8tnsK4c8uAtZoEjG0NQrw39GDqSpJ4xfQTcWtWqHgEwuzZVB7gSmS+AIdcCi2JBW091AJ5JLV1/SPhotyw3hFP00mvNczvuFftc1LOp9AzGzOK5OTJobJKMCwg3lWyo6glmJDR93NDczJZPSRYKDOtDmo7YGmtkLXWVvyZaAb7QZPR1+N+oRxGpbdhjDuUedm0mYK172tyUYFsV0V1Xur6WlKxh/gtjUMnGbYYX4lvhvAh8BV0ZFQJN3X1kBscwWlpwE91p0PDps/pXqU6EKNQKro9On2KsWz5pd6SfTg1S30ojsrQUfkgxtRAL81YwwzWzl+fg7jM1kItQ1NuYjSszPWQLwNrwSMyOIBxfnFXn8gXkTQkMMEKt+nMZ1Kk88LLmrIkvk/FvD4UbN3f/y2y/vySUCikCQsWmxZhFZ0gXuNoGxJPqRCFGwmfNIEVFXcl6Ry7MRJsb1g9Ei4WdKaUMzDhkreJFpoMRm6EQNivGHWI4rs8ctJlIUoeK45mWP8kHq8emu3RSkrMxShV11jVi9siM0pGzzwNXssxlt9KdTiCO8jJOoDJTKczYlLYbYnpzgQephWJqxU6wRXT0VRFKq+ojC9I0Y2+j8kvgQQtv1mo1SXvcvE3A4RiDMwwSgjNmnbbYw6W6uwn/meCjOhvAlsRMdC3DLB+ni+OnoR6OrTRqw7I0xCFJN9O4X/9HlXkC2oa/yn5JByVItlE75APwfijf0TJtjm/I0+W0JyTTo0FOeGkrrJGEq9EgsrRlwIDxAMuAWwe2IYjwVBorp/8VkUTIhNGvRIupYm04qC7EfehfClW8+Qfygrbw2lioZt1IO6AP1yCuLkREZ2/TTlSXPTQedaVAIXZRzCnwyoeiPiS41fsRx5MYMLIAxwXAqxtG5CmDhPnuDykheIKRDUBQ8SXHQL0Ip6lVnxmbzhTzh9jW2sDOrD5PLSV2ZaJH5k9ckBkHpplbq7gIgSCbReLJGCpyPSEseByraG2lTPjnw+ylvbnHOvsVbce7/voreQz6vsIE60jSACVVyPQammzK6HAoS3JaZ79jJ+J2j61E2ZvzuGaq3zvAYMpEffY/3VP5DHLbkPOI3Kg4xrgIs+omUNLSp98hx6eCBZyUCm6yQAKS0YY0uW9uB054sJK4nApTNtLcotHJBcCdTlwTMC2R4D1bN6C6EOSGicQuA/TTHzCwrHT+03zBxF4Bc4h0BJLUcg82aqQP1TiWycqpvpMfyK72DTaluBUvj6pgMBKVweT9u+NfwSmAOKgW9Y4+j2MLkIOGAxGE5IgNxmvwQMrbrFPtkyJM5pbOYojeO/YyKgxmbzBVBgWAyxqtVoK4R/TvopgpnE6Zl0QdyvuBKcZeE4J4+5aWOSDkcrvAsF8984DJTMQZ41rv63NdbJ4uavVFHg8SHjhbImfgMT9ESZQBCiaoZ3HNo4afIZ6aIg39naMrQA8sJvpG+cGE2OKcuU2LaITxISzqUvFXpBIhx6rpWkUBW1zEreImHPDksLTayjnQHH7VSlA1vkTVT0d/IEVA/dSR/BHPTgv72cNy08lxvLMSN3FE1YdTGL+PEhNRO5Ipx/RqQmwH9e8aBHL9HSWWMECMCH8ltDp8B5cDtYe2Al4vfG4fc4fK7TAXLZTedmHhOJ2vk+u3788dFAAJupmRlakuJMRUmAOi9BYQrLzmko6puZwF7A7ZuOuIFuhwtYGYvolfMmGP1S+7IV1Ac9mqvMIrMAZU/+XbB3IZ+cuBouRexApXW/UJZvaVAjMQ40g02pve6SFYGxBbYuoLzFQIKJ5Je5vZRdh2Ik7HWvLH/fWhWRB9D6h6q95bnDtfrWbBXFQcOnFZnilP1GtYf7XBHexrquYxj/dstcxSzjSKkHcIJSyCcP2eQkvLNKbQNJz/xJjG52Dl7ljNpDYG+lgChcKsYrJD2yruS9gHj8L2sji8y9vlhvERYOMJp8AT3JS+wokAsThNUDSQNS2Y+dlvjO2B3gzr2lOrSsQyVvBCUbDUCwOaNxH8TVQvbS9dI1gt+g/jKtWfiPbIWiTF8ilztfehFDuf3fBcpYmv5lJ4cHidWKwFFzS/CtZNOhawiLKW/fy/4wF/QjjBZFnKkSFf8FG8FcASwHZJ0LhZrUEhKcUmwZ5x+kc06zlx+VzQ7+kMeQOFIF1Nr+VzZzOk7phrUJzsPH984LiKtmpKyrhARq7zCZMkflpbIJokBajZRQ/JO+fIJFVSsRlz+5CwE0Gnwhgw0IiJcwdHgPvQ7SYMkw9bdQP5Y/IniWvDXfkhG0V23c7wSzeytNGI/sYdphFa9KmX1ZORxdL6Cvq2BwlusxHQvDIpxDfM8RCoqSEpP+wxIL+W8MAZetgqdtuZKj2zHUQuboJClx2Js4bnFrABJTHaBAsXty3b59KM/MVE0vn9L+AziTPmusG0pLhxHp4UNQUF6O1vQUhSpmFc6Jhg2QpVUa2LytWys3125xWnXRJ8MwJEqmFh4nF6l2FzRxe8OHEkaytWg9oiqoZHwAsBU1vGzdpZCsEdfMC15oiFVnp8Mb11ssOdgAqQNdkuuPzdc+v6k92PzFijO0op0fECW4m9BwhPcDxuCwv3Vh6UOrcnUMbkaMGIZUOeipxlPJG8vunaOkeEDTp2B6SxNYfc1TZcVipZT0MMq/uAzMDYCrv83UIzWT5wdJh6KxBSEka0ryR95qkktiZEt7vKkYpHO9jy34LuvIF+COeUYwc+sqL9N7dv0RXoCR6RDDl/q6owLTuinkHANU8uZMQfozPoijtqrzx1KsJNEBAJZFtEKGk+zGHYP92hho+546nmqVeN6sCJyMsyiuM+z2QoQAuL+uKir5Wze6Y+YPDbVYV691k6Ov3M/2FmGPJu9fDL/9QYjydmjHHACkuwsSggzV/plOpdOgQNd+10rL0ghnEsdeFFTsdgzaBmfHntRtnIL4krClngGVozn7i/h4DmZR9+ve+ZLq2oCrKY0cI5FoNmCInPU6tjHCHodTpCtZPDJKm4rSnVg4CMCpRzy1xvl70LM+7vC8yflO5bz3uOXDD4PJfoJAN+tgPd0X8rngcrLYJg+XSOJ2vV2vtjmtJNWaoz0wTP2T4oqKfPkMtFCWM/oRulYi1ctXbCQtjy0QwUpyI1f33R82N5qV0afvz999Nw1CQTSs4EYV3kWkqjgte8cZrpeAubpItVYBL+ft7MHhM6jNz58/8DCoTuXyDceheGVUmma5R6WucXpJpaHQx1VwhP0FXeIBzli3CRMQJGUqzSlDvvQwq1w8hDh4prYodk8eULQOFgjU+5N+x4FDjKPgWwT24nLkjVCMiYfiH2fe3vl0LJNemjg/Pj+s+a4TAtJAzYdlCLbmONd6Xany1IcJyUo9i6rT+rouw5fdwUeju6NxXWvupa1obgW8DtaPjW6FwwP2r9ip7Tiu6zUM4dRbQn3TIJOeNQbt2+9sO52iCiKpCXaSyY8vkiokuxOcB3ekefBbHGkZ4ZRsy4RZux3vWJQbclXFJQDCBIMJedX+ss1aoVd42cIEI4Ap4gbk3W0ta+cRKUPWHfhRuEVjZ8zlo4AhP0e13Z1TMO5YA+nu88Y2qorJ5EK/F9j1fc5tjzAiwcyf6c0DkDoaYiat0T01EEbm4QvNMsYEW6VKQAsVsDI8ykoYSI59xLzYnnThedeklX8YaVV4JVe8qwJRj3ijxLhKIgSawUxoaoTM+yplQhOmXD3UEfDulziF6BWnqAL8ErZzf+IlGNA0qk+XyavjFv8hnN6XDUXhv5WTvhBZy7mWgs79pdkddW3F+5K85i5ScGjAyYiSo9dzWdRZU9C2OyDaKpfEboexTiCkFvLJIEprVI/MckTsZND44wuaBaeUmU7WenBFq6VIpqTfzRSxjhpluUoSTiXjZk1FvfRK8XcdA0CUs5uJHvzWe7CMD7v08fCylAxJ9N+i+MoZQzubj0+7R9/cYJ7jdkGZJg87BKRguNHHqKKbybPKeR4t+/1ReGzHxtIfxkfPJQeQVNpCHsPOi2ctZL7dDpDqvhD273Olwk5YT3WYGeHv6/v+/lc99RfmHpUFloPwz3x+x4tGGKPICG+dWcOW6B50BHY0gArxJ5mLBml5TWrDGVWXxE6zqOKKoCqAxH1GR1pBkSVFgxDiaWeRWZ8upPGwjkmjeHRdnsIauIf6sw5qTLJk29Xu9QfW965Xxk7sSqJKsbYcx64hPlFvDkHovzqdENlVLU2VwaUcRkPzKTDemZlnytZAtMq1U/j13Bq3JtjP7OfibSnP+hMDSbJs65CXGGQUhOgkluLJVXL+vQ4M5ucGlIKlNoJlXXuaFOCFmcFdG2cSRbEFKD9wZ5J2l5HwkwtXqog6yjmqiD40Z4xQmFFUDZoTNJ3JXUfLp9JLrtLa9kZkVdqWXHEZ6uYL00XRwdWuYxFLkD3UOtApPd90lh/y6LNw+gl8gk1HUOCVsURZVkZB5J8r9R75JSEZO4hS4CWdXSZ3rOa+GCk3FIIaHypBjnmG1POiQAlbb6ykpVpT8Os+0CM+/sjxNVyxYSqHhap9dDvbKFr7axWt2No+oZnHO4cuB6koxzD4Adhps0AYC2FHpE3GVFFKooLnmt4FfHXOKrnmcTqVI1wGI1Ycnjmr/sF1WhdA3GbFbGcGB89Jz80rjJgFjg5/rhZRIbgRR1O01WDUkFOg6/o8P35wxdJJsthAEPg5Mr4Ck80svvXk62hhNCb3VShnKRA2m3fk7RdwbPhGBmraDop2Sk2F4JCiKdMAMEHJgblzPlfBmw+F1U6A0c0/mZ/RAge6yi4cWuWUXgeVcey+VhSGu33p7CpqU17rkCkPB0PpSLI4GmEGOATR6mytWMD/ZWyTtP1ROSlmw/kX5Db/ccbsUHkg6SBrSkWHt645dLRGib3LAKV4RtgxaCmD3SBUVTp2dAivvJxxSRMvHC9uUFTt71qmUu/tml6/Ofvg1/a05dy5dDmLAFY3fGJl24VGdapcmAUUY5yS6wb52LFa3ks6zMHpxy+//3Bge36Zn2R+90Xe7ffh17+4zsiNi2Ikig+0tpCXTwI3HVE5XqMHEy04Mx+E6k3BLjhRV4FQtOqQ8i99qFDoY4iloIzLNmkSM16+0NPjWWGsn5QsEcQG2aJAg5EWdX+Svg9A+MYnd9eZTs8sdqt+dfk42kJOu6izLk9PgiL2B1D0CaWSFSs86ZCXI5afHqB0KYCBE6tKF5gywUfXOwhYz/Nl0f1QTcqPwz75MzDoaE1TP7rXMSskuSZxkbdcOOOTZJDCN/v32OSB1NAptyCVNdCHralEOJiJAl8Jc+45kwxPmGdrMi5eHDlrbmpM8dI8wPLb+jG97Iw9c9qA8nECYM6kZY45w7viz50NLjY+dcDEZocxPEcFLQNAzjaEmWvqDPyrtP0UtI5k8AVxnyNNznn8OustQ7rXvc4GnA0KAWJi8erI7xBWCBzm9N0HRnXi/bAdqSUXW12gfSUD0lRRqu2FAkrE5YjeNYXJQarBVhITY33JOSKc+Alf2GFlq1mQZDULgeCMa42zah0ekLpsvzKPkh3Dz2Rw0dnTE2pozWll5CCaHItezkMrDTOhW9tKv1k9ojURldO7ynNqhaJMfPtFmd4bpohvbB6Xr1EtzLrS2EZGiJOP/gnfG909w19WFDxNq2dHGdszDPAjVgFHW+TJrYv8/DYaVG5wEr/aa39eQqHAViLPb0SQXpFJkJz2LhvicxBJlX9My7gulYKKq0t9btRnipE6dF3m8fkRY8phH46YBIP8vcuZTtJbl6Wwwh20f/a+B0zQgJGI+ZaRnYjp2XQYdr8tVAj2dStheN6kMb8edJR9m2b+mlSmsCLY9mLJIuh3qyah0kGZr2KqdcOU6TzoxkD+Dfgcv+lq8zijmmAaf9avcwB5tBes/mlggqs5+0ZrhjO99IlquMX4aurB/97PSRI7l+OJ5H43Ud69kk/kNfxRB3p+ZO6vFKeN5qfI4S/TGu33s3Zn4HiL43OtPaLGZusXGLfjy9q2JKBpV4OLGjfXH3oxqqdJwVJiJxm3q67nSUM9FyYo9F935foQMfWxhFtUlA0W+SwN248m3CSgIMGs/MNJIbd+AgAp/gyO1E8+hFbKjAy4zLndXmaJYMbmFUslRi4Omo/xxx4kYnn27SNyT4dYxerlzkObGZUD497F6nOrqHgO7GdagD4O95AE5syMPYNMinCSYHPSjmdA4wGQ4+0fE5QFFlVCYxOwkHAs9Mlg2WWloXblvXZxG/GZeW0nziLvz8xlg1PMlmLqCe9ewQEmfRzUF8cMszDqHwf4Fb4cYsTPsq9ze41GOysXe8FaWsdiz0UqT5ssqxK2B+Gr6CZs0xbLPWMFX1j0eNWOtzWzBBUDZHwS9aRMOhb1/qvR5Z4qrFdIrrBEIS6aWBgWZ8kSEhs7JjooQ6mNylYHEJGU5QZyJW0FpTOxYEnKk6JQNo/5g/6cHyub5MXaGkDtS+vsepD5nhvzeWwEHCGxFpwqtzflBUEz2/xtyztD1iz7V+PobI+VKDtCZuMi8zYZNCW/4XsUnDIgK9lhyfv3sJsoAYHhukwrNJzNhhoCPQJmEiD8MXQ8auDi1NP9rCEltYZDHc8O/rnuPLQnipPh6RS27CCR83uLFLiiJ3othU8IOFp3eMBCcCav41w4jf6jL12Mp6cEM/2ccSzaXbCQaRVFzyE8alffL7ebmAORjWcSDKdItjC5iiYMTstfbOoULodt7w13qIOH69YYAkJ04cJUnjx+aIATYxZAVl3m0JJQLA0km5Fic3d5nCIM08ycSCqsZb2g1JUaPAz3Vg6CVFsRcJu2PmvLSiFkTSMtA1uVFxpI2Q5Ln33+PW5vu+b+t7nVQpt3Zb6zpy3n+XoIc0RYG/4BuooZ9P3l3k87HaW8B8b73/I/LTw0q4RjJvuDoLJx7I+ylAhILXczKKoEble7WGxcAH4XAYuBjbudeQsj2D7hEEaM0+9K9djvBQmbOzZ6+lNOLOhxKypegWcn0Rd44V5zcm5ERtIxrViOQVLZ6rt43JgHIreqmsnd9lc9dlCQdRpFBa1oSz5WoplhgsuLdb3H5NnGNjC6ReleVuGTqBKMYyp//n3J0pC11/SlzdixSBbEk/sLb5weR2hmTa72+7V2TF2mxgY8vz2vC8bhvXKhnNBR5u94MlU6KQagkCseBxH5ytBdMFZYr0aKVOgMfyo9to6dnZv4JXfm6g7Mud8pUq3GawUBVf8iwOfR+oemji54Y9Z9XsfzmWWuTHLdVDdCx5ygOeENvz7uxUlxsvd/reFhIG9bRlCW3MUZsCYz3QXcEh54nJ6brPUxkL5lRrMM1E4WCS3JhwmlgYOjOxutxrU1CDhKLG0LHyIPw4+PeA9ajSrpqz3eK33OM0lZrGmKJg2xzS9+tX+8QUw449Oxd7R+3Ur+Nsiysarn4bKv7Wf2G0Yq3Q2KKNG4tgttquKbD2PXsmqvruV3naxqh2fKvEhdEjDsMBdwo3eyYQbX4xlSPvEGHewXlu7H8tZ7ddPjoJr847493jqQ8ShJF7pFbeh22LUy03Nl+fJas3EETDu0PUeN3Kbk3f7AeBuM3hrOpe4VsVocFbgjzuvsm84I+dN3fknT+guKUFsIh2jGP+t/OMID3/P7T9e2bBVTMuW8Hfgy2u2zP792OsVC9LIAvOICEoJZnO02HM142CYyrvkbCUCFdj1Fqq+Hr85UyDyoOvxES3iRKmnpAM6IrXVyj3fgXy3kdi9OoED3poQ7xmguSqxsUe4yZC6neBx9wvc76We1/0m98Mf2iH0+Gyn3l3BEX2wFbAOsw9kCdNdcuf25DKyHAY86zxlMqTtMaJ0owGfHVtCYpb+lds7CJ/3r+PRgR7v834nOOXwy9OfZSJfu0fBqemMl0QVCTnussXPkVFsGZUtNTpyztPxUAK/dERkfsbjYumNrSmIPRHH59cxHv6UQX0EViWy358Y1CiExZqLEZ7OMk9LCyne3eXTt2b1XEVx2emg6ejMjVjVDFhsCnlus33OawdEHvqmiQe3csqOSocVI1rd1bypfRnbE+KlbDmigcnLzlOUJATIeeLTrzerAzT1iGUS4BA+b0+GY2PJVZRPPmLipfRmd9OQZy1fXlryihLh6F0EOHsxIctH55COTYBTP39Pn5ae0Q2otEes+9QrncjwxjDf0+kYO7esX8vuleu9u56VVwbeXvMMBycY5FY+xly87R9zTwhtK4Itw6QSfzGMXWMsOyx+u0yP+IH0MooPwp//kb3q4eysabwxDYziQOQq04C7RFosoffNI8LziKz86uIqQUQ/jaXRryGx43/Ce9em0KOfbiyFAdccIV2PQiiDvZBs//z3j/s3TWpvfkXKlIbik9q5GzjKhxs2m21jQXl8rsxcN/pYjCraHHFUT4nKmZdtbtHnlW284C6PC0M68WMExR9yCA1Tyb3D8zUTlg1QiBaseyqMaQHGWFyXM0JJ7u92qOn+a/WiuSdtBHVhxDie+M5SqrjqZoCI93zu0+OOm48ezZ8upcB/CpGqPhnP3XlvjNcFHmbAU+zSQzJWyVyT+n+HjMQG1CQlPM3yzR3e2qzruLLMcF5ICzVG85rX5JZBxHXwsSQzC7lfjw4kxJyvMrTjSpe8OWuIrlS4S1NEvZTz+lzU59jn/95Groqm5aUAI5U5+gQdjT+Hw9XwBSg8JMz932znWOCybv+YeRTcT0XPAXIOigVbea/bP5/VL7tPrhuJ3/cd7gCT0e2OD90BsZSAXjzJ340wf3VNGWPw/guXSq2BunsMVLNp8ZyYFKnfgkhhbRbDmyy2PNEz29Hhc+r8+PB0x/LQy+ubNIzyTbtDMq00fdnpRUmcGuYoUEpI0lC6zeGL1BYwdC+wGSppuYoXD/X+aysUhAbrraoRYU2kMne7Mbn6UdrhkzaL75R5Wq4n8oFw7DZ/XtpMy8f09Wx7uhckNf5dFc2L/dzXoxFUpVMg9KwJfHKYrZ6QZFGbQ5uAsSZRBdtxow6Upns+NqJuJMHDrzZl4cgQiLSYIfnYrTU2MuPAB+jkWF0UZ+7jZrwjEZoC+nJoxdNn2LzyyW125+K/83MBdxhsIu0sc/sv7dAtZ8gE9anqpGitwjufctWAMg+tiKjSqkmP5u9MXCd8E+RWungNJkb1yQbM+CFkO1q5OMWjgmScNJJUEJRuaGMWWJ03YNMZ+1IBP/WVYYIGUCX/qP10rnBDiZfgoGf9Ecb0Zv+gpzn0lnXPCu2PQbosLlIn7m+wZDz6mqlaSXvG397D2Tg8Xz0u451axW5+/nPX/Qp1DSpSuAlYL63uKDtHlW3qv7QA/pSgqWHO6qyijhfCDE2VXlXT6aE3yZ93hvrljdYgTxBNRdQSy1ObD52f9a4LhtU9+owGO2zjdMirlYVJdDxL81sBfddHXMNP+nhHstS7JHM6H4YzG6crNMZi93KzohNQCZ/A5++CPwAc24AAgzmVVA4s5bdOSqFZFnmG7Frs9Cpdkf8jowrXGFhZjcTPsEq56XHSlEvJsIhL87F6/CEMcGo6lL7FfrC6gdCGgAeh8yrV83SEvVVcqkFltvBrLMDoe/xa5H44hy2Bexzu0pazhFXwDzmaulROTHmIpmESD5GGgVnvJbOnvExKKd4nk2iLtuxG+4udRUa5+R4BC3hlpJwh4RDammvy03QzLs6BM+PrqPo/VY6KI/hMXXWBR724dZkqabRaVo2RchSCFDxi2Y2YTp1nZ2I1R7bwNEPif5gvuzk9JDAxxqB0zURt42reICGxdjuMrVhIW8lVcv6/Rrd88S+x5SFphzz36wWfKgjjFK0NGjP6E9Xe7fI6Y1n7Cg0yWGSbZVakOFf5hj4osdASIK4ANIniibkW6+Un+3kr+vvmAGzLp39NwUKSeYodv3CbIpaiPtxuC8jV+SL2utCXLUxQiQNm9qlj6XccIMj3VnoS/bfXjmMe+xcq+KLLP4QtdYbGSbOZFk73EGbbVYblm0va5xEPWx6GXCK7eTGvz399RDSbYocyV26fJn5Ohqe7uCk31WHgUO1w/PSZS4cWecVDqp3Taybh6++ycmrz1XndGs2QiohmD521A0Abz+1vae/YfduW+dscxv5FxNGvVW1OXjmGByLIo9vbmiL+jXlbs8iO/Eo9ok/HS/f20L+c9Q2G5B1oI5xswvQ+23bmJM/W4M9PZvqrZMoo8NrZ+H6Kyqf6WbTw/PcNgv4Ux+5Hhc5aqMZwqs+Tpi7vc3mKz/6xpMqY/dgZuQrRXN8/WDKeWA3sybpqgJEwbQgc76QC4gJxB30+7Nf8Xr1FnIhZcZTMTeyUVcELVRnL3HJ+xsTpwXp8iHRyjUlWl138oC/vJIHMfrrs6QfFSPsp4Ps9cLJYRZjciIghpT4zX/y9Jyq02AcjzxXLRctxse2kfxjRd3XTuseRnuf5PeLlLr2/+Nz73ndwyjSJytjSrhCQhqLB0c3+a5/lnkU1DzRiGsv2sfJ5VS5RJTX+CjdZ1birrGutunwlEOfSD/txdSTLL3qsPUfftByjmusEVsWbtscH9S/HKr5K+m0TCySfpLZIrMxrMf85vR0qAtHwpk3v3FOQp2GlSIvtRVM4RlJNOUyVU6CyhYc8LdU3bzGdQ+SDlyUTXfaPUTrTcqugXXtSaJPXFvcgTHmBWW8J2bjmfO3ez5B/t7HIDD09CKuw446KGHOYoUe6Z1wQm/SZAAAgAElEQVSc2aYPc8XCh2VOC4tJ2xspZH69TdEbF0iaMe2T4QZi3AgsHhZN2nJSYkjstSuGwVGYWoN11Oz9rPeiET1uptTRvc84JvqgGReUKGjDdgR60L5MaJsFUlqYbJL2UO+i8/4KU9WPfsvPzVZ5Bgwv479pgf5HsYqnjgkoDDqCIT9onHLgLPQTwtRb+PS/UNAswpmRgZ71CUZUDbXKtkyYb7knonaebmug6poyo+odzqzvN75roJaUyKibGqmE1Rjb8dj+FUS5yPTxufJAaOVdb1nzWZg/KdajNdYYCCa1fiOpV4Uhrs19GLhegYr1e7se1+IYqyuTzGJDm1+cymqx1+Uc7/F4l67a7ZUTlzzh0HtpwgzehakjhdMYzZnLLpRPYpaJMTZd5CZSsx/3FkVo6guXUS+0sb3+Ws3VJKOJo8mri22b05450nq4SyH3LgEbNcUygD6Hn9oh+SuafcqTS+dzXLHdK2UYwbg0dchIeLHfVbz1++kvsLLvY3pcrRGY5mywPz0SAGuqryH3i2Ph8QxHOgF83YofzfbweRfCYSqexXj/9Nb6iBLXpxx7Z1MDu0s3fhrf+vkuZ9uax4Z3gGo3gwPvpKoimuB3s2c9xC0bqc9IZ1acj9NEsfsdjKeE6lrLlPUGYdrZ8pNJD+ndFz82C0CuO4vYvVlWu4RfHi3TLZUUX5CyN2ByKbXoiUmh5ODG5OpDeS+2Xcwh6Zj7HEs89rnNA1HSH7RN8FUDt32MIm8xHFFqmsSOAPG8Feecxz52QZepxRrXam8n8sSBmNvWy0QG8prD1rnYzOGQbZ7A8dA9SmaE5ngVipIc9a1QRklGjBBzcSY69L+Dz0F6WtoUV2ZB4fPWCQi73/hMZJ88bp+v+UVHu9zWWog9jUV0aM2c/THGtWT/W+mG52BFj0aFh7QZK0Hb4Ms7R+QEJnSBRAvOHjRv7J6t59BQ7w1ZZeEqT6Chb07T+6ozkE077he7EhJe8Atacvhme3PnSzpnn9DFozEX3fkfFvicTc19NqWHOz92af4+2zkfOmamVe6alw2neZvZUJtwFqSdBgXRB24NaH1XyIOTdvv5Nfz90UbE/db/PlmMzE2TN9k6fH55605yZaUnW/xSKBzuctZIbBDTm+0P0oKZ865/N8RIXXxFl4qyxQ/4rDiX9gFEJOIWvDCIRQznwe7jXwi66/IjQNeoMUYjWxNs9X1oqsDNGupv4sZqogeIlN2UkNyl+skc+D3fS9Jwo2d+ozlDvvz0Y9p8xIjqh7wARzhIpOX8kjz3hUjUz+CZlVJyqoxYediaAUfpkpnHILVZMug7UuLUYBK+h1A3WrvL51gYcHf+q8TssChy5MC57LDY8BV7RLPWeL827TThVOopxHEj2eb/mgGEdT0LJ2Qyfznbgz9uPg8gFLHuWnZVJn7bsnG/DYXWyMMmRvIb0s291TvoJ48owPLASyg9JX5F4Ob17PxkRSGKb8r3PdllG4e7tMHPDGAFhpFzppx/U0QL1wtpG6YVh/rTVg//SDQAbJbDA860wyr20JQlKg/us/ZXn7nhcdLAzbsFa/T5BB0tNuxHoFFO5tCVEqmlT+H+dDG7Zn2uk/r1ef4zxltdbGifBHetkaIFjYs41c90iRAsAYZq7lmgqlmaEPP8CdDM0iKKjctOSPJCRIBtz4BjDq7Gcf1RBKJnTYJ9gKYxibqMyd4ojQ8GxsnV+KbukggLDBUkFtlW/4blPFjfIWeZy385CvXW5+vk+3rHAClgta7Pw3sjNxd1FsJoRa3TqhFNCFwPwBjWMgPaobs+T9DBUQMTxqiPu9prJaSpUB6/2o5i8N2E0AczQG+DVlm0vfBiwCvPNagNahRMDIAS+yw3dbX1d83/cOl3VZNGNzXiQT/6lqa7MPk/9BR31f5RweLgU9B5ClzHT+ykr2VcvxgAktu85nBHng/v2ZrKDfEGBZJ5Pivglzk/e2jfULbxON/e1bUzMBbcrNst+MOf3jolMZ/ifTu0s4D2mdPmqC+03B8xhFasuhgPl+gXdbi5JjJfinHOZApE8PNHNl0rCqmwyxFEkFQFPZHaMNlngChdZDlz2OuE8v7H2O0WsvDnruONsSkCPjSRojhwx8eHPWlEq/OXgdgAMeXoW/sqY/i9tZ3zG8N2SRpeg8l1UZxsFrMlQz6/PI7EMTQ71FHCldCk3It9Js8NijfcaSQhaYq7D5I8hrjAmzUQIFrytqhWvHWX2b2ZytPwc4uLicvi8UDPg1rzZuvQnhh22i2vF9fEg+z62SPKN8XY2PPpV61Jvi+L00E92s0WMtLyMjtE84gjqjakbftTT4pNPoylThqzoLAkH3XhbAKujDRrdviER3PhEN6fY+z2WgocDRu7RnpAaH7UdTrmnD9cUWH5yffOeIH7iShbbOYaW0024XYJEo+8VmZWjG2eAEllvaLK4xkR+/NkckJgfO9265Yz4QBKQsMUf82yjoHJP0PG++W73O4pWXuEiNSsGg7znEbHzkfsr52x/OdN99nRpclEl+y2Lot2rH2tyJhbuxYFNXM0plVt5MnvQOx3rx/psitLpdGB8CCaUMGrDMdLJQnYH85Vx7MKEspOg1xW7qqVTuBT7fC3TwwhRf2L/W9uxsUTJVj75ulxTx3Q34hixQyKBVb8fH6WSHZyj8DGnXaIJ+5hivvc4cfNfuq/m4EhW7FeGWEMObdmlUbw3OTc7HmxtDDRo5MuFUfMDqul7bLwMEWO3bL3A+vFCBEpCsfz4Gwu6rWW9Vt6a7XhmLTfroCvUspM+/ylxHllzbSGm96ZODCiHPI04/C0LOXZF/ZScyxXRkIYknkwXYYtja6mN6ECae2xb8NgWIiMSGqo1dOzmOpXlGcKt8W5QQ+SNNwbJh2d/F1Qpc/td5bVv/ms9m7eDkezV8oYTmxD9eCeCPBHyKjnr3lgOh58xMvNaOjUx37ljSzoHmq51DNuucRkZT+rIG6JfTtl5/0BSrertIa1T/fi/vdh5iuW/yCjvAztp/Xbe0u7yDIXD6yBgZYND6Vu0cy7tmCfz6tuUOCJ8GAuHaY2sb2ZkKWdeY3E3Xuf/rhhdGGcTiWqbnFijMrrhk8C49ByvnvUehijHjY6LdMKAeZ4KSjIM9sp7mcxAz7jUR9uHw+Kw+If1BSC2gsizDTxIX1K2vGYJDznw6KJ7h0lfjzwyHyu+WZyMpbDacMigmlIrgIOMy+IrqbDWnydDP4XTBR7mA3JHj3Ytg2ZRKds7IGpvKfnon0j33urRagBYq6ynfYABlNCO4Vmw/yukrhf4H7+QNl3jx+LAgIrWpomqCvKiQO5Be7FugzYy1iiHNul8ahu4rkv2vmVv7ZRWbOdZtUwHqjV7FZ15rkuAP7+8Q75s2/WmZFv9zDp5QDYxs4Ax9vnXo2LY8pRcn5KCXZ6R//0wq2sbvaX+SM2nH1+TAmy508BJfoZm97LLds1jfd64B+VcBezT8jyRvCIOq8+LbS2lpn7/fT8yHXdNjmMbux+bnCF6DnrG18+Df9/TDuFUM2/2h8l6S3h8goHYd7CXz0cEMTmvxGDPOsrK+cf7byD/Il1QHGBHUmPR/TR1ULM5Lll6/JfWEkbAlkVArayZeYL8uCNptmFJeBkCGWYeL1bCUb/A/bgLilS92AV+ZPFFIWVfGPBFBb/Qjek5dOh/rJuVHnaKvREVwPPh2jrdsu+JfBGXMi59FzNl0AUixf2ILp12yopkEyxSMNCg4E5ZV57Hv8lKpIXbSGKjWkeOac1NRlMs6PXC/IMh/JbJjWtM+qGgYW0+Vpd6rQ/7g8MaY+MfORd4O5lhlSa20vNhmkSPK0cs7vHFHbfAyp3ElE7ykqMwJe3HnFff0QLe4j4KIs/AzjGoPB+1bF4D3Ln2EcCDL5LtpT9/HiFo61s015deuVRPEWv1nLsajALk8Lcb4MuWIjKo9h6Djy+We1MFLrEldi9U0fBqI7uftJvWNhx4d04kr8kSbuyvt17FcprGJubmf9ktQ23InqO/bf1FVBLnPwBE70WRrj9Kja8cCn85u812sOjRph0WJmLl/bOZS73vwyw6C8VNLsx6B0ypAiwugP8foabxNOYxX1rmL4bRFfqRTd794K25Ps2OQQ5AvovVqe3/4XH6UEe9s76dEJhXpAPisWNOP/jYMh0XErLkR6xXn27chWfSMDj6iP2asSM45cDdWHwZFeyge3yICGIa/09Dd8Zv+9033ezH9bq6A+jIFHLmK3osbp8LYKCTUoh++EyhwdC5hV9whSf5SADycxb1BxXJTHKkLLKp6y5Yyr64JPP/Y+nRYznOBN/LDlz6mMfAI5J2BVdOFxIQxaOpfWeFD20ps7fHxUZd40o/K70c5hBSu/XGvOu9Z9wYWvq8W/NAU6jSIZNmUyStLpJmGjSoDDjG5T6ptlZHY86erINvg1SEvgLh3XR8Gixzkzoa8M+Z0VcNXNTefrXJ7oxVOb6i1nWb3Tvxx8Xe4FKtxWYONgtJgDYZkB6qaI+jGVYu+8l8SE81R+r8XupK04uMPGeS1FEViiKtScj6hHEK+aXFY8ktNIf+Kn91/bO5GTmzRwmfU3TD8/OYrLinPBpB3SbtWTasz5UfJ4Mr3o9NZi1nlCECMmZe02nPfwuz/FcJznsf4n+urf/ej71PO59OBjy/MW7NasUO2xLV9/oEqJq+axeEKRSsCxZ1889maoJadsPfXZREJQsIZ8UR4EUW4qef2/sWR/rlzEVux6D2S97nON3KOsbelr6gsOkU2XuPjpxKKciv8G5W3vMNH5v0ZkTP3nIGRbQsupwxJIqLiOeae5by6NDH0xauil7phcn3ZWpLXQyoSo+Zyw+xil5Rv037xg1wWcltR1TuulIw9OmdGg3p1rVWvBgzZpaXNljRjdSqYi7GNcw5eBGxc52mXi//mPivfUyLgspLQf79ols2cs8o9tEgYlBpuRHg8N6MyfBu3G/TzlN5h3095va8tyUI1512GNJ/6+kN+axx/46K2FYf5AIHSG0sEArqSS7DbcvmjUj0RMFTJE4yQxGVz+1PMFPrxeOUcOiBqjJWe7/puOM/LnLbaT60s4h1+7iqpDtHsqki8avdlIyUcyjSIH1u+JQUEPpMZ9SjvVzqVqJEbWSY6Cw0gOoAJ1XI31ffoG7VA2cTknUDjPYJMxxTffKPtG3te/JLt8doWfYrTGwXsohcR99jgMDMuXOgQzFgfOlXw90XRJt4uIeODPS97u4GvbKF1tlmgRpdKd76/0NCFTIxworKnwLYyzg8PipfKi28xiPx7auAjtobeeC9rpONQPzgNa5V4V5OO+/L3iilaVLxceZ9yoz4RR9HQKkeqLn1zNzGto8Mkbo+8j3cPHMJn9BJP+MVR62LO1f+jzGWQKjPKUT0LH8qRjDX+jnL3RZaJxpIc2p1XvhazRFNRtmM61Zrar3lYrFzvdrYqWXPwLXP3gQ/5srANH/uWWfhmVEMzXdl72tD5NU2cLl1ls+6UHZw6KglP/pRPnnc2Ab8Gjk4XCsJ2Fi4q5kHVw2UpT4myFN1xxssIvioYblUuL3mnH9rJovobqnG2vakFbE2Z0ZoOgmBTwfFDGlUnMF5MwToXhvv6UX5jQ//P33cdX3aXc9WFc8q57+2EL46RdLjUSTrHbr8EsdOAZz5kDMlbIRTeOHBnkcYzXFC7GmOC8dv8oE00WpxzXe1xeDsZWWn1VUbBODV204OrT7f3u7R2g3uR0uMJIxM7b773cQhY1d6vwjTokljd7GN8xnUmqZ74Vqx1RVUJDDrydfiS+/YYlXRqpgyrhJ8KIMMNUT+TAkcwv8HCeXcDiGtkizTQ4Ai04ZtcG0Q8+bKQeUtdOwYKMP3BoTp0PpUFPhJYcIInSd62b7ug5Ju61HkvVhQpoaOgqbTPmnHg8U/3alzbKob70g39r8aHj7NXInW/p8ReVC/PjKWiDkpskiG/Im5vr9BlvztTnYfbWsKd+Doe6tuswwnpbk+/u9pkx7aq3cIKS6w2cPK4LYLHShTTcAhVlKMvFrmeCVTQ5AAYxkztCECRnbirvd8rH6pZLtn95mghENjkQXVOmIwEn/jU13FqT37mI6gNftufsFlTLqU25LdmOUSKQO2Xma3GVrDQR0I2DcJ3BAF+9+pGc7136q53ng3ZUC+gKAAR00ocHCp0ndDTN++wxBmY2vpIzylwJHJpzwwTChLE6X7QN7Gwc5Rr1vGIwuznKSP0JBZ44v6UrC4azdxLqG8Yi1b2SlL5h599oi6hGOw1bMkvy1SPIofYtipRzfaMoIRgn1ps1iol7YhmRee7i2GQYQ1Ty3J1pR2j+eqPbest465QkGAtvcK7HzMhUsaPXHQRSjeP9ua1lxU4a8XaD1qNHkmSXTiOwb58dJEigBgJIM4/E8mNImOjnlV22tMrmCI8bu96TgpjLy+KXOc04DFApJg0NTV974wJUbNoa5nNHnNfUYWYpN8c29crFUo3oYyIo/1g3VqJJLBMvqKXdMeD7mAH0C7cRZTfAFk9JfsNW+FUVfauIxN6osRTg9Barr9+ZPOabFMuGHnVYpeW6f0cRU1g4e6hdHLCiA+a15Fz8P9w7S9Z5nq/jEuH2HNORlNtKUgE0DVofl7iHNKrfJhkuzycNR1KtLXofZp7pDrWkVZwTrNgqs+Wjz4mSPu8++opOlhwUx6HfjD7PntJBFUzvmR1or8cFw+ucPS7eWGEkl94dPrBVP20M0nSIw2SsDMHz3pXcHfiK70gXJZi4jOnZxIQc9yoI07ExdlOSU1BFNMe8V6u2xFWTOFfN6tQn2XOP3uMDssl6gzmNmMsm6BT8T8m6DWigxXjMoUSccER6OIArvFrn0xCRKtOaQCxZrQrinxBTs4d2LFHGahzntlBHKbRemxN/dPY6OgzJa8uNCUiXzcP5vWSHw6O3GpuNMD1eQ+j++PEeNIE3XAS4bVPfUsTl/QA/v4Wh6OQ7sHn0IflaG1mIysMW8XIrFZpWpPjt0UTOfZ5/TW+o8j5uczH4LvQNhHt46qm/SkJCxHPFWEvNxXaCWY76Ri5PH1K4fUw6XAY/xGc6dPW+xi7XRBx/Wph7Zmaj/wVk8L82UxiFe2l/7Hr/PPeN3Xd+DuROdMk9bAG6cFn6g76rp0OxRhwp0BSRa+YB6dJtEAlAzQGGysKigOmFTQt6DFmQV7LRsfLT/Ccs/IboJutPGwjGr73tXM6OOUQftC0trUYxgrMQsCub/F7ZjQC1oZUaRMrS6L94E684i4Aqj2sPY+sLsg/JvyxHnYL97vQ+Fp52dn/8GgFskQrZcwG1n7KscesWZarSuLOJsqAgUQ92msRNnMnDA6rIu0CsCQI/4CSMykuA2X8oNtO2AvsJM9laRx6MzSlG8ZbQf9hYmvQUiMQpXBG5mePrAZ7VMADoVJjTFesTix9rQNUkDu57Gp5vuxy7IvrWxvkA0Y7Bte09vClOWuSull88CUh6p0SasiIEIWP7C0RUZI/QNn3VFMQs1pkrf47/v0j77OUBp3R7P/3RTeWg/BDK8rGePwOHSk656rZRRBzwmRuZAOev7E6LwtSQprrE3RGFiys2EmXgKe+KfhItQ+pJZX1kQ4UdJpQwJIFF2zBUc2hZ0ReIEKN48uXpUcYm8ieS/b0/diiW7kRytCEFyThlWUz+nZ8Ut3yv/mDBrP18IEjUVSQ8X/MHKBTfJdJNTVn6MuGLrlIjFCbLqUnBu9fYNkpeNXGPBXkHb7vYHx+sQjKamgatl+B5Bv5ChZziuZrday377SC+nZ1ERM8WRtLP9x4GQ+rMDPBSna+1jIWFnz+FLeU0k2+QNCqgl0m9SokbtpF9KNxRWhz+4EnBQBXUt/Gm7ngViP7WYMvU2f2KY8wlaNfqcUxZu206q+nTW6Z0xN8GQye/dorIGYWM8rcFtzvpSmMlmnq09lrskG4MGwxjWQ2fQoyfFu48bYQ4E8t0dJ7eMNt866wM8QkcbnwIvkDVmwPiUDiNOTyZRSxh3Pjm7YRgMElGkQBv/2/yWX1YxZTvfF37sLV7n8J3xc5rFbK1/k32Dc8G8U6EHzjE3lh/T1zbANgp/6jM5NOmFGZV2NCE9rhmLtDw7FFxmL3la9DPtn3DtkDgs8wmBkYTQ4GOM8EREnDEHaK/AbrlCwezHs8dKO9paowwAMJ3Ce25d9fH6N0suVYJVdLsyrCj2LABpNGkkSA00V6Mbis5FBHKBcMOMvxVk7IkjDznK6CSZKbtj/1MFn+qnxZ759BKbDoY8DjAo5lweQthdMjMfcwLJrWct94fCKVzvcx8gmaxppmqisoPlBgdDs7ccsWAyvATkF+WWSKuOVZsvObxjbPhX3D5aG39/tHsKnqJIEd8HNzPoG/2MUWxpM5HXSUdnjV/7lUGECCPbGAYzFp7AkWP/5BDIZzWjjQEyGKXtjVGMMJ1YlN32EgBuKeooujii7pY5vBv8QV3MjuOwxszEHApspITmMDyAgN1oYhGwD/ECJ7fUpgsBoJG5DZTVO5CxFfWa7KQraLz35eSLcEJBFtAzjxJ6Gy2JI68l0rS6QZxq9FGRugwK8l+TXTwALGoig3gvdtQiZg76NWOFZyx6MQvIbkmOiXFY9uMrEHJrgRYZalHoHL0Yd/Ws+G93sFoodfvjmJPbzVQD/0bxadUSha0th9cVBl0GFsBnJlKe5rholbDA4kAAOKAezE0vO7bGASZW+XkQ3Cx/8iVyCW13WHqM5USfhCGAGoM98+cj4txD1tpyybWJRZ7vt+xsWWN8wo4DVmdsqfVZF89apVZE0M2V/v2vmGVnacDEIcMUDvrvfUbLhWevERsyVBeTLupQMA7vEB1njJ+AzJwZvgn7TB21FPvoc1jshrFsqs5ijD0cjqfnVrERk46cTLA4Z05EZzHiolqPBcLtTDbveYghEhOJQNI1tJ80ItzkxR4q1bHGZ9wbOw38uTEuywa5DVWq4b2Mr7JYr6fukMlmg/356XuS59W+r3P4Jn6fnwxw2NIbFwdQoJLiRdwdXeXQolchQ40x+pzKugBT10gmt6JiN7xScjLbIIaIoaZh465U7hpVsEjqPgMJd5ND+iCfNXzf1mssPOvl8Dwh425LHW0+FmDUi0+B07027BinmeXn5NlCI+g8MKrycb8I4Rv0yZh1CpqgbMPye6k7LLaOcUf/gyWHXZEuy2YKhz6ygg5uGhNKYDPieZmTzE4ESz6Aouz5PuaOahDZBTUtU9Ydz5KnZ7wzKHb+RFoi7G0rA82QG7ga/CXTHtesm3GbIoJctdBEdYm81hFmL1Om8c0BCYMJeBCP10QNUQzRWea8B0Kq/QzHwbPNd05s5nTr9VI+i/g98IUQTkO2wDpUW2IJ3E5dhAsAMBF06GKZBVWSsw+TCDP70G7XkpMnZyAICJk7beYyH9+6n8ot+Hk3G/BratVIxUZYO+hSslOsY73M6BggNK7JLDfigu0RTfW1OO5Bu5TNWZJEZUgFd0pOkq6a4xqpwRR5kaGgShXMKqXa7hVSdLoWrY0xYs85pR3vZ7KDCeC52+U47wIM08UBnl2AXFz5pGJ6xDExB3N2bCm0V52XZv/A8uWNPMxvGN7LqD/BsQL2O3blvSNgz0woLQkrj1OvCZpRuMLwip3d179Krw408v23HO1wf975UsslQz5hNKLa5oub98SC9R0pxBZYkxQcK7y3D7aiZd/C98ZD8Xa+LsCQYfanIKnZ3D2oO6GNoIh3vzIGuBzqN8Fv4r+g2gFGeq3Tzk2oUha33ga4zG9ZVV60SZ4jrpj5mYf0PJN7nHr9tZt7Gs9ahDN4gJDXeX+JndxWWwKkudyVOLXLQfybxxRU3wg0t1h0REctZr/DPoXLG10dvgwEJDqsu4slYVS8cMwgOZyNCfzgRq3kbOY4kDkWa3mGYNjig7Jf1Z+n/CFgLjPS7GEgadJBp5JbrEUPfIMqyxBgbHcPlyOLc6Mzo8KNTZ6uMpxlpWbxLAlnf8oNtnYf7nK9W9vu1Z7BPmMyZ4PowHSNWxylWTNmlHsYvOXyWl7RUmJ5DTgxBs6KkmKVfCGeHssyzVDdTTQuZezjoec41EE9kT2TPSRFrqNG8OazYIF7DMScxZ20aDzkHILCrEVao9twwfC5V3yi0Qjynj5MLpqIuvJPN8pBxDeAv0gLaojpWxCbFVBC3XCZ4u9xpWbzCMI9lBzSpvtjWZoebgVjO18UTl7TFq0v2KNXiSQgGPvleSAUnTkenGXIn2eV/cmLce1tdzGmpEkkPCag5ZRpaI3wOM5TWDl7rFjwAKEeIzSrltdUP4WZ9ayPpPME2ym09fbxMm3OuM/4lWxq6oxwG83eVya9fCmI7+yYbU91IRPrkGdKKX2/3EEcEywAgTmE3UatxH4ojqGW+GmAE7iXcTwRMmVu5nE54+pi4Q43Ol3pNsxbF+xoqkdGRyonOV2YZdlC+kWklyAMpvf7Jb3RBziRL9ALfY1AliOCz042lggMK4I5SRfTvN8BRRc/VVPp8tMmYT4xecL41SMsQ388mniSiMQi193OgRqEIV4B2GsEzTffLafMYkrfeuOku9/+/FESCc07YZVmpyNlD16a180m9W6c/n2S8qv2gw4wwoAOGgbV3uTnt6cVJWnvo86/evPXUKSFnCv4TRiruWsdjj8I/qZDR2yL4KENDEOS7zMP/S/VXNN3F5ewyZUdtxTLc5JdpjR9EXAFGmEicKdIafdszeCGKbdcVIK6Fr6vLDkTTatlwsyY1KWE8yqezKaYUDHdEHhe6ZLkIaupa1ojHxTWWPbl75GKswO7dNcWnSKTxjxa633IZ6nMpn8Tv/A9NLvuPr2Tlulwzz+24Blm0q7QWvOLle679oxFa18FfWzgZtXXmMSuAI3tT2n/WAFiIMVTBCRJpMfEHA02es5zd3x15Rw/JJkwP6A8Zv7yfW0AACAASURBVAjdNeQdX4Q5TY87wgDNDODeJ6yE+BkkDN+j21hBd7/O4T7V87q2e94v425mJrECzYCid3WKc7SZbRpsWZC/4Xt5lrlS6nQpmt3xLvsZl0Im9pTKQuiqsfwvfOq+Ups5aUju9cKiIElrKQMPBqx2QB32K2KQTqXqRs7sfQZ5ylP7b3P61JFn2qYlYygOYu7v56beQ6vT8gb+ceMx9PKKA10sHhFDxrIUxgvRR19udN+1suesoRDN9hHTK+rukRCSppBA909pdojxY5Rrd8AhYB4YS3QmrEsTQQwi0p32PrRU4mFjB9tLv4DW0gzWXOmaUwdLHwid9PA+lHGlTvmG65J2RhRQh3uNJsWivALnhWT/r2xBuuhspwA1ebaGBlPsCwSWo0welPIBK8J+GfV4sK40hrmOE/JMelmB4hFKR1SBbR/ynPhZnhkDOXmxmUr6grHfmFp3jCIdzVSkiL24T3a1xrW95Rs77lu8muaQYq4R4fLQ6uJxo/Gi9CB19X4BDLsnvRuxPGMyo9CzgNad98rge6jNNb0p4S20FoBQKw6KR1bGPV/pHdBmSRM0ZAp8uLxW8Mphz1ceLQkhDFBq1WGH0lvWuQ4DBKuXxYNe4IRpNlBKlkjSHubtBmldy17O8IzbUF/Xpjt5V6kukN261HawIvMfzYaFC1kHSlAkjcC/9gf1FF4BO1j3MA5o0bk+92tG4k7GlohmHYujWvXoe7bqJgcjYRg36prPKJcqLzp8Qm9zeY4PU3kn8eVTVYDvdbpGIXxy/gdweUR28WZMr+nMqCpheG9S8/pEowXph2cKxIYmvZN9xjFWxV0xQKJn+SkLMDl2nYtFaHMzSyFHKdp6GCYUoqNgk5Cx2VBQ4Eiu473D3tlfY1XVt7tJbHg0Q9r+ZFpv6nGY9PfNtjFk3HIu9VyieDdushwnl10meVoafMrFuI5ALlhAn9k4Y89WplLTiYyC0GyO4viZTLpnTRMLA8HOhQrVES87H4EKzm5jjEc0NTIgm6glCKL7RLS413mOSb9v4mfSuHwI8TcnKjXzYDZAdmV5y+DBbwhNjRBnrA9tHNsgPN+nXIgVn9FnSyOtlmxCgKh/MuG0CtVlDRAgUppBBjjP0otZ6qHBPNgNobfZqnsHkR8Q/RTI6MUZMgCJzc+4msLfDt80XLqCIl94HauKBZdIw5LWSAxxI5msfRId/eWhZGB+Ldnu2Rlk+Gb8ajmICwXoAauQy9oryYSS136bkQk/3RVZNPIEm44wVf4ilh3U4vDLxrj6N3jZ4MGhlaZmqJR+4ZVG2CQ9Vq+8TnRcnJaxEj9TZRsF5hjHjX16x4/T28g+r0j+r0jAxICLJ7IkJEr2Vdn7sA296yyfUgjgoJJ5T2lABspGFSusrLn5OYg4lOhpTEEDdebMgrLXDkICc7Tt3c7K2v3hlGmKbnUCXM2YwTEAp8aF0W2gXColYWRRonhAvDuL2i52X9NryDBQiKaFZgXvHsJW1X8LtjCL7lSqqEbCn1mEsa/Rz1v4owPeFC3tHoLUsaeFpG1M5nS3Ey5PdX8vO7ARrGwPvrRPYdljcWkBilQ64Ogn60uWwHPMw42j9qa2PkFeT4wQTxpmocKbl6ko2a4zKS/WZ8dxN+MuNA6KxiGNDsSCH4dRlb4q0qXWrecxH0VowyOUnqWUTuQemktVa9eg1DcCfg+EjB2lBCN9nnj5KMutG6tKcBUT6YTReXGZuAPDFqHZSDrHcBQLIQ2IsWdQG2YANC78e7PPwPeQm7+s2S216PExkFc4uzNtIsiDlGiHzo9TXFrh0FaVu2gJY8cILTOExqcUxlMGFcavMocaWdj5txYvRda3En91KgOHeWb9fgifREp9OMfRW1oSLDn0gVuupegST5TVmVvxjOCKzrksPoXAeBAPyhkYUf8rM40taESxljQqqWPGpRT7ojpcTR0Z286nFlSadeua7XNXhKAlWBRcMr1Ht1M+UZ6ML9/72d/j13f6rSy1lnbCyAfh2LUqCWBYoPXwkY6fjvT9koPtRf69psv5WJ9JrjOEJlI2ZZXvhH03nnqwQZgHklKUJqvr4emYhZMk79Zs6QrYbeAkRDfj0riMQq6G5PaGgYCgq3ZjWi7IU8ei2JftfD/vazVZxb0Hi8e1w4E8j2WFIltsfMqBZHyxyBJgVeW2h2S888BbGIZ5FhUELwht2jU7jt2P3QEJSht7OIRg+VVCq7ptO7KGfveZUPKaCJeKO4dvL/wt5GVrGk5/74uspcARkpnnmQ3tgWSZ1RltcBVP/jm6j2nW6qqT38lzjyElG1c2XhDV/rWlepFOwE1iSeeOD11jzIQLz+OhXUSWB5JKhd6Jt2g5AP9+4VDahvu1mUqd+STSWrjp18/T8oYbPXb/RAqelY1btG8tR61UChN9GCxE2vxFxM3WLhWg43B2CSdbzshoJiGW2MYa/iqc0n5+XmGxrpoOcdMuJ7ZJEnWUxm/6XZ5lWK1bpsXnhaUcyPz3keaFNSJrqM9qkcAXAp/rLAx1iY2axjALv777+gDoMh1lXEDwcOl0M8a/ZIdNjhTrcCCgrVPz5gygmV2mSnQwDNnGiKZmOtuVrw0ZomE4aWu8mWQ1MBI89bJKb+GzxmoBo2hdiDkp19KZ5TNa2lenknofzuWNIad1AvX2tupd2+p88p7eGUxVbxCLwOIdhH7DELbLEr+3J3jS/v2Hl7HFJE5/0Sqtf8gHfVbjjBYtFu7SQP1v0w7Ouj2eUkShp941nPZp0h6yOqIytJ1ei2Kx00/k37yHoaYpkrVYVYgMCijvYXjsXVxz4KQUMV5ghyf8KLF3O9yvV0SIXA4hm+EraPJGjC6Pbo/ukd+XIrGsPWV7xe5KN49dY3dDkkKDnbMwFlVYxnt3qHfg6YCIK4n7rp/C1EMaOekUJ+yN6/tK7C7SNIlPlmNmk0s1acmuJbRLzgYMKiyBrNkBSDWJsk66nw9rHjL5uXI727v1Sb/LtnenwCUNM9HF8dlJ6vTZr9nYDA+rUWH90ngpFozq7anmvJKZBX4JWWacEXRwhbVE91S6ymdIVOowWa2D7hwGs5Pvy1+t3g98uwnTe54L5UNR6NyvzLtMhsNibYn7uzOzYAZk8L5NH9ldzLc4IsXBcRmwYKh59JpFHEJBKTjODp7a9/1LGaHutIqvcHhc60sMzMf5KcobOTHqwtuVi2sSHMqqJxIJPaWFp9PmrVeKC9Kd6fTBd4ox2L2GYzkPr6dE6OH6/3QclJijfFxzVCZmULStpPCg38N6amo2znCZfD16BgJ4zfERFclZiAc53EN4z1+Gz0oy83EMEKMVrFlo2NtYfZ0EAK8RCnQy1lT5Z4t53bTJlAnM9SGujRZ4nidVTwAswVqhCo5QXQlarkU61q2Arjvlo/NIPmkG22lLH8kNSgYo+9weuk3xBuNtYwbFuRBK2/q7sFD4e9KP0c/xUNSS0kOFabtALwaujrGTxdltgrRFhZRLfkBUEqxgZjTUHUa1h/B3l2o263+ky7PMx8qXes6XAItsZ4Mo3GjsXOFJ9Mnia1uE+3nl5x1H9KTtvmMTVGx4dbMbRvMa82lhRsV2NxPu0in4u70PTTKAir0vvGWlb4lmU0yWegdi6dH+ee8xxd//e7S3LvsZ2v3S5Eixhhu/hYDKvDNm+xMLlGx9DednPHeAQu+bTjpCpnEIdJC5cWlELhILxWuZfoY9xk4hVLrHoLzDORna43GHUJgZVOACnXzgdd/2oBJm6HcPjae9enkDLXchr5qQMdotMldAqq1canj4ZeOUrY9rit6OzqjbCXltGMMBc2IhcH/qWAfWPhzG4w2GoeiSKnZpjA2EvPJ+k88BO+EmLqNK3Cw6k2B2o1Xx6pp91NsCSZuru88jfVIa2/dNAwLE9ZZAJBifQmHX71bYccxPGtVxTa+pvdKY7ajD7iDsavfQGOl2jTdBpaaGu726dqCa1c4XSfheFWByFEyWuI1wZI85vSCTUMQtHspXzmyR7tLa9TjHtD7dd+/xO9frslCtqt7RdZfwaNF3PxejQaBce8tTxb7//dP7kP1fwSBlcv5o8pXNjstKBAPC49REiGv3vzc0FR6xjpMAfgxM2x66UemUKcHXDUpebltlJzsksxdqVZAKHJoJqq6h77uoscB1+HsvfuViBw1z2D9htpgc0ry0pTNCjOwZvMQeAclknSVw0ubYx11RKWNrHVTPOCaRfbsyloVFreMNkDPKwVN2Yb6+v+VQaxOfwcOk0P5Tv1L2GWqCR8PvNidbsoS3UlM3A5XhDGNh/1RfZcAtQg/j3cDJYbTs3j1rlwiW5vT5rhU6YgtT9kGbqMf7aS2myBkPrNGwaauEtS5A7rgZtpT6wuYUSqNs/h+ni7mgyFb3tjJq8G1+Hd9oGInGxmX7BW92xhg8zbituWUpJiTDTmqVVmkkR/SgDj0lspFO60epsY25RAupQI+jl91VDwVc3MgwQoOkPRiItu19wlPOcUqK4mYP07tCrRgsjhKcSJf3EC/6k4UENgZ2UQjhHQxzW+Qeecto86UIsk0f+ZFpM2S7xaFHlFW+glz2eY01XxsoAXlOorp4C9vUiU3TYT8E5IS7+ONgrygZExToJX5NFGISe8+QmbKGqQ+YZZHrlp7DzmizmPEdjP44tYaHnyjY6BN5Hf8bl4WFHeOoxneQde402EM6akF95bN0sShvzjsLO8xQIsG9V+S/U4uRi2KFlST7/fzV+af/8H//P3/+L//fP//Dn//+7/7L3/zbv/7TdmbYQwGAn7SVlMMWceh9bzXpkx57Pzntuyhr0fawrw7+1dH++n/7t//x3/37v/+7//zP//CP//wP//Xn89/+4R//2/ePP9//9s/3b/73vvjP//z3P9/rp/7lf52u/P7xX/727/7q+hM6v0XH8jN6NXB2/9t/9x9+bvzvf/6n//B//TugWGo/LNX4RB/7BdZ7f5/n6xAUGmDXvT0800pN8n9moXd/ggv+CPO//eN//ae//3MXzj///VeSf/N//HU8Kw5fWdS3pJ6C7M4s/9V+/af/929/RPqjmv/9f/5fcaBRlkIfcDOi/pkHdnH4aUU/xvBv/upf/92//9tQ2Z/Lv//9H/4pzOD7uf/4p3/6+3/8z3/7d3/zf/715wErdwg8UXIAgdUdtuD05K8Ds+TRPyj5b/6Xf/2f/+N/ClP8M6yr29VthP3vv//Hf77F/uNE//Fv/v3X2EJQmWLdzeog9eFWr10xr3/E1AWC1u01+1lCbAQJLnLYhm2so0KUMUxI7al7nMuy/f/MXWeYXVXVzk9OL1My6T0kIT0hoUOE0KSIlFBEQREVCyUgUpVupar0Zu/Sa+gQQEJL6IQuJXQiIAkC3z5n77XWu/a5k8xA+HSe+8xz58655+y99irvu9YukLoSxcvsVhaiMFzxZoIEkbsVe7fBm79oOy5h2GlywmSJkz5kOynzEwfRqi096109bdGvdRBVEdHHK24hbsxMzGE+u/MKRZSCrUYhUd8PI9BEDNG0FyBFCqU52baG5p4dQQCOYTU8aQj7H+/+LlgGKiIUFksBWaXOpkhCwKyU9+Am4YITUcXGnjdY4bQ4RnYMlik6bJ4pAJ0UkAqeGsdiT3kU6OsZEm+CBSKuwvlVG8Ebbs3H2ZRYjFSOskmQEN+z2Mno2AuJAYJWYEtS0WHBjiruIK/28oMkWNUSfhbu6oECFCkJn1FunC+DIOgLjZkD3LmFtiu2zPaibuhgj+wuzrJyc1Vo97KG4TtExE6vTjdLkI28lrMfBiV3fCymEUnAkTrw483ONV/MeN8m0DoZx9AtIs3dxsu+WErxhJRntIvMffNXEc37BG2ByEaK9XxKKAhK0dvnJHU4kO03eUsFrog0KtU00FJsYR3jWWbcfmJHPptNsAt6KD2tIOWPkOSjTdUpSIq53OuS82IB5c70WkqXMmNgEKWAxzASOW1p89KUrRwIHlZBuQAPkySNP5vKrAQu4EECh7+q2SZ9SleainkSDUlYjR0OqNggruqXHIeya79hlNQoJLaSmqH5ELTAP620M9lXT1yHJzQeLy0ohEP0iIjnMCtJGtYXuydJr3wG6B4ZsCCSwup0TBc775NKHs6hB1SImMyeK5V6JSF9iMKlZdZxieLW1JEyLnGV97X3dCtq+FgSMelBnf1mrbvhT374o9vn3/7iiy8uX778ww8/fPfdd5968smrr7z6iEMOmzR2/IC2LpJj7DXPQzylajmMjZhHZtDwqCHDN5218aHf/d6vzr/wtltuXfz44pdefMk89MNP7eeDDz6495571p2xVk1lVVaJR8pFi8CtFuubt//lj3/6oP555eVXPr/159qTogiwd+B8AeXoCcf2vzUDb+SxMHFAKkFnDDI1AknqnYTErjgErjFy9X/c+Y9m9487+hhD4QqtIcwBFC6st6Ia2n/w17+y93XXznv9tdfN1995550HFi46+acnThk3sRKCGm56Ok0jaU5YLUmNbSPNEKw+bPieu33xT7//g7ntG6+/3tuhNO157tlnb7z+hlNPOnn7bbYbOXhoW4K5bR6dVG9F4OW3UhcJxCgcQe3My/Gjxnzza1+/5KKLH37o4TfffLNXLfzPf/6z5KUld8y//RennDZ7w1lDugYQVnAz7hwXYiwFCkPZXIXRS5eZjosAg5lWtgC1OiY/7nwf1LLqycwBdz8tQtxKO/XwLnIb9uw2wZbDf9kR5XJCjlVjoUmFfhYvO4FMeTPGo9f2DgzUyRrzuyJ+hXs5DU8ENnmeCqsKZD401UogL2EvD9J5N2Snh6IT4MiFeow0TNXoKYgGYhYaZF6lSb57oe6UtNF8W2veouqZHKSUo7ZDpkY8RVkVilzxb+9BOOIJwBEFDlgHyshb+CpMsnRHqLuQR52iBCgk1Ok9kDqYoaM1CsfINi/jQKylLeqNQrMfSgUPwrfGE3rIGmAFdJvUgOJyAWEa1sm7/IjSMfoKtk2/sU+3bY5LOVTQpV9boW11B54k5hc5WYAIuZTqpgUV2N16aUJvuZ8CEA13hiOxQ+kGitdDb8qnkRrj9bDWXVkfjAVxVMXJlZl7Ase+8zw6zzlwR+rPUcjYu5hbBc2zN8wkWokHtm8yb0TsbZlDejyHIIpsOVuXgHxtl/YzyQE3RTqfaBPzHRTNrUi1aklemAQlc3BY+X0LpQ9zd4YKPyilG2aO2IhI0f9woNfOFgOTmGQmEvDqAXh/GpRCNyZ3JFMl1j2v63kV0r0WNI/Vhv4lw+3POAN1Knh0sPYVxTSUmDvw+Vv9SSwkv4GgqOitJMyCdWvWxLiwPmEty9eckgwZn0WeGfqiFInHUTQET9/x+HNz1jHuTNOHNsKmgEcaD7SK4ZGoDl/gcjao+twNYRcpw25y63ERyIBpQ3LjxKlZOxiMF3O5RgbGcysIdnnzfQO+N91o47PPOPP555+33KYJr99///0nFj/xkxN+tNbU6Z1pqQiP+BRR6DZdEQU4VT3UwN/ZG37m+KOPueP2O956880P6KdXkPrj/ZiO3HfPvYb11bvr0tgHNRsPbLElhVGLa9bX9qff/9HKwfwsfvzxHT+3fb+ig2VIb4g+uWGVCfqUUMGgkhLkjdXXxQbsV2IlajQP0kzZgpz+u/a0GTdcd31LkRLrI7MH2lAotawyqRNGr/HL037x1ltv4X3sbQ1F326rbYxkCgqiBSNUh3tSEEhSiA44yD5m2Mhv7v31W2++xYyIvf/H0wFWnqVLl151xZW77jhnSL+B9ZhyuSBlVJTXL0QDZcQ8vzIiDmllVeAdd9D+cxfcddeyZcs+iX7a77726msXnnv+lrM369/WybIS6KDnFlJQ8bK5sTN2bdR8MKPorewZq8KwlxVi/dRlKFcMbNAbFUIg98wJRVg81pjdxIQWXTzruZsHQbOPfEApDY5tKKVioHKP9K0qq5JX27pU5b7cmLmukzDJKXn2lyAJYuMq8oF/E9omLpQrnLxLjRijA9YxomSe/sTEkoMlHbQDA8R6gpMRVHRAFmRfGagQgoxUi5RhBD4dZjFBXPNSn/V/NTona3Jt0B6PLss0l4axI7yb00JHcZUaohHQzGg4lCYX3tC491Lr1kusxamimiGFEJTAuSTljWN4dKIf7XcQLZHsyJvo7nUhhdW5ujHkdUklqj/b5L1rKms1BhGpUtL5nPq2bqRoAzkvuHtLcOG3LILyHEXSGG5+Ck/BFRgHQJx3yEixm3wlbn9tb0XwWpHtBu2RRuLF5MT4i74TKEn34LmqL3BPv78A4hvuV+k2/kvzPZuSCFnI8lBPtfAmbp2tvVUjk4K9g5l4KSsP9AVMUrsOZ48RrcnXQIWux4FT0yBpbh5YHOxA4Xoqhs9Dk/gpD+Fs6gI7+pla80mtQp9M3Ixth3RDhomlDfojj6BJp6L8pNsJA35QLc8FeXriXSnPYm0HG08l9NuJHrCDpWi4urNfcEaxlCBPVksCyRLa5LbK3LA7MY2d2B33GowaCxggcCHSXlPZw9jER4zDyjKBcUyKhjCxPaSE1W37QKCtyWUgzSph226GbuBYieGAEFHcsCOCvHExL8CQzHfmSfwx3Ecus9M2uDSUi4axI1MNwIg4pO+A7x140KOPPPqf//znw7o64aHbD+Dnvffeu/22+V/efY+a87hnYdTksSxklwK33sDOqDaM0TDMM395xuLHF+Oz/t+In3loxfrWXKsNTpJFd+bkH8hgdRWO9dl2mjssun/hTtvtUNMnnHgJ57lhAiNSo+zm2NgZHTKmdsi4DoYj6waOK5CsFbWdCyisA3+20brrX33FlZaoNLtvWJ8ZArT8ElIJ9VMy24wB7X1/df4F77zzjqcSdpjMhwvuWmCGUtNUXZgKgR4Iw6k6NW3C5D/+7g+vv/baJ+F72B77ddOq1197/bSTThk/aiyhYU/CLNUEAgnuYVNlv8zIbrnJZlddccXy5ctR/z9hC03znnziiaOOOHLk4GHkUhUIyIMYPuGWkykhLbcd8edvONKSy8awlBWqp8LXvhvslACHqBztz14CGpPgKp7Kc8e0Y4Q0TycmtGLkmgFKjxxdjKEYknpz0RW4ieDr8t6lXapz22viV9abu6heeP1yEqC8Ju73SC1EX4qsSYc6CZx+g1UaVezaRQrt9ukRGckkRWHqiINldlXjgrgjk/qUtJVRJFQO9SZgC5byKmYkE1ZU1kBPMviVTDrivA3eRCmDeGM3BU7cS+lyOhjmMG1BYCtC+VAb/GxIrAUSk/PHb8XYX2KDKvkCPER9i1XOScbLIDN2hKnaCBChRm0zI9gwzhdzTxOQiZhnpqecaGIJ4yuGaee5MSaJuYOgFUmp7iCzduvPee26Z7MJv+yDsGzI8ZHdsleUdq/IPU4q4aThMO1W2aO3e410wYH1rHtoGJNRCMmx7o4WQifSNWHUsS6hpAS7vfQNqyvTY2U1Hk3FecikQorf1r+lAMKLnxu1buGoNM+NO8tPRA6fgAKQkkSStuATmCE6aJfYomzOLcF1hmppK02eB4dfj2ZblFPViFKlLWpNkrUhbqDwCWi7FiCMDs5+pJFiopLwEkHaLABZBJFhaBUMAa4P1MyT6JaeBskHqHg6zCXrWnSSm4txXj3olRv6hmdOQSwqccPtB8vCPippgy+K4bkJ3MfLCtWpT9tsTWih/TEKkPOqsgaEPKeoTYgPTYUh+3Et0d2p/uxToH0CAmAU4rxJFJMl6MgBjLFo8eL7JBxrhUzCeHCMr2ecRu5DB9P9ufWkPRwepNzBlBr9zuDO/if/9MTXXn0Nkf1HrX4Ywr7//vvPPP30V/f4SkkzodHYCtFv7h2/r/7c8wtfuv/e+wyXMPdBZNzyoZ/Gj+lmzfpm2GXc3FSNHWX7V3NZ37ydWZ8VhWn8AwsXbbXZFt539VgrPEofYmUvK1wR3MsaQLQIcf53WoS0RJNm7iHINn9OGTdx3jXXvPvuu6abLbtPrM83eFRde8M9dtv97bfftrmA5gDZFMCvzr+wq2gvNf7g3QL0i3Ugnj5xyi033fzvf/+7u5t/jB9WJHPPpUuXnnX6GSMHDYVcCa6lTHUAYEzs3Kj5veUmm/7jzjtNB5HprarmGXM76acnGlKt0aprA5eFwem7xrsTLxkgRnZxLGVe5PQ/zjrFzBhzmdMlFblCuTWRhlCCSM6MZg1nW86l2TElHWMWoz3ET0YfuEqbm6SRdeXtA9q7BnX0G9TZv3p19BvY0TWw+u1eHdUsYj41Ub04N48YGnFztblLxfrq30kBZ4hB3CIxIqZ3fcQEJDNJbIaKDgk3pgTTZmcoY8p2Df9Cv6GGhopjaJsQrkS8ghtgEIFTxYQaU3icitAYKQsgMKQAdSVcOpvAI1RY8YapHohm1zidH0MKJiXvIaFE2u/jjEx0EoYA0urihIuIh4AhgrWXGIMp35a1GqbPsLiclHI1uUYyOBoq8Fgr+FjaDWYiCpcNFqqk54p16O3lMuw+RfkMmwFvai+tcp21ESF1aaGQCWA4FnJDwgiWCBHloCEcCuu+cOmV+6LiRT1BS7ajK2WdnpKAcFTx6iJk2Lba9QJQfsyqVco1SrfxcRAv7ONq7hGibaaEu8SunROmfbl4f06Wid4dAAVuM3epJ3DA4jhePECxpyEwapIuqd0dKUmMUSADrJJwTOdXHvI5vUmjMakSRb1azHMOuSRKREokefHkWvHo5sqIlAl4dN2ZSazaxlUybWh2CJiQkKhhMqSaGqrZNf5J055jnnRTENEVfyJZgxSnzfPuPpyfbVGJZcVTvk78s/ItkTt0qrFVrPyZB661XE2lgqS1CKnHkjRkZia6QbWII0qB43n5YrejGzaylHPYUbCxTpxxnkgv1RaZyKtNQoNoAg0fb+RGI+t0GPMsVd/7oNLngdRYUPPYmcIUPnjRINXzGEZiRgAAIABJREFUjymMRYzjnTh4eyi8OTllLMWwp4PL7D3tUV2x55Q5k4pOU4zZoP9DDzrYQGRLwHqFX5ctW7bNFlvpqKPMspB0HfU6TL64y25cPPn/ZHr4Q6zPzvCs/bI4YkroUsWjcl6xneH5B4T+9v0rL78ye8NZLsCI2EWVPWxHn0MAi+Q3xBtVCfG2s8ehL0lJ7H8NSp5/621WvN1137C+doukZTFqzNGooMb0Kzvn3zbf1qla3sdK4K0336y3t/GAY8KAyUU+MYp48rjx9917r+U/PRyyFZTRuhtiQ9gO++737BB7XpL9soyU2rw4nrLGpMcfe6xXKtpzWvghldNPOfGkQkIXWVDgDq7UYV7SnAqjaJDtzutTnoFdp+eaFLWj9cbg/njiBJQ1RF2d1jHGQsUmhaTpi679tM65Pc7Xm7nOvvt8y/Dev/75L9fPu27BXXfde88999x9t/cyH971j7uuuOzy3/3mtz8/5dSD5x6403bbGyYvphS7tJoTYyN1Uv/XLvDLi6Qu+tXn+DEM0vGGQ6zIthYp5r9Zf1xBklWL5kZmYPI4l1haRd441UOD4A9y3oBlLQHQzgFvm7IVa3BMBVWdXMD2AIiBBersDEOnkN6xSFosqdeqZjMoYGfwuNRzHSg9js2FcB7I5dt7qpOgmlVKzBmn1tL1GYmy+Tg1FZkDx/cEhKz8sPN1bjsiGcdGLFDDBGLR3bHq4XZZSPhKMUASi07NpN5tW6FnsggKx7yir1CHHaP80cbZXtwnnJ5W7si1hycwp6XWEPQePPuLpglQwUd7KuiLmvpLBp4V4gSwvzEkoAlq85xqHB09amgjzWESE1Z9d5ZiyTmjL1E8kVgzd+auhGIO0Hj6L+s5WLGXgkn5Mh7EXOkqDYSgNTE6eDTAazIxLQf5SinSwKd4JuyxUH80AT1ys2txOQbF098gzRHSgUyOmJHOQGrAaypqFL+nmyfkctmHuPu0Sc2GdDhIcQVWS7WhDxUcKgkVF44RJDTJSI0CTcb2PIy+CX2Sq355GtsCfHIv8iBGyApAInY7gqJesXtRZeEERpOjkiQoC16FIcXYBIq6yIGp/RJHMt73RZSKZrGSTaGf93dtKJqmATTP45n0oKrXfUSOboYJSRbjNH2oTr1g+MXBhmkunIslTDJySxSUNTqH6FHBxN1cZRqIlEaJNJIRWytAY4d/u622ef6f/7T1lh6iW0audnnbRuusDwMvUuYiA39iCMlB+x/IxZNePW7V/jDra0+Y9cV++wMXeq2gmqzP3sf8PPfss9tvs11X2UFi5yUTKBMxMKctshTHwxBo8AARbNII50MrkFQ1cu3pa9568y0rpnwfVazvWNvx0oE5m6by1COdMXnq0qVLV3yrj2pN+MKcXcQFKI+AL9ejUUOG/en3fzTMf6WUrzk3suUPTrzE75p/maGZPmEyBD8YYue4IfCQSCeMHmfUY6Vi/IisgJvnzQJd8Ret0R2031xaIgtuNBaXXTg/leqdCRBdsWknBSMt2YRToUDKN6fwLUEtudpNyhtHSBV7KqqmdbkPcWcw83nfvH3SuAl77Lb7+eec+9ADD7799ts9nzSLVxq1WfLSkttvm3/8McdttdkWo4cOb4uBaBFBRbMqbQCIyzJpq89wL4uIZklIBldF2ZxXL5CfbKnJrcAiCNaj2fUeTpLs19sdlxw1/PPxiHFBgKRSoQ8yvLtBwSchku8DMuWdqHRWSKAFaEtfhAqMVEtAdFIPQQ1kEbnfGvV62oLBi2Mlma2qZsB9uBeqayINDVKBMsncWrpSlQR5O7Rc4+lC4QyGNSk1ki2ClEGxU0RLjAqkwU3YCjblvuJW8kiy3EsdEpa1N1dD5ms1ZOVVJQq0l927tyOuHgjkKjLLyatFiMIAh2dpJ7DPeQrX46Jl1jTqtYXRlnsHLWWYeq/GBbi4Ha/x/kxF5wNW/gTVCZ2hHSDa7ZN8TksvKk5D0XvwqAoVaLDueSFRvJzHVJe5dMRBx6U+ZwVDgWii2/y6UkVtd6k3A5ngB0yg8Or2OiunxNJis1D1UGS8ymy1c+Z7eilUVml0Bdxx8aWgftJfGJfSrfrxxlQ5eTZtzBHYPzPem0B5j4TUKcUO5iHGPjA0x/TI2P0GqI6wOxIBQupZKxL4E/0GSYfLHKEktVvWY61KlJpVxbJAwDdJcSkFTALyzEHrifJs3PI+dRhmpwmqQG/40Cee088r0bkzFkO4uwfCyjzvo3XOqjWft5tCW73tv9wKyyJIpOgXpPAUar9KkVafD+0/6PJLLvvYHMzA1mXLlp1/znmD+w5wD9Jb5VA2sRJRR1J+adfdlyxZ8jEY5ir/kVpfkolOWMIcsNKLupvBrWd4+qzP3ur999+/5+6753x+h75ZW+nqA04laAqQ28DKaTBUyUvydIVEypSzTTr6cuINajgSjNN115w575prTWNWyqaOlxmebolXHhAoIeUxH268/kYGna+UvZifufsegCpNah+DAN2zDHn+1tf3eeXlV3pC+Yxs33333YX33//XP//FsIVzzzrn3LPO9l5G/S7++0WPPPyILSA3OfnZZ5zZFqU5G4sYnYLd3PJBnf1+edrPV1DhxBaaXhgR3XXnP/7w29+bxlxw7vlXXn7Fs888w1OXV/B127zFjz9u5AxgAi1UQ9XIzkKUXfgRlOvdRJKSSRpEwTYfhLmQ44EknowHDpoidIx5Yi9qqgqJvY9dTbH21DV/cerPH1i06F//+tcHrX56zvrw5+UlL99y080/OPz7dak5VaaHkNTalF3jlxTuRIeq4idZeYvp9VEKyPoAEdZHsLouC9TOQIsYbUOACPiwL45Don45ZZ0gBGJxLy4oapZ2apbEF3D4oTBG2h4sgxkiiJBcSs6L6JImVwyT1EymP+HhHGhWMU5SUCFWQRkr0hgUL2M9bAbZAtaNy9CAP6QNG+JCVt2721LhhVuY4OigsyrdeWX1CiVXxWUVwtKWyuXhXri6flsdRlqobTaYtAB4Dfh6EFrDvsCyULac+XahhA+6UP1iXVIEFYUJoApEVPoiomvoiOfG5MZUaxrmfOVBwHlYDhlZIhmsswWGjCi66nfGc3BCtXbGR8xh6mFEUH6BVXCOhYfBUtreUOTANRCeu44A2n8Q1f2KkI+LtNkBpeQtZViqP1OskuWhJCD4+hzMx1kTH7xBe3ii09A5KVVjbGiFRBm3BwFkElUMgtuCx0hgywD0jYLOJfT4bcB7EqTEmAVFS60kfhKf82UFa5qaa6BW0KG00QXBHkiA230Lcg9tc3NbavkrIWOR1jNwTsKmBT5Ce2PUEE95yDE6/yCpNHRNUq53WlpADkWbPPRL51ywYYxawcxTEaAMCvSXACGagAIhBGa0IeAUCdwC0+mJTfp4h6bIb1djS7ja70YqwjpNVevjMprnTWiP18ChcKL7qUQdq0Oue94kPZpx7gRqFQu0ljkbqDVDjTqigBAdUgcpw5+WelXii93psUwmv1Sv2vrYrM+iXgNbt5y9OT1XhYeCJ89E6YzJ0+bfepuF5h/jWav2x7G+GWvp0+1TocdsJE6ns668Ddf1eXeza/y222qbWrfc+tQKInN+LiBWyVkAG/CIYrmIGDnV8kKC06UAGD4ZthXvtAmTr7n6anvcxUq7f/zRx9ImNHZRB7E+2xhqkgHrBqb3hPV97ct7SWM8f+FM0Qlhwuhxt982f6UqZ7H+kiVLvn/YEYbNDhswpF/Z0b/sNL/7FR397Juys6swH/YdOXjohuusd/zRx/HGMHiTV195deKYNVqYBlofWNNO223/zDPPrDQ3YYnHk088ceB+B8yYMm1w1wDTngFtXWOGj9pqsy1/c+Gv7dNXehNjEeeefc6QroEt3SvrAFWf3N4e7LNKFY08lw3xktUJnVIo7wmDSnhm+tTKa8NTIr4nJn2cmxrQ3vfYo45Z+tZbH9brYHs+obcnP+Zull2/8MILe+y2u1FpkgaNLHazMsC8iMrqFdeviHZCgjl+oroAkjB0tUiZO7JULyqQVKiKqRy0PEm22uvcnyMgQ0CncSj0RjqT00IaCMwZUykPIljWh/t2NNAqthl5gm1AxvFSox95Vs351S61TpOddsXIurW2O/zRFqohAE8Y07bsGa1o8E6dcigNeBrmUxgKx9jfPODZvJyuBpAhZyQI09MnTBCwjgEDEaLi5Z083RE6niCSUxgXQCoOQaGWJGj0H/DRL/SbtBEONY4LBtwqg5zgDRFp6dSApxhu+2uttwjuBc5a5lAdhqSegtUe1LcERyGX5yY0TO4gtQz31ROYbuE11Ml1Vb/BcBgTi0CgwItQUnSANdPboxv7UiLAkKfTJDcA6yB/dZ6T9if8oQhKb3sbM5ZVSoKOC/IR/D4XnoDtkTY78hND23jOmpWGSBiOE7PGAibP0yZz3bvS53LSR73tCoXIViU7kBL0lxRVBBLhbRl1q5DXaEzKhAEdl6pHUWPaIEx7zQMdpmQfiJFl6DlGuEPs+S4risrfam8A3QEHGLHeerGGF3Jzw3S+rxFHtFgSWGsnTUX9EYmFqGndzUtXX/GuVEZBeyjqSRaeYsTQNgmvRZhAtrS6rI8MqoPdAHRwH7yIZ8mDqkUEMbm+h+U4gmJcXQHkkYJZ8kmA7p7uKTwRSCgET3Sm70ZStwGrJiWL0huvv6EnNY0Vw9Z///vfRx35fbufR8nH78rurhVE6EjLk3524rJly/7rVT77U7G+e+9dd/pMx/p0/bagAWU+QLW+1qzPfmgw6BOLF2+0Ls13xUOHUfmYosuosW9ycFNW6zEFpWaQpyMnVZNJQ3uuufLqnk+drU5uSDKncgHdudIT3FcqHTFwyFNPPrnSmpVB3oY/2x6pkiaHbftJ3ak9d/+SZZIrpUNLXlry7W98s1/RqSxcEhwyoyCvIlw+oK3vod/93tKlS5H1WfK295f34gNnClXScfLPqx2SqjeGQ575yzOMJFfMT6zVGOGsu+baffO2ugJGxlufcDios7+h1uY+K+6pvc/C++6fveFneGSx0kJuRJEB0Q2h2fU8EKzwq1xaJmpWH2VGCgnOkaaaM/ln/aSLYblaQE+nQSeFTFjDO7PSjDUvMf2Ucj08xMa3XHnZ5Z+dvUU9dZlckGs2L2WpiV9N+cq4rWaAOTlbYYD1m3otu6Rs3DY58okkhqyxs09O3XjxtjrkvSE2Z6i9pNtc95CALZcFzZcTuHPp+tiistKHCAdIxkvQJ/ExWrzAARXLnqQSpB4WGRBVdkVFznIC43UAgpfceLMoKTb581MCRF0J1mp48l5BscwxDUWTNBbR5EruI81AgA4yR1IqZ8ozekghwe8zeXy6h+1IYZgRcYiHY28UaAO6q7GORKtAfWjhlGzrp75lpxqqbY1hi3yuNjtVzOG8h9x3CJLaZr0lumVva78V08YtLcBcA9SqAmNOE6FtYdCt6YoI1UUJNM8NGeAcqtUIkxRD00MjuX+6MlWE1j00hS7EDSzr+WfF3smaZEBho10e8caEi0Zth1CpD2rlv6zbwG+baoN65fFhSHzYIdZZAJ6IhOrn37y5Jk2awYaD89vhMtv4DB+Kl/l9iWQsKNXinWCMNShqhnV0scuIuQxXLJf5mqmTVlUhmudJQtEsV19sOgQeCH/mP4lLMUC9YD6WmYaiD2KJALRiHM2iMQu6cHw7s0fw5bBMDr/YJslflANvBotrHWP2GIUnAYyP1Qu3yKLNSqLauEjCvLJOCSSSTmF/SRQJOmoIoLYN7KJTulLMSlqrcwd9lKcQUOViPOZpKDAwE6tDo62csM7x3WlCTtlUMhCKexaWViOYf0Xwl0gpTNIT6Qg7lYbV108aO+HNN95YKf7uCer621/+OnzgkGqBTTUjgqsEFg9VEth2y63siXz/Q6yvmuFZs76AT6lGxRLnaBWuq3vWx/c0/3r++ec3/8xsOhfBwT5lQhykMR0ADhQ2/XOUSUbWKUkm8T6ojmK/8447ewWsjzvqmA57ujpNDHYHE2sFNo/46Q9/bNfOtey1Xcxm0Ha/stNOPMtF9+g3lXwtw/zDb3+34qbyxM7jjzmuq+hQjt4raIdKksYTjR46/He//i221g7KX/70ZzJvmzpBzJ1wAc2wtZmTp931j7tWrKhWB1579dU5n9+BS695oOCX4R6DOvr96vwLV7pJkvmvocEHfHs/Ae6wJM+lHihsaDdKDJYGK9f+S16kLfzFUvpOgo0wMIP3qJG3+42wz1/MrEj+yEHDzjnjrNdfe70nM10/+c+HdJro8/98/ujv/2BgR5fzz4Imbcvt6Gf1QQ7tPNWTNp7RnEpSdcq1yihEXokVIn19sdpoO6A5I3gZ51BbzKqiP8mxK85JKcJcqn+ZYoMh7aajZxWy/tiN13RNUs80Cbhtwn4pNjM1SnG2AqJVLRapVWI3WyFXClU0W0zuFvm3onUTTCBpyAJop67bsLTpnl6FHB4R0BFnLAHKI7DpseuW6XZ4w4A74rTOg49smOrl6sa2keBFQbUAVyWFFg6kjylq6OUeMEwZaov7LrMmN68SZt9RlMS5SyUKM5CVC4UFwbAylj0D3x/bg5smkBBA/SIln5I8GCQyOFCygVBKnTOkHIxodoxKN6BCNndc9w4zBEvxVueikZayXQcJtlFCFwAqyFACnEKGKOcGp0IDh6aKLjGlUVsGumKUzwwrgE75R5Bei1xMLqUzXR9zLkg0Ch6hfBE5n9jnOWhowrhsATMWhubQhVd/IzMH9Stp52pNLVgyvBZXRUl6Lu/FSs5Bsb6EO1vQzHB0tiUNt2IacAHRXdskb6ZlimsBYGqiitTwuKz5CG1W4mdobnOM/9Xq5x2e7nRVV/8ISETcwvoTmoVBzcNcpxtxzhn5jgK3j1YBJQEKJ60qlTAT8jAW6WXkYbgMyLE4lRKlOJmkj5tO2WKcSGkUXHANxdQOuhs9Htr7UDHHYiynXqCy8vQYLJ+LUdAG/XR5ltMeigq777wrr5z5hHhr4X338yQ6dMR2DAwhvOmGGz9hUXHV/jjWN30te94OgCfSfpwiW/9rBbU+vK2985zP72iu5yChAJyvPBAVtN/UqqKpI73WXXOt666d19taynFHH9uZldI8mLLFCmxlMnHs+AV3LbDsruVqq3/+859f2m33kgqSJYuOEKHdKsquzRjY3u/hhx5ecWst41p0/8I1Ro2xIioj9H1cmGWgkFGJoDKNL8zZ5cUXX1y+fDk30vx+cNED/cu+Oo+uFNUFvyjdZovPPvP004Y/rEB6trL06wt/RQfBW07rcB6mYzefNfuhBx9aadnQXHD2GWcO6uzvvsuoN+QiQ6ZQeCir+Fi7SnQCGqspR0Q+1/oc+ZbNeVMJqED4AqjXyhyEL56amz11/KTLL72MdabnavkR7NRqleR9/eOtAGx+11xjhv68s881tLMMM5lvSVVxZ2iRPc6hrbRTPeO8QfZAaJhnDVSVrwhF/QqeQ0GSUbUvO8EemZvILUNmxaGuIOZW+gisBSjUTU1ocDM9RkkRQdXFK1eq2VxNb+OCaOFF2Tgr1JWNGiY0yRbrnEKqeS52ejA9RYmIsDunpWMJedLggGbW6PI170aQs1kxk/S9MWs7uohUDysCbtJ58lFllOpMs2IvLrh7N/eGLwJNQ5Hqw0JkIYBPQkBceH9ULa736gKvfO5J1T2dcCcLhAQlSiikkf6lJxmRerg5YLgyrZR2QteiBETKAZSrf+4pzbl8yspavKGkTEB9hBlSModLHKOnIWQdooQAymF7WLi5eI+WiFyGQ9tRqTQhgTakIE+2fYkFFCk0K0Afzh4ARq1gCORZbpD4/dJ0C7uPmpbDbDhlXAEWgkDTuAsRHF5KLL3F1OjAW2/MZydqP8B2IQmRpAx5kVQia7XoK/bUEHdzUGOQMI1L60yWnvAceF+UVBG5F+R14GFUULD6meSgvey3a0NI8U8vNMiHugTH/cLT/Gpd4so/T0HCsxZJCakZdDfdTWJfdJ/Ec4nYNq3kXKCKAY1o4atHS/hQZ9OLR+I5IxBiIum7tCFy5/VlPGnHRn17yoQta7iZ0IHyNTnEG2lQ4HUY33gfwiQ0/zgXX0HrF7gMMX5JdNXoQXTLhsC5++7P86N6hcyaKM1A/xmTp3Jf6u7bp1dPPHjuQc2dNv67P7ybS3tcFHDEmVgXJnfrEe8J6/uoFojprGFKW2/+WedQKEsq0TFAoMDuiZOvCcJ3S5nY61HDqk9M+y+56OIVnMvX3c9xRx3bwbu5OHPNxGxchtg1bNsttr7j9jss5v6Adqq0uPyVl1858rAjhg4YrF2VdBM2sKk+HD9qrF15uAIZWoU86/QzBNPEWu0x6x/gQyvHNHPKtPvvu485qm3qc88+O3X8ZIcXGdazwdInRs577vYle3DlCqRn/vvykpf3+erXqtMvBDpzCZHDZDp66PA//+GPKy732UZecdnlo4YMb7cFWM8/qIqf28wDnYDC2YLqhIFTjQs8BokLXSGxvgTcqLuS9yMpZWRx0hqH1WSDdda/e8GCjzelEzd3eeuttx55+BGjeNfPu86+7rn77hdeeMEKky9reRPDya+56pp1ps0QPQFnSKdU2eMcLPErqqmeUCbSwQlCJiJjqRLgQEjFyX0XSyK0I3YpTgbv1ihcsMw1Mi5CPaasHvDQAvCol3gSgCvmD5+HOLuEtBo4J9XzvVs59VNbl8nZADpUR3Q6ItemIhGgfEV/zgMkmCNiKxZvIHAn4gGipsaq4KYGWpU9o4KCewHZfbBHGHSFrb0t751jL4FsuzR2hCEeoQwFII6kDCpIJgKIaXYA9qVkkYpvFJjOXSCsmXA3YaQYTmXwxSQnxXDfpYNYRLyyQCAVFWW5EScvKQkIzxXE7G8Zr9Fe3fdMUuSS8oaUR5Bwa4Xn4C4MHEOl8bqdkFYAou6iMDavdLNYKTsTCAstdVWcJSxgVOrzQKEjwschNJ4bBvqPSNf+19kRxAVfkoHYlIadcMOY3iDjtYeVR0DYghTGGt0Iuxp2g1JaES2NRThMLYCJKe5dRlIyJTk4JGAXiPK4Z5xXCmSmPQ6Hd0YCLjoV9xVqAQaeE6P5/+SFJFxiik1BdJ6pwSkk0nxJVCUgKCEO5BL5iCAYx0BccQvWxLkJwTmkP2yJlbuwZJvuHLE5pOBd7Yeuyxl3zak9qLFCL75JKvIfaeGAQqqifaT7hcbLaDBCCaTiTMT/J4WXPEJ3EZIECG/3Ib9DtyApOwWijVJk2oNrB6mvCnuJ4GAbOZg9RzpVg4fZByrikizAHQQ2M0G3lQ7ISBNHlQtM/Dv6yB/Y7HhvwZmHWc3Pq6+8uu6aM8VxQIAxaNugt/+pQt9H6ry+ggKS5VeNRKlbuNIL1mep0eOPPb715luKuydTV7rLI8sPdeZB6X+XUUu0vlZXThg9dt6119q1fL3t/nFHHeMIBicy0Ma4NlK33Fw5c8r0c86sJuxxseXf//733Xct2HXHOQM7uuwuQWS9NPOBW878OUrXnjZzpZpgH7HPV78OABcma0n4BKDGJhZVZwz+7S9/tff5CM5U3HSjjQlqY1qEGhw6bj/3O/u98847K26hMZnHH3ts2y23cicBRinbbKm73FW0//j4HxpZrcDKrA3Ov/W2cSNWb48LwbKkeOwWKVro9IHn9bjWB8ehFgxe3Qol56BL8r9N2MQz/gvunV+aSJnlMmSZtd6GTz7xxAc9OLiiOej2W0teWnLpRZd8Y6+9p0+cMmrIsGH9Bw/pGjC4q//gvv1HDB5qRLTF7M1O/tlJDz34ENM/70HMCe+7994Zk6ZqDVGhpTL2+jiHIiqqo/yivGSsFrElcnhLWZIIngi7QEXIBQgVXDHll5M5qNsKvJDF2wIEmVlJmKdgGYAmeNiommaTQQo8wXm8yFoZbpbSWR10+ekuxkGBPUR7jwpK8LuIEwBSBDnAs1QsE4DCDdBVQV72g9kl0Fu7TYibtCNMHhiCIr3cQQDfngQE1QGq4Pd4txL3FfAYGjWYEigJ37wkpO42pMGpoUhO8ENB2CqnwNVCTtNAN6lWFoq42DrU/OFQKqK1tBmTOGiOJU29vS0bi/MkaoehQA03Zwc4M0gLQRtprFDGseCJBmR6sgLCGVTmiuf1YhMXy7j7ACKxNssEhuSmTicHW/BALViHxFC0waQIU6XqLApvMjB4D+I5WGMBS1ft0fpAVMepOvJ8UfLE70ugZa5gpBYaBxrEzZGEmLp5GcPaMgKdjxI2jZJhMy39kMQKzb0qLBtxGs6KTZMXIudgJU6x/ySA5MWvkqmXi4YZU/1clIqhvgyuI35uznPtXmKYjkhqLJBbBoUtIuU/hYrj7AYhjUxTHRupugnBV1Zrsz4ApClDYhzg60RtyAChCFZvh+tmbkOlNKCUkNptxI6FNy1FFQ8hWwrdJ2gEs50zuTIicMK2A3MxYJa7p2ZqroqbPhrhcGtfJA4QjJr9NpA18+ojeD3CTpKrsgfGA87jfeHYmebQSsViQ5XCR81Q3pNwOX2x0jyVDQ1AxCwOcTqQD4ZHGzRw+MGHftibY7K7w6zm5+UlL689bU1wvm5EDWE45gdHv/vuu5+QW67yH9jDk/Z+YBFZthPxJ3bTgh7N8MT7m5+lS5futN325hG5crU+MXYxDPUhwtpji+A9bMCQO++4w9LLj9H9Y4/iU9rF/6Jayifg/iaOGf+db3zz8O8devDcgzbZYJbasBHinKQYGv811KuH/H+XHeaIjdApheh9crXiUf13g7XX23O3L35hzq5f3GW33XeuXjtvv9OIQUNaiF0jv/Yk/+4BBxqStuIhNsr84AMPbrHJpu2pO+ne7uJdoxa1qUZHWh67Mv23rO+O2+9YY+QYOj1SWgXH62GDfdnSOMaqg2CJbkwDcf2Ue3KuVv7UrpwIZ31kGZ89EKFSvjXBAAAgAElEQVSrsRAqmzxugtXJnvM9a02m+++9996zzzxz4o9/OmWNifVMSHBuKpq6ONev6Nxjty9eP++6N994g4vP3p3N51dcdvnIQcNYM0sWndhjVlf86o09o7YizFGqbG5gIzC11YDLGIppgLk5RGE1o4RZPdZPcrlD6TAjM6ENzeVnEIO0XQgIiKjcEdIIMkoO9PhiaIgoiEaIFZi5sfQYMEVFKPVMoaDI3zgyRtL3wgEIUCQv94TpVAURUmgA0x592FpASAKYRokiIgtlGKSfmMCtMI8DDaAcP0IrtwzGgXVAXaS3BeIwUfI0W424EElYagJImOmanPiSwOUaGCgVwjly4pAFVwkABS6hk0cktwjE6CUXWJ89fIaTr1yhQKxDhkY0ioYv0LEvZCnRvoXOI8mtJDNCyskFOgF/JAcelzyAnT9JGuzfxLggM1IwWaU7y3QJbycJh++5SIX1nEzjY8xr1OUdnsMsrMBl8cSHh6BOcgflAWAXUFg1gB4e7l9w0iGkmoT0VJaAUnrUMjFA3pFWJMvHpKohw6HJLTnSEHrKeTEeFLkt9oWZlVTS8Ftk9bysi52AaBdmZMCdClpzIdW9J9kitwGeyRbnPEMMnLbiV5FOIngElWyZD1lFahAmhTpYHK1PPDlM8NF8L+QckPA6jD5iRNI8QVY5EHjhTgqR4lxQ7a5Z8yGnqS9L3dehWqCor6aj4BnEKpVvFJWGIIUjC4m2gif/gw/so8osJI6ctA0VSMNcdmdWvi7x6cFrXLMorFTrpRpmDE7elTF1PmIXzGuBJKLjQRZf23OvlsnyXv186M5qXzx1jcnUEZGgwd8L779/1W7Xvkp+3B6ea9asj5EBqEUe+q6kV6zvI6pZPf3UU3O237Gr6ABUB+kKGWWck2NdgJrtILEnyqaOn3z1lVd/kn0Rjzv62A7L+iR/IRErB4WBMSWrs1g5pCU9FDnEiUCnEFAaBzp7w8/0kPXtuuPO4OhTsUFkNZ7/BbvLfSFDmRSRH2fL6gvaesf6NqumB0fM+mJ/HkhoWF9br1hfW1LkIXRQvI0eC5QwOYQ8gFUW5IvdlATPtyCv8CQZ+bLljGwR8pQBcEGUCxw7YvWbb7zp45X4nnn6aSOltaZOJzdLzxJ33MoxBsngzgG77DDnsosvtadKtiR+F/3t7yMGDysgA1qEmqpVxK9ifXlsXjlP08ilbJv6njlA3Usb3rjFcc/uSo8WOg7p1FKFAwXI6IastN7NOS1dN15iVphivHSDSOeMuQ+1FwKCRw0ImvQSesQXW4Dob2RNCuzyoS2ZPDgKyIvlajdgQLTAynLZ24BZGY8IfIs9ObAXaLnQdUz55yg3gQFeoBfAIdWSSL9hkWpskePQrNYi9ea1TcEmiReZPCKQR+gh06HHiQWmPMGjcxkdBTx07hw9En6o4Q2eAGaZsLI+1zsZPvWGBMi7zjTNUGObImxiVvaNCa0pbVTwwpSqLkKGZewE5SfqK8z6Gp+wwJ0uyZ31NhvKxESMnD1h9UOHz/5BIKheOcLzQQpcVMKgH3Fsy5wRdQQJBjJnyyWYNhPDBO9BvZMqHDBVmMjKVVaeRZwwn+dAU6IFqXQYtEcrj9APpGFMh0Llugt8CnafBsiFdTJw2GlPvLGmT6K9XmJCmYxmHdw2txZda1o3at/SqEGNYTqGr3IRilQ5JXiouEphoagVCBiitEULaVAo/YGhXJk5KXMq/gGdKgQLoseSYcF8gTguWaPI4FPW4hKHT+S3Dkx9Cp6sD3GohT+lW/udJ8oHiFAjfq4NYmSKmrdqDjlgPkUg5dEeOy9ogZ99v8Fa6650kdVKfyy0uvbqa0YPGa6CfZgMaO97wrHHrxRD/1d+aDeXmXaSHtkMaAltpcCJk96yvo8I1D646AGDTevdU8Dbeg7Xq2VFNY1v2JKxtPVmrn3JRRd/vImd/FOxvrTUCqMdgTZmV0qq1dV4E8OOnE9p+j6yWGEIYtu9ZX1ouu6Vo+aDsnlmwuYA7B3ZDvhTsOWa9R3UC9ZX1/rY9vPG/Tt7y/rsDE/nLnAikx4jRoQCSZU7ykXmeJB0AjdBF9TSz3gShqfrVpk3Q/sPvuqKq7rbZKW7H2sd11x19djho5wZSp6vVQm61auMs/5tnQfPPai5RNl+Yh7x81NOq7TdA6YIwd1xDm3VK6rX+EUgpSj1JYy5DCvtFoFTKSppI4wOABoh1U2Ze4U+bnagGJ3ILfQhOGcN8qBFWPENirkTeQDKCrGSN0KepDV143G2IQZ7DreBZ4Cqm2wIPvzViSQv6KjEECd6EJi2dBfe4nkM1sgeEW3jcLiGqUN0c/XEzCfDIo20CNWMIemyFribUBDo8bJFeNSEoKVFJ6Kr9jJvbwauGMjdMNeA6EUBGD74AUwDdANNIBATKPhoOGpwzjxHATg3iFBuBWxHEcEPZMD8OR3mX+P+9PZQgXERZuJ6IcvLwWTKKG0xKNJyZHcpj28TwvlTe9Dte5bFotDKrG3Q62Y3VqYkhk3CoqW2d5aG7BRFiYYGnKiTUHxAlP0Wsz7VAF2gE6IiNRnWOiEDSdF65xJoAFbeWlwmNbr6njKmmim5lmMfvT9hUGiFS+Dur1vo2T7MLKDvFjxvAqKhJ3CdXwCPCsMhRT9/ZpB0ocTbilKhGSbw0My1irsJQgZekwhyhpGSW1G/sBcqTe+5L9xhMVJCID7vOTGnGOKuPXIID9XgynW8D/r33A9vurodpnnY8l8wPCgdYnolng0VcYOcJau7ab2pK/JpndFvxmOyYcn98NC6G/Zr63zs0Uc/Oetbvnz5qSedPKC9q9Tt3Hj9WY8+8uj/1CYu/AN7eDrWR3ye5osLya81LO7puj7vx0LPhx58aPtttpNApRgRj5Q+qgtVv1KVKlU5ccz4yy6pKhufcJFkzfrafMKgERg4kaoxgzoHbP6Z2QfuN/ewgw/57gFzDY8dO2K0bzMAdJoKabrcC9a30866lsKOo54yEamEkPfKmYNFVXWFSxwClBEXAjZtT4resb4kb9EASKb2lvVVNJJRjva/0GUAWLoS6FYa81EuXBhBoCYOtOmjFGwVrZDxlT8h/mWHHvw9o5M9L+lbo3jzjTfOOfOsEQOHltJTqPB4fEAxamUddvbONlt89p6777a7RuGzzINefeXVL+y8KwcAi57dPNKA7M78Tsq8qvgVeb3GrxUxTuBPHUIC741G4SDk3AsTztskPiUTliVXKk7oKT+xxxzHunFD+2HuCTPkFaQ6Cx6Q9UViNTrBz2MhJSCiwWBoBNNz2QlQ1RyKanc07H6rRXSc/VVbavOqp8QfEZK26h3+C7gxbC7akFtIFcKmfsJAIDFu8p/ClXmhkQSeQFUk48bOKndrDSSay3avUtZLlbsAfs5oCVJyBBuYiKJDCCGjhBkBqRIAvnTeWJ2oLp+H4GEaNlvI4RAUNSSXkbr981BDQPjSVKtUClbp1kKTcpfg92TF23Jk6ouB11q6W9AsOWbQGNkjHd2y4MMWmSzPQrHGSOOFVIEVDINjwDdvGjuqGT4uadWGOkUYCBTJATfb2+aYqQlUZEHW5yp4sVu+JVbDDasodKa4Llq6WCgSj0StfGFHJFoH4hJhqr67lIrdgCeEXkTaYCPrbxO/YSRMO6E39/SE8AnrGG1jzlVraAyrawDDKtru5XwTbBhd5vYRcAhHcsGQ5g7dlB+d9iIlr3qU+dqOT3Tmpl1rBKbtxaAI1INtNnQTs0u3ESbOnqBbsfdTzWgAABlxTACB1iG0g7igopuQLA9juPdwSnuL/Af4i5A/0R5KxyHpcMDRi70GjJlvCUllJHGKt5ILosyXl4jJEXRqTOa1Z+6+B3zCfVYMYH3ppZd222mXhkzTC8+7oOWSm/+Fnw/gvD6s5RYOVZC6mPdx73Zz8X64ALJkyZKtN9uSHyRJiNgGnlaYXtxBNdZdRfsN192wSnZDtbU+MG/Ai0Hq2gNzMAyBv+mGG5cuXfree+8tW7bM/DZMxoDp/b+1b1fZSaZIqosYMcI0bfJxan0Q0tDJyqIFbrY2AVeNbCZcwbJsMpIDUi9Z36b2QPA8bKQ5KcB0Vuv6jukd67ONj5tBCBqvg5kCE7VXhS/i4Mpwa+BOTsx8lx2X8p5wlmNEzpduu/a0Gc89+2yvfIhxCy+88MJXvrhH/7a+NIjo+rIWrA/WmdjWihHVHWmL8vVmrn3Dddc3Zz5X9fYHHlx92AhNDLTjrR5RbemZR7nhfoU9x6/O/mBAsqChDPMiBvVjwMd+vuXMC3ku+GFfM/WghxZERvxhxvNNzJ/OdYDHCMkM7a4ncaYblrERlbwiwMnZb7/+L2oOzLhjKiXa4j2xGbCcAsP8NxAgW3cs26GJQ1any+ATQWIIO1Dh8WK0LD+qQikmTj2FoWGt+8hHVuAIxjRYPmdQUipxRWjkELD/lRasXvuu2N0kd5N98L+IERMRuFZ4NdeXP0FHITwWBVVJoHmcFbVTqjoF+zEG1kHiAxX/Qxg4zRJhZBs6YM3K/W7WpfmTZjUscTtw8h08r0vPAq+oOu7koLxrig/1XtKquOl/yNlGYMv1m5I8ntyWbCGrF9bCclMeWV/5yY3gJ4hj9Rpa1zYtEy8l5NI97Chs4Qhm8NYXgKrQowPaKdQbpqaUUCvCJhPAazLBt03Js9oQMZPBjSiIhOC7vDvYjjhEof2hz/Rk0j6cakNgsnnbyvz9I9GlCCTJWRBdS+2K0iLWnpBjJQ6oPqDLF2aQOQcu025bjkgiN3Sm6pEgT3SpU/iQIW6t1ZRvLVHsCoKmLW5oh6yFcUHM4vP2Yr5t4rfH+y7EwT4Flw7IlrJ6toB7RTUsiCjBSX8WtE9R4f5L0zaiVDAi5ultUQIOXWU/br9o/+XmeNB/+VaI1eqZEiln2lw7V6M1qREdnVmD3XEjV1+0cNHHZhF2N5Ebr79h4tjxOS1wsiFt7y/vtdLzqf+LP7KHZ5Jbg2GddgIP1FiYTnUW7X/sPevjx5lvGaS747bbV2v87LhEKoqQmiVo0tySKWtMsufyrRKRVqyvnnEqCJL1LSLNJGexyw5znnn6aXt4Gu+tb/m84YE/+eGPhg4YnHuxNkKrTnPiXZv0ivUF1CpV7rDTnGBmHSM5la5zls+mCnmg2mRozZuzIBMRLeub2wvW11av6wOvRB6fnGln3nbsUT1kfbevMWpMe7XKtBEhgoQnNlDgB6ZU9T2h9ZkEawQbYSiNcLGE2w0sTBr4EkOCMApXqIkg5Nd+/6YbbuyVWprOGoF8Z59v8WaMKvArmtFdAIZymcLxycCOfgvvu9+b6mk19qK//p2eFesuSMStKF81ybPe3KWa8Imbu2iZc0v0xGamavWoQUqCetqCdnqUiRlmmDQaKewFkiDkMTjBQXHH0jxNC3GRgppUU4cMvSYNe8QtbCJF6VSWc/FHUD6UnRkccyohhP82waUAXFTOxL8VoFVKXaHqZo3EKMECF7NSEEWDMmGxxT2IL86UrOrvinhlFBizgmzRujHJwv4zlq4JE1MwF4BXAFeiXbB26foYjSBnT0CGqm06fS66B/NOSflzT1UchBK02sglwXvJg3guy8pKZr3moLHwFawA6Ip3RL3AdTrKGOGJottcVhK2kEsxTaiF49JuEJGVMcDjRmKWXzVYSzgrFP2GSYC+wyEC40YQvBDLn8OTmzKN6V14r2INqKsqHnrEAzUHmwpj554YizmE+oXuNFDgQSmSlwVAn6MaAyasOsVugW/odcp3j6QntLY8VCObK+Xpxnfp91oTyKtENCE/ou6HVM8nNcvDVHYW9A51ZCLHXC5wlsjMIsfrUaOYWYlvqS7IeEcf6ZfoSQ3yIx8bkLr6KRUIXroAy9rLF1OstHNcY9cF1xjkeBFNVNFuLUcvjSbj6TCNGuS2ZHR46Pvw2OfkrHkDjNwVVSHTFpHFCsEjb0iMi9ijQ8N5PYUj1z43D/G3agAzSfkXhlX2CzUjlda6xmdeXwznmbvfAW++8cbHoBN2mtaSJUv2+MIXXb/oZLkZk6c98vAj/5tVPvtjWd8602dWxEDHSxYdeW1LhKpa3x9//4ePPSHW0iQDSXfZcU7foiNjFQr5DTsaUKQa8c+YMu2Kyy5fvnz5qtoXx7E+0S6G9azYLqEycdwEe85481xHy/1eXvLyt77xzYKGHnWv0jdykfa2m2zUG9YHCozm495EaS7azuFcWYeVYcaLOiJtUNxfggK9rfW1ETeDcKWSlNVuLj1lfXesMXL1+gDArJDZGhDSJJWTieHrQp+8Z1freW1BnBjSMERxFoBCVASaqYqKFXs8aP8Dez5ZwF753nvv/fj4H3Zmbbk4aIlwngCpIxQ1PUZE1zAMMm82WGvdRfcvRHXlFn5p191lG3TsY4hyzqvNPKuiX0383K6eib4Y2ZdusGKtPrNChKQ28eO5Z1xei3R5p9lZDp8ILzwC7zXPRyEYpBNlPjooKhKuThMFSconGNQRrsl5pIVaJeWRYZKGal7aaAyvhxeV0FV3fc+AlC0g8gB3038m3ndbVfKb2FRBEH/UkLZ5UD703mgoSabK1zS244djOVpMLwJ41ELhoSyj+uLJTWPZUCZHECCxMoxz/2I1twhdky9ALQ3AZK2wdcAC90eq8EhRKOYGF0gu1ddtNQ0Y8De90cRP6Aql5IjeNB2ySINe3oYTaD6tZiMjPvFswT7XwQZRMxhflevRduR12XOGgffEBDTQsc28GznDfWD6dOQ9iK7X07YLzrz7eit+XnXH2zjDc0e8KwG2MGreGeIphcvcayfaRQQFcE5wk2qV3as3jSOpohI7KQPiE3sBFfapvxwT0bE4DdfqQQluSHOTnDGPlnot9DRQnu4NhzMWL9uCdc76i7EWCF0Jo0xuAdY7ePSMegem5+9Klein6DwIk+GmiwN400eQYkRujgEuoj1GJw6sx+qaSK7hO+SAYpHOeV9xF4dM3B2NlEIfoV7sTx4mcBnwScyZ1ZngUUOH/+ZXvzZQrFeMwpIf85UTjj2+f3uXZCnibOSQYeeefY6tC/X8hv/PP7SH59rVYc0R6xMyFhZpZgXYt/g4Mzzxx+J7Qxh23G77ImQd8OrAAO7rz6dMmPzxjmJfwY9hfXLCOJ5SKG4itaN5ykknN/fJwB6ZVi24a8HgvgOI9aVKJ4l+WEvpDeubA5Q4Ae2VojqXl/28TERUFlIw7KnFcKCibt1oW9yr3Vw2dTIUxKlSPOaeHZlhfT1e1zdqTJtdKAh+gDoe29yQJNUice7A22NxNbXAHVihW3FMymlygZc54iyASD5EObPrq35PGT9p0cKFPU/uWNs55cSTK48RpjKXKQKfFiXQVOggUBckt9geq3gdabHz9jt5mSyrdfOuuXbEoGGeYliCTQskrHZVkzzzyBE/wwMlc2EvcD6WyDmDAIdIVHua+DK3pzjQ7DJk1HLqrj1zzPkBlfsAyEJRM3Jf4X4hYoPKBqcFXc2Ts3WUSsDwIdP/3LLDSNQbaq0cB8GFqkSMJDrlzFgUXaQBhMhN/gvpHs5+2t7FKhPE3dfZX16kTS2v4R3BlJyn7RDs4Culm4H8qbFaIjDArfMhAeozdQWXWJQT++PYZJskEHyW4KrmSsWC0kD0Ce/TINCnlPkIPrDzYVB9zTrTZx51xA+OOOSwHxx+5JGHHr7XF/fc+8t7HfP9o/b8wpe6io41J009/JDDTDQZ0n+wTyo0vs+D+mQwZjstcgoKeav/YraeUydKsFYBYtLAWD09YD6srEbRJzyaXFc+ncAx3c8NCAi8QnpOFW8j7qk3a91l4WF0CHxTvpKtwM3jra4E3B+6ikcurA85AKQ5JKxrDK2yD1ofKFwC6yDQ3BBjI7OQAqdNVQdBr7DEJ+oqI27Nk/eABfLDf/rptkb7UQGYu/pMkhus5eClz1AlPFk10mdOMshsUSV8A3f9ojMAMY5wKrmV0gYgNM4VYhuUzL1MRyqqInSA66V+wJI28ChEfgwCkqaEA15U3y3wv6v/TLDx2k/q+xMcapl3YAIP8tTbXNcXZLa8Sc3oIxwJiRPhkgIwehFCZKKI5TyFLkS4EAjsAtkjs75crlTVPJzhVvLj5HMOtAiPMt6GEahp9acBmuvOXPvuBXfbKXw9AXB83sOZp58xuGsAk0nzMjD3O/t866UXX/pfLvR9BCc30EEuQLqQ9UVuk64izlqyvl6RwA/p/OjFjy/eYpPNcBzBilS1aujAwRf//SJL+Vb6oJ43xp3SrjE3vTKGNUO6Bj77zDMruK39l6FJ689cx6pTFhAM0jjVftibGZ7C+lQsdJjMmW5GAY+hWxEI67PTmD2QKqgugrGu/9W7PTxn13t4KtHZ+wiZ6ch6fl7f7eNGrl4d7UgjInBWeysXCyP2ABnF5tQhEq1L7BDQ8zgQL//1anqaZiDiYbgcJoccdLCRVc8Lfaabt95y66hhI0jfMmVi/Cya0YHUzg1Z4LwilyDoVuI8bZrmsO8d6q2AtROS53x+B3S5Tm5RUkbKZ9qpnnlcFmlbTf+KnCB17tZl5dXCqiSz9MwMnFGeam/bOLdT3N1Wt3F9pf1XYr/lrjTK0+YOisjIMyv6J6EUElI5yY0+pBpLxEUMHVCUFsX0iU6moDSwJeQPc7658fBpWb3yNvPqNL9T87u9+jOr32Tmv9V7c01n9but/oRf1Vc63RdLd4f6VVKSizm5slYkopHnFlLpMmopMjfODnBgDVLN+nilBv0ZiH+QuOmYLd0tAnHJNTRk+j0AwUR1KuReYx2eXFZETgzSMXJPlbATaOUhPAaLjBBYqdj1gSjki0ZLv/ylPZ999tm33nrLGO/LS16+7tp582+bb2zq/nvvGzti9R8ed4LFDFPHT5a9yjn1RtCKPuQhJlDE5FnCBGelQe1BGchv81lw5CX0ARsOC2LlPIQaWpQytyxhojUV6wjNSy1CaI80CXdfd2+YOSREVqUAojB3A8UioOcxdXKjJ5as+XU365ZnOY6dR2kgU6ZxvIe/gVoELVdz0ZwRjzlQ8xo8CukTCESYMPgoGLVCjnCASMc10kYegVYzpo1HAIGMvCYlepiQyKnJ0urrfgdhCx/nNvVmwhFdoDQw5ZY3lBNWwIb6tzSykarAgQhS0AFgfSwNj8dGoB6hm0QqUQPyqsijlD7IqkVwyKpJtl7qMKEog0useJbCLI4GFFmfjKDH1Tm/qVQawxnouc568Mm9ngLTDE8JKkWkwwM4fXHZgbumhN++Y7V4Rfhu6uZ5agYo7o8gndthMoBiYAgvwKAc5zj212hYgVQOk+NGjrn2mmuWLVvG+6+s4Mc4+rfffvuMX57Rv6OLGuCetc70mYsWLuyuNPS/8+NY34yZbtsACeSYTiYEXKVm/XV9LA0WV88fbS5+9ZVXt91y62qnfmTv5C/sqI0YPNQumlopsO5tS+wMTwWkACHxa+qEyQYo9+SGe+3xZV/JGU4J2khn96rWRxCtAIsj36d1mC0RYJzANSYMisZYZyfO1AyBAeK9Wde3WUXSqt65ChtxJ0KNQVLX+nqzm0tSiHsRV0PGa9uJWzgEoqjkKzTWD5nFETFgShkkDOUBSQsyc55RWKjill1lx7333NPz+rPppnEaO35ue1lPBcMBr6oBpS09RWiSDX7C2EuYjJwj37fouPjvF3m5EvOnga392jqlU0x+gio4SRLBtC22m7tU5/gVSU38wmxg3377f3vfU08+5bSTTz2t+t3d61R6dffhqaeedPLBBx5UF8lV34WBWx2g6Vus0k21L+gORHX4ekr2UXYTFIaxEQ0H4Wm+p8Sd0HHpyeMmnn7aL84586xzzz7n3LPOkd/45uxz3Z/uk7PVlXKZvM4/97yNN5hFColFS/FIOQd4t+cQZX+ggC88tu6pIdi77DDn+KOPPeHY40845jj7MvZogh1QNYqqigCLi1CCdfE3AclQ0UYNTYq35X6pWAnm6Ya+ak8sDyUJFNBU1RjMr4kVK7AhUQy4IrWN3FSo2xaqjgzpN3Di2PEXnnfB888/b8ZoyvhJt9x0swleLzz/wvbbbnf3ggXmvTGrivWxy3WWBcmaSCg0wKTEHgvOXELFo0CGQ+Ecl5Qxl2XUYDscGeYrGSCBmWj/H8mfuMZbv1H1bfiuKGd12WqxiN3DYN4oKGjXeBbBQn40P66AOJWHoIERfOiUMCWnERcceZVYUrF0bjD4lpwpgXbLYAuxJ9XcZu4iaU8BgyiiQFQQgGay2pBCojCdTnIMYn6ijR2eAjAG+6XHUWwncOG1iNwMCwl2rI1oYixM8rFOhSRhhHkNYvugG2rciZm49XIc7Owrzmj43DCpKRKkLfY9n5/MIZ7ZUXUc6GoJ39m2tqCgYJGDFJwbCSDnEkOUJ5XQI9Bq5lchzUGNUqBVGbsgIWbi05Ck0OfsUiBHhnQXMl+ZovoBsTCnzNQwJvxMepGp0tf7YCyRdoQ4WkqH1DXMlclouQ+iqV4sRzAHoZfnGXowGm4o2s+75RZ07gcHRZE1p9vJeQ3q6m+i4yMPP2JAql3HhfSPN/P417/+dftt87/9jW8O6Rqo7CdIRg4Zfs3V1/yPV/nsj1rXx1HQZywk1aiaVN2Zt/1Jsz5zExPz7rzjzt5uVWqJ3GOPPrbz9jv1zdsLGFk24OmTplx1xZV2dmVPbmgYuxm7N994o4esr92xPsr0IGIgbZk2ccpKWZ8VyAHf3hfiRwbhVlyqefWq1lcA0mI4ouEaJwUlSGOpjZ2s4F38On+LLLc9LXtzSvumbQnN/RMYmuJt61pfL1kf8lUvQFLFT2PiDHSVXSTgG8z4etiFIoqk6yB0Ic4wvzMLsMhZ7f2VXmzXZBX+rNPPpE1KeQjsLlOZBCRSIR8fIJ9hGIR/CkKyfi9bf631nn7qKZS8acPy5ct3MaoVEUuEDAIDr4JTdVXptUQ32RkAACAASURBVKjmeaZteWLsJRs1bPi8a65daV6sJz/Grs2gjxk+irtgHZFCeOjwXTszvhiaDdoeytdLIkiFSAl3CSLLEhoJEIeRJcSjTTfa5PXXXrPjvqp+rDC/9uWvQi4DYigTpIgyU/I7ofZL0CwgzWo89nlnn2tLvvxjrNuwF1pyDOiH0LwDB8qDAayE4C4KoyBIgh2RERTAl4pWA8/BSAqDiPhYTFWe2BI/McsK9Wg6c/N4i7YCcYnVnzYP9YtTT/vnP/85dsTogZ39brn5lkcfedRYwR233/7iiy/aBeeGDaqvh9pmhZkoDiBCbhojaTgi+DxSeo4CzCnHUcDn2uGThhN5EPGKw0nlAhdQEm9ccr5nCFxFU0rul514wkIo2MQ8FqRJqd9+W+9Vbopeiueo1ANFIjFhok+1vUS8mRxYlraFAvVHlE2GCceLIDt4EtJ5kAkQLeZOEfY9c3MfQB8U6NcaJY+mlpSiUUyK+EEiBCPPjGto7GekqYnIWaXJgAKwZqIyNPKYArxJH+ShUVIAZVLqqoO1sL4I/AloII9XGaOugnzEh+t6hpiqdE00R6gse9pWDQB67Ddb5VlAIJHybMoDM7STlkjmSHZ2UbIFTx5xaCOFJ9V1hJBMuPUs93qA+mSsmpGIPqMnFcLN+AHszmS2m4oK9QT3zLFkiNmgdgoxw3fZcjLC664xXCf0jDDkUqbd8lvbMFxm9b5fW+dWm2354xN+dMtNNz/33HP2XDgbm996663Fjy+++sqrjzj08LWmrGnxrqhRmBj4csF55/e28PXf+nGsb82ZVUdqydNgiUu1g5KF9RLNmvXhbi4Wtz326KOf22obQ88YCfW8Aebr995zz3Zbb1uXjFTsX3Py1D//8U+GLfTkhpaQGwT59b32NmykJ1+pWF9aZuy+IzQecZQ9Z30H7je3Igbg+HTcdYLtBevbaWd2ZzT7C0xDFFgKRx4HgCBEHAZHFjVfWF/RQ9b30IMP2XV9ECzxzjXmjvPOrM2IuoesbxyxPsAowsEEdnCCyvnKDL/i/gUev9CegcI5L2QizBrpZ/lRR0qI1SkmRceihYt6rvBmxJ968sma4UBAYi4qAJfjR8Z+1c1uAPBaxqptBXhmiRxB0pm1n3n6GTYjg7pqrLVv3g4YS5UU2KfR3bJqqmdSVfzMa9SwkauK9dlBdzLBvA8CCMCshIcA1iAH4HiJoDCQfHNe8/a6a4wgIT/Coub9YNWkWdewzWZVrM+g/E/eff6xE0O+ttdX+SinErCUwo4OWUrJQuCCS3FKjwrL+s45Fzmq3UxoE8P6yPbZUsS9EDon6ANMxoNxwMwhEUP/EpKAX/eCLyBUzxAAy/IINh4kOZFcqGDCKiEZPQYhjNvIJdYPjSXXrjm/VZKfn3KqwQOjh44Y2NHv1ptvMbb/0x/9eNmyZQ8/9PDJPzvJvJk6YbLCfDRMSra4PM+PDiI0L2muuBBxA/F15J3ERrAXysMLYONRY2pRJ39BSpDyKCKPEqj/5kzReaQ0rbUcRgmHtBQ6y5W3BFmi0CHkJxgFInDg6EN8/M1lpRYZJZanq3QpKAsCjKCIBPyTJMajnKAocq8lJAFFxjzcz6yDpgiK8qsekffDXsvFTNfJ0qtED8khSjIyT3EsqB4kMaV77AnpK5BzAXFRAzgqeRYKA5dxU72u5cpSmv8FwANVJQUVvFkhKL2Q3Sa49whLRGo0c+TMaDjqiSxA0hagZODrkNQpXCfCB9bn4hH2giTDjyZ5QpIo5D5mOcrct028m7DiPhnFyyzk3qZ56OYC4VJ7zxg47ZGxClJKEoQIRiKGkWSrQQ1djZ9zEKyyznfr0c1l2oPIOoNcAo49qp3tS2fePnHMGrNnbfzVPb9y4P5zDz7woO/OPWj3XXbbaL0Nx45cvTQ0CUChNadBnf3PPevsVXKU3P/Pjzu5YcZarlzDYw/xBo3E/Nc7r8/ilScWL540bsLkcRMvufgSxJcr/bEQxHzlkYcf2XarbWSIo3T1YaMuvfjSd955pyd3swls05eNN5hlQu+ihQt7Iv/jjjqmIy1zTmdgMY00yryZ3mPWN3e/A1gDrcQyWx1ivertDM+a9dV3k2SbeHCFDGRnWrI7XvhUM0b0KZLfkjtwCOztur62pGgQJFUk6czKY35wlBnKnu7mUu8tBKBWxd0iwmZzXVFjNT/lDFlJ6m+GeAKZkherInmEhhHZjtttbyv/PVE2c43BhYb9QjvBEbUCyhwUWaolQFWFOWB7PQc+WDHCdIO113vl5Ve4nVb3Xl7y8uYbz6ZTqiXjiKGuIJBatyerKn4V92sbNWz1edfOWyUuzrTEDPrYEaM1PUAhZNxTD9DgYDnUTmqM2Q1Rm4hCANAGujMe6CSr0+UFSHHTWa7W98m7b38+5FrfXnsT8o4BbAEqhVAt4gpwxpevq8z68HEV69twloAVDusALokR0bgAVgBnotQVvhsTf0tB1ZlcSbjPmZ6hO9JWIERRYINd1iu6IfpD3UfkkEdpjiUFwUNC/+hfjOzl4tpM4tNOPuWZp58ePWzkwM5+N1x/w8L77995h52MHZmgf/ghh2GtT6CbRXVRCktXpLWuCs0qaiUg8BS5h0KEyvYZmBJ4JRUiDfF8I7JikV4q3Qf6IaCw8S+4XpokDlZ7J2ImmFRSNEma4d7E+FAZCLIChRUF8rLvSqliBqjSip1LfGD+bog9k/d6jUiSHxqLc8ZBFPOJJJEBgUaguVLsFr9VbGJV54VwRABkcIm0QCpHQpssgPciIzsB8TmoKuyHwQUpUxJ4L7YjsViDcK05KXYfdgbhXeVTmBQDWi2uScgYuA7nu3iAJIJUb8QFKb1twgbiESozKyk23igE3XWCSSjppqwogbAlmpZJIo/Egg0raZqrxCnPJ7shwEGhQZQdBBqVg0B2KHC+2ikPsD5oNGhqRKjRr2XzBWlO8DdHbYsw3YWQ1JW89doG4YfsShivFDWMYxnB/hYs7tSGRntKAQY8jG0QQhK7s6WBOxn701pw7nQ72v3Pft6vrfOnP/qJwcqrEA182j92Xd86xPrc5BAEwWRvNHDVbi7NWp9hfRPHTjBXTho74crLr+gt6bXXG1aw1aZbWIUe1Lf/bbfc2pO1fB8R5Xtg0QOjh40w4z5p3MQHFi3qEes7+hg+uSHD+c0c++u+T5vQC9bnzrFkPXcp0gSoS7pxb2Z4ZmGcUdYHPQg7pkyxPvIFPI6Bch/KI6BrsGXe+r89X9f39FNPfWefb2256eZbbrJZ9TJvZsMb83vTLczvrTbb8tcX/MoAzRV0GVlfNQES4ZegDemvjiU6eIAzVfhSsnSYzE7YG0rJCHLPPJuC0UbhwHT7Beed/1GtfisdR3vZooWLZk6ZnutxZPfIoZQanGR+EKr+zLiYHKa8TLyO9BmASAHEdeMz45rQmozNmuH4weFH2o1zuP6gZpuQUrFpVKuG0vYibRs1Ysy8a69bdazv9jGG9cHAwZjSlBA3TCmKSK7U35LQwCjQYTXJVWfC7SlkOgXj46p9CMgLLDf7zKfF+r5uWJ+e1mufmFmEwfqpzdnhyFC1lv9sT8uWrK+e4Yl2BF4Fk9acaZLonDoaAz5E5M/TySIiWojFBbFBlInoW0A8fOwYJvJ1gF8UmxxkBMCXYr/0BB+J+9LBBqUh9CKaNmWNSZtvvGlH1lbG6fprrbP5xrMN/TP+zcS+8aPHbrfVtl1tnZAIZgGCG6GQqiQvrKwRc2W5phsCQm9K/7nBkrTFwQpxWBOXBBTfmEkSUMP9QheNEcKy4lGUYdBZv2eiBW9kuL3CXcTLotycLLmVQuQAzyBH4F8m8nHzXyxcli4ILJbSXx5SrkenAtk/iPRC0FI9M4L1StSJ1F5UzmFIysMGYmv6pcINeyR5w7bWkACIAhM6oFRI+HUprJFG0ckXYpJ5QIsgooQRjlI/8LcA7JX+sJ9B5USVBjeONT2+lTgKPmga2ZQYGqhQQU11wxFTq/R0VmlzmKobeqxVXQOTTdii2blhoOH2o7vGhgHk5ocWkagfy02lM0Tm4Mw5EKiICTwZXa42eTi5AbWEYicYW6XKVq1tlaO0FBYsGdOEmW8nGqWhRQUJL1UUleVRZ3smoRQSpar6JLmSNONkD8mX5e5DBNb1OnlmX+qUMDCV4YOGHnnoEQYKrKqj5DxM8Cn9mNbadX1tCR6Sjr4jk1GrpdSZt2R9T0wcM96Ka83J0+zmK73azMaCHsMeP7/156aMn2SpY8/X8i24a8EGa69nm1rvpN8z1ndUxfq8lKGNKFJGDntT69v3AMH0iMnAWxW9O6V9TqaTLIVH/+RoEzTM6krLGbKAxzHlXBFaWSbOyN25rWfn9X3US81c6a1ohufqbnuY5v4BnL4JBf14PpqcoIIdGJJJmRMGyoRiAeAS2ZCx02Auq3Z+Wv3uBQt6CP3tWJ/xi9Or9at0NDYXG8URV0zP5cIKCF2YCFNhI9DohyIN4B6X8J4yfvKSl5bgKJiWX3PV1UP6D2KumNX1GYL14t/oUM1aznFeJG2ju2F91hv06mf58uUV6xs+GvPBWWDXTwIi1Hglb4oO59H5SVzvDjCLjxOOXumJopg8hQVesb7Zr7/2ut30q7uflgpvfVp3cviwZn3iiBTnhMZQXwo2WzYK4O0snI5uWF9d60MA4YAFdZzdFyVJXV6V8y/gi0j4Gb3POKyT8DNxX5nncrPAK1RqfENlec8i0OTlcdTOPEiI2CcMuzNVpBLDFw8j+Q4mbOBSYFwA1TCl5AScWhKJdy4Y6DPgCSUTkXupDQZwCMTZicmjU86qo64iRioYWQbyRJSYR8VhNCW4IDrCXVgKj2AAlhVAjOgWml3ASTy0YghQLKb4yb/xfZR5Rv5XuBxEtkMGjvseAd1ibafabAMN0pm3zscirAfSAl6IWEEk7Aj0R0KYH+ZCIlHcQRiCnKkFhkXK2IpzQJAgVSbqVygNFgXD9uPcRXY7nOghiq5VS9A4mqpYHMzIEwPkZkhqhu7Aa+p4vJxYgNU7yWQw+ky6CHG5JjVqPGC5Mtyc9wwksQV+GO7JJDOQGh120Osj3Vam9YICg/YG/ji6V5yxlsr1DM5ZByKNFkRzEv0ILOBpck6ZoD4SEbGOKeg248EAZVJQUsItRmhxZ+y7+bZsJNgs2c1F/CDgAOXNyelgn9GzOyPnywiUkwNNvS0iaADATdd3Gz963NlnnvX2229/Spt2fvCp/VSsrz65ocLZgTY8yMeQdVVotW/3rI/XBM6YPG3etdd+jDV+5ufBRQ/cdsutK64L4VcMWrr15lu2nL156QqwvWF99R6euKDZKqEYbW0w0yf1nPXtTyYg0aUQ6uXi/cc7ucGqdMZ+jX0N+uuQixjgMpwZa2sN0QAlpWfuX83w7EGt76NPifWNqtf1tShRiiUq/aQPM5q/zmJhJwP1opSVmeVGICkrvDRwCInVyO2oyS3ZfONN7cZ9Kx1EHuvtttpWl+BSAaluOOJcWB+j50R/ReiHJx/ylur+HPN+95vf4iiYJj391FOTx0+CPkqgEsdLLFfAd5yPHu6zPjvERiCXX3r55Zdedtkll7rXxZfK++ar/u8pJ540dMAQFfxCHhQAmrGsWFPLsz0EHIDHrn/jJhAZnA1I629dCHAJQaYKlPi0agDJl3TmlGl/+8tfL7noYteFi1V3TPfn3zbfO8zDyueRhx9ZgTSuvPzyrbfcKg+VCyo4TiGuFWaFUhLMxNprWtuRl+ed3brWl/FUMQ5tIEk2DSlARSqaMyWDynmaRYL8sDEZ1wcALhNbqz4vgZPoKO++zhdT5BVdBUAis1Iz/iJgj6ImM8pwQHSMgwsBCYxrsxzciGwEQoPCKFB5GJkfDvNaxY9JwzLw5+4rbg2LK7b75hlQmtt1k4/pAwqEbCQkJI15HCyBBorlFjytgHqqoC3yT1YJRTkoDjK+xNVTPvpPHOgKvfuLgYujDoGBI8KECEvzVurrdYLAOU9mBZSPUGE0qtRYsn6keJJHQAjKBhIJcBKQKZPtSf8DuKDhxlnJ6elJptQG4C5LMvQVA+9G6peABAB+YwuBSYrtw7BKBKSRhXMsKI9Adk2Nj+Vx+obOmrh3AaGUQI81K+dqMQpB2ESUgM7QiKCy1W7f5ps4hkIv0gJUjh/hkqFkwgwkrDdmHRA7AmXQMkw8GepoC3rOMEy9d62tS9ZsX5wrgRPRRT1gB3J2RMDdJECIldWB0u2L7jrShz2s/4IWAyhRrC+HvnF8ZVUuYFaSjeWuDwRfwG+SzcAMbK3KEgVzitYQO3lCBeZ1RF7sGTF8gtkrzsn/nbXeRib8W5ayaimfBQrvvPPOk0888dyzzz77zDO9fT2z0guefvq6efNmTJleAr8ttGHLIFrWV7Rc1/fEpLETOWKZu82cOv3qK6/q4RRN7PIHPd4Ix9783rvv2WKTzTqzNo5Vk8ZN7Dnra6/W9bkR51W8fCv7vue7uVSsD0yDyutZJs6xumHvZniSUZC5gpf3cD8GGzDDjNc7IYAjeFSIpbgcpyFdPWR9H/WG+K30Plzrs1tciiELq6HtoSOJ3BJ6AXqK5QqWheQofIUxKEP8zLd9FQYYtB20/4E9P9jT/Dz5xJMD2rtU/RAcrjwRUJQf6Vkz4XruZo4cNeQlBxLVvrqn2m7UWu6c7XcsQAjwUPGBJD0C+kEyetgoj/VZY7zx+hvq2e/UKXKeGehbDj4Z/K14XUZO4mmlszwBqdlCFiNMUrIXxOpugsBIE2yoy7iPvnqwCctISfwS6YlBbb/tdkuWLPH2TTXiOuqI73dXsMKwBWpJHM/1q37Vs05QATyt9vbJML6xuxmeTZlzwwRDB34YlYmySgmJ+dRbPQNSJ5CkYqt7WalaPKAXgCQcvm1IyqGWhXDKXlBSIrxwu+dDwZBhvWdHqFEOjIoTgKdAhSoUTQblpJM/Qp0okRXdGUkVIF1EWScQC+wwJFJ1yNhRbk7YgesIRCzcO/H2Wkk4kU0eFdIZ0NM6exjnsCi90AOXByrQIJF2U70UxpOZZs6j+kqlmQkLhMq2YJXAKvWY4gSuTHsbxjbqBXV+zFPkkj7jr8OoURwhQgX3wYMQ+W6RiFS1VhMwGO4YBo63rVJtkEFEWyBT9UxM2g/T9NCLem0mV5PKPcHcsKgOuR5lEbU+NCq9qlUpEYE4k/+qWJCtlqhHIOHRQ18AydSDLgON2T0vEMgnbndJ19Qywi2RiGGGykUzpxW/BGEaoQs/CLfaYnXCKOk+QRrpROTP63Y6LH2kNzTcYjhRKt4jsi1PsFVFpM2z/pewPhwY6A+QSBkz6AMqruneavAwCM/oJtzjI1RHdJHg4Hw9bgApcsTeAGC2yWs/ips6qL1GvV5i9112W3j//cuWLVvllI/B4ltvvrnjdtuPHTF6zIjRo4eNHDN81OrVa2T9qt7QJ9V7cwF/wr/H0PvqK8NG0nfd+5FDhlVAzfODSuESEGbW7QzPseNJY6pvGeA+c9r0Ky+/orebu/SQJFiU+fBDD1fTU+O8AG2cvEbvWF9Rq2sm0AoDZPWmN6zvgDwUSJSH4o/EfIJe7eYyB/11gXkaRUtEmUsOOYHLX+rqX8Y3FL8mebXqbj2f4bkKfz7EkxvqdX08f6yA7I9IgHbXsH+KG+XFP4xmKInO31VyE8cnYEVCFEyg4kfY//7+t7/rodVb3fjZj3+SU0qF2SnWbDEYMPOkkJMUyPZpERRvqgxqRl2mdvJcrLWmrrn48cWM/m2rzvjF6blgUPF40kKobORUdhg9bIS3m4u1x1tvvqUzb6PUvgqogHKEuRXeMIUKv9pBMZG1PSn6lZ3DBg4ZOmDw4L79O4u2er+fpIzV/CiM5QVkpguanO8sOiagL7M2qu1Yh/QfPHTgkP7tXTYTVD8aEAbPD6QBYigjilF3zbhT47FfXvJyS9bH/oF6DeFMKXO1MsIec99VdIwaMnzK+EnG12247vozpk6fOG7CoL79jZmgBEiFCBfSfMvu1vVtsuEs5e0x5U8ytFM67X9psEjUHmYNjZDzrqJzxOChY6poNWpIv4FGGTidhI2kDD3MB3P57Fx6xKdvWxxZC830ZUBHl9GEIf0HmSFzBw5Vh0wiLBFmwgSD/JvrrBGduY8Ji5PGTpwyfuL40WNNs/vm7Zk+Bk00ig0EZnCQS09kbwKiCiVoeAYzS23BU4QWADQERFsJhI9kBKNW2q6xiodkBKA39qBih5PbwzkB+VXbAiPAlX4hxOJrhEJTuUwKbhxNpEmq7qFSBqCHCWF3vgmsjkNjgRW/teo6mu06DptGFlqrIdgpAql21GzIUwZd0wwJE3Cmq+h5AxiTkrgKBy5xYhGJ4nmnFARggFYCZEEMcQGgYttIH2jcCxc1YpBMWtCZH7KziFfBxtGRCh7ZBT/acqEQlM3mU3jhDCJz8loFz1JpcgoZR44mMqxo1+I/JcIKvZGvcwANSSbqiXTiH96ElpgpaUg+QkMs8BIFOA1+esFIzCoej2AA/FmZrarY51AYh1wSWL3vKKDNEQFC1HwiNexwzH36eMbp2oFMUSkf2pKyGSmRQ7YJFF0IIep0oUcl16xSWhWqBmRKVxL8lzLCWo5l5H9OhoE5EvcvE2yG9h984k9+ZijZp8H3PLy48L77N994Nm1x4QbSObhaXJl7wyLC+XuYvFSjI2EA5C+2J0ErxsJsZ9Yd65uAsdAq5fRJU2+68Sau4K0qsdiJnffdc+9a09bEobFDPHmNST3ezcWe0q7dJWiLvXMvWN9+B4j+oKahXvXu5IY5vpL7HioF1+Otb+F1BegdPBDgkmo2qFgs28PdXLDjq7DWN3bE6na3pAxs1m65hsrJKUBEDzL/qnLlVBsJKZHmICzkuVeL2UXIYK0my4NV4imSmGREdO899/RwEa/pmlHXGVOmWc5PO4OnXGdwsTMkZKmAYNN9y/jWuxw7Yl9wWS8iwg/x0ris4QOHXD/vOs9y77zjjuYso8LBNZj7xHer7z962Mh5117bkvUZhib+R+fdbMNKWG2I/yqotQzODLL//Dbb/ej4H170t7/fdutt9yy4+567717wj7tuuP6G3/76N4cc/L3NN960f1tfQTZwh8Kh2GzC6mvMWm/D6rVu/Vpvw/VmrFNNDagFaDTtc5/d5tSTTr7phhvvXrDAPOL2+bf/5U9/PuKQwzdYZ72KwfIuBegfVNrFW3VTUbWdumV9R2rfC4VQh5DwX+l6M9c5/JDDrrriShMCHn3k0aeefPLZZ581zvahBx8ylnLBuefvNmdXQ1csIsG8hgxZWJ2WuQLWVwiAdg0zwpk5bfqaU6bNnDzdKO2MKeb39DUnTV1r+oxxI8eQbqixGz5o6K477nz6L043CmDsYtH9CxctXHTXnf+47JJLj/3BMVtttmVHPReDYJbAA+5v//a+Zmg2WneDjezvdTeYtd5Gk8dNZAMcP2rs3O/s/7e//PX2+fMrNbhrwY3X33Dm6WfsttPOg/sO4KEpHeTyQzaL1DDGvfb48m9+9Wsz0IsWLnzk4UfM68EHHrz3nnuvu3beST89cafP72CCe45WqTFDbqdCWROWbZBkJmRBC3dRmd3XAyYMrVmQnuPKW3HS7MFIWoWdYsgIWBzAgOdGCPPJKLDT8DQQcG3BK1053AgLlYl/RZTiaWycmCsc+40zr9eKd+mZclQ8YUqfUTEWBOhEyjkpaTMn9WhqcWEPtg09gcgBGJzZoWPKRRquv8DeczurFi0Op1PSkqUMq20eW6inQ7OgWICUsOPYrSYBypbOTiYc7+r/wqmkAmzIK5KgRDJMnHhcqL9CEkjfMklIeRm6ULrMnNYSFZ4SWdIyPIhrSfM4EAx2KupxBAeN4q6JVBkhc7KyEceBDTrJZ1Tlg4fiLmKsM3RoENQ/Cy5rU+LDmiTbu7Q2EITG7fc1MJReC39Bc4Yuo+1QToT+VXfHzlLmGiB6A5UEl8ajH1CsDxxHqKdD+LzTi/qk6I5Kxq48GvM0S9+35i4bgXdQquk5Mq+uomkhf843AccETtO7ufdQc9nwQUNMUDchx66L69UMxo/xY9f6G9BjqEKbOxgt9TqizFVTcb+zQB5E1PiG1MINk/x2Cmrid3d7eGaBJ+Tq+nVnrHXXP+7qIfTvyc8H9fYtBq1u89mtizhjzeEh7hXra88KTyx5Q2N7sa6vPrlBnI6fE3Et7NV5fWAR7p6c1ARNUA1mK8uBWuSYHwpTVBhvMkZbWhzUg/P6sOOrkPUZZFnruW28b8ta7VMYfXuojDosUSQfMCGUzFbGrLj7F9hC7YgtQ46SNVYf+8brr/fQ9m1Rus4vqJQkxnJ097keO2/I9HtVjfRmITa/e8qJJ39Uu5SPaDb1Cy+8MG7k6t04DVjSox89euiIede0ZH23Gj7sHic5aeWF+L95nbyjm+M0vNTwvX2+9g3DbfhgjOaP9QOGY8zdd3/jk+1id8+BD+zs/7vf/u5DmDdu+m66vPrwUea/a01b03BX68NRS+3177zzzq8v/JXhVG61QyNNxrKigphzlStgfT844kjP3IQ/EDLO6+2Upk+easindTvcX/5BOTz+2OPf3uebQ/oN9Bc6UpG/qvV1s65POc8au3SVHSf97EQj2Lfeemsp/Jg/n3ziibWmTccJRablQwcMNvI3/+rO6m2G7pabbv7sZlv0b+9yasBqSQhs1vobed8yv40EjNV0FR1zv7Pfc8891939jXF9/St7G96o4CDrHmU9BvXtv8/eX1/8+OLumvohHSNkbrj/t/c1Skg1t7SAOwMWTAnYuQHNAMVmIaJGmalY0E6wWSTVG/HGzNgJxYIfy+SJEK1oOBIUqau0hJwPgg1jiBXwbBQfYSMnBN7LW/Vw0MnUQ7HUpj0wuwI57T3NkRyqWdkp7qeCXDqLJPDx6dKowC2RCoPERgAAIABJREFUGxftC4HjRFoCkQB3BJohqVLspvtvILsou65xFbQKLqLbIrEoUc+CcS/4JpE4BDeODp3q3HEE1TxuZ5QK+o9ogkbEc/xUTAQCkKj+CmfmGFTRPCjC0xREzBeg0ora6BQPhVEpCFPLRcM1nymYUtL6YYlNOBYgUk44EpEjdko1TLICyVPkZBGCK4B4UyNpElCAMtdbTMH1hTwa+wjVe38NOSibnabOYYK+SGORgqtXKydRdIISKXHJvWiFExxZxf6qPTwRXrAJydDi/jlQrEQg4twH1c1wTaeHVGhJEihNt7BPnCDcR7dNFCLm+/B/YT4PuiG5rC3JN/vM7AvOPd9EII6+PYF9n/DnwxoQz79t/obrblD4pgs+DseCX7CqoZA/m4ASjUccX2NrkGqGZ8t1fbbWhzLnsV5r+ozrr7tulUjM3uTuBQu2nL2ZPXRBhp56MXmNnp/ccCyDVIHRDVbcm91cDmCj0A1DjU022XDWhz0/r0+NUdK4oUOcWeBWYuiB86Ig/nY9zcRm3VfqGZ4rZ30f1Ge+nX/ueT887oTqdfwJ7s1xJ/xIv//R8T+86cab7DmWKxCgnNfHp0eC5cIAoX8AwQZKLBgSdCDJmnqeI4LR+5rmdpWCA+U2CZXNWm/Dniuz6dfFf7/I04oCNh6E3BY7ek4uqs9xNLvxA637bq//xle/9hFtKMqIfPONZ6Pb9Jye5yLsa1R3rO+WWzvyDhCvQjBoYjkBRNzR3ordsBFbk/RIjmdrNh1m/2scwm5zdpGOU07asL4//O73H2rW9+ILLxrWus2WWz/26GP2Dt5Q8qMtAdhtzq423da9qMmO6qevuNaHvhEHnYXQr73vgfvNXfz44y3b1mykHcRrr75m1nob5aGax2hb2F2tr2Z9yicY337Id79n6K5HhMzP888/v+uOO+ugX2Wvrr7yKnOr7prKXzdv/vWvf1143gUjBw/jYcKAaxrT5GCG9Y0eNuLC8y+wW+N0N0zm5+233zZ9NLxOmX+Q8JzMyeMnXfz3i999911uanci5QtuvP4GE+5lUSJsCiVciKbbyAgyqA15igGl7UHaBfAunGyGQKth3Xz+qsY/DqtpEB+oc7bk6wEc+Q17t+QhFCGpBiIVe+oL1bgI+EbQ/gAkHwqjc+IiylfIiQVqwaTyDHQrV5uKXP0tF6qD/pBqDzhnmPwJPVFiR/F/1L13uF1F1QfMfx/3nHv27H3uvWmkQAoJKYTeaxISIr2DICq9oygqSJWOhSpSRDoiSFNQpDeJIkUIUoVAaEGRIvA8L/oRvtl7Zq31W2v2ubnXT3xfz3OS59xz9p49s2a131prZtiJN/ZRheHQvoRfoSyZwAxXJuOsEXtE/5Yr7qRZIlqcjgb9TyQi1sq4Ka7kj9omPAh2kXUM9RGGNVS1JM41d69gL7HR4ic6AC2cghbvSOcboSSYflVWm11uyjvpGQSyxwy5IPkuzhbSGHmCAI2zSFLWHSYCJwugchHlpUU2PX4pc8fzxVyKzWIsQNtcpr8jAcEtagrk/PAsSCeyYmExL/gRcQpaKTBxvNMvaGalTNDWEGcyOMesciHHd5X9F9QHpLeeh0gvEAV/hf9b8Kcj16qVQ6Aor7sYply92a3BP1G9Qn8EbZv+iETRrzzqogwMr+Htisd73sgNcBeHf9eLre/Tf3p6o3U3JINhRo1QVusyDRLMpGgSacVNl1GUJe7m8rO6U9rLdX3apZPWmtmaq6x2z113dzK3A3yF20sirLdhu9zcX6aJw6h5ua5voHt4nnj8CbSbi3SYomvinA22whP4kAvBIx0CwQeb69Msqrg3pxIL14XJKysdrNxRF4eSG+xw0DVlhefATmn3c7HZ7E2Htft6W4WnpL+xerfLd6sdvhmS9yzTN/zkE07yLtdATmmfPH5i26I+C0UM6xo9mLMmgXtRCaicQI1WMUvPW3oKys9f/sIXB8jMgTHOOfMsjiZCnrYmIMUuF/GPejR0GJwbq+haZkK5hY3W3SB0KfQt7Dm8z557cRrBKD1FNHhuf6ivPazoLvKGOjoi5Uk2IqiLPA+vMG7is888y9v/pmAvpW1QQe++887mc+aSJiwb98pq9LBlfnrVTxFI+Cu9Dl956kr+KWH4nZg8/OQB1XPPPrf+Wuv2w29RSdJs9pvrOzY1nTC5raFF33FHH+MBUv99M/30jftnPTV//oz1N9IMVr77OuzmEk9pB62y7ZbbeDIa6BV6fuhBh1Sqkrczae283Y4vL1gwkI2auZ2PP/74gfvuL0tSNUd50TCoLzz0hp9ff8qJJ/sp6GdzbGz8ogsuNLoiPGLMiFGPP/YY5o0/rStSMA366//01J+mTZqCTbmulgmo2c0IGpAo4zIB0swmyg4KBzvMUpzEpzQsMcxjHC30hZBvkXuVokiiPLhsJBFhcaNlwxV4aDoLlLuTSS+aKqxcoxVpkWochfJkUuuQ5copkg8y3ga0Ex1uZxz3HLFE/aBssb1xqPBL1UPZqhDUrG0/MwOxk9UkxI7eGsBC05kwiUKQRu1lRFIcS2JkkThSpc931bmOBeN85l4ACDrqQY/okhEVqS22M1VjGQES64kQloO+NXTNZMhFsduGeXUJGQBeYrLUyJSUHHOgJJ7cgKsKSbHotKc4ojlRqU6EiZMJ9jP96yYCKMwLW8gjUkU91YelcjXrVpgdhIUcJJe4rFlYsEETn6g216WIG59dp55KPlbFnCzwLT1mtebHqmYKLdRpzFZOCUn/YUTv0CO+8c1FixZ9Ss7NQIzxv/0Vnuvt0HprrsNQ2Sg7Iw+aRPWqEAuWkJ5SEKIXcFa7udShvsnTNHm911WtDo/Pcuuusfb8J54coCuTvoIlfv6551eZtpKxakEU2X4MHPWd9J0TezIsms3A0AoXDRL1EfOLPbM6fRC7ueyAqC81+aqrqA5SBaH1O6kkE2qqeH7gp7R71Dd31uyeVlE3I+IKe5456TsnDAz1zVvBo75qDw9k4KrNRAmgzk0NM0hBXP4alMbSZFS0l4NEYMWnzQZTtXX0kd8eIOrz0vHRRx997dDD4gEhjawD6qPQIy+zjLKpZMpo4IrC3bD1i5X0XALe5TdjRoz2s8AyGBNQxxwXbEy2tOBMfHOBKzdbob6a3VweKFHf8Lbr9cCvaOa81SQsyHFcKdTulvUM4T2sPeRXt9xqRINdcP/yxAz/GyUcnv7Siy8uu8xoIU5Z1LfMNVdfgzrHX/bO39557NFHEQdy47UM72+5/JLL6iwus0rM9QWm7TfXd6wxxl5DotbdevOt3lr0lhETpICHQLVdDQO56447h/cOHTjqg0VfbpONZvo+p4R9//33DzvkK2wygtIo90l+4kkT/Qz05H6mnQwT53H4yCHD0dT6/2dssLEZjn8teOklT43QJaYAg7daEm2zxVZi1ivzPbToPe+cHxqm+oQOTvxH9Qptmg6HW6772XWegHksICf/jDWGeKtW/YoViLUY3SDCLbS8RhHxZYj6zOO0MuSNTJTS0x+UFSiamYn3Jd0Qo0/qRZ1ihU6aUbnYSNEUz9AoLlZKfOazBpkWgtaaP8Bm+H3iAhlLp8++w86YR6QGxYyF6WlMiR0yAGPZ3Qf0NothSiI4TyijiTDmQFS90yniPBmdMg1Lt3RT9S5EmCNDDWwTnHzuPC/+woSwmkTdMRodm2xOINVHOhI+rDaJRINV1D5CY4pCJBrpFrLiImXciCwPwVgPQBWz9CZsE8gEjHRQVeL+Q3fesAkb3opJWpNOogNPb70COXoOgdnUlh+ZHaZmYyzVXAoJHXfmjSQuEb/3PIoSH1cPoGox27Qs4rcRAiYlFbOWhlOXI8doQdGNHMlHPsR+cy2s0VDC6LzMOsCSZsarQcKXzDfVs9yksRMO2v/A3837XShOG+DmDZ/dKxgq35+wxo/5w5GDiNSgrS9MxXzGX4oE0kxp95HuhWSCp14H1Pdihfpo4zh0iWI7pbfn0c4fHv5DWrK1xFcI5T78+4fDWpQwiT24fx2og5WnDmZdn5zcYFmFRWi16asM5ry+GusYNQVRcjB7eO6szUNUqbQnoRJjB7Kd2C2lLqtdQGwYmDtcntc3gArPEAufu8mm6XJTqAAv2+9ttU88fmCo76F5YV2f5ltWNSL1aL1ycqGMQSqanYKyznyoW/agzJjWOa2zzzxrgDzsB+Vhxi7b76QnUU9HV1wlZUwg+69GMEHMuVdizmmxHGlXYAM/s6+88opBfRdfeBFsBWlO6JZGOOjulXDtbi7+Ty+hK01fbdrk6f49deK0qctPmbr85KkTJ0+bOHVa+X/59t+UHyZNmTZp8rIjRxPlyz57Kr3/3nvofIeufvDBB0/Nf+quO+/89a9+fd+997345z97bWCIH6TpS7vtjpZs5NBY4ZlevJjK+d58803Pxs8+8+zbf327Fvj5y1599dWJy42nDQnQC1F+ajRDJerbvh71HXNsnQGONF9pyoovPP98WscYdKyfuD/8/uHfz/udh1vvvftuqkUD7Dn7jDOJH+Kc9rr6dX0h1xd6vv5a63gkbIbv//SUD2sRmcE8Ky7TN+ymG240Tw/0/PDDD+c/OX/eQ/M8J3iipZlA36aHkQfud0BPy6FMGdTHI+KX18AvPP+CV+yvvPxy7TlJ4ZvLfnJpX9bDtPVz4YH0G2+8wdeH/nj+efD+B7576ulfPfjQQw86+DvHHn/dz64Nl5kR+WdtPudz4rwqCITqRTsPUSFHKUa1TGVsau9BYywMEGKvCZkHIqqZea60CdiD6jNVI3kjE195aeUdRY8INpSnxlElUuBGY4ZCyGK0rksVe6ifL/1jJmkzg5pMgzesYx1aJosmxRHaGhrLqKyeVvXhV9S3CgwTx0quwvi6iWGKl8FGayJKhRz2kJBl6W7jqpmxgG0SxwAtINs1vYTMOsY8OsM5jgINUuYKjMpLshUndMWfoA+AM5O5oLBgYo6T2EHesAaa23RkB/OGy7Xl4tlM2gReonW2MRNIKaWs0W38N8MqaYlN9T/7J1AZHoFxOddtNVi+uAUdqxHqSth5v+JWbrdvzBDAS268gw8Dst+N7Iqz4+jkBssxbXCquIyVs6g2RBQGgHwjMY/6KalmOjZO1WvgJ0WYp+QTYDcXNysXXD7r0RYAV4Jh89bihut+7l3VfwGlfHavYNrvuevu9dZYp4iQjIigZo5I2kxIGsbYRdFHOf8EiwBbilxd8WyDdrMT6qsqPNlINFVeHoooso3X3+h38+YtHsyunmHIjz/22Nabb1mCNCXAUnLDYZVB7+HJVGqWJ4HC9rCRlwa7m0tOIofERFs4KNSXq0NyqvGSrBZNKYK3hRzN+tnkbohV0KLn2xngur6I+mbNKZfhNWXqlZRVT/dEPvH47www1zc5ntwATgNORxdU5uhkYJ4ajGSrK7LZtt5ViQyvciTVTGXnQXC6s6VbV15+xcBR31tvveVZt00BJh2VN7aNPMiubp5QrcEz5KioDJduJe0oM0njKjnn3rvvQeH1rxuvvyEW7yFX2CCCWA5PjbTCk51pD6LeeIPf9Hq9euvXW4veOvesc4Li9Ww8rN136cWXpJDPi97un99t1NAR/oIhec/Qom/c6GU9fxqRDNJ02smngkEpKzxrUV+QvoWvvLLf3vtMnzRtmb7hXuGvsfKql1z8k1qI6Hu1606fxzSs5T3Qq/65/eT6iiYzAKvHyNuXXXJpqhb8o1977bW9vrTH5PETh/cMGdYeMnLIiPXXXs8r4ZChwkGFvOWms2ajFejL+z+vL/Njf/CBB//xj38YeOb/9ATxDyVnrrtcOdzM9tljr9p066OPPLLpzNmemMN7hvq7pk2c8r3Tvmus52LaOXZ471B0MjwETWWHzcRvfn3bFnM3GzN8pG/W896O227/xB//mM6pH+MTj//RX8Ate9V0zplnY1dDZ75/+vc8O3nkWRAS83Zt803nelJjb8ONP/rheVrQUNOaCs/EEU88bK2R5HM8PaipLka5Yy3nLKRJTbwyN8aTlu3r8ENXqi3JoRIsBKfnNfp/rvnVerHaUc5qb8+iLVbaLJE+JUoKhNO8sOK1+pBGVDvkBOuKb42NoCwnA9ScYMginioE6VQNl/i6DNfTCWL3nR8U6IaP0+urlcudzgtyjvZeYuPoHTk5aUB4AOL+GXyDPwk3atLVBCYSw9fSRLaTIvOoFhGk21iIF2F6q0dt7lKCWZgi0hqPC39SRNZPVAOERxjXxXKv4StFsUAcjdh5HvGhqIeB67KlHME87IQp0Y5/ErC2S4Z4VauGIkmFoWGLFgowyaQsOjT6UfnHWniMetJzD4JdLQPw3sOLf34xpPj+j+C98OLQ70O/fWiDddbHovC60YH0Agcb2SOcZolf0EZk8XPl0HQ4r69CfVU7ZicMmfTAxN1u/bXWeeC++wdYIBcum//Ek5vNmVuhi9i3CPjVsvLY8+mTB7GbS9xZkdxixSfEk4PZzeWrnS2TsP3gcn16HrE+0NgGLnuWoCnyvJYvlDhUDUU4uWFg6/oE9UmXQiOQLC1RX89Ac33Vuj5oUOZCFZmXHVaFLvGn1BVgbRNaCHu7N0zGRt/F1EiUdU6p9Vt+8cuBo77XXn117iZzaGNSeWIaB4UYs6Jn3hQ51UpPITSUei4t49kPGcUbfn69QX1333nX0KK3g51rmex9+Dxh2bEm14dSMMCX1xse5rFDMHbUmPvuuTeo3PDyF3gm3Gm7HcKQg48elIAfy0XnX2AcdP//5Zde5r15omeJ+n6mKzw/JSzhYcO6a65t/BvfmW9/60jD+aEzp550MvBDeXFbfGh5B23Z7x6e0WsngXVhjf6G626AKSnu5+OPPbbB2uuFefFjD2eT5lVc8vRTTsV6Xab/lZdf4bExd2lIZ9Tn2xw3erlf3HRzCuE++uijH517Xgn5lMeWLbfMmLBC2/TTS+5KU1YMF3tWp/LdbJ899wpVmob+hxxwIHJ4J9TnB+ihY69ro+/iG197tTWfefoZk5z0zS546aV111iLx+7pEHbbxmtef/31cstT5W5moYDiyG8cERTR/0sv/+e8h+aNHjaSJzfxzGqSSMry6v/5hIx4pdr9znQJVZNx7+BBcJAGQtBg0fTy5gw/F7ChFHpfoPpU59nL1B+UjYOnKPOE7qa5Bnfp0F4+rmOUeKIDakCzSgHicEpW5FVVKYroYn9VtRAzKnVaEYCidNhSXnu5OH3OesJp5gNGpJcXatZKbAFY88hsCcFTkCA/NdRPydJrPrU80x2W3tL+pdKBImxnCjqEu+riaTHI3rZ7mg2UpGg7pdqB+kk140bbm2tSMTEimY6aGzR0QB/Y3CjsYeWdSNRFW8s2+Ah4ETHoSXpvK9BK9dbu65HY9w4pev95qSgzkl5g4mYsTjl5J4WEQGCGtIKggtpu2O4iI9lutfXYcnJclPw0sWUUXTWphbmLcqy6e1Ist8yQYd6l433J/k9BvvAKDpPv2ysvv+wdgijetJ1JjV7jwaIqFyvlUEiM9rQcU8ZEa09uKE9pV8S3m0MK3/dkxXprrv3bB3+7ROAXLnju2eemT55WV+RWtdxFHm0juvKDQX0n0CmImBZucTw1IOGBr+s77NCv5o2YAy+Q7A01BYPbzYVG2ob4iBL1ppFbpQQVA6DuYBtGSR4W5IGv6yPUVwD20DNeNfsvoj5rAkH/WONnUF+WDjOqpgjnWnnTquxU61HJgKgXrgbxSGmJcxdeXjpeevHFGetv3NNNu8VqGxBNoOqJcGAeeyt2y04xCzU6E6SuHQQCwiOuuuJKU+3maT6sdO7T9nngttQizfXxJA4K9V1y8U+ir9DMpk9Z0RMq5K8Y9T326KNcyq4o0Mz23P3LKEThw1WXXzGsPYQ5eVRZ4VmD+vz/Ho30Znm6s/kK4yeGnT/4+tCZyy+5jOUFvRxyj7IQTQ+hsU6ntB8XzuvTjlpRnU5+9BFHffzxxzwcptL2W20bjq8MjhcKxZjho3558y8WJyvWvDZefaVVeQY77eG5yYYzx49Z7opLL+dncQsee19x6WXL9A1Hfgi1IV53eXTKix0WUxnk1ptvZfYEYtk/7aRT06E9+sgj5fbdlMyZmVR4hst+8+vbRg4Zrj3C8kNfVnjQm479zTfenL3xLD4kfUTv0KfmP2Wuefedd9ZZfU3tA8UJXXnaSgsWLPB8iG+PcqdNnKINotalTdIqZDtEeyhNFdC+OCSFBEmFaNyU9X9AnwPUwTNaxbKzNkucPPUTT5Px/1iNAJhJSw3r/WB9sVym1zJZfatNVYs9mbTE1JiYOBYVx8yAaJmkuZTrr0ECPII+gN0ROyKFsoWmD3vbzHum+kbzm+1/LVX17Gc4HLjRgorau5gshuH5y8I+EVdCWmuFfTbtcH+Yl5zWmWnHhO2VcJnOi73m7oFqwl87LRAFd8i6TMoNEK6oeXRdSVEDwXm8F3k1oZtlQhw1RB+6NRFqCIIzjsNEi5mT14FSH4S0JJR1pWSCygpPBHIVZ0NiDQxnuE025PTeao1AQvKHfBQmUJuEp42zlWpAiHCHjHY7up4ZpaEjQ8QYuVJDDgpw5T11+RVCILOfTcP+j7yCe/S7efPWX3vdvkxtLC7M0URq1+ytmoNA1qjghirUzGMlTIfz+iZNs/PbjKwiGlZ6lW283oZP/vGJxZ1LPRdXG+g9+cQT/krpNgpME4cp3V5pyooD382lOrmhlWilFlJmELu5VKjPSGNKlkGgvnI9WCRjT7fLtRyJnShbVjslwuRmvJlVW5bOQkpW61wvGr1ZexCobxNGfS1SLtyT2FvPM4NBfZM8QGKZZWtNw6RxNXHeyfmWsSglI52hX6N66YqnMqRGJV7MIhB9uDjAu++6e4lzF15+ll94/vkN193A++7RvdCq0koc+tn0DatEZSyrUbguBclwEREsHJIA+YXnX5CgvnkR9SlOyKL5RKvQbIXVRBOWq0d9A38h6gsdGztqzLFHHX3KiSdXB36cHN6f30Gth6yYsyi6nR/490//Xh3qu7LK9QWLULObS/j82muvlSewk2RBEsB5qIPp0E8J9fkv9UyBQuOJCwTv7g/1KX1Fzr0HNjdef4MBZv6Wm2+8STGkN21dodI+PnTdNdY2a+f8XV7Q9tj9SywgtajPq1ZvOA7/6tfDoQj4k3899uhjUyasAGvFZdR7fWkPj/EMPR/+/cM6eMQ9LBly01mzwz4xeIvvT5kb7GoFpZSivrBKcL+99snTJR6V07bZ7LmmfNT/uejNRZvOnM06waO+5559Lh3g8889v80WW8ez46tZCGuJc97ignRC0BI8/KrAu1ucPBtjxcQ71teIO8Qi306NNQMGOFkqUREqiufEeKlNFJVlbFKRQpfaEhMml7Uorscxj1ZqCpWV8S8LPmWB2+lCcBsXgDn0RuxTrEeu3EV0AEAtGx+PRcbgLqeNu6EYPjE+KylqxSi5yRDm4qKEgVeXLa0idx2Uv5ARqZpQWOiP1ycUa+U1rj/DIRRqIpQt0WrxYHk/EoEA9fwjJox/ZZuLHBJiHwhXcOWqhStqajIcOw42DK3y/O3kFhQA1WyDJKIQw9ICtGD1GTH80urodj0jLf1ZfwOLhhLGlitd3UpCppjqORAKavTMIW1qFvihysGAtDBCsPBhqdKnrJCSWzrMuov/M3wq9wIJyVzXlo1uQqTchSvLC5YuvyxNcqMqNYbbc7o3ttN00YOMG8ZkThGiStk1HDde3hv+bICtalIn5WjmjB7qcupweE8cu/x1P7u2/32i/0+9woK3u++8a+aGM8LWJjljAFilHcxkApsdrSuFoyxYTYuGUss1vQkfVn9yw4vVuj5Qx/wg5mByecu6867yPWuDjR979NHaZZMh3vz73/1+6y22Cpmf4EYUFXRhwyziIQagrPAcBOpzbTQG2rLGpwwu19eVyDyc2FsJlZs1iD08d1J2Qhk8eEoz7mElPrrRidWvvhs9ikn0OliWrNaATmln1Cf5Um29eI6GDgL1lXt4cvLQ2pIm+SXQ4TbYPDTYlSUDq2wdLNaPglGzpbsZYrGKbJM33+a7mtmdd9y5xLkLLy8dC156adaGG8tusdGZyMBcxc9ttaob7EeySRJTmD0Jsp2h/3aPXybglZddYVDfvIcC6qszV7D6POrS6qEl6vv/XeHpp/tSj/oQzYoxdr1Vgqv63AobXXpRHTN85NTlV/AIwYPD9957z3j8nwbUl/cFL61dh/oChDv/vB+Rxc2A+GUtw9C898cXXIRlCBH1Xffz0D1OwFINbdgVVvFeP6hPwi60HMXfOGnshJcXLDDgxCvAL3x+NxbSoltFV9md8tOX1lv+8OxzWAN4bHNJgvq8MJ571tlv//XtFBH99oEHwz7JzEXt7ih61TK5s9Jlcsd8+2hhY6xbrmiywriJ4Wx086Bdd9yF8zC1qG/hwoVzZmwiTja+G601Vl6VjxbkWzzqm1uivqhphxZ9Dz7woNG04RaPXZ/+09NXXnb51w49bMu5m6++0ipjho9qt/J2d253TzHebbXxSXQBYeFZhAFL154wLOo67nkGO8VT+EnZaNllQNf42U0CWRkqDeDUT8rBRfWSRf0DTGXal8+04QpogzgRPPVt/Klh5ktrcuXQp5rHRkZMI9ZY8y1NFWVWdlMqaVtF9C1NHM2Ej4NX0J11daPtkOFrVYyIjj47bDZ8GZ9YnZqIJsbg1byBfaNtYDuu72ixI+dSSiZrnYqYU3GFVoCRe7viXgnVdAeHmekWOk8aDLYMpX4qaMGU4ShtQZlVQlktkR30WKgRMnw4rdwTlSvSHEVfqk10tJPQMPfaFoog5sT5cGoAHa6oJAV4HtpBymgPHMW86lg32lnlgUD7yHLwdCm6FBIlMqLacUBn1h7U4dilkOvLaOdx/xbUBCCNM+kYI0RJmtyVAAAgAElEQVQQGZGea8SLS1hIeE9oHW8Me48SrqPW+FcXcGMjwsLqJycoMTxFbucWyu8J+0XU5/8f2h5y5LeOfO/dd//XN+oc+GsxbVd97933rL36WjIFNPCiEYlcRCge9thUuFeB5LimPOosWgElZKzW9fXVn9I+ecUCIHcpMF0YF9BT0BWmvjT2D97/QPCrjGc2f/78bbbYqi/vzYVtwr5SzHscMsjQZA7m5IYTcA9P3hhGPJ6qFHCQFZ4tVSwhuqDFanEwJzfsFIWObD84AdqIghnGCxyoCdhaM5OmCMywfvF+zyBQ36w5JZ4BVw+MYtQmg8n1zSvP6+vO46m4qCK14Qf1ZNapy5ALMjPKMnFtldm/pAoo1Hg8OqwYOO3mG29KQxWdqOSd101nbtJTnTCJXpcKQNI7GHuH9qBplHJmO8a+TsoJ1upk117zM4P67vjN7UOKXnA7ZAadtjFtMs8Tlh171x13psMfFOqDXB8Y3Sq0xO/llxu3/dbbfe0rh511xplXX3nVXXfe+dT8+a+99hpWDIZXRH1XXBnX9VVdHZXs4Rl0ywH77A+2GQ4CbnR7Xj3/hz9KUd/1FvWJR8Kmt02hsc6o71i95jb6djPW3+jDDz9EevrrPSQbS0fbGYeAWd2z0JnfPyPde/O2X92WlZG1clxpru9TSgmaOotAqNNOPhV7yFxXlff33nTDTemOO7f+8pbzzvnhj84970fnhv/Pw88Xnn/B397+m+mh//Nbh38jp5RXbYWnVy/TJ08DJ1jFaKYsv0JQywb10WY2ZbO9WRGS22njbHQ8uvaT9fxzz999513nn3f+bjvvOqZaxacwGBHT6N46BaWgoGMXKKEnSpxJA4IKUrqoUKKNnlyrDSoCV80ExC4slKa5DFTjxy2tL6jzklV0KXVqlcZOx4VGR8ZeNClsLZLCaWSgmN7Cqn5Smom5bKJ5UjW0OofT4p7AFmXmWZECXJKmHXTlvrfBHnUCAEgiPd5oFLRxd+LiA/gxBiJHQx+a6pZO8ql0uJFhwHJ2TzsaYFunlNmF0CV1PFLKs1WB/pBCMPuLCFMpTojNKrAHLErawNwuLYvPgwMJ5Zea3zpKnLWhMvBCHhRH7QBHqYLkBouqKTfNGNM6djhTmjCX1jAtcMvS4saoGBlxL08rqh3lp5E7gXIUUV9QYdV50BWiaPLV5NzHxJrSCwTJAhqh6xsmfRdvzJZmEkfQwqgPluhApjHupo1U4+8J+QhOiJAVPsRfV19ptflPPPnfkuXj12Laf/yZp58JRwkzAmdITCguc8IWTihPW/QWTPa4byFBrLhPcYTZHvXV5vqme9Sn4Fm8K3SmDdvUEv3D3gyF73ZY47eYdpMPa/k2WGf9vnLHTldFQZi1JHPL6D2kgjmOMH0w5/VVm4JSICAepZIJd1X0WXXgJzd85TDJPBPcdSHdDVI6a6OZA0R9u5S5PjP2LM4p/BkxOYHzMBaJyDSAH0Di4kjjXVlBgZKeVnuQu7kURWgwFc9KbIfmvYOp8FyhJ2sTvM9yHAXEhiCSWpGa+JzZXiIOXRnEL1if2FS/xDWbOF8qZlEEjdHIsMi5/1e5h+eit7babKsSygZ2JU5rE+XR3yrql1KwJxFtc05OsNMWArV5pfHFXoam7rvnXhRe//rFzb/gjHckeDDMDf1ocHfGj7GoLzT17DPPfuWgQw496OBDDzzk0AMPPuTAgw7xHw7+yiEHf/XQ6n3IQYceUn5fvv2Vn5u9KflbUvHlUcoq01b62qGH3X/vfQELGaxYezI45/p4A5IS9Q2pR30elYkTptMp/aA+HWFFAK8csv7W9R11jPZsolX+4m67m7Pv/PVPPvHEiN6hOUVaNUvwMc2tww/7uqGGJ9EfH3/cDySivrzHnNzA85XKoH/ue+++W5oSdp7IjpeFHu0hv33gwVSKBwLy8fpgZ08+4UQeVLqbi7/gj4897mG/ojB40h71vf/++zWob+ZslJrNN/3cwoUL+zlN3jCVf73xxhvfPe301aav0pe3xTGC9XjGJ9P1V7BdR51/maTg+GirakduWZ1rlh6RcqvDURL0pNBDoXdJof7Hi9kBVVBE+b4tctXMT0oELFBs2GLISKuo2Zg+3XxxoVoQbSPnzajopHaF4a4CqiEK1oGwXQ0Xs1mxtWPUiBSPmNNusdlG1YJDwD9MyXgxsAfCTpgItR1IJJ2k2uRob36WWonTrBumZkU+iUdNn+UBJLX6YKEI0FmbG8w4qXBk0QA6JF11iiam5lPLVNN0HhJx0FuV+NK6GhlVjY4lnaWGqS2xg/iNi1viq/re2igADjbcAhME4pwMM8hCEjXIgFAqYBFv1BudoOkpeJo6QPGlwIPk5B5FlcShh7wcqydCAvHXKoRfLT5xMNrgdZXfZOTOVkEUJxiG2ZT+LKz3xm+TX3Kp+4gJw57uoicrcxG1pYb/Fa/Q88cefWyjdTdstwpEa5zSVDNYIkD6vkthA4RnjBYcfSi68yFFPepbcYVpQPygrCUPHDaACh1znG6lbzZcd4Owxi9Y3yefeHK9NdcJzMOZSQR+nNoltnHAadnAc30nlqe0t4umUKbgY2qAz1cdxB6eh2FMIRc0InDLN77JgNf17bLDzhrocrSilTMnKxmUkgxCxTyiSMaiLjRA90YoPnDUt+msOYHlaHQq4Rz6MCTvPWFQqK/VJh1Sk53m2BPMUaSzhJYooOMQvdjCAYdg0rF7TQQvG2/ybNLoqrvOPmNw5/XtuuMurFWLmIcPSlk6QEYldi/rYmUVwhktZi0OpeVc0UAhD5Z9oQwM2c/sywsWcM+D3vjxhRcxHo5PpEdLSCV2L/JbuZvLHXWntN93f28pUFheUXY7b/XmWV+e9RStnrxCv+hAgAHzLY8/+YSTvD7hVMxiSsvgN51Q35WXXzmsZ2jofO26PkZ94LGRX1i54EOK3vPPO78+16cttBhg8H6Ckeon11frtXu98Umyi6YHvWXeUi8cYm+Yvdh999w7nF+H9y546aV4YH2z5uSGfl6B2rf96tf+9nKRDHtp1UOX6R36h4f/kJbDfLKkVy3q++6pp7NHUpvre+zRR8ePWQ5Xg6PHM2VCHepbxOv6It08DY8+8iivwJF/Og0cWe6Vl1/2rDh+zFh0EFWoXvug6MgWSu0ISMgbfNq7cgQL649KfgBZFMLzGKqo/qQyy0JfQNuSkXcIeZUCSu+ELWkFGnlc6LkKGlSYREMmXHcqZS86R+3sZickPg37J8M5TmjEb7pks2V0dlOoDHNU4/ty+AykjMflYL9QhdWF8jXbS3LFpvSqwvCtgpdh06NNIEl780JnOGzDwhI93pZ6qOIZYNQaEgEbGBhGbQKRDepTLdMF3Hlpx8XCezxYGyUaEHgTex4okM6aqIW2IMx02byGoxgvgGFiECGMVK07iDe2eN9HPeMoqlnOpTpMHyXXQNWk0geGjOEhMynyPdYrMenaQG1kA2G2tD+kuHDp5lLsqYNPKRgMkgbVHHSXV2YCJzL2t3wjGXzD2aG8qskMSK9oMDBgnyZjNBIqA4MXqzzd4AxxVorcbsSl7I5gjN+/xywzZt5vH0qN03/RK2T87rvn3vXXXs9jM8y05JjEiCmdjNxHSm01BGLxLEMpbHQ929350E6ob9JUoTBFEZRT3qDTXZiXunjicg8enpo//+OPP/7j449vNudz7e6iTXcpVmnENJrgxi7JzoXHDTzXF1Bf3gDuBeL8i6gv5FTZNUcUTd8MfDeXgPqcBjlZNeSCcuYAAAjgwdxRH3L/bgfGgHrdQv7MCF9lvYNEfb0hNcfwo0lAhd5D3CBQ3wrjJ4VJCflMydiHmBHCM6gXKGJgSCQ9DhzqCwQU0YxHeEDqW/SVrCWWkEdk4Or2o771bQQG/by8dHz00UeHH/b1Iu1t+MyzBn3Q70qtxYhJ7LmeO2Yw4mRSdJKrr5oaN2Zs2IoDUd/xRx8bJZEEljeXN9EiLp2YUJ7SXoP6Hrz/gZ6sJxQFOAXaiyLryVvVO+t1zTznA+ibQoRpk6bOe2ieVwIBFaCSCZtX8ZdvvvkmHjz4KaC+oRXqqzrvRnZGfbR2C5cJZKGWoRPqKyiOIDEd0ZzMS1475f2gPjVx1OC3Dv/mp7S5KF/vBzisPURKD7A6JiaIyg7s9eW9Qq0m3vvqq6+OHb1cOaLuvC/v/cmPf9JJ9FKr90l1JPqXd/9Slb7gipuSOMN7hz3yh0dS1PfPQb7C2YChlDSMaOYGM0ybIY7pOZY5OfSkILs2ZcLk2lzf3FmzgyywBRma92y12ZbPP/d8uDjsgN1JYJnHfD+9DvQsPToWfLJnwsdqqxCShPbY2cCIDCN2jt3AgpSCg4N0bDfTPGddQZKCvia7ngaiA+gKu0S0BHoBmlKorwbL6TrSCCbNTjMdkIb2+AHfggPKS9qCKlhabVqoAKcAVPXcQrxqNXCuRefOcPbMqUPn0jySoa2cbOzodgPzChoXfsPbfrQrvKcc+tCfpe2OJqpLwZFWbrqkeqqlmArCcZ9VgwlmYLCNsxbtTleLVlUA1pKpQYQchEuvPLTM0MJHh3VxKezkawqqg3VxY/+sIDeSraQ5WkweVG10R/i86t7SiK8CX7W4w0gubkr4UPGSGp0JwfCvakNE5FUBfpJ4x5pPaKpFRI7XtFlq+EGQljQIX/ikC/PnsU198K9woEGhFF4RCV2K4+jITFz1p1xb5SjwCi72AjlaL/e66MWqSjYGDORviefhMCZNnlzqsenOoE/swDEq//Seq1kX/t/4+oQOcF93jXXAexPIpOZFHHRAeqqwLbp9WVdLvM/uMhbeOdfnHDvoDSm8dFXOhHwjIXuhscEG62xw9ZVXbb/1dn2uJ3wfcsIM/snQUrZHp3p4QqdPHugp7SbXxxiA3YUwhFVWXHKFZ3jtv/e+OdBTuhc1V0yAD3xd36477sLeZE5HYNnhE4pwUclGqq664spbfm6Lz82eu9mc8u0/bLLxJqOGjYxkr9Cphh/hDI8yI3T4wFHfTMn1OembpPuKMtswuFxfbDDMtS5VVWwM1eOukQGsovBQQ/ifATAGgyCvFTWD/NpQZQ8YBfC/+nkZIOoLAnLm988olHJLgwvO6CWJj3TpC6SrGfugQZoKrheFKgmptW5kc2fO/hTQRQBX++21b1v3KrIHUbhQ+qFspzq5oR71hYWyrGYJgHnrknvI57LevHz35N1VSYI3h3RK+4ieoRf86IKwmRZSzzfrceD77733xhtvPP2np++7597vf/f7q6+06k7b7WCw2afVur6h5ckNEZWN7oD6ti9zfVFwBE1VRPC82gH1XZ+jN0Y0CSGYKoQv7r5XYp1OaY+8RPX2oR2vN9Kj5x7+/cPDeoYGPlSmDUye//KQAw821aG+KS+YHqEFj6rPdUR9i6tVbelPAXOOGT4Kgzj+ib4/f3j4D2ZjGP+4v739t7f8axG8+WW+qT540O7pc/wxx7FEzNqwFvU96lEfWnD0MepR36JF3przkn6ic0m3KctPPu6Y4+Y/Od/3Noy6n9QxD83/f9YPzvQ0LJRPQn4YvMlPlec6KT0gtdzFwZR4PQXLhAMRTxJTEZdKlaYr6BZybMSzijwGddpFA8Pl0nnJ5FdPMQaXb88xYt6l0h2hBKBNoX9nVSVRjHCvjjA6KXaAEp4YdYIIHbuOSBZysqXQg1U9T3pOKpQ9ZrKSZFVJrdVsA0FrB3LuGE0HdcyxR8pzxKEcJ+2IT5U3+a5MHqSJXIA7LX5sMxPrILaAO5CZL1VUQv0khqbQBhRGhM62ZnUIKVabNUZuByIwO1Fco2QPSOIZmE3fSGWm2oJF5/cQyoY37SjjEEpx1APCEAWB7RSjyt7aDcI/stkpYDNaSsqpbHAPbA9xkzZspIgnpQEAAzDGeK9DSaranMa0HxLgbQtra+MaLXl6gv8JhLeW4rnn1AppHAe7cZLHoLPY4AuSAmKmbIT4mVFDjnWWYLymgiUFqQw0gQU7QIz6KHThCAWhF86a5dSTTv1vh3yfwuYujz/2uEdQrMoLVpdNngXybpkRRSmjr2z0uAuR434qPFn9tQFOwCI00IygZZhDxo5attf18mLLAvghBxvA3hWYWwkiDGoPz7CELNpU0sgFabHw9KnLTwnuxRLpv8v2OwUOBKisogxB9629+lpLRH2BwvvuuQ/FjDPcj6dNdk5kCit1q92JLjz/goWvvLLgpQUvL4jvPz72+IbrbkjSxGpR5iKUEfa02gNHfeXJDRmf1yfWi+xf2bHewZzXV+X6ioLJBUPjDX7BbYISABWJF2FHyMcZg+gZoFll3yLuBUX+WVdmxMRfsPF6Gw4QtwdC3XzTzbnqAAS2cO5MUQNJYg79kcmyPYzswZgQJS4oyQP23f9TAkiLaUnw52bPzZvI/I4VZhtqMRiL+v+X71DhWaK+eKA2u1yhqTJr5JFeVerZW1TYz1WlnhUfllfOmbGJd8cN5PMvz7fe7d51p103XHeDFcZN7K122/fd+NKuuy9OTm4oc33tIbESpDsfNXRkp1yf4SLmkCF53wUdUF+0SlxmBktJ0dz0g/qOLXdzsWjf/7/tltvgcQjh+gULFozoG56D98aAIWrUaovs444+1uTrPA3vv+/+olluiVTGXFxPLeoL5fQ/v/a6q6+62pi/T6oj+L7xtcNZN+ah0KM95J677zHj8rPm1ZSfPv+eXb3nzJwNf87edOZs//+cmdX3M8s/N5kxy2OzaRMnM5/MrFvX99ijj42vUB9bagwuT+4X9aFco2sxftnx22yx9QnHn3DtNdfOr6pLFtPpQbXFPp5Kr7322sbrbywCS2LIRezgFkOcmp1sMF5BZvMuvjdjCMEOleyaq1CfWGd0qNoK7HEaOaI+8OYVxsDrxftic9BkDRPdM0mMg77KQU3xvBQc1ND01/0khCYdjkUEQT0GgEoRh1g1Rut9yH9riq4L3ciq1HSuhyyQT1cugCLlfrLnqSGQ4CIwDWRZSHuQMmmwlWcyqtAqgpYCrJKjxReQn8xAfwJJmQJaw4e+5QBxgUMEABfVAt2iCR2gR8CaKQd9kJ4L/dl7D7cju8anMH4AoChQ2Qm7NuEDXcDfl392wcDZnyT+ySGrhFgDiaMmscs6k8APTggLYQ60wtxatcEpXq8+O3Z6ScwL1RNxX530AYhPYEfOKcBuCHOCOHNAkJ5LwsUDAX+7i1b5igTZwK63y0uJ2o23tUD7RK4FecZFjcpTyRmwQTBJSSDRguYGvTGWE5ElnEIOdQOJUfs4jnCwsxW8pXvuuseYvf/SF5uup+bPX3OV1dk4sYdhYj8UJoHIGelT1NrswLXLdX31qK/abI1NHSr3GCxghSWeBCSmOG4nhjBlWdBQEHPSMKDhynV9g8n1Mc9QC6gyygctN2rZtxa9tUQO8c7QemuuC5YAg6Y0zGqkUydOWWJrIcx86kmnok+Qg6BF75x2Q81hlv1Pk8dPeui3D31K5zqGbMDChQvXWGU1DMoWEpDLuGTU02QQFZ6bzGlXZxIwsxFWlyKNwaI+zvWhkS7UpCQFpVI4x/ZeEY3NHqhp5m3xogSixymj7aDIjIVfJ42faHa97+f1SbU7UdiNNlezSeMKTxe7jr5L7DYjQ7QWVM2r9BuEGBwvbgw3nnPm2YG1PiVd8eabb06ZsAIbbDG6oC2xhXAsxPIdKjwfKFFfTy69BYENBPTAL6vW+LV6XVnwmdMwW+ed88MUewS/v6dVeM3TW57nIQxw0P4H1qK+8pT2apr8LaOGdV7XF0nHQahItCFFpwrP68nhcBLQjdlgntM4Zf3u4VlJaIP8s2qOpk2a8u677+LY/ee///3va6yyOk6EUuNUCnjdz64zeUL/3J9e9dNqHj2udr1ZDeoLNLnt17dNnjBphfETX3rxpRRvew1QRQ9Jd1UhvxuvvxHZ3l/mgdNmsz/nL+jN2uVMVW//2c9XT/n2H/z37Tb91K7+DOfjMX7ohPrGjR7rEAaQy+I5vx71vbnIA0vlu2u/s3puIEt7eO+w1Vda9YhvHHH3nXe/+847tUm/kGr+9reOLMJuTNSmZHsgzWXcmDwppRG41YBfm/IN5AaVc4/agJ/i8Fn0IfEvHUMIEGdFE3G34FnsaNU8OlzDpRCQWMuhjCg2zsKiLDv4CVLCqmxlbv0W+JP0Zw4xF01qQR2cOWQharMbyTWNBIGcgAqhPwZ3DK5A1AffZJQel9lxvDmNYRKElKDewQUHZQ7uLpUAoHlSWsVBzwE8ODJkxDBsYgC6FMh+yG9N5lhBF0wlRn3cvnLVyGPPYMM8gFtWFcOjhY0FDiCrUH9cyjmSYebaQOi2uKPCt9C+UrYeMeYcRxA2BvZuMjfKcJziMXG2XQw06EgE+eEOplseJDaasvdqalAPxIuLGLjhwATqKMZNQlhgabeUvtrhn7KkIVQZxbQ+RHHoz/DO4tqYyKAF+F6FxnU5pmi5BXHXlKGtmAlXACuCsuRweIP6mY3oG7Fo0aLPAvX9byHJEMK/7Ve3lfk34h4nHJnR6sfyczvGrqhCjAE2QZSC6gBdQH2d9/DMRVWFeRTOzhhekkSFubNBWXgXtHalUl4tXLXlgFMBoEbNOJiTG07spe0iC0pcM59wsz1Zz29+fVs/uZ1ADe/njR21LItNwbFJjq9Q6GTMiNG4qUbtK3hyDz7w4LjRy7EWdl1sWTk541hMeB79lXNnzVnw0gJ29cKznnn6mWVHjkGbihH0gjjEe2mDOKV91qbeh+N5N4ojfO5zg9nDc8IKvRWMRDyW0TkHDMvbDaUKUcNEntfhzFBMRW3KmaK8RJBqFkRdMmNE8wbFUf7L2m0t+hna2qutiR4bW6YCql/YTjPKKhjYMywX5nSE0OIpKfwrIISorovuYuzo5e69+55P4NgG3/+HfvsQqHGmLTQOrkmb1l33s66vrPCEtHMRzWSLTJErU3zVAj9XvUsc2CxLx+c9NA/RS1hd9sVdv1gE9IKYp2r2xO+cmKK+6uSGIfHRZa6vP9RnMslhZvvJ9VHUQPwzVhFVbl+M9PYdUF/I9bEHxrM8dtQYz04GTfnX9077Ll9DboQyz2lAKih/j2TYf+pNcn3h+vvuuXfapKmeMfz79FNON1vCBNredMONo4eNElnuzk8/5bT05IajjzyaoQK7ZXEZHjFSUZ2DV9YQNvPwOWj1MJYOu7k85pmWpgZ0fvXn5NrdXKrz+opGDGZ7q7TOamt60Vtr1TX8e81V1vCfRw8fxV1l8+etxgH77n/rLbd6NYVtBjH58YUXVUnmXPQtob6C4LfewYUhljh5hA9l6pnrXEMSgDn8FO6KIX8QRnycBEaj+MenwxYJ0iV2TJ3cKBe0eQu9oKA4q0kJAXKLA/+zdUMA6bgemG9BH6xKNEnsMuYcuHIV6iyIXAgPMv2sjPtPWhTyG6T9KpYTGqIQ6eImBksS/OUJYnRKLo2Tn6LKRR+GLohVtRFZUQFtZGCeegeoj/rWcsoCcpFI1NWFrfxX8IDjfbjaUABh1Mbx3W5Ka5iT5EEhBYiFLOoomKRNWggWvoEd4wvirnCWGGHXjOx1nEf5BpLMOcwIzh0YBWIhTnGL6XfgjpKtb0ClJVPehEUwDcC8x6gPXFDMJAuK4WmCVSQs0WJNYI4k4UweAn0JG1jE2ZEYtIDnhqKSIE/1JS8ekflipwJVylLM0JSJJsmk5lCVFGQUC8gzMjly4K0icjCUEIBbD4oPPbaM4yjiljVUs3kdCRw8hbkwL5c/rWKO/fl3vRZ3KBr5D7y8ofKDOuN7PxizzBhG4BGT6/QOKdlKHXfDxMF0QCirP9TX1rQVbB/n2vG0AgKUCG5c3tkgI0pIzMX4UItRmWFiekrU14NCfX2lLY+HQ7AyogCJqO/vnnpaGGltO2Gi76l2XyBBEH0B/B872dOde0y+xIVh/nHerTl4/4PCpg6i6KmwB2eKzUNeBjKGn/Sdkz744APucJivX91yKytQVkNUJtGiWStj9oNBfeW6vmC5eQESOamxb0MGg/qmlKivLXIqUk+rf0HnECPJ7McVpF3MYwrTosORQcECmCXizC5eWEJuq452XXX5lQOU7kD8M75/hgBjUIAM1HP0V8Is08mtEkpLhaurxQPJ4VcwctEfWmf1tRa89BIGAnz/f3TueRARlOBolEdiMCPUE5btmOuLzKCGSY5UDOLENX7+Xfh31lu0Cg/Pwr6d3Kbv50svvuT7jGo8Iwbry9r31O3mUof6ak5uoHV9IAikizrv5nI9O7hsxZziH3Hu+0d9ZJs4fOmGFkMuPP/CFPX5RqZPmc543oGbGLzGE44/wUSjPqkO+tt0xmzubbqub3G1nO9zm8xlBTt9yop/fPyPxgh+Up3i8IVddoNoQrbH7l/GzWPCLc89+9wyQ0bkFBQv0G1quPFjxu271z4H7X8QvA88+ICDJiw3nn2yTTpVeDLqAw8kfJja6eSGWXOCe+TVyHU/u/bPL/z5hef9vz+HD888/cw+e+xdNNXUV7xdYtHRw0ZeefkVRq496a649PIheW+7Owejg5sRYJ4NXWdVuMhOC7utoL4yYQxy1sWnb0ojst5BezVwZZZptYmOU4xxdMGN4t3S8jzCn7hEHwJABO04HAauajABBcAYp0fN4TYopBQf1OlRM5bj0v0cPRMSiiLm1gCQAxDq6ea0TLTy+CB+hNJaIOA54QFwJhGAKX1OM+tgzx5yzbuimoWSS3EJEEnG7jUlAkh4Qwyr4HwMNwDALkBpABkhLgNbaciXTPyGIDT2K6LOpALLNsHgkImBEQk4oZUXqnth1WVFEHDhYj4t2J3YEwV1NJHBuGRIBBUhVSGJOI8oFBKAaxLBGfkL/4dmI1Su9ulRDENqWdwzsOZZLmKuzWLUlsIqLmZBnGzf3UUeGug9FCg9Osd84hRkDWRs5buGc70AACAASURBVFJ563LkT1wr1BTGWAoFlfM/XM7LzopsH8KOeFd8QJiVcPYu4kCeAJYonjkyzCzn4pyFCcu6KL/HIgFJ/1gO3q2mp4AARmjNG8iwpdi/HZ553MXnTf17W17iK7gC777zznFHHYtyiCukYeIARetq++Bmsb0pKh+in/P62JvJpR3iDU4bkl/OUhecGHbKIw4RsyS2mRWWGF0QhsDNKw+4wjOs6yOhUsIJAZvyz+232jbEwmubDUT43qmn91RFaEzJ0G12VUOz7TJgnB11xLfDSdP99DM0O//JJ7fafEsPFGEpSGnXWdvmkVB5FYou3Zfddt41+NDcVAjPH/GNbwXkAP1h0ChMUp7cMJhcXwBpDhSTEXAPrQe+m4ugvqCkwKOCzLPwj1HihFJcwZPIFgiGjN4G4nMHNOEniscQmqp08VcOOjTojSWyWRCWl158cUgRl5xVOyLIm2MExDbyOYZpKJinvNUmi4/DTuYQ1omSVf3k/fWwigm56/PVJrEFrTVCG6aiZmTPQoPjO6/r68t6ChABF71V5rcWrdspila1wK/V5+Hf2DHjFr7yikF9/pv1114PxhtH5IHl3FmzzcHfgduvvvKq4T3DAjO3Kyf+Zx1PbhCPKqbpKlEaWnTK9f0cvQ1tenmy4lTu2M/JDcFrpGliOvtbPMRKb7nkxz/xeCOIP/KMF9IZ620UiGDo8NBvH1q+BFSRXNW6vosN6vPabNZGM8llL4fwza9/Y3FSzhCCWVU0JJ63sf5a677y8supbjn6yKNK1RGSeGRW/BT4fh7z7aODrkNx8P2ZPnU6B2c75frGjxmb6qhAt6md9vCcOYfZ9efXluWvYdPO8PLPvfiii6ui04ItiwN/0QNUQ1J/+yUX/8QrpXYr5/C5sjv8pQrASePWmxfIIdgMvFixoeztOQ6YNiKYdMFVpd132XHHWJW41IkgswLkyCbF1sVPKLQSYA+tgNAh3+jIHwNNRaijwWMBPxVu55IEWA1l/Hvxa9lLccrnlkfEDkRHlAChoNag6wSH5GrK+EaHJM0j2dmIi0/Plj1vqOkQugG4yhtKtebgBQmKxtQuBgu6WhCcJewd8QlgCe5MZB5nBgvlchwcJM9N6jtiVCI6GA1KIyMZaTbR9EdFTYCTTghTDMnN5iwFPBFYm6qLEo0ZEivTDOFaYl1O+TZ1fzC2AjeaZZ+IhDGDF7bW5GsKLdoy0TIL8EQIlzCqBGdJnmIozHlC15AF/2yF6VkZ2S8JDRBnSh8oLA5CRyzt1JsDOuG8Pl1Fatzits62oaYuJNbl8BZys9Rg+C7WwriVAttXMJnIB/JoOx/cJQX/yst23fHzi+nV2XMb3CuYz1t/ecvxxxy3mLYC+3c1PvA++Od+8MEHX9hlNxJsVjHCr5H4sh4yylubzu5Ts1yd3HBth91cDPdETc3N2onAlkXfhXoMcYx0rW9B8imxjQZw2r+U6zMsLTES0G7e8Xri8T92ys55Crz++uvbb71dDmaAKVlQRCeXKIlbY5XVn3n6mSUyRojKv/D8C7vt9PmiKQxfRMJygE1c9p233/HlBQvSKizveK235room0J8kKO8MehcX295vJ64CI7QFCvTQa3rmzx+Um+mDg0vUtRH7g4gdtGhTHCFZjmo0VSCgAqHF9PnDSqikAhIjB8xhp+14cy3Fr3Vf7aWhxYu23qLrStw7uChoO4anOuOYgjJ+RhQgyw0RXCjp2ipUYDlC5+vveZaAw9efvllLyzQB8f2AGeTTgoROzphuXF33n5HPeqrkuc5eRvEonor7ZCcjKWe5QK/kcOX9UyOqC9UeO69x16OIoYupnDdGiuvdssvb0mPNff///Sqn3rU1w7FhE03Zlj9bi47Vic3EM8D/ftDfdfzrGWQ08a4J0dSO6G+Y486liQuEpmE2k0cu3wo8jSAyivwM75/xuorrdpLK5D9o8cMH7XL9jv/8bHHP0lO+fP/f+Oww4vugjm/tsKzRH0bzEApGzVs5H333mfsYFDvR3zjW1z4N6Jv+K233Jo+1+PPr3/16+PK4yJcrKBu+n6O3nfPvV977TVzcoNv85c3/wKN9YzOqE9HzUXhdzy5YeYcih23jj7i2+acBv/Z92fzTTfzWosAakbujRtebSRr+NBr4GO+fUw7rOtLptuxqq+4tN10hXZpDCDBICA6NnkUdkgTkRzJjinizAnfZnGvdglLQUxBKQqHXRJjBz4S5IhYJ2BXkf65tKPGmAsIccGrziBCB82y0muhKwj+IXpxzolzLHDIEWxAf499g4KiOWCPHOtJZifJGcq8aGzWiB4Rj7pQeTAF/yALKt3jiK2jHcLJ7Y5JGKXDld1B3ziThZcaVyBHdfos30BmD0nqOAfDfiAwDFdDIIISkIAeO8NLYSQG9iIIzHLoNiCa5SUPjsw3V/yaxXI5UJhsN/ic1AERxiaQImQju2hDIBojCKDNN3LntRdNbyQRryRsMjxzuRBZdtllmrAAap5XkIpFj8pnHN4l6NogT9vnMFKgKk9oNYqleJCs+NgdiaiswXELUTTgX4rXXkiPHalduUwiE6pzonEcsIhSZPrMwAICzDlBYeE/iJvu9eW9Fv+7SzFDg7+46eZh7SHn//BHS8zqfEavYBEXLlzonQYesoNZkymAYIwu/8iQz/o7r8+jvkQ24tSgX6vsXGYeIXEajurBwk6xTGBgqKxUob4BntwQUF9cLQbF2YUyJJFuxx51zCd1h/yGub79ttunT16x3CoABRtMqcTwgvPUO/zUk04JW60scRLDc++8/c4D9tlvq8223PJzm28xd/Mt54b/twift9liq4MPOOg3v/6NYebFdPrwzTfeZDuWzG9492SD2cOTUB9JGQWJJdxY5fqOG9xuLtW9LVQO8bNOi6F3BUbawZWMrCLDSzBCoT7RXamlRHLxe/nlJpi1WP28wmUXXXDR0PZQ49kYB0imoxTDFiTMM8whc4cx+sY1YyxiLDKrTls5LADD6bvtV78ePWxkwEjKxcHQDHzDpS9lrm8JqE9ZAdnMqYHz5TVDXu3pUib97r3nPhMECQnSnbfb0eucsjKqVaw4aerXv/K1Z55+xjvihvLhxhtvuHHU0JGU9O54ckPI9TkcKTFMP7k+ZEW8VzRVJH7eqcLzeNrDE8yoWKIdt90+tUSfVNtp/vmFP9/w8+u9vjr+mOPOPeuceQ/NC5sJGXL5b56a/9T4MeM4h5P3g/o2nJGTRxWoMWfG7Pffey9Ffe/87Z2N1t2Q5c4rnFDkaa70GOzxxx4/7eRT99j9S7tsv9OR3zzi3nvu9V9+kmwx+vrrr6+31rosqr4D/aM+12CYLUC907q+OdUp7cHNmDZp6l//8te0dPaNN9647JJLd9p2h9Wmrzplwgr+veqKq+ywzfbX/ew6U57j6eancsvPbVluVENRY6MNGNiE7zlaCoIj7jIjN3TWo6EhFedEUdsoObhhSmBFPYap57USHBykIrS8IZOeA5w2OhNVkwnxF6JvHXpxZLVJ+ZjtPaHCkAGhVtEux/SOVmKMlJxgA9sxNLg8EeH2THVGkRSoqrRT4ExwV1w6RlDjcciyTqQp3cAEJk0xzikglhh/pLA4TESskmvKGI3SlneXsAque8IUEMcOWIPlDUX8XH/DM075A0I4XDfI76YjKMt+vkAUfJwBPI7bBwwDoUNyogiXsrhVjC3L+ZRcdGWGSkroEOjCRDvNCY41Dz3aOB7RBaXIhdN0I68yY3IllZ9RHCDtHGZfyQLnzPVwhCxojzBywfiImbmgtYVIxvh06ttSFPmOZwgWKeqjJZ6QdY3xMEfXK67SHwxrikgkpBduBjAZRhWHxHW9sXuOJkzqpNGV+exQn/ezh7X7xowYc/opp737zjv/K8AvbM993TXXTlh2HLGFUjQYa8nBd2EZ4LhdoHn/JzfkVEDITmquuZ85T1R2Q52+nYtOJxxIHifr6FRjIt+vPHVwqC9voAemLAEK9lqrrjH/yfnpJPpvvFd0wL4H0ObUUmRIfOhcA5Q1UXuVaSvfc9fdWPvU6cW56FCh9I+6lzl+Cu/133uPf1PvDEFKkIfZJiEliXPlbi6DQX3t6uw1I6QITvr+pT08UVcQ0VjVslsjWJocF3CAZEuDzAGHIJgMhiEweRbtRIsuE1ULZilqm96s/aNzz/uUEN0SX8EjX2vVNZVFofgf9UpJSob0RBtg/D9W603raYVHeBzyw7PPRSTjZdb7/ccdfazUuUXb7JBQQuHqnZG66K/C0/WgNeWe6wazgg4vdo0S+HnUd/xxJ6RAYjEVOf/mV7c9+MCD3oPnKEYKEf3/v7jp5lFDl/HjDRqs0ynt22+9XdFIcFc10s7n9f28UAymtETWaDnal6If1HcsoD4HkQv29f2jsQoX7zWvWlp5RbTBOhtoqXF9yR6ehPo2jrtDxY1SykyXJ5epWw4t//za60b0DmPV/b3Tvuf1QwpQa/uJTQUQe+xRx4Q1ckyHDhWej46t9rIiIZUl3648r6/Dur4K9QWj0Oval1x8iUkLfwoa1Y/CM5WfrHByBrbGf959511jRy2L0w0gB+KSOrkRV7g1laiyR4ReKUPZgtQal6+zfmO/E9kmRUfsRIZca6G0h+iZyLRQLogwiZkH32CypfxK9GRXbDDrkmZZFxnFixbWGZysiYmEYl1N/7tUpYt1iJRRbjf4jTJxpH4DeV0m8SnsKjQiUWmZCAzpspnICSQUAmBkQosGpaTQ2yHQTjR3OGo2SUhVhYWAAThewD654/SJlHHKKJBEORlQJrWKkDbRGioEy0PANtntJCgSZYerHJ10UmPjJF4glCwzk47z6jx2kiM10XWOBMd85Uo0WA5TC5AMz/VEcBLLt8MbFjoC/+ixoBQYkC9sDEyu+B/2QwnKwf0/NI+Ek2EIGTOkTGhT5dvFQUIYD3tkhqEtRX0CJwN8lBxQVg7cQ9gvUkT0nSy4FPBWxBx6lGrkBuxKoWnNnEFzias5Q5sZ+7X8Tehn+H7vzxj19bn28suOO/esc/63DoL37tHbf337kAMPLkPmsDlE0RST40QAlOuJM16SrtsN6YD6pk+aphK8GvvhLAe3z+xUQVfGteDMITF41rQdY4nN4XN44vRB5fqydk+3Y75tE58LVxNDDiuGHPHNI0LomlsIHuGdd9wxZeIUdnbzVDSILO1uYVqPbXbefqcFLy0IjSyxw3xZp5cpD+O7vGdzzplnez6sxeEch+NVu75jgzi5YdYcBmlFUwJFYGLDur7vDAT1/b5Cfb1lytTq/dQMcG6Z873oBKA2J30iBtLF6G+8C4qZo+WQhCHbYNHFYSrzbbfYOtSPDYTZgqt99JFHkfeQcT85WYS2Qd4cF4cu8bnqOXkSOQe/COLSLLt1Vl/7rbfe4n4GVvHfzN54VjsuxFLortObRa88uaFTri+s6yOTFm8k+jtweqqmqhhid+GB30rT13j22edSLPdJ3csjkwfuf+Ddd95FReRfd91x59iRY3rKMIQL6/pqUd92W2+HnqWwSld/FZ45pTrlrW25I27ccZvtO+X6mH/CtkOlGqQkj/9+hbHL//LmX4RMZgpUUAPgTwED/+3tv33r6990gJECP6Tn9RHqm6Ecx+r6LeZu7qFjmp3zFmTn6jDSSnBaw3qG/viCiz788MPafCO/an+68rIrxlWr9cTJ6+oP9ZHmpLO5SPzr1/UtWjR31hzk2LVXW/ORPzySyikbfdSfhqX9XQtfeWXGBjNYlTnwQXNYdcO8ITsisnOs8QByCzNeu5ukldctax8019/wW3bU0OpCM6cCV7loiTibGluCyk00amynW/JO/CW7bXkj7oUYBKo6VVJEAxw22c2C46SkYxVCiO9uBbQC/cO2DlGImCZ0Hh0bdG5Ng1VyNWH/jxpKhmwSlJtRKpW88EQVOMpnRo1HhqN/CsNzY0G71r0SHy8IdfCIOKsZjFqh7SZYfLAU4v2DSWVNCAWfoOsU/ZGMPDrDpTSKzGnr5qjUGee30GiwTV/SvDBMgsmFBDKRRaIJGD3hi1On0TBGW9McOmDljhtpN41FAKDUJSjOiDZ43QKVAWwTqzSlbjxckIWpJOVZ4IxrmWVS5GChcBLb3dKxAkhX4MkN0lHG95CvBCbIOCYEnjqfIo/38pMQY7QYhOR6MwzEgYISG4I5afCSYLQIoSFevv//M0R9N9w0tOjtzUoXdtzoZb3nvbjzPpCf3St05tFHHlljpVWhCl9NEDG9Ai1Iw4KWrPgR9bOuL4e3w7kQNSqKJqcp48cxozuYNadnVuRfFXbTAutGifoGs66vnUP7mgl5I8f4UD9G71ai9xyixdtuuU0oYyhUWKiVa+ohbV2VH+jLe3bcbofXX399gMCvH8iX+oKfUqb39t/cvsq0lZhQODVRa2js7Tl24Ov6POrr8agvFgKQx6lR+pB8ELm+KeW6vgLZEuVXMUaXYVfHagfTYv6yNkaOmsDYTQG9oKbicn9QOzS5cK9/e1l4Itn5sJ8BflIdvT1p7PIkFPBE6rMhHXJOhjPFdNZasQAVHZod2h5y6U8uRe5igFSqJljHmEvUI463DeLAX7qwru+OO9BpDl71/ffdX26PRMLIo3MN3vmNR90i3VKt92vledZ78AGHfvDBhyYzYzjc//rxxx9fdMGFq6640oJq/Sp3I6yAXW36Kpzi4D08+Zqwt8eOsJsLO3/hz76890c//BHnEnlo11/3c1RuMbzIepLtnf+/2+1QndLOm4QtpqXdAfXFCQX/AP3OaZOm3HfPvZ/QGZtL5KswIn/lN792+LB2nzAMTdwQ2s0F4Y1HfTM22BjVUXh7fejhHHcY+z/voXlOFLLziPq0k0/1c2EWznVi/nDZRedfOKJvuHW8usoKTzPRn1SnNXKuL9fi799TJqzwXlWPirzBqA+3T9hwnQ1eefllJpTpWKo8Q1PlfkILF242e24UVTrpy8RZCu1O6Q+Su8jJDXUkbqC7xHU2qABVkET0JZPA/7MryeLMa6EFZbEfnMe+RdlEh8/k0Ar1FAEqSITwOKcEHJI2OhsD9p0GK3knx0dy4wC589QOpkriI0I1jRRzgefQBooV0d6JW4/1I/xE8vsRaTi6UTm6OcIe+LUA19QgDR4Fx3/zmE+DUWs4HSkgOA3CTxocYjJNqATM4GC9mXQGvGhkWu481eIqLuWn8E+sx3Io/YVSsgp9dVtgg3CoQtScRZcb82SkTtFcIBPRVqKimpEkIsaBV8Q8uQwNPRCXw5JdGHsW4hoILqgqFdA1YDBcHUrSwcTJZBSQRKUBUpBXUr6WJsj2UIYZbzGpfrqAaAUHAoenL2UYFxdBsVJAlMXbeFj0Vdl7VnzM9+juVKURLZLhVjyrDd19cPXQGOCbvTRgRGWzuc+fXYXnTYT6crLB3kz+2581wM74/3949rnB28gb4iyKjw5TUFO7SzGJTrk+j4iMmhPGoCfy/0wQcz2zQW6YitfyQj109U0LcWz4f6VBnteneIbdIFMMTPpxy7mb/+3tvwUXKvgQfk6JsdOBM92kkywRpEyzNVdZ7an5Ty2mAs5/y4wHF8d/vveee3377aZQ0kxTtjTt+0/COMg9POcE8BBEWxQKBBEGVeE5ZcKkHtj938Bm6qcS58SsqogA4ij71mEOUUo0BAdMyD3BBvfZY68BeuefUtboisvKXeBB7aLCxEdAcEQzUjoQ0aiWDm7G+hu/+uqrJtXjnfXNN90Mh5NHmyREyJs4WMey4D+EdX2Y1Qk+/QP33V+GUSCIA3bUDIEXslcR3+6sPMat1fvNw494881FvOcHoo7wzZtvvnnyCSeNHDLCN3LPXXfj9oyhG4/84ZFwxGVZ4TlkxE+v/qm5wL/KCk9QejkoH67w5JYZ9TFj5FqEHVj9vNr1J+zmElJ23AihPlMgZ6e4EsD8zB+c8dprr/2/9PokSfIHXfFJtefNw79/eKftdkCzyCLg4rq+i7Ezn1T5/5ke9XHgoCGqdYVxy/tHf5K8SmD59cPDpibRcDezbbfcxhM8HH1kisy5k6Gc2APyI795hCev8qiIo2ZWqM88sVrXt5wVcBrj5PGT3n/vPTO55W4us2YT9wp5p4yfdMsvfulVd7gs7Wp4Ov/kW37wgQc3Wm8jM7lcFsEG1JQRFrw7glYsJnDJ2AZKFpVZlPbFm4T5bQi35NFTFHvNsCHXT8mpe/g4dpAUWAK1kHHpOwhy3nBqRDCn9AbUBy5sW7nyWQA/Ofm7kDvVmg29bQZLhjgqtEoZuWbWBqiTQ9GEAa4FOL5mZWbAMK5LdyNW4JtGxKfN9UCkSw2pm8OnR+TTxRt0Z2Z1GUUxMnWLRhEGCUD/mW1c2ivZ8yLZF93Bs5C2/CXDS6rsRS4KHVPAOG/gFqAwigbhzwAaG9I4Azkuy8Q+k4dmc1xS+BpPIsl0NwTKGnbiKDD6fo5QH3ZMqiQ4AM2YuakozF21OC2RFxkLoNAcmIGxlYbiFKeOqW/SfiStOfA8Cpd0r0swf0R9mgNEI+CXTFaDwVI4QUJOOhF+ReERMbYWmrIoOpWHsBD7UyhdoKYz/0xzfTfeNKzo64Udor0BPuuMs7yN/F8Bfn/9y1/XXWNtpA9+Fr4BgS+Q+0vnrF/UB7OP3jnPgsk0plhduKX6zMkN9on5MzVLq0xhLCtPHTDqO/7Eaie3eG8bJEeNmrycQJDDDzv83Xfe8V7Uhx9++OMLL0JcKsMPEaAuzfzUrNN09veuNHWlyy65zDtb3h0PftK/wCHsZvmXh1hvvPHGJRdfMnHsBCuwUJjE/jfKdU82iArPgPockAtFOwxzUHt4etQXYSTgvSKB4j3dZDvDlzwFzfjZqizI8BeG5Tg6izMOWsXBn+h1+Q/De4c99uijA0/g+2F+9NFHu+2ya9Ettj8HzkHdZXSso/xbekuO6hHiXEOLvht+fv0nSenavffcO7Q61w7prEonpPJESUF44ojeYfvuufcpJ5x0Mr1P+s6Jp550ygH77BfPNKPlMdEJ6CIZUYllDHn6D915d952vTM3nn3OWec+/fQz3kcP6TKPGd56661HH3nkjO//wMMD7tKO225fPhq7ccJJJxz3nUljlw9E68t7Pr/jzvyTf5/4nRNPOfHkMvVt9A/1qizc3WobPxY/opNgaF/YZTcjJjlJutPT4f9feepKx377aM/zhj5zZszCOXWkOlA8w4chRe+sDWf6uzyyXbhwYailZAjqJcUT5+k/PX3dz67d44t7+PGC4cMcRXAC8p2331GGU/3vqeRREz6R13V48u5QEfZkuN6/Pd2+9pXDRvQOZZEJj5s8fuLuu+1+9VVX+/68/de3GS37Tr733nveNNz+m9s9XFxj5VV7qlJwBkucly6h5vhJJ8M8BoodeuAhy/QOE63Cold94yH9sUcd43vFt5x4/IlHfevbU5dfIbdmouTtMSNGbb35Vuecefa83z70+uuvf/DBBwZkeiL77x995NGLLrhw150+v+zIMZwgKpBQ4EKw5meWRn3F3MJBGXyLXOg2UT+7uAu0HHNnVFP1p+P4FDOAUg7wdvrN+SW03ajG2cXCvfq01DgOieYG8XJ/MB2kjXUOOKSgklHTW15lh9F/JKmDTYkCATHESV4vP92xLUBnI0wH7ZAZVEFw3zmDZ4U0gh/wMK1ahjFaIsMjyDylSVGXNEuxVMSuAYLSmRkV27SI4JIFokboaHKTa8U+M0oHgCdr8ABKIWagQ8+p24E3CHHJbML/3BpU+cJ4eY0lwS0muJPuMRBQaT14hDNPZD0J+E0mywGDiYUioCW9gscFJ0SBbQaTkANvG7wHudACgqpZPFiPhAKwH/J8pC3mzJRIqtwvVz2QopCQBwYIcIAFn9fHWkzpsqq7GZ9zDwoFSSnQggpEuYU2lckq1GcniXVii9Wr09dgPR5Pc/gmS+SQ2eUzrfAsUV9V4RntXLcbP2bsuWedE0zOfxL4hcfdftvto4eNVBhAecbWVBSMxisO80pqaNF73TW15/VNQzcOQIVW36Bf2OETrmjKn2n1VHR5NdpX91bvwa7rYz5xIPNiDDRXB+t76EGHPPfsc5f95NIVxk0U1NclF/P+NOjeIWcaVvTvZfqGb7PF1hecd/6D9z/w8oIFIXw+8PldTDsTPPP0M7++9denn3LaVptt6UiPsH+ZN9X8UsdUKsY7Zx7Zhu0N+nmi9+q8n8entIsDkYQPPOrzpB5sro8wTMs4MU71PGpGRxqAmTmOVKf62d3Mke2t7oO3JZSwIn/zta98LexsMcBpCsNcftlxoaTeepNgpIPcoX7LQYu2YSU6qEdivOr09uOOOY5L+0IHgne7+y67oSPruqSoVSQ3icTlqFq72Om0kusseSPZ+RsnQ0Bvo4rlVcc5FK5vmWGj1l5jnR2323G3nT6/9RZbT5+84rCeoWVKUBsXF1cNkAhrsWL7gtOKLJSTXnIgsIl0aGMX/gSOIrmWbbhRcUlT1f/BUDqgpzyiC2YkXNl0w3uGTBo74XOzN93987sdtP+BX//q1/fdc5+dtttxrVVX97BniOtBS4o0D8yP3Uhdrmg09QDRIqCBCG4Wcyb79OGuXtf2/VlzldU9wtx7j73223vfXXbYacN1Nxg1dIQ3GYxV0DQgzxhNHvNRXYqpzJXqdm3WQTMoP69Ubt15RdLl58yY7aHdfnvts//e+x6wz35f2m33ubNmT1huvIe1wWSjz20IyK4ebN1ph6C/d6hm+acMqc2i1FChBL5enfuq9aGhJMZW0Blzeiypecr1dLOAx/aBvVPpEE2C90Lahz/wvS5226luNyhgmiDnGpkyKhpddrhGSYd2OfgRLl1EoNmvVjngXNRiv1T0sM2YlgFiyin20FSeUJ5pBZe1YJFFC290DdFXeTxkXOtnWosYept11Y/CsE3RlBQidpKMDh8TygAAIABJREFUmivkWBHNqKhL9Z8oO5aNdQhGILqxPl11XQXOEYZhIMeTC/KC1cKoUpAsQe0zr2JUOr0FBoK7KIEINDJeqkoArIUZVDV8Mn+oG1nRpflww725WhWp1Born6WqZ7fMGJjDgmfWpjg0imv40Fq6ZalgKKL5W00SMKJS6JGILWZxo5WQ1nnyPdeRfta7ucAuebEn48aMPeesc/7DpZ5cJeXtXCdudsR/9CuJRFPURE8r32zO3AP23R/fX9z1CyP6hhtT5GiWjcoIs+lgvqz9aKDotuAuZfbYjqJK9e+RQ5fZdaddDtx3f/8+aN8DwocDq34eWP4p36y/1rocQYl+hjGW2vDkRIchee8mG82YPH4ir0gWnQVaSUYnCjFpU1vcEb3DPGrddObs3Xbe1fsi3PP0fSD879/777Pfnl/88vZbb7f+2utNGT9pWLlzj8sTOUIhKhpg2LS9996b55MDIg3VQ/GJX9hlV49eUGUU5BMb27bemuuUDtY++6VNVR8OKL/cZ7+dtt2+dO4D49XFfZmk7W55InpOyIE8Kbn+njkndTotiVQNnmO6cX/a3flKU6anJ6f1L4n+9eMLLxo9bBlMRyit5QWtrkw/xrC6FHhA/uH+92VtD+3ee/ddzEMuplNGxi871hhCGqZXiaVWZIWPVELVXT2r5QhxsVV2wPNpD0Fy+TMYv2DGWnmR9bhWb16+e3KPA4Pr0A3eYcMGj3Lye5SNqNNyRfSuMnioyIIDLjIWSnkkjdCInA4snUmMlOknTpZiTvBEZUYMqgc5RTZmjwo7kBo+9A9cQsC6ZK+6RlkN1mmqWWeekjcy3l1D3QvdYN5DcNJuipkwT2eNzQKejkVqGrWWcNSfgCpBdzEskXnE2ckqd7naprLlkv7XTzQylThh5e28w1zdIj2YX3ZpqqezBmgjdkKVlahBnPdctId6Lg8fickijGxpu5cgIqt+NcdiGYJphFKaUnGjmK18isMnGoJb3tA6PI/7i7aKZFAolamiQMKiX1qArY/UxgxtnZjkQFXQjWpQakKVyXZOdyAICGs5JbPwFG4qJ07jrGOBQwP1YiAcyiOmW7GrqegZa2s4IQXeKSPVTEcyU2w9gx3JAcLlmlbqoXoIuX5o6L9RnjYn35RJSfkn1ZNGiZF6IcUOOjzVJ/HLpmhRMc0woqKOaHoWohQYfjOimkNvl3J6wOazmYb0rUBd4vUyF7ZFzJxyRrvskNrKGxPGsg5KYM1qQ2G+MuNIUnXZ3nt8hqhvaCGoD98eI535gzN5RcG/67n9v0I64t577l1h3MQ8ahyV3U7fHbRhuT+efqdl/TCzKnEs2r/+elWkrt6YT9Yd42pv+r4hPfQwVT7TN+W7OxcbyUsdQL+z4sjrmIpJR6JoqWS6hKPOyPDk+gIcjufw0HPV/1YcRU+3/ZJOXaMJMoFS3qxVXKVW7IMRIvHVhGj8COxMgU/UesfMUR6drdhCdVJ5nAX+UH6uGAl9UG4n5QdD7QyyfOitmi6hEcqNdm5mEvpKpgbb5DRX+NPTx0PWxXqT+n5e4cqPP/747DPP6qsW+KU+Kxtjp4fMlwUfVLKCWv36zzPW3+iZp5/B7SsW01ZSO2+3Y+AWLdRhXDGIFkOYyMPkCjM1qoiMHOQjQ0h8HZzHWo+HTZcLj5YD3P277arz97Rjh6DXFYKEbXixiGa+FXbSN6F0ZdoTkc/Ja0d3oSBaMdujvVTeA80gcospgTNdUmxWFxVFm606bw7LhT6wmNd6A2b45n/jIigSmZAENZ51Ca2Md55KnLiPXbLNm/GZkFaocLCKmyVX8WGqhdCRaKipgYG3KBgv1DO6scD/dVcdeTIoF0hwAI0EPmtdKZ7HIBENSw1ks5TOte90inkeldppxBIDBEigaaOUobMoF5Dz5qCrMhdQ0RNZBS2O1gOoLvBtSQQovSDlHCtEAB053T6zGbTpVGuaqZAUTH9IRjmkAH6PmoT1J1OPikhRoluO8ivIb0oFNVUOrTA0acQpwFtwxllmkZ48m0hnpyei0BZZgQqjN5J2kEp6TiltYz0HWQFhlCpGSVCTSJtx3mlSmsSWOkKX6xvTlnGMqSAXmhQ4KOtX4GXoMpkha540s6YUpmnfbp9G9NRimGvUx2OXQTUdSt9StTrFKJ086XGeDqyTU5jguqJZQxdYg2QL6HmcpvGCHVzoMwrJZ5fru6lCfbxRHnY1APdzzjz7o48++k9m/P75z3++8cYbX/7CF5VWQklrWiWSukf9TDF/cMn38NnRVLbQfHbiEHNBKoG13cB3XjcEUJE1FxiNmd4bFHTKbIbH4FfZSQzpwIBZFYiy3kHlLg0q9Mv0QTPQBlBaO3cxWdRVMwRDtxrigC6zqq0r6Zsh75LmKPhztcQUJV5ebJdbMOPVjtq0lieMXTtq00KWRCvoFvebX/9mUIIc1l4efMBBBW01Xk98rd94jLy22Xa4os/IIcOffOIJs2NhWLx084034Y12Hhv20Skw6MRUNSZfz2xb32WZtluzd7PM+OUx49ebdxd5UwZY3e5QU3EszyhbE50xqqOAiqBahbBErqC3Y0e2llyWbeBB/AjWmW2QKfbGpE5bN+gS045UsnNdp5DjTEX5VS2b6Uu/x7oyYaHEL8ljHKGVJ+TFG9vxzGV4CqTs4jcdwjrolRZJuARctJb5HmGAnaam7acSNK3NDBehf0/I1l5ZyPS1TMcwrs1Os5Edw6WoH8wQ0uV2zDnSK3oEZ0GpcdUTR4EVGbtWU4h+LWbTo3DEqKw0jE7AN+5Ak+vZz/UTi2SW1XQ39dxVzbYTQMIER1G1sy/0cUalFHU9rBE6ip1p0qmyvRo1knRGZqQZoa/hfNYSRqGxeimg8+kYnf7AvTVk4WRgnkiTUgjqJ+D82nlvKA5kBc7IvGDnCgU2EWQ1ZJDKjrOTvK1lSdjbaXqmtqPQrIsW1lyZOrdtSLSm81g1FaNmnB3B6ZAp0KRmpZo3M0ze+MuWyvWA01lXZO2QyalDcfXiUTMqYhEeZO0MoY4zM1o3fyVR/gMVnllX/ejGjV7uogsufP/999MdpT+jV1hWdOXlV4wZPqrqCSxIBdF1ROHMuEQdaG5zDmYS6+Yob7R0g5pBU2kxjITC1lUzv0qEqsRIKki1HxzUgTg24Q39AYfQyIqGttCNTAE83Zm2ponoWa4IhRxOznpNfJqoJds68IHBv7pBxb6lUeF+5NGAHNHaxnKY8u86oTNV5jXS3WXvQo6SkdYJvrog0Tk8L9Jmh4GnvNqZMsqr8ORdbfoqL/75xQGm+8IrbDnogd8yfcPVZHXg0g5KTH3TmxUbrbvhg/c/EDAePu6T6pj4qRNWKIzDqsWq9kG1NO/n19pZThlPxwhaynA0yzV+RRZRn/9QNPPKWrcKOvQSWZF1vl4ryF1tZbgQoE5ZpSyBNVGW1JGpZC2f9X07wMVUAHNQEYYD0aSmAZpaUqdDMN2u0aWdZ9zIIKsgXtLDtUZ1bcqRVhVibJlwVdFUmtwqbS0ORVNFys3janmyAKeZr4ngWYt8rYuW0NYh4CSdbJW5PKsp3TZ9w+GbIThGVsAbqTfs9Adx3UznE5Kyc8wLYs3w0XPFZqljoee2SsjB2FG9hOux8ETSC03VuCIgUdUpmpBtTb4v4INVCzRkM5XC4dAUcg5TVUUxtAgXsKbJDIHhNEZkjNuNJDU8j0/JTd9kChR31XQALD4DwjYQB1GEzEgDTktuABlN34BpreDTjIS0MDJqoamnqN3VUiVjsMCsMGgzSZcJNxJToYCoUXQpsruGEl5FsYZuJ1WkoASMbPKXjuco4ZNUFaTawCgKIxRgHVpcX5PRUkAH3cOACDuZVtyIjCH94PlkqVyPTYQHOpd1tdLLguHEJYn4JJ5FzoTo79NuJXqtzmgZgiY/haNRYib9M63w9KgPDx9LZ3Ty+InnnHn2//zP//zHMn7e13zh+RdmrL+xITVPoiF1SnzU7DBHtua207wUzVAFlCTckytVIb5WNCzD0v8EybBkpgko6olZ+Rb6k2arXHJlDZcqyQ+rCCIeU6tSw4d2XbK6EGl0+ul0b5Ka4A9pHN1INbdGM2iTgWl/UgrUCl2pr225oNLLprUQ0beTVetbd/ic5tw6zK/93GmMDiaLaoRgfRRwFN3SKvSD/PuQAw/++9//PvCzN0LJpb/lqsuvHDtqWdgT3ypiHHJUvGarRiof2HGb7Ty0C1tf4rN8r/7y1l922WGnlJ7Yjk4RO/ygJqtOwaYij1oFmRwor+1CisHKUs8K8pXvvry7EJvarA3l1FX+a+FtAzMYTRXm2kYtcVywxYhLhBqBNIbP8UsxwOA1psnthD+Vcaxd5d4/24fuUTVsjT40k5jOY6RtqlLYk6h1T6O6q4+n1LOW6YwmYxuOSO5nCPU/JdewlNlEdDNOMS4GMbTt9Dij7TORWZk+x0YBn1jTvbqlE0ZMOk9ip7voJ7shQpEMs6a6oa4zrq4Puj+wYVgHNqvtAH9TC55dEpdE3iBqQ8QnmWLTbQe9JXgMXE1ijvAP8ZUgKKKVAXXGZRcI1BBsIK1RUWjRlBX4jHKl/0RJBxeY8TLoUkovGbvTCgoRWt5AstjdMpGRCFdIvb15BAoU3N4qeLVtUjFh9mjJzUA0zIvgHzrsElIY1Kf0OUwcch3Omktsh9l7Rvqf6Gr19MQ64AARhWKAwMogbXhR0A465hGonx3wWA48k0pH2MOzo6no/9dqPHH6KeYXeYJvxFhXBjdC4+jUwr5AXf13oFVFeXV/9Ng+01xfWNfHwpY31NyH95jhI88+86z/2OYu/ineKfzOscf7joU1hykmqTMkdh88+tPs+VsfmwQGTVtWH8jcthxEImUVDez1quaxQauJak1+EwrDEqgpAyfhB2SlCrfkxroWCgKi+KGWVjU9TLQYdknzuR5UB8buROTaWcBULffcEEfLozEGS3ocCC/dKKXF/dihtA+5lXowSA1Ldmw2zf+nXcUO1K4BgLfyLYLxGNYecs3V1wz21I2QlHvgvvvXXm2N3njEedgytyPNU8r7/iw3cswJx32Hj7nj9hfT4Y1nfP8HQ/KeThzSiW0SHuZvsK7PoeAbYVEhv85PsQ5cnI5WQcAv/h9KPbv99y1TQYoNshT3JxT8oNSOUju8/2dH+hCHZ4m81zKqGiDwDzlDHRdI9zMj/UiKZeamkn02yu06EV6imkp+bRlJV7VnoM06NctdTSlZ+xNPQX0db5fUlNa1RqwLt7DP1A+qxLkbyLuWVjgQ5c91ILvhH+KcsE08/aQv6B9cpcBgIA/tNGqkIS5xZx4wl3Xi0vS56RCIaV3tBQU+JWnKjiiRnSz5ySFLJzycquL0QR2iGHYjqLSr/UxHGvfBcjxjWNOpMR0jj9pi40yf9MjdaGtJLLh6v5NeSgmerGepGXW/nGluRAaoZS2W95z8hNCN+tHpeIf6tVtWFizB18UO9Cs1UbKa8rluBrWmquMc3jsK9Em0XzGd05BuBwpkJhMOAYWwrq9VNHQv1ZDSaEqLL8aYLoXJNeqLd5GapjYLaaqVJ5+LOG0tYlyzD3gLn2IEgLi89Rmjvl7azQXpE3AvTFgz++6pp/NhuP+ubnTqm3cB77z9Du+kmuwWK1OYX94LWBG2z7V32X6nBx948JWXX164cKH/379fXrDgySeeOPWkU8aOWha5Nu9qIQMghxgdmmm8kekbpSIFfXpqp+o5lxqqpSbIluHDt7915Guvveb7/Ne//PXySy5LZycndZ8ql7wpvARhpBbaIXZ3lltmzLe+/o1HHn7EP27hK6+U74ULX3311dt/c/sWczevNtWQXm28/kYfffTRgpdeev311z1tx44aExpZpm/4r265ddGbi3yHfTt7fnGPnNTi/nvv6y/2t/g2r7vmZ8svN45SRsoNYgcob1jnoF4N8TWs15pi86xO79dBzJNteMzjgPcSvxAdxySiTADPJo3pS23e9EYOnTpsdsExnANtSuiqAOlYfrnxt95y62C3aAqCv2jRIq8EVl9plTwB+WyuzByF95gRo778hS/eftvt4QAJ8+gg79dc/VMPC/ufgiX+aZ6bo/MRaNKv6a15Q/s2a4fXVKWeUu3ZKkjEqmrPblFc3Mk0ksUMnIwo8k/tktR+CMJsxvyQsk26niphKjgLoV8fAn+tkdNEhNVldSFnM5WpfTRdxQ6H+h1zO67cA+XcHz07MWR9tKsj2swKqAejd4u/N4PtNGqD8GupQZkHu2yMLVctw/Q/TViBJg/qEHqL7w6B7E7KmRVIKp5pOjFN3NUOpGiIxk6fqHhb09wlraWsUtdavDdWThp/XWvIWvZT01Q7tIExZ233+pluVXTKD2oSc9ZKcYcnpsxpLjAFhG0dz7WNWEmpWSuOCKRTiY3mOqcbFzBT2+EcEpv9DFay7gObCDMXyJOGHyybJTYCm3U1zdbE6bIOLXRSEale6jSoWuLrAVJX1U6qLXMKQ0HWEAyl2LLApUvx3/S/wmCUuMMgGT6D3U32yNlvbgl3Ssst/SB1cXxi5WHQ4xgboGPEbm4EmSldwu3/AdQX+lNIhlOoV0H8crf00cOWOeXEk999553PGvgFl9Q7iJtsNJOwivRHzhIh2haC0qv/u7yXOfq0k099//33Q1f/53/+5y9v/cVjkrcWvRUOoH/otw+NG72sDFCzB2jkVm625bQ83TKILm9gzaewkw4l4LYB8U8xe9Vlvv/BG/b/3/rLW7gp4UnmftZ9TdWrRKRVDVv4cvyYsddcfc3HH38cVlh9+OGHb//1bf9nYA9PLg8Ih1S7OIbHzZ01x1/2j3/8w3fs2WeerQ5FKJ81auiIR/7wB+7wwQccSH1rHXLgQR4HvvHGG2+++abnt0ljJ1S7B6HIhKXhqs+k3egovK5WypmoGmikLRJhJIW93nyZkiVRAtwfVHxBNKgsLRrLFjYF+s6uaaxzceSJqE+SsbOc1qhXpkZweV2DVoGCUVlh3ESP2AclxUEk//nPf3reeHXhwjO+94N1Vl9LWakO1m5E79C9v7znvIfmedYKvFEL+W664UZax6uonTYow6yzTPjZGCRHR5iYOU3EpLpYf1OjlslLoCtbOazxa2c9HvjFEv0K9emoDXSyzkByxwrgEBwRUoAaqc9C5HVJ+P5NtSFd3MjHapiau9I/l+ATNOUDE7PGsah7NF6GqkO6WjdSJjivzynqGuRp5YrTTrTtJyZV02E9rQ5sQQ3ws6zi8Jt2fSAJJ10ONQkeVe0EpRPXP0sIfWAPGzP2PI7Osjp+TsqepamU2rgMqZaplsBmnYeZymBHke9Arg7Nyt6ntVxRNGUZm2WhupaZMjV1qvjQZHS18HiAo1jijYYlimSaam93er7MZY5KEvS01ke7iqT+op9+piyn1KnlOoVAwn7UzqSItVzQelSzoNQhffB7w2y1OraWSvi5EzGNnHaidsrtS5g+RTqHdOiPZzTBU2l1tGglFXNN51g4wMG1pdgxKtgVNvJMX9Y5xKZDkuJjJkBXnj3avOYttxeCsxWcwGs0JKAruQ/V9Z/tbi5FX29EfThJLT3wCGnGj1727DPO8g7cZ32cQ2j/3LPOQdlTeKmRCY4CtzhM087b7fjqq6+GSrb333vv0osv2W+vfff84h777LGXR1MvPP+Cb/zkE07EWQNfQb7RVb46FGGYoYm3w09NhV5YodCvghVNCODUk05hEHXLL36JTIXThJ4Efe/0QDC0EeMRBXXyuKOPCRDu/+PtvcN2K6qzcf78zvPsvWfv9zTgwAHpHQQVkCIdQaxYEj8b9kLsJvbYooA1CGLX0LslicbeRTAmli8au6gxAoIgasz1u6K/2XtmrXXfa2a/h+ST71zPda7n3c/eM2tWv2fNzE4YL3Z6+lOedtEFF8aL8Uq8/qMf/jDl9+lz0nEnROnE1D+hvl3TS9UW3fYbN335Oo/6JrzR3m2/u0YFftyjTnv8Yx53v5NP2XplPQ5kHLVU9vMoplwZOO/kQuzl8qljfm5/kC/SmslFYRULFFinhiy/mqOgm7tefAt5twVy3omJ9hUMi16obVlJupKSQtO6vjIbAtFLXZzcf8Shh33zX76ZXMr/oOgXH7npxpuiWj79qacfc8RR++257+532WWXHe6y8+a77LbjznvtsvvdDzjwoQ968Llnv/nb//rt9BL2aokvXYyY8KB9D3BWoB8pkfE2RZay6EA71MAPmbkPbF6jJPAEacqecg0Oisf0SjtMqG9938l7/JbeaRRBJGuOy/9QynYdfAh7aceNSnBFhZzjQMGxLvF/elCn3lotILtgh+ZQdldkBsh5+7j9t8gQ+rMQx9ydTh9WT4NKtF/uFu45mbM1ZpwIal0u3emWCfB7FNvqulmc2Vl9MTDuI5r5lVAxtlke7o9DQ1EOxVaLstNBAGq1EjgASc6E54jvi2kLItLWX1QNn+4sm0rX3f1VPpcK47JS0rG6luYrgVYfuF8rUwza5ip2gYq6CierkLKk350ExgFl1nao/UWo0jBUpjNcO2257kb7LT+V9h0WBVTm4L0enNGD/gy8dbwUkP7k3jGAt4UKcN0y6isLuXMD1F6okWL4c2qw+k/aS3nOaqVYPSPlmWbp+AmnDKuIuG5r45sbJo0R+nKsnQpuABUkwXLJfcGv1tHaS+PopCD4TdkJJhw2eHTcmRI4UZBQn4Nb+uUJpz3uTt/Xt8w5k5grJSuoVTGxe8NZr7uz9/ilZPRb3/zWtuMbsZWl9L57zqQtq1vfrZwjr5iPTX3kwx/RlWPxzm1WNrz8pS+7/fbbY6657bqNmN+A9FvFA3qKRv6+ACe4yEuGTLuAkpyGFgkWl7lsFIGUIaK+VyuTU60PtchSqwUJi2tKqqtjp4WmdTtsvd3X/vmrqYYT/3/Bnz9/Q78uifgr//iP2vuLX/Ai8QLtycdTrS8m+omGzRs3pVpfeiSivqHC0gp400qUy785CU523aoFgbupIlvnTTgpHJ/te5MjVdLgu/qNFud3sCNXgkMrNqfmCBBB4GQKZC3UETIBhwOOopeAoV5F2hGOKX4eeMHCPe9+8Be/8MWE7f+7tvlf8i9+//Wvf/2D738/Sv8Ln/9C/Hzpmi994+vfuPGGGxP+Txv2qo4ivRLwg+//wN33P9DPUyy8YldkzZICtQkqApg+sLf2Oe/qowbHpDlnjrfhlb4J6T1+QwZ+Qz+V+6YZStJwp/A+6IpmOrbw/aKl+dTcGIN6jikyOght1GYGkH0ZrRV+C+oTpi2C9ELqKoc6YnQj4ArpV6JNcTWZDHvF1pEU6PQs5EkZUnHReBK3O0XDVu9jWOFkQDlJ5olrjaRSR2brODAU+W6hAF4HwDeGfkEhJskLbUQP0hjUwEnJ1e/lL3Pvd9F73Jah1XPEuY/PH+ogwb/VjX+tt1OanvupQgli/srY68vq6v0ytUmlwxoPV0piBn7KbkAZzTCzW2OBb7AX7tWRnhn7/2qIUUtazegVozSH+bR+KB4vJLtltUEmoI+6gxpVYfKyKPZsCQXh8D3xKKl80QPCOZENrvH5ro3+Ar+t9uBMa+5gGNW69L0838upB3a6ujGWLySvO5bas3NCgYtcL51Rs62Ey5iNder4Bk4WEymWxOcY4DbdyfVa2lEmJaKvDhzmlRgrAB1BuSnCcS5izd75p7n0qtkOPA8stkRnRIkveeGL/+M//uPOe51DQn2x/fvf535QEEu20drEM6f+Y47ShI39ussvuUxR33nnvAXGMsbLPXba9TGPePSDH3DqNtO+waQPrzvjrKuvvPqyiy/9wPs+cPQRR23o1x53r2Pis1dcdvlll1z6xMc+Pl45aL8D/u6Df3vpxZdefeVV5559zvYbtk2M2npl/Tl/ffb7rrr6sksue//V7ztov7sqr6Ls4pVIT3zkGaf/2f1OPuWi8y+Mf8Zm3/3Od/3vh/3pNlPtKzaykmyp6f/yxS+9/NLLvv7Vr/1e/v3kJz+JNDzr6c+cFlsaK9Y2/UMecOp73/We2Fpsc/xcOn5e+sKX7L3rHj2kboor1H5Wlv2+u+8VW055f+zliEMPm2xkvO3iCy9SlYsjTYlODfXt1E8poK7wVNSnCvOg+z4gjj3SdtUVV77q5a/ccdNmRDiRq4/4k4dHVsQb4hjjJ9If2fjSF+UhiE2NOnnYPQ6Ng003RGB/7JFHR6ldMf556UXnX/D0p52+af3WOd1fgylyF2H/85713HjPyJ9LLosieMHz/mKf3fZUDbeOFl2U8hmvevXUy6XTZ2TpuWe/+b73vk+yFM7Yqhk5oZEhO9w21FJwrJy4NIiLKta+6LMWwRAOOb+HLtUwRqJk9512iaNTBfgfWKgiwP+P/2kVsVpL1MWi55173g7bbJ93nxvBVPtVJyzpTtv9L+MqxyRc/9wbH/wqWar0cvINqZWII+guc3DgLCzxk83UVAZ+62WPX58VuKlsBADxacrVCZgPqiSoSEI/vFPU50xOP4s0lweCys/6bHNeEJJbjOVgO5TqGanG51Jenft1mCa/HPAWagucucb4gLUFfcrVjfnIPj9eJUCTAeY2fcHPQJMpqZEAZgt+AF4UUVEkygFo9RQmG2opqhU4rWOjkEWevSl/rzI1UkEbcV0SSpyEZcCG6CmdnmOsXtGTSNUecV4Gv4wxcdkjo8iEF8YKYGBHv9JT+lMlWy1tBH1CD32RthQQxQxEvqQXq6zQn/ppZ8o71SISOApQTrM4pg31oYeTz9OfU8ouExYw/HqCzrzy72hZWJvaV0+5tGOvEJnmF9JFnCpiCCpDNm/m2MU8r5wFhfItnF61tUlt5OgR2I9tknVzW07bETYHdR0OW8LokoVKba3UKNQZFgd6PJueKzUqzxrAgZmtStP10hctlB9Uj1L5V7+tX/gt7vJJpzdXuqse4DmMZ3j5bjJFAAAgAElEQVSmKsdymvZetGkrWi+b6dMXOSkx7+nXK3qP/qoP6kf1NRRL5MsxDzxgDAzIWU0HU+N8OIc4rzv5zQ0R9emB7BjJ0AWvLAx3pbHERO3Zf/bMX9z0i1Qm+mNRhf9Sy2f81at1shlcPBRJ2IAT6ovJuqK+t557noZkzSfQaNPjX/nHf0xnh8YHT3vkY579jGfedONNKaONOfHb3vLWiChOOOa4+Gta/fidb39nKiGO7cSfIgRKj8f/Tzz6OG32vHPOVdl94+vfSLvm0tBisxE5v+dd747wRhm+Pqz96D98NN4Tm1JWxDt/97vfRUQawZWq2fYbN13w3vPTHjxNozXb/t53v/uQB546bV+BvFC1a/q+7+57//SnP9WizRGHHKZz2JdcdLFDfQnwnHz8vf/AqC81u72v9Z2uvP2L5zwvDSc+8omPfXzPnXebTg8aqdq89aaogYmlcYD/Of3TIfzkxz+OyHxtK28LWIRT7/+gSHDCFRGv/tNXvvLrX/9aORD/fe2fv3r4wYfaBvHpwYhmr/niNUpb7Cv1cu2Xro1DBkc8jjHi8Niv4pm0ljX9efvtt7/yZa+IIuAtGZozodNU7YJsg9Y24PKBjjKe/Ov04BqfOw45zdXciGZn9EWLA5EUNJNQtdStUBGEv+7M1/7sZz9TqHZn2LL+S1yNLP3B938Qgfc2azekJAwSZY+f6aQBzNfXeFfsXIGLOuYEzBbanHuRmHzykZbdclppTWECKvc0QzMMqdzX5Re4DylxqWw61eXWvkqv4/UHkCxthbbLQR2U5Ss5ZU8p49QmbkGp5Ou4JgVzDk4sKGah7iHNJlyCGZL7MkPQtzPqqywBwEeK6OxxBRpFbbw2Lj7aNKAdEYed8S4cPelXzNeVcluHn5GABVkpQvo5TVMYhIgk7iRQW0ChwwGeQzREfS6TNuejhC20utitgxgkQeeNxy22xu7Izyz0C5vVRWhHpjH1MsC8mGuzUBXSRpebgb1TVoCreFC30eJq1XhiCHvvcj1R6RC63mp6AfVEux75s6Y8goFkQecRrGk99OWJj7ILM2d+1QQaMptDietgTf4CFw+TV4fbnBqojrUyNFRgnejJsQxyadj24rXd5kH0f/XzbKrILqF8iWaFbPSs03U3aCm4kUQjdTn3gWNkg3WTLJ0bVM0nIGMtYaCgUBhIeRHZxQLKX+y0p3QPeZJSye1Exmrvwww9Q7H4dis7+34Ce2GpwM9kpn9mXLeUVd3LdMp2a4cfpjsR9dGvCiPtqR4fNEiZMOS0fTw9Mn6ANmhE2hmJH2Asdy7qW1m3tut5sC19EaryR8a13YatIzT65je/+d89CP4O/kttfvQjH9l2/cahCT1IMP2v2B7x/EobNq6sv/xSqPWd+xZ8Fm9OZ+ulnyJoiQNJqO/Vr/yrCGnS4rR00HxsZNOGiPqOVdQXb9hh2+1SIxH1feub31LUF8HhSN7UbFprmpr67W9/+6VrvvSG177ugr85/9///d/TxYhbXnvGmRuGdYmwONKnPOFJrzvzrM9+5jN/kIpKRJhnvuaMRz78ERuGtfG2OPCt12544+vf8IcJG8dGIhZ677vf86Y3vCG2H5FkunjdtdcefODdSG8hHkcT2m+Pff7t3/5NX5Y9ob50zkGLqO8tbz433jyH+pJVT7U+WxSqtb744POe9ZyI6NIjEdDusdOuCfWtNP3LX/qy2Nr1P/pRhL5nvvqMs159xuvPeu3nP/u5NITY1Ne/+rVjjzxa3dap93tgBHuJyfGGyJZ3vO3tb3zdGyLYixfTqL/w+S/st8fevaSJ++y6x9VXXpV+jRAuAu9z/vrsN7/pr//1m9+KN7/9rW/btH4bdZfHHXl0gvoJkP/Dhz78+jNfe+XlV9xy8y1JE274+Q2nP+Wp6e0FveTrukgVvHzrXG2Qt5T2OYkMGlPBtbXy/hjK//oiB+UwA5PlkJczjPTBHr3t+rD21Ps+4OMf/ViS3X/rNe53/J9WBaMyXHXFlUcffq9psgmHjBEU2dhX8gmBQxAgMXhb1Kf4ISZgK/cAzLiF99aUZxqlaw4aSabepNc59Ab8plGos2KCKUBCojD92WvqIwPRvJ/D/xIvUs5tLBLbF6UVNIVTfhUeQgLnsz3ihuYomA/5nBXybFV1TAGhR6CnlnnbEcp5vWjeJIxMKFKlnJAVSQ/trGbMiTIiVeRsuCweUnIGq9nNV6Bn1jYnaZaspuol5kMwL4CvIQ1ADNEDWGUOC6W3Iet6YBON9y2O1XAgGdomZW8wIyDic+Uj7wDLhHUQK5Zw1lb7yg5zjSNVbkZV9IyVxpdeDZyFOg57n+NNIAMYp97U8hrsosbnrPBqKao2FSdfWhZYU0vn2OkUjHiJPH+6huZ6WGHA9nlEOSrhAvulG6mns1841hlLsS9qH8wKdd6ksMBZg0SJq2l7TDJ4QXuIO4gvRQW2Btdg4zYiLOqAaVTcL/46kPrNuBeyuw5+avkRxOHEH/NgEBDds6WuotMwW0vcXtPWYjoyvMX6LQmoUDB4kM5J2apvILQD5MspL/yKKE5SfwUAXcrX8wmcEwALBA+kEeoo5sp4xWNFbQ0gh8JOhTEC9pqOUd+dXOsbUd8wCChVLuW9IiktAFCaBpV+2rh2/X1OvPc1X7zmznijQwJL119//QH77EewbSKvU1Mk+N1NqG+dQ30DcdskKyB2bCHV+lJh59ovfSnmplrwSagvgs8Tp1pfAiTf/tdv77Bp+yTrbdZtjBDo97JBLqI+JUlRX3zkW9/61iEH3T2yeodtt3/Vy18Zu0hAJXa9x867DsLqpDmvcfv6RHXTl0Pvdo+ES+MNETe+4i9fFkHp+n7l5BPu/fWvfS09eNtttz31iU8WIeZnB1DR/fY01BcfOfzgQxNsjv/jCs+3nHNuvHlt18f/Tz6RUN/OaV/fstt+602M+k5Xgp/37OfoSD/20Y/uuctu67rxhWa77bTLZz716djaS174ou02bpOGH1XxmCOPik0lquLQXvqilySSYlMPfsCDIupLTUV49szTn77Nug1x1A879SH/8n/+JUHBm39x82mPevQ03nHUf/JgO9cnfonIOQLmlbZ/7KMeE1v4p698Ze/d9sgsarp3vf0dv5cDaT7y4X/Yf69948VddrzL+e/9mziEhNI/+P4P7LzDjpEkc0wTe9OpgG5bIPn3JTk1/eLWoQ0u/nHwcOFKYhg2q0lGx63RHqep5R7LgNus3fjM059x4w03JjX+7272W/1fwsyx5YjwH/XwR2wc1lGahQloLVZZ8J6u20kY/hgeG3i3BmNJx/zpbGOneGPO6qBm5VMByIqWKAuJSRmeNZNGReC3Vop+axPw0x4h14GotghlgCfJitatuEyLojXkUgDe0hed9KE8RhBsDSB5WVS1EcM25iWuyABd+6yIMwAgADlcyXuUANhDAUlJkVV3uo7dtea3gFZGalpaYAzHunQbqwflvqDzstYu/erm1Jn/pOqKhcpXfWIGzAtbqHaHSljkWCwgydI4jWYFHhU7aN1ewQA+MsCBPSswRQWr2VvPn0VwApU/aRZg8I9YNQnKiS3snzeXQu4IiksGXYrF9pydl9rbgvqZMwG1kZnrmtUAS7EpnFU0AgYQBDKqR/8mfEgjcidm42oCUEtpYQ32khefu1f55dkB2+OKauzimnIez2bPUKGkxNkpmgPu8lU5OiUPFAj8eg1gXWFB5D3IA0jLxvPCXkiHgWwbPmrgCsI8NnxnlaB1GBranrx3ejAgizCI9KAzsC6UpqE5Chgnnevo9YhdcsIWX2TxqskuCG2s7W3BN9IiU0j4dSvR7xby+45RloKx0DdFHU/eqmRVoyakuoregEW5vpE0WrrQ3FFrfcN45nVrr2yyRaRITJcQ1/j4RECCiHLkd/h/gPrWBUV9bUnhysSExI009nyW93TPStfvs/teF11wwW9+85s/OvBLSfz9Tz4ldtrpCz0axdhTXiXALw4hEblxZS2u8Dzv3POkVGjj6pe56Dq1FhT1pSHcfvvtn/7kp974+je+9owzz3zNGWe95owIHtb3a4876lhGfZtTgxEQIuo7/ujjkjLEls8521BfpKqfgE2k597HHR8hTYKUP/zBDw7a/66gJOOIznj1a0rUl+vGbXz8hJ/+9KcJfX3vu9876YQTU50w4smrrrgyPRV/imgwoTVUtiGLklBfvPl1Z571rKc/47nPenb8/8vXXYeoL6HBEvXtsuNOqbXN22zytT4Zy/Oe/VxEfXvsvNvaCfXtuuNOf/6c573pDW+86z77ryRNa/v4icy89OJLEvSKT73lzedGaJcG/uD7PzChvkjAN77+9SMOOWx9GGJr++6x94f+/kOp98jVF/7F85WTT3vyU1Uz46DinUncEcu96uWviEyOX5LOx3Y++pGP6hBe8qIXR9ZFeuJPzzj9zyKETgXDa77wxb123X0Soiqe/8h0UoA5JhSu/0zGHhCWYzuJYLXNFerCvviZLFqJYO5Lm2JSs27stdsef/mil1x37XW33HyLsuK/4N/v5//9F//TK1GUP/vZzz71iU9GTdhp8w6pL54IwwkdWTcBfAsL78ZXJmOPn6DPsjiK2Tf7EmB1xtSIza+p4OyNCxp9wXY0NEprSmcjuC57qqFdGcL6vhs/8cvQRmPscyMko3yll4I/BBHgjyqJFxz/mVJqUD8he1owJotNQGN7TUAHwcATMDbMUCQ3KUXgtfeSK8hL1QnCwUpdfJkvZIRLSxcgdcaEmGq8kmTQr5gUmpiEAE0g5IBN9zJDmmaGlK7NcXyJkKkt75cXKtA7ZlcgE4KOKDFNbOGkCkDmlGSvUEI2tbzo/fYHYmlmuNvOUL68xGe6jMl5gL0uVUiZJfzqGG6D4pph5gkrg5OXI4aqEEAYnZLaE57sgbCQGJhtSihHQKK7eQUkyCMk4uqGwDatlE7SX1niT5INr+mgfJeOXOJElk8ucBsvecjdCrMIdNt4qGQUkE/bNyVMrYHNoiyC37MKLAVlM9StnFyBG1ClVxCdemN3Ouzeptij4rEZkqtB9cPGp7GQL1qZTitwhux0Ho1IhsBnupCJtart6BbYnEsrsxGh6zD9ZzeFrWGzpcN0DEGy4U9ScnN60v6KCYWpEgmu+LIeemMv3MHcrzPtEGxcuKfdMc0w51ZaPdM8AHGarAak6A6pgEIdrcsZ/EuICGtEmYKElCBLA9zYpoQgLMG0lprrdAUUzHWeAChR06AnPPZOPMNz65X1aYWnJVU2BOLSQNzTRCcvcYwpXYQQutrzj0JqbCoCsKc/7fSBiAlMHn0iMRuGdZdRre88FSsmcwRuly3W+i6/9LJNG7YeNAeV+4876pgC9Y0NOtQ31voknT3nr89W2V10wYUTZusjGfc67Ihbf/nLhM0i6rvbAQei+sVnz/SoT5P+mLf1Jx1vqC9ScvzRxyRSt9960xWXXa6o71Uvf+W6sALzIKq6hvpUWGn4eOhi+uktbz5njAptpdYXIVPi5/Zb02kuT3/a0yZokWp9DvXtOukbuCdLysc8PmK8C8+/QE+AfOtbzts0LvEdbzhVUN9//ud/fvWf//me9zhkAmbdvnvsFVmUhhBR34ue/4I0wIhUI/787W9/m6i67tpr99l9r6Q/08QBuoJ2XRg+JqgvNvUXz31evJJGHaHjbbfemlHfF6+J0GhdN2RJiZFOXG0LveqM87hewE0hscNhROcniXrrrrBTWN2AXm6s24OLK26AuaoR/fZ77rLbKSfd5/Wvfd3Xv/a1OPAt4r0q/Iu8+vm///wTH//485/358cceVTEe9N7GjvUxl6d3jSRZCqKaMcgzfjJY7EF+YYYwf2qs8UumJ/GWEnBgclKADTr/cyA04V4vxCTCUgVvxH7rRu69SvtStAcZSkQq4C+2FSfFya47xjX2kJJTIU0QoFS+VFohKr3bmHL1oBojOutR2qEo2GJUZ1KT+E8C9RLavAk5TYnZ5gnKzk8kbhNiAucnKUoVrjHfDIqjchifRiYSFNCcgj5E5aS94CgkQAlKZB15Osue4F20MloU6jhaulkDpilQCPqigPQQPSQmQA9utYJnZIYHZGNExPsANGKW+JnQ/3WTBhURaGs5sRrFD+0UgIldNFj9QOAt6aYmL+mLhTC1dbclllvl9+WVOx11NJNoHJiBqK4gr2YW+l6j1XybAvcQPS41F+y54AV6ZXijKjxkLkkDjfXk3mL4JPXmAC7uN9OJwIAIMk8DpHhSJXv2U4NIBEb7Wa3SQ8XT8KfFUShbRr2yOTZ4/pn0FqW1YSXht9czdN+5dPaBAav9totfTD7MdzZAUzIxXblPBLspu0IdhKwNAnKRayaBjiFDmutDpHyWExjRTRkOGawcD3QSlGCxD3u69MUJ3i3pVHTAgMFngYQo/piKW1VMqSM+nJqUsakMh7oFZ1vxuCdKA8w9Z76vVNrfVtP+/o4bLeM/vN2RL0niE9PNCenvLYb7nfyKZ/99Gd+9atfVV/H/D8jMqbaZ7/xTUXi4jMJi9kJ9XGtDyIcoj6I+oL6EmyLDE+YoU8oqw0rEzAuUN/2qd9t121wtT4Vd4n6xuNJlu1Rhx952223JWDzox/+MKE+jOWroL4IRU46jlBfJKwX1Bchq6K+v3pFRH0DJxmthklFfen+T378E1ddcWVUiauvvCqdaCL7+s7pxxLltK/vhGKF59TU5q03Meo7XVldQ30TSc3Y5vqwcuB+B9z/lPs9/GF/8vCHjp9HPvwRn/n0p3UII+qLCHzizKmywjOivn/+p38S1BcQ9f3mN7950QtemFFf41Dfdfvsvqdq0YoUnYZJpSM8/vjHPqZqc+H55z/s1If874f96Z88+KHnnfOWCCYd6lMRD8RVS63SVt4AC3fzTw3BngBuQbyKT+AwJUVVd7m+rFR3Hm/6nxFpVR+ci0tu7aD97/rkxz/xrNeccdEFF/zdB//2M5/69Oc/97nPffaz4+cz8v/0+fQnPxV17z3vevfrz3rtM09/+n1Pvs9Om3cUUtu0JlaJX5GpNMrqhBJnpJqVJtSn9HcLI34oOLYCs3WQSpIHGMDXORcBkImY4z6F9IWYdHEx1RYi8BsXeUbgt3Zc7Tm+zkGC3FIrXRIaORtG16fOypQHJ8hp8hFnD41OIBJgm45iUQzKxzIJAcj51IvIJdjUlU7PCW0QWFFvhWnUC9uXv6gmpjFUGdLnCQJPOUAIh34zDVg3ZrECuxaeFZh4YI8D9Ku/mqSKJGHApgCb4YkDaKHKOuCqn9BEOvW2gbrD7AXskWdhPCf9BLfnpDEBSs3jFTdvpV3gxErTFSAfG1f2MkOWUoT38/iANpeZBmQ7uiDxIXaugVNUZt34p65ZYIPt0kBQCtaFZE0s99bdDH5SFxSQ5QqdLWgvrQSRpkZKuoUfCzNBRxTwuIQUj9CNzOs/0ab0O/GRHzYD1y4qTfWgBm4rluTzNp9i81NTyipzuy0Oioyi8JBOz0HBUPnbgnstmg+2E4rGS8W28U4hAIquCQhxYRNwqSJSmOboHL7ymLkyF5CtyVpe4g3uKHhC74STl4Hbn8groCCT5HEvNl7iSTogZ0J9YnIi4LCwmWBUQd2uZlO8SyELXT84BUw1VIScK0igNd2yrics17CkW1SU3PICqdVVlHdurW/j2nVrQw9D44NtwAniiMAFEHv32mX3F/7F8yMAiIn+//1mv0TkJRddPJ7IL1M77IBwdjZ/2TD4FZ7smzCumxNE1Hfaox5D4hPpl6gvuZWZfX1jsw71DYL67nVYBfWBr/GoL8XOya2H2MJJx59YoL6R1AL1vUpqfS27xfF/XeGZUPqJxxwf8dUO224X/7/yiisA9Y0rPOdQXwqiRa3v9F7mBRzq232njPoSK574uMd/6Zov3XDDDbf+8pe/vOWWW26+OX50U6VDfQ+GWl9EfYeNqG+ooj7lpEN9e+++Z1qqKrnFxPPJN0V4jKgvPnXLzbdMn5vTREZaWRpR39677pGBq7nveioJhZFOlgxAYiRf8OgpixPcGoZJNklISubn0X0AzkXjzpPks0NIQZqIWtZus27Dtus3RoWP/29aH//fepvx//zJOzBtsEqeTA/JoFZgLYN4QsBaDblfJQbrFX0xIkz7OI0o/LbnrTFNp7EqqczSaAvL1daP5O7SsqKEiJo+4r1xkWe3PgM/fGphusSxJikqRBlf4CWk5yu65LfT0JwPBxFjbRNyI87jaR0KpcjcYPGg10yntJxCJevQAZpaovsqsQcyR9scTNMkGYLuFL5iOADrw+mSlpWQ+AC2Kf3egS/Af1QkAiqaQCdHgb3DT5S/irdRsltdhgAGkmDS9LgMRAuhuKAGqE2/Buza0nGkqoA0CtJgUCUT0rYLp71dMhDn+qDrzDfUDWf1xJyavmFmWPROSKlI2f00NDpMGH55v01qDDAF1i/UNPKXYHZN3s8NtlQDvyrKCtf1WQ/XvozCH6SHYYjpcZbCExmwRkB5KDrj4Bz5pem6nDrBUUMXGvBwMpMDEFOs4HPol5ScHQt+Wnww29SihSGbm6qCOmdKPUkWtREYJaM2w9cWFmD7heY7v917xO7JK1hhkqJfGz8EGzIvikRpMj9tFKUioZPUCVmcUMOcYStAcdhEKCcC+xxlW/xJUJ9g0wrqiz81fDZGelYtFhvsfPvO8uER9F8u8Cd1v3NRXz7Ds3W0AWb25uRUGfRjjAfr+pVD736PV7/yVddff/3v5TSU/xnlKfX/xMc/vucuu0m/UHc19A46Wkd9tYEsNU8aB8Wo79F4p6pNifqSNm/LqO/EY7DW92ZAfRf0clxKDfVpj6Ofdfv6wFGORUi3whNR3xW1Wl/W2AWivna/PffF01yOOOSew4jExirWxXyGZyQpke1Q3y47pE1xHvWN+/omAcXu3Gku4xmeWd+6x5/22BtvuDH9FP99+bovX3bJZVdefsUPf/CDO4L67nmPQ9ZF1NeEfXcn1PfiCfUlN/RnTz0dV3juq6jPTDj7LIf6Yvvp5YHpc8Vll19x+eVXXXnl68567Y7bbU51YMgVyKmpZwRgQNmb826maYAANbOxwnsxjY0tDLlu2aaVWrCaoEMCzHtSfqB+lkhVh+6mvdIXxhgQqyg2lwDMrkC/yKU6YKMcgrMH1XAGEo48n3bnpMoyXSO4iPfgurEu4d0g8zlNjjYJbLTj6xzC+vwZgZ+dKINZwlA2WOkdw6qNZaBhGh6z1FyKYFoTM9gzk+jo+klOy6BCUjC8EK5JAZmmSygx4bCb02reRafvOWTybFFMapPXE0oIaxwZlcTLGRQMJNOG2aqbd5juD9gF5vSmjXUBaQHQtdkq/mEL1bjss6UsZUJ9Fe21+W6C65BGA3AKMP1kxTrlOTsizvDavkFZcJpeaaQwHOvXQawO6MmolR5xFgFgI7hmucIzEKleG1GOqhiBHCDy2Z8uzminNV/HSab92VgRj4KU8HBYdjUwlm8bT0CguQyZMgB8Agl6a+bjjSINwd9p7F0gSvfuyy1DwBYgvgBnMo4ybVdrgjhY8bqiSHoGhxyNAWL1HlLVTwEnzA0VAau1iEPcSH0ZLFH1Lr0Eu76u98pjC7zxzkHcSy0EED9dduGsKXhiylKzzC/wpCemnaBpzP8Z14rCYu+dDI0oJ9rMkfJMN/U7ft+qUE3nC9CwWyjutQQkJqDYm3/0qjxQswTzdJVmlQY2zqpCVD6p3zsZ9a1X1GcjWtRdACtWmxGvnfaZTSIm4jGH3nePvd/0hjfeduutKX2Pyfr/DPVd88VrDtzvAD5NJ3EyDOxTxs3HGfXZvr63CuqDHfktFIRTvTgg6nsso75e7p9d4bneob7j1RGUtT5BfUc41DfNKTTaY4H6bIxTra+6wnN8A165wlP2l2LoHT/77bl3/c0Ny/bii+AMzzefMzJ2OteEUd+39CiUzf4Mz6fpQDzqm/b1xY52vctOEc//YTrgMT4Vx3iX7XfYZu367TZs8zfvea++0jCivrGINFF1qkd9B6/tVuJP++y+Z1Hry/7R1foi6jOQYE5tvNmhvuc++zljUWvtxq1XYvfr4mfr8bN+Q7+2nA0ZKg6HQvLMPckd6ax8df5o5lNY6ODdC7pp6wJ9ND/i7UsoSS644tPl1zDoSQlLhzaBvCL5noklKWpasJmyH6w8JGerQbriqEGsRENKAYutU86H2E9h4QKBikwjfYPtY5uQQWbUN34Zgd+6qdw3rfZsxleADAsXX9uWwADy3GIkpJKqMLT4E0mFB5U2WUjMQi9WrNFPLoGm9j3Aa0vGuhBesJ375ZlpnG/VXEHnI+y6V2NGpNN3OQQIN3QYDdVKu5IHUzyACuSnMsF1WV0vSSoO39qRih+2QwuVDc55XUXjko4CKm1wyd98eQcFh2sRTd+KnLg3DuQxDsUNVSDK99S1F9JBY1ee4WJuOH8ygOZ4FdKnsKZXSor8AzooYVeDnKQBDktbd6YaIvuP7OYgNasaS4F+KjzqLoBABBP8AP1no1CTx0lJ46HPwmUXGXTh177xRAkvgmh7Yia5FGfOoITk6FQuqEIM1VCH5awsmE1rF0QDe+YMeArOm98zWAVuwb3szfkEbQGnwHw0KWrOpIfQgoue+iEHqAvvlx0u7+fgZeJghymKzR6pVwitoVBNO5NklqWbWXohBqMJzpugxMMCiOHZKJt1AuJRHIT6wJ+ihuVtePnXkSaN2UEG3E2rrht4VhuEjmtunQ1ptY8iK1QaZw8oif8HtT63KHk8jI5Rvm1PAvJGoMKMEqWx2Zp73v3gd779HREU/epXv/q9nGZ5x3f9xfv/zze+ccShhyWwxGJNgiPuxRhZR33A7Ygr7n7Xg/bba58EP9IMB6O+xxSyGD+I+uKIdsyor9u0YWu3wlN7xFrfxRdG1NcmjH304ZAVhbYAACAASURBVPdK52TkMzwj6uMMsjjD0+hfO57heTyf5nLsNPbxVBWs9b3q5a9YH6bM0hBFpxXOAvXdU/1agfrkLe0nnPQHd5rL1ODmrf37+tQQHOobV3hOR6QcfvChkfKkDzfddNNDHnhqvHl9v7Lt+m0uvvAiPM1lemHjSFUN9Y0nIu6ze7nCM4vv9Kc8lVHfXpNomrXdcMA++x+47wERxSVhxaY++pGPqNq8+IUvilc29Cvrw9p140mhfZTyIQfd/cB997fTaAq8gUxWnqvXs0iwNNgWyBHJr/OuAz5d8Ws3wBwWgBZxODXvVLZTPN6t4gxdO7VMutJL4Se70pfKI6E3TlKAVE9eJQaTm8xhnp/C2fpigN72Qabo7ZsqK+yptEUBxD2u7WynIz3Tq/yaQV3QSAatsEiEycJgiZdhAcqjN08XAxLmtvxN7hqGEwZjo7UwJJrHK00vjbCY2l4OeAhZOqJjvnLlj90qcfgA9Lv8o7clYcQBdPhhJobKgp0U0XCLmuUQQw0M97lE4Oc49Dtv8rcvkOy2Kd0vaQNl89kbCoIXYiElDlQ75STO2ADF4WvvqD/A2FbTvgANGryBdTGQTSpSdYTl7A1Zh+Jz+Ars1KoNOHDlz0pDA5QMMj+uUmAgIVNOjRsyFlSBNikEeYWEcQ1SZmQwI41o7wsYdbpzAY1gcgXVLYY3fm18qnNKmwHJNtpyFavqTkvOl9Utc9puQYeoEN6WnZKm+KIzOumgFuf0FodsxxoDluuQwwhUBpWd2CzKGnk+wIIOGAWSKstkEJNwCDCqcJahot40NIxxojBowoSsgqkKLPNp6vqA+p/U2FDlomUQi3CL9jdCs23PfRXWZ8mA+RZ6PLVpInZl8AGNwjmcBbWp/sH4KegaTTvduZXzpPyn+8lrnvq7vvapJgGlvAM5eq/ildTKMqqcBcLjYjDTldMe9eg7H/V1fqlkQXCZa7qK6BwPYxf3OPCgP3/Ocz/4/g/84Pvfj1m4HhTp/pV0xhT/e9/9XsRRkmqr+yDhapIXtSHm8e9+57s0ff+7D/5txEJqThEFPeGxj//ud77z/qvfN70SINvYDOqjAR55z8N1weqNN9wYBzVtjgoRwPzipl/oTyPqE2m6FZ4J9cUeH/fo0yIfEhaK8CkCMKdgL37Bi/TBz33ms5u32bQiFY+I+o467Mjrf/Sj9PjPf/7zR/zpwyMqXtf1e+26e0RWCchFrPX85/15eut6ob3jn/jmhlVR37nDUt7SfsKJf3D7+iYtrazwlMTiuTOoLyKob3z960kTIgB+yhOeNIwvbwi73WXnD3/oQ3iaS0R9fQ31Tfv6xqbman0xPX3so0+75eabE7aMBB91+JEpwMTBXnfttZ/8xCcix/SEvauuuEqH8K53vHPjsHZta5Opp5x4UlSbyJmdNu8wVT5rBr7QCW9m+MJUV92FZtuSjtMNhJcWOG2BU3ElDV3PIIfBjwMV6g879UjWrMKASnelM6z7OufBZwEtzwtqkle2HAonU0vOvP+nxomZHX5B5jsHKB6SGwd+4nyiSxOdhkyHu0TUt2F6gfv4Hj/E5wOCc5lDDUVrd+Sj6xqC158K/4WBjXzvky4NrHi9IUYhaSGP15D8zHyB0z07mg9+LQVqTQV7HH+FiQALr2Ggm1fhIRSRCunrDagJfUVJytIKXPG6Z9fLUiHPWXclQyY+NNVOa8QbPSiXMvSXbOnJhEMP4mDrzl9qFfIWs3MnaEzKOxC9qQd14XJH02HLm5USpb+hQZV3zmlaMXxOLHVzF7sUEIp1hFcYlxqM9JrDuTjYRfoVy7lAv1+PClMAUPdmlaB6o6b+GZH6Na7EvSLTdgXJgnsF5mTUARvODfWNnxUjA+Xi1l0LHzKEsA2uaEfWBRQA2cpsbsJmOqaX+qB6D5XGWwUUOtuiLVAZ1ht1p5Sbw8F3BUkBk3XVgVWcybKOHKqnQREqcxVUTyTMCnnrcOoxyHIMohAa53WRnfvuDC2rcdPCKpX8vr6K7MuPdlbbI1t+KvgHzZubnW6GKDvvTPW6cBAdR9MP4Eoe9uCHroKL/qioz/vELOaFHS4nwcZzycUkL8JJA/bYedf7n3Lfl73kpTGt//F0SqT+S4grYQDEt/Hij374w/uceO/pDMDSIxefScme/Pgn3nbbbampG2644cUvfNHxRx1z9BH3ip8IkD79qU/HZt/7nvfoxOGwXG1fn45uh223++a/fFMh64XnX3C/+5zywPve/4rLLv897GCMqE/KxbSv7x8+/OHDDj7k2Hsd/fCHPiwCubTqNf509ZVXRdTE02/t/U4+5Yaf35BuuOnGm17xly+72wEH6rGxO2/e8VOf+OTv5YXaEb08+AEPOun4E1575lkRjqaWf/LjHz/ofg9QRSonO+5wrW8W9eV9fauivuoKz6hREctdfOFFf5jKuakQ9/CHPOzYI49+1ctfEUWG+/q01veg+z+grPWtzKO+YQLqkbBEcPzpwvPPP+Wkk+993AmXXnxJbOTvPvi3O263Wb3kU5/0FK3lRs4879nPPerwUWciVox6G43lP/7jP17/2telyYLCG2T1K9e3JBGwG2WPVDgWr+ScVWiOO7eyoKgftroYGxEFPU4Yr3UrBpFm3i8RChRR4qUxN5USigTLpkMXp6hP4wEsVUJOwp8KkyDQKn+Q5tzRMm3MbrpFgzNuNZdVCrcDAtDdYfCbQGlep10mBEFpHmtozSCneo4vcA/LafNtuZWaAnzrqsdO4mXNU1Efl3kzzTSLn0/6nm4YaVs70ja+Yn5lfHFfwViKFLM15NDznbUMu8Lngtuz48UpibRWAnle9FtGqHp0dmYFUwY0fIfTOImpmNXcWPA2xxy3GrBUSx31KjbovheUyFuFV2W4PlUcP95AmbdDlaNJB9BetNmw0Ju79Gcr5tn7CaMqB9yobak589OnWKXKrZpXlDgQeq/Ww8FRV1seaEQICCujG5gVtbHnUj/OhjDWAsWw1JTSa0NElOsTYQ4DVLTa5jeJS5zBE7vKO03ZWF5DnpdpoMGptbr5dGA4tlqkWMqnDMnqXR7oaG1KCZdQChGJndJu0uBvI8l6XQUxuWy8ZMhgUnPs7bAdn5PMt1O60Kxgi1R5y9MBuvgTYV5NxC0TxoCw4TOcVC398lc01U5RX3rGxUWblyqdndfXGYsasjdBFugUi0utIJVZuNFOT+GZfj4t6ID16itj+82pD3xQAiR/xH8pD37/1e9T1If25osV4C65vqycnA1L4Fymi9NxLztsu/1B+9/1tEc++r3vfk/EUbf+8pdl6S9Bl5iaR3x435Pvo3Jh96GW0GFeu9cuu19+6WV67uLtt9/+85///N+nf7fcfHO8+NOf/vSQu90dVeLL1305Xk+nRz76EY+s+vH4ecwjH/3LW25J4og3/+KmX8RPpDD+n2jWWl9iC+7r++1vfxuxRKQhthDHldDFd7/znYgbJxVvhMNj1rh5m+3PPfvNEWboEN7+1rdN+CerYuwlosFESWwtjiuiRH3BQOzr7Df9dRWfqGj23WOv66+/PtKcHjns4EPF2NqIjmLLsdn467lnnzMI6ovA8g/T+Zbx/ig42dfXbrdxm2u/9KU4xvhIfPD0pzy1F4/wnGc++3fTv9jLRz/yETjNpY0YOAoiAa34a2RLZE6EfJGZ6Ur8d965bzHUd78R9cUuIgGA+sbTXCJ+i6TGn8a3tD//BZpwrA8rz/qzZyQFi21GfkamRWAc74wdPfxhfzKNK/Mk2sIH3/8B1b3I86QzP/vZz+JTkZivffWrJxx9LM2QiYepOZAi7C1o6d18ulxJECUt47P1bBVfNoT5FeYWruYT0G7OA9RmeYxUg3MwDwqIsTIu9XIuZM5cr3JDMzzarLgKGwN4Zt7TQkF3lnsUX3TG0fUeHOW1PDt5wjBk1Ldu2uM3mEPj0hlEnHlVKTjm9gkLYzXj0XQzaHwc75nqkH27zmgb16AivqJ+a6MjtU+8Km+rKmoxkSyfcsHkIq9lWlVqW/x0IspCT4DyKs95aY8aFzYVipa7WherA8JQPjsxqsGLZYYz1yYijd4sqEQmndCPNDduRMnHDsu8Xa02KPQJhAQC6W1nf/JtQ0Wd3IgkX/d214J7JFfGK5O93+hpYosKO2pQpqK+ik61EScU3U1aneZTQczZu5BqKH1exGX7wf1asbJCzfpKRr3KbTnLHZiBBeorJesBSc3EZMjG8AxyBv6UmuClkyGiS+m9FWB878E1KQfq2l7LG2HuA3NmUr8ZqXkymJM48Ko+jOLgNdtgHXynqm4VnfZgCHKnOAdJKirWMa+c5TrBmvZO35v8sqsha1fGnAPv6+swfZnpOLv7aTlv1eV51Vw1W3LmMfWuswILZ+QVMF2VqN7zsFMf8ps/9r9fT//eF1HfsG5tW7hylTTbIX5XPRMZB3ykVBr78Cun1nX9/nvte9qjHn3WGWdefsml13zxmgiiIgCIOXek8Fe/+tX3vvu9U+59Uh1YLoxRToi77LjTO9/+Dm1H/912663/+OUvK4zUhO8Ln/t87OvWW2+N9zzmkY+ak/KGYe1TnvCk73z727fddlu8MzZ+8y9ufuXLXh5ByO/hDE+lE1FfAm+JjNunfxEpTUOr6+1dtt/hja97Q4Qo6eaLLrgggissCR5xyGGf/+znIqTBAcY7IwNf8sIXb9qwdU3BTGr777XfD3/wg3h/HHj8/4hDDxuvT+1fcvHFifnxenpf30o7uo8Tjz0+Xo89xp++/rWvKerbvM12X/j8F9Ij8f+nPvHJQWz7uc96dro//vuHD39YTnPJqnLwgXf75Mc/kYaQKIn3ROgVxZT+jNB323Ubk9N8wH3v/73vfjdyPt4f9STi9mmx6Pjmhvdf/b50fxQHrPAcn4qw8OlPO/0H3//+7fAv/hkvRuV3ZZ/N22yKIosYD9VGhTXi85qy9VxscZGVgcFstFYB6frMPH07AUW/qmTV2c2ZQDvncxx4aAItXKzup9XPltAIKHZ5Qw0QduVFm02sOQGOeR2nBYGnCUtSKzwpaauHVUKPSDBmM2lSIBiTYSzjmo527fT29nX5VE8QXznRlgItYjmf32ieJMdNry56aUQb7Pp2RYDo+vx/pHAp71DSxKtQCTwuW7aX6CxnNXSWWJETU5+6VUSw6rj8kcU2XlAbHkXnmnW5OGeWDRTx5siwFJ/brKYcFGE5J64blG1BrM2SyJHjLtXrymH2NkxHZLdKednJPXjQ67kKVIG+kd66ZHGGseyxt+jldAG/UwAWSnA+1omslCynapXbajfUs2GHf4ohlH8qZ8qkeZYPIFkDOaxpxJySyAFcsfrVQpnrnnYwb1yZA9qCxK0Fi6FkiV4inmxH4VDrEWepKgZlhRxCBOrk658ZBOVHvcicrzNfA0GhQth7WpRR7tqdZw4o/9JSjhk2zl+Bp+RiZeHxFhu8IzcPDBe3og2dMP/NwrbPqss7q2ZMBjlnG9BRO+gChjtgjav8uttddn7IA0998AP086CHPODUh0xf8PMQ+j7+eur0ma7kB0+Fex76wFNjoq8LyikW6oz4Ek/mUQoxfy2NPOsZL9Oi6MXJCnqBbvuN2+616+4H7LPfPe9x8PFHHxvz7Pvf5747brdZacMZIIxqfl5tMSK0A/c74KjDjzzhmONiU/Fz7L2OPuSgu0U0lTa8Ynw97OBDTzruxBOOPu6k405QMKOyxqNWIv7Z9S47RfIiBIoA7+53PXDz1psqp7lMw8EVnh/6+7+/12FHxKcSPYfe/R6bt93OOiJH06Q/I6rZb4+94xBiRwfuuz+u4088j9Du4IPudsLRx8Y2j5v+P/Keh++x825OnTiFzd8jf8aWp1HEB8ftc/LT/nvvm+iM/097DrNWx5He58R7R+Lj9djR2vwK+Iis+jic8ZGRhuMnBuaOdt9plxOPOT49EnHa+n7FwYwI6iL2O16Ij9K56z77nTCRFAmLmrDS5FfH7rBp87FHHp24F++cKpmjmsU2oxRGDhx17PFHHbvnLruXNhVJitp+4tTmEYfcc8+dd5sWXTSCnUxzYmv77bXP0UfcK+lMHNFxRx0Txb39NpvuiAmDNlYcyPz9Nq3OK1gIBBoB4Fhc0tD7wJAbYWgHvTOKkJOczJW5gOf8KqwmncszzLoDLffSRY/IGYtSmNjhGF12QqlbLXvGdKEgr3RH7QD/V++HudvZok2RZyQaGi1uDItp+NML3PPJLvEjpUJ8vOOSXfBB3YKdMYdFXNdYdZ6px3R/uza0Qkz6JNR3x3S+N//clfqGoYQzv84Jrl/6FJxmxFQhGwczvCKVU5DSSDkvrPHdq5DTpYoyzDCZQdRcmutull4IhOCzeC6XryVWB1XN+Yr00ZoKujhzNVm7hXYV7ZpJw9LH1ypxdoaF2KEoOafqqgSAZwgJePOSvFUceKcpOEvfC6v402mCuwEMgW7wonfcqClJW9xZaVD1ZE6IRRdt0UV1jPkIKM27ioG0fUUo3nbKyRR9dqZMV3fgGJt0UBhuoGusmWv+P68PCx8UcDKxlyR5KDzGXCOFI6L751foiMKnL7Oy9iIrAHy5EaMidEOMixYitVhxErpMN1uDM1hxKLSU9aGqY9JFvg09J6H3JFCt9bmZ6Yp/r9r8oAY/L4C+UD7IzPBBQ33I03KEpRKvklAOMlSIqRRWq+FnFW3D6MJJVeeUfm6CyqXLvgvd31jUQNwUyODZspq8gjfI6rOrsVHboV7GGldQnWOGZKy1LgwRw6TXtaWaWDpWe9P6rb/1zW8h6tOl4fzmhgt6eXOD+wSvQpod+uEPYgC9BUKNfwGGPxduVwl4ypliLha+u3x0QGvMLMU5e8nSvCY7jzBnF/TKOx1+JpLpDOCVnEq4IajoAxtOjYA5Xs0qWDHMrnyq5uXvSJuS8YNZDaQAq0Ugu4FY15brAL0XElxXJL6SASxopOWMmCUrekxfftafEunwKvt9p4cKdWb43/gNaQVVTh8qqhhAtzF3ZAXuNDGdtb4FrGFT6acvTR9yxW9cWjlV/PhMl9U0s2NWUBaiO1hQOoOYpMk9lwenx8dNfWOVL2G/jACnk12c9y6RjLaMlE9TZti7asisz+d2OhgjoT5M7zjVK6VsP7GHdGKqqJn9OZvcWEczC6GrgdLzTb03uqa+KrtCgYmAWlGiRtVqBYqQ1202+VOj2aE+bxFlUsFfMutIynNG6v0DH27kA5Nu3F21zerYNY6UI1r95nr8GpiGomXHH7Av0vyai2Pc6/Kl1VMgJttbDbfpy2JOptV5NOeFipBB/HHEQ6ChBqujMCyXbDMdh8F0Kg3VQGxDrqeU5tirCoB0urmSocJkJ6Bqg24VsUKJiuglUa++PWgV888d1ZREeKWoT7CGCbQoiet45wjwOkOHKnv3vjpzoJ2xka362RGW1FTNwJ3BrS64LnJPHGMblzzBnX51dfU8uqxMOSUKvZtNryUffS0Ml4yrsGJy687Ug/lNks2MViEBRafGmVAwxMPjGXn5ZALSQZpQ0dZ0z88q1HKyi9cpHURuH7T/Xa+79tp3vPVteZmivPrpLtvvkF4snvb1HT+9PS81m1Bf2sJ34fnn99MrEFQWNR6q8ujbROT/vPSOAiTArboCTFVKkekWrEBH3fQ+snoK0+Mdzfp4VzI3veS0C3rp1J7N0Sw0LJEXY6GHwQZYcqD1kQPT7ju0pMHoGSqCm8staIG0JjoQD+qayTkQ/7rQ/yt5UnUg1SV2/q0SJLJiHs7l8cZ5suj52KzqkQNVv4B4SdC9Gyq0tXMZagmeYbK5knQWzhaDtLi++hC68j0E1mNatJbfBDhjWQssQZg0p4tNqvhNhbW8lU7UkoDZ5I7MUnomXtIOfSVDDmocj5zO5EAO7YQhL/JcH9q8tS/Ez/hO+TasaaEddOOl9jpN1g32+uesQhYO38jmOfuaStQu1tRGla1Kdv6T1lzVfAWOaJCzVepK4tUJdR4c78LTE4oJyuDHwsrPgbJ6p2Ogt1wbqS51m/MzlpgyeW5i3sXTduBzj/S2NLQOcKYCg2oSUvW9rtDdJxPzTWlUXa3SEngDGJCEN+Cv9cX8oSYReIS78Ov5vfJktAyWUtllOq9+Sk/wJuYVG0OYmow+jrONrNL6yNz6fy9coaqcBOzSPiwi3q2aFnyCm19KhSEL4txv8JPL9lk1NQ2o+aYJCwzTnnU6hF58NVtTyx6glF3Aalsxx22PzE6GGiWz8ZqvVJlQfXbW+UhmXs9RnQptCcW0AlKk1rdKNpY1jI6RJfo43YTDoFC3ChXXRFxZOdiH/eM4FUHzeZkL/nWKxO5a4kgGpqzExBStEQjueqKt5V+hI3y/Bzi+gdsMBc9RcuVL/1x3uky5nPJxf64q/uwUULI9M1/TU6QHZUF/wjtDOtiEEMbFirv++Prr4+fkE07sRZ3il+c889la0LvpxpsiONRm33ruefrT5ZdcNsixKKyEtrBB3UFNfCnn66YTERtYjEcGMxQa4qx08HzYAqtFH/xyfGGXT9eUnxr7hyKZ1qaCxF08f6x0AeA682HZ6OirA6EjCmecoNfMxreT1wgtyD+UmizG0oBW12/TUU8Owc/u85oKSqcUu+JPBcYgKQeqh5SGY/qGj5tXlFOq2X2jjFDiGOCJcr0f6Ol0dkZaYBHXMzz1tJ45PftJN0ZtTfFnIAym3nu1qJNaljy14jdAV1HhG13Mhl2oOokUmpCBXwZaQ7Oia7RMSRZtt4Ze8uHaWcWoi4NPyiRPtTH0acOhViA7rfjRzY69LG5yyLokDPcRuAA0LN0SJiuvFQqWVdct+ki7FQrHDg3qs5wiO/gXrFNaTzsw5aU1sWE6WZBFmG/kE/kHSzboHZ4IfVGFlODe5yHkjXHg5XpmryocnqoerE+Lxhtlb+o6uEaS0iJIyFxlb1YzuhJrBZSLwg9W3VInUQ38ShD1wEQwKWE7LDX3K1MI92CnO2L4tjwpiSg3BfEqo8yCKkMgXSX7oqqjmidyNagC8AGJ5dh54rV+pyqqj62DauZiAvA8xTmAHwBWSzJAEV8txXt7khFV/itJqS5MxUbYMHPRjJNG70XhTyMg+KoDkc06bHZaMly0Iu8nmt7IQmSgOErzBCvI3a00PVBOrOtqeeOcMkzXgwPkTuIyXdUxtaioW5ggHvyz2UtYvIBXiah8t4KTJFv9LnNvVjaZ+VQOVtoiFHarOjGapuVn/qWE4/2B24/9an7geBGsl6VbctkVXYdQi+VAmNc/oLYTmnVQ6suCI6bGHPkC89COG3mk9bUQWRtqFYmSbNdvZRQz46UHC4cIXsw/Dl8mnqdzNX/yk5+8/+r3ve28t77rHe/85Cc+8etf/zoV+n7zm9+86Q1vXB9W8tz8sj3i0MMff9rjHvPIRz3uMY9N+/0g+WuKnNv125U/6SOwJ63CGfCt9GygMaITxKZW2W89awgOgQx1m5pril4SADEva04QfqLazJ2f2VNT5Ap779Q0cmeWTlwtBOFnUkk6wX9v6btOb/uFDVtmbG048GCN7XNPybMCYmnlBioP0FZu2KNk1MfmCd7Y9FCFGIus1VWgq/lb/LW2Jbtbpan6/GKOvpUeq4FgixYBdu04My+gRV7JGRbLYVqhlBZVjgs+4//pdQ5Y3QLNrBXMRY3dcBZtCVYrrNDGMbJE+De9UD5jvzGTmKt5TiG5tvKin63Kgryqb0GoFG3o2YGjcMlnsG6nP3XNcRe95ngkpr2Ur27Hw8NbOfKkfhCfSqG2/CSsbt08agxh5j8Lghv3oKIy4HbGk8pA5CEX4pAYfGqL4aN2m1/Rs4WzZOjBLTPKXLeKpqySbTHwYX5ctF+9edZZKQOJFTNq3/vJUwwoSY7VUnNuubOt3ckkG5UpeMLQF5rjkI/pzKKFNFUxLapfvrMWPasppcViFOsqvtdbh5sGqqhoV9xWMcbBSaTszsoheI8t5YMp7IpiFD36GxySxMkXB9UcmrojplchY2H5eTVWbsG+sPK8tGO0xH5Dqs3g1Mn0JcCrF3G8+N0hphagRNgKnoRzESZY1dMnbQGXUzHy0WTpeNM8BVVbKoY24F5U0BV/avsBr0zD1o2wiksV+GEjemhyB9/pQfluD8K4kHjsouVng/AngcayRxsUpt2wVQNvGD/Fs4FJRQ44dbfWGB968xhqHEi8nW3QCEZO4p2Ow6WI08Ww/977/s173htR3+9+97v/5H8/+tGPzj37nL123cOJ0gl98N05FSqFnoaWLTyUxFfeEYfOyClYyVL7Mniq0uNtydJaI5UP9Fux3poguuL+OSuzpUewBr06rvJPdKD8Cm/pwmelS53XpNaqO0zU+fQ5HCJv8/ehls9ZkmqTILi5mVCKW8jkPL4rnGJ3g3/E0p2BokiLqUBvod3jrnKXeTVVrUVuNWoZtV+x5lN2BLFAalCpDbVAWIZDFWWB8dT5q+bPpZ5e6IMdq9hy3aMCRJNGDTq9nejh9/iNfy55QfKqXHXpUZEFiudhJpu+LcCZyKuDhmZl6DbAixz6unyLVVikjVtMGioru7aw+g50cvbXcsqg0M9qQtlVvxf1t9ZpGmpX1Tb9lumF68uldK7E1Cp0TEYBtS8dUQMeTMIfLudb+C6ocV5yAn7SzHDOzNkxdtyOVxj1qA6xVzG8d3okF3HmNR0Irl94dqBBddBRN+MWlGwKUhgcqxyoBpTaJIgzvfpSYafD7h2/VebXok+qPbYQU+omkBi40lRmgWXWqZJwlq1hkXbG4qqKVFm+uPqnWPDsOSNm1UAI8wFCqpfmu9SBI+qrLantWLUI+tKVBd1vxPOJA3qnV2PI99gD0PbjAahCmSrZmNgY6yg/dz3WPqC3Xj8rjUCGkzWw8iwMvCsr+frZCtQi6EdQjRu8pdRhQn0hn5yWWQN1M2+9bPZt7+/UgTpaAgAAIABJREFUPyllx6QfIK/3IPxdP+PuqZpdBahh4hWjZOq6gcQUMTd1EWgsrUNHUGxBFnXFI8Gxd6BeRCgLN/DUu/XInr3EaRVgiVwtXHMbKIGzdlg0yAHplABVHuDOO+x00vH3Pu1Rj3ny45/45Mc/Kf7/lCc86bRHPfqEY47bwc7kDIUcLQvMHAA1ENSKj9jsy4zCtMUX92dgUWbPAvwHIhfKW7J5URXj/ADkKdKWsl6A9lsmLBT8dxJskMksC5RUK5MUndCWZ6qcZcHB5c4oWqeBNdTnimBkBXgzQ+Lgfu19I+izqr/aRZ06xYEPnjlO3F1vCN86kvU8zqdVdQZb8L8qhwO3j3MKCIOh2OtSItKxkhWgdTS0giQ8XBcFV23cUrTA49JRB/2yaHDUZb+eWnKzVeHOfizc5PXb0xvz8mdD36wEsy95ak07fjxhbc+B1mo4lOB2lk/oyqg1rNiWAUwsbVbgSM91fapaL8SDzeQEmkVJilnJ7GXg8KWSpLpmfS91RO1tDe/X0VVwV9mmviHNEYZ/uvymzNqHglGhIMxpLFSijJOs5MWzcICqR6QLP96y0FSdMQm8oADp1GaJYzwHN5exmSZwXquOlxGCjDc/Up540emqwn5mQsdhLdejlmV0i0dNGdworEeY+ZrTEEdJIb5MuTefnhypNTUAT9wRIF7zhcnBXS/ZW7cdmv8y3i5IYwdYuIuPC3utbjNnRCWjqp+hoLZwKXPtCD/55AI3Dcpzu8QHR20xMWGKFOgFSOgANab44VdHEbzHqGIwEERt3gT7UoiouursghPpuozqH56RmauXOsIM9TkVNdTnfIjQvDDUpx9XVexc+ov0hWVbhPb0UVDUMXbqiNH+e+eSV02UswYAfOIPirBS6uFfZQLeE4y/dsEfhpGy4cy4ogrkeNUJfzr+qZq7O9oSXm0K2JMwBt5GeWon5EGzodY+XkECAtNZiqwDXll9MkCNG1DfVMMkseb7hyastP1KO6y045ep0Krs0kZaJqNT9JJeZgW3kUz7jNhLWXTQVKm0Xv+h/eS7O1D1wLRVm0q6p8zxj6hm6pCF7LZKM4vPvhRYkUwpTPsQ8IbapEPXkxXnKQ8wCtX/jjnQMjOdLCq9SCPOeKsiwJ8Cr4EJxYMkiGlxv5uOCaJmjn4TjVg0GmkArioy7ICNhOqBgDbY49gUduTaIUOj5etN4FGjJ3SfkO1ugT1iFzoihz/dHA1yqdpXlYYACU0mBp1VzZmU/2elctoOK4JKbc+KOo46H6S5cQJaG0K74mWxyHhsOl6FCJOdIR237ATUajs66w+GQMqcfx33+K23l/iN5810mRLvOloe4PilM81PM60t32zeo9gm4NhV9eT5J91SgTQUpg0tL3TRLC4hUa1oi05nyhTwGo9iLt9pJl2U1kJ1EQEUhKtKbk4PAUAPeXY2vUrmQ3861OcqeIr6XCEdh69UlYnpHOrj2kId9SnaxPVyWGZBOrWM09v2uWbufB3oqEB9RfFnbgiI1uSKia+4mb5Aa9nFDT4b7nBQbvUvjSvDxcCFEWjN0D54Tlm6ol8KAtDuWiFytlInlVIHNhD1dSj3OY0qsEpwP9VhIc3wViWOyZUpFf4/GLWheLxSFB14sxUOBKtnVeRfnZgAv5GSotVKvsU8UTfHnBr8W+W2+klLNf2vz3AhM2vy3UKxt+ylXD6TPrivT1M9zFdWUYUQKHSFYv1SMoyyQQm0lgK2XGHAXEH1IGinVqwg4el3/J96LH6dhkDxMnDLWkjRp4LrixNZTEmriMj6kkTBJZcBWCcPVmov5VjagryWO3UwUi+ayqaOrFZmaVAtaVYMbBUGyvjL3Xc85K6gDXnYioa0TLwRIP02mrHxedlVsSJDXLM8OhZWIj6hcViR2/a0/7vrYfVvwcOKvMKyxdaKYlEHQ3alIacGbhQt32OiD3oUPkkfGVVVtnwPvvkQbxuWOAdR1VISa00WpiSQ6wcYnd3PkCM/KEu1nUwrPkG7YFFWvQfwTSu05tnRiKw7AxsLNOSOhrnEhfQteBIdshbz8XEnssBsdPIqxVr6DcerlsfrHQhWbt0Ce4bWWtC2IWhQDAvlgDoc03PQjWCqIo3zinTRhzQTt6aBit+GEfiNh7tAer2QUptpoPcqpcn0HtS5p0woHAsSThvPdxlGYvI73COFI+bMi0I7bq20C9WN1kVb5pWz/ewiaFkBzYUFEE398d4mlUyXim0CZOaTPlcH4vhmmUMSnMoagTT0S38WEcdocAvjuUF9FtUsqbFdKSa22tp481MskQ56bIWBbmdKKT7lWwtEeu4V20Cq/CkX+5RFA/cUdAr31N8Ir39KksArODr7lcgwBQbCKm0yIg0FheTiKGNeUNI/V4hOn4HacX67HE4orpe0Jbk3rAyoFZXXGzAykZZXe30ryrEqUP/UzLG9XTE0R7CbHSjaJ/Z2zP9VuOrZVVU/QbOEnB3287M80jVN4hCKDjUFI2WD2nsosVb1u3aafJHbv1ZMHBhWLxleLS3i91XK/u6pQf2APyuog6Yi6rMoSB48pSzwE+UNeVdbjqNteqtS9la65c8KVp1MQrfk7BYSicUXcAVJ3Ku9v45W92UKp+86+SePUIljxte0tZiH7lj9JnfKf6ZxKdKAyU4HUH0LTGSAVZ3O3oKshdBMkcTJNSIk3iVSeL3lcGLWqIEqwYNyI6I8hXMEyOq2rzCqZDgnWLzmAYaGSV7QWK7sRUbxXDuP0Us238/V4Gqkx0EFSVJdLFd9Rl6FghuB71edN6OoFpCzOLgQEWjaknOIPNXiyuyaRpeU4w3tDAdIAcp+xQRC7U7tTk3b0VzaYMfiIPLA4szqFWUV6oc20jJtOA2ROOYfnAhGj4RG4VQ6yYUXr4LzHGi8LaA+tI6uYBdlqNKRJ7JmeibxTDlOJHkRW9cM3rpA6w6qy/gdRJQ7ARu7/c9FViGxxnyjQ1mOnnLUIoKx4hcyvoqob3x3whDWBGK+ZC3alFvYwnHK5dk48FJ1a0n/IvqNldBuiJ+MSMdth+lmmyDgVf1O58svyBz3q2WlPK/qhoAeyfplx54/WvUClyJt4jKB8RPARtDJVLvraiMqTdgbbzEWNEZkS+nNKlQF3zs+rmt8PMN5brHqZBzqM0OeXonZFUML7CG7XnMqHz6QTjcQZ+COD+Ss2Dzx2fJP5Tx6bzZhGnLrjIijcOiX6MDxugsELXyUhqYz3xJG+5qF1iZ3OKEQGegUCV1rx7NyTlikn7WKhfWORQt03bxkjNSyWKdmDIdDJep6C+tWXAaFZFdtUH1vVTSiQpLh1zyVs26nIR13FzgIdiQgmpsrJGWgA6GU4wZ8qACDSDXw/c7SuxUyq1Ib8/ehoa2q0K+D0CETD7fNLM3tiu866eY8W3lOW1dSi9qyVV43Iu47y9vmRA1xBdkCBGhNwVjXI1pQjIeNa4RQji9AALYhPp8Ga+HHNbI0YEkXSWaJnqa3dQud9pKIVMphnibUuitcsxHfSQCYFNdSq8Z4aNSqHksu6EzLAHCLo1BFCRLFTX2l2tZbUBe2q3qpzdu4OhGTSpP7XQSVhd/96Kf3AgwHFQlzLCYjXwzKfyGmYYbABpglsdHW+y2oi6nK15nHEVLzdLIufiMOoAVSWFVVJH8nmhAWIG7zsI00HmSFJwQ/tSk0TpBI4X3MdXK9CB2T+lyMMR0X9Krxg4cJIaFYDFl6otLFs9LSn0qhaUWBPMvssOA2dM3oRW0wO1nuujPRcBJQCSQWLGlESYKQGJXpF44CWvPzXMSEeXapyuVGCt46CvP9Na4G4HYrkzWr9J4fxAoJ7JNEsO3u71hGKBdMnpAPJCawlNAbXHHSdxUGVsKF+qJ2Wuq5YQJa09mey5Xx9Qk4f7TocD1FsEX7QWo41cOc8Iu3O1SnQB5+XFA6Ab/0Kr8N+dWCZIOUhClqKvLFAF2nJACnHQOz2psqePuWEwhvFMUCFicyVa2y3pUzgUJPAlNVTQ2dRTs7ZS9Hky/OnAuSxKxQr2CY7lnS2LDAhUhO1iR9MPbSN1atXs2zPkYw3opTKoKCDwHM6jlP1Qoz5/hGel6gvlmeONXlKX4cGvbiTCzdhkvmvEDN1irRpGqe5XdnyIHVoOoBSoGW4lsl2FWUJNCsAS5C8eajykkrQYqAyLEyrMIWLgijjmn+kx2Lecv6IgXkUnndyYLMH92FJLRdgFTK2Q5X7J1ZVR0CaQ6zJTDB1khxZqTvCwEhL6Fy/VpfMKeTOQkZlzfAYnlXhQ88QdAybx2L8tgT6jNSAkGvVhLZBP8ylYIDFe9N71ZSGKZa6FDfEr5jQl9Bg/qnGqENAMYZ8s1Uk7RG/EIsbTxprY2LJ/MUQqTD6P0C3EAjWkKiCUBXfZzOstuDSx57yRa7py24qjcEQBHIHBjaUvmsq5usC8p49H5hKcU5NA9EKUpGjqANkBR4XE7omKKZ9mNTAR5RfcsT5yoOoxCVgecjTMcwYpVqnAnDaicrpElT5KJTBqJjkACZxIEA1RmwrE4BsE2UeP/FjmwBvKXQi35TVBpTCu1Oiy0qaCTP1Ltl9cbZBFVLp4fO3HBQvPZGpoqcWjJs6yAEqqDxU81ZW7RET3m9UOB4HmSxKPpf90hg/+59q4093zx3p5M1mjNedMvtSvrdBK2jLbinOHtzWhSqMRWU0+IKrKqlljUjCbOsq4691Ges3zqMAaxYZBYlDU+vzsuQL70zfTrcpcalVWwt/dlUSCK+VaQv1gcauEzbDjfAeTOD6AkKotMs0AytyP9y0l907Sca6AQm8vk8Cp4Ip2QCWqOUAiXF+dxiKr/4m/Ee5RvuTO5gRXcFh8DMrNP5OUPuuN+2x/TGdNVJPPWe8y3RGZh+JapK59Mxf1zW7rRXRdnAbbQIpawzDPSUzwJVfMwB4ltZpSzGhQ+2QGpTzs6w+rU1PtTMvBbmJMNEiwvFSn6FSS3PYZVqkO/ssISwRAMJ/CkVHtyaL05WFKw2x4cYqRxvmxeS0MQu0lMqbVuMMRmdsIvSYzYW30JLEilEhtlIMIYjE6rphzLZGUVXY3Jp1J0zh1o7pAnQiLveFe24gXe9TXFWpaOi73jgphVI20BDK5U2iBap1x0/g2d+UHlx6CSPquEsCIpxzJF5QHOkCt23ksQaIoHk0Dl3LLBK0CvLlMkhMpStSmWtb9lxVoe4sZP2rVgEebmlhp3lyuzuLbMEBOj6xbGoqHDnWEKwC0degn9afgypwYopQukMwXNvu1NaI5VI4vwglwpx4DYiahmj0ULRrEOGipcQCAl2IvGBomfmN9A159CIOkSFeCx6WwPf9ROgNR1IVgBSPJTmshPU15Holy03zqHLKWEyAONJw2Gm1DrUB2wc9I2UGWeSnMPKTbn5FCEJgOiyA56g+xif7ZTCJphcliCgZUeakw0nIUyvWiFj18ZMOPMcrV5r0chn/LNwi+hYFnoFZhlMGxn7YXhAAE/j0nIxNoXJrg3NcdISTeO24XObAWFiLJpSKk+2zC6r9YOqaE5Hg0UhLtssrGW5oqH1UiiHs8QHG9IrUTYbuAPt1kgoFAnduPPn6OtUtWR3u1FF/orVrPUN6iiKzAwwsEwS6YLDhWQty348ORNPUklyXMMuV+kBQ4NcrVhZYLLzSY/ZZvaxMH+UbliOWLRvJ+DXThU/siO9E9NiSiN0WgqWzGmMR7JbUFq0qXzd5UkBWeEzVxSHPhjgBkzOhM7p++CbQkSELGq52bZo0Ob+cTicT6+Wu9fWE1Y7Qm6g00D/llld69dGyvASw0E3QBWXOW/3S8bZMZ1MVREderq/lJRr0/GqnWkBR0EMhIJ8SZ6TtXKyPHQaR221/Y6WGuJActarveMRMnYDFVU0JXN1qlCM2mmUmAyl4E75tRyCBLAT83zQNNKLHjivvEWmGfFDcXIEosfimCW3CiBddOdXdaW8Sq0DwlAuHTjqOaCLbrwctf06TxgCm5Ybcef8oQhCDbG3FgqNS2iz6F4CP+V4hVKGc3FlHweMqwMOZJJqJ/Z38GxbcDLrP0beYg4o9HJqTlbLdObFNNitLN4sCSTQzO4CBmzJnFCA21KLBAICP0K1YiElJqN2D+Yfdpt4hybvX1JqAXRhmogIzWIMpUGYpUm1R1ghnEXa1Lrcsy19VyEtQAtzgsi+xpgpeEBYRK8VlskwwUWghZA9GIb3kMChlFYdVil0zM6lr84eJDyJ2bmxNCjMoPId5nYyNYUPIsFGKuiDoRQUfal4et0BsxYaDzAiuy5UCcBYEioI1lqjIUSBnHwp0mXswgvCgQRI/pY2CpsKFWBMY18A68hanem1ppNOWGYL8dN0a5qwRkdkMmIOIAoaG+nWLOWif1N5uijai5MXDGDcFWMCMnA6q7Pk8NLGC0RqU86bWckLoC8KyJm2WgETqXHa6skQz/xwWAEKqB94FKD2pr0wKW6uX5w7ylFCCPDNmIBjKcOnE4R5GPBXFjXYAwDHLKllfQNxh2AiK4u0KNzQ214yc6fiEuFBSwKGEVxloDWirPG2NdLIGuVARy7OfK8TH/rSMiC27maa4MiCCCNJ3YYJjk5YNC09XWiIaQ21KpNJ+sQl8J/GZOm3ccQU+iwJYoONqD5n6ZD90qSJejCwcXkwLCSLwrhpHHYhGOXYIIUYMf10p0W6tnfAg2yNXeJSxLEAkmzsQK1qAsIAidQ4qwvtWATRi5wqdMAiqOkJAQGUStw+qDSaMyFPdAuQDsKDLqMLtuVBW55OAs/3+ylgzaxELdH1YV+gIcYuUQbhJGfhFuxqpVd5nOu0JiBJtSmhoj8RdecbcHlkl15IYDsjOn8z1gZ4sI7JkpFbg/qrO3aSJYVrj4MjHkEmwOBOIWtx5N5EgOcVNuU4HJDPzF5hYJ23eBGhsgc2KO5iSkUZq9gYm2pJnTy3W+5OeeLoD+5KStt4IqnlZlXrEv14yLOjwX13TQUzahJcUyMeqK3PCKBOanhNxuUE5/xeQIVX1NeS+1tAVoqDsbQDJnHRy+ifVHfqOGxoa7WPtuNUnwiDrAhjg21d4IANhEFS1cIAcfiw69ce17RGOYBdsJ1YxobRWthoY/TRWtq3Z4NeXAL20IWFmOioBmDsXGqYgZRrIZrnRIkS4WSOS4gQvF3B07KTNO3dABtRWzDjRHGbAYCLD7blD0bK4IFZqtywsbTGZLsOToHl5bPPSQR6WLOFT8EwIl9EfZSosSE0zEzjG/cLvJqudAoyKQ/GNKgj8lAVLXvDlNrIEBSdzLPpgeeCiEzB+FMYI+mJr7Uaf8hYsBHQJZIsOT6YbmBva0Vs0HkNNjh8UDPLOK0dyr3QMIPS1uigcv6k+qDKycgcx4L+ARmoX0YpDA5/Gm1tt6ZBFnFOjC3bdZwgA5/TEgHo+lAWC5aXuFwruqJfJbV3PVqASJyEKbnOeIuGCQMP1pd5KtHPLjg6R1zXj5AvfzaMoGsq98F0XktEgiepTFThPRCbCkzCVk8kxe8raZHndL7LRNIacP4uddDwkRVMf217nJtbmiFAbDLNobGwMxyWMFIMu4vWfDIMiuZrlhXJ6gfwPEVh05+s562MruH5QYu5wGFFWQElDiHD+APtqEA7CCLstUhkGFAgM1uwXIDJOM8oZ9W2Rjn2ssTrXS7mkKpU7hcRO3vE+IuzTgV4YNMgP6BxUP8nd6ei0fY1zDUgUJUUYCRR12nXPZQjyBMG4pLmx2r1S5Yv6VsHNwd29caZ2lpQgBkolGXpA6XxhTTlFaYDuZt7Z+cPPtzpOSQ8jNgl1uTvoXcZyALuKcKoqxb0KpElqIG2nAeom01QqaYelx05DadXHtU4J9aZ3FFei44YaL/CCWSiPOD6AF0jriaqWhiv7UIS9ejsiDJjYxlAxUwI9bUwlhLoZtXiXc0O19VhHh4DKUEN2YjsbUWrYckA3ePud713WwX0p4hS1BnBIl3Fl075gCPmMcGRcYzMWi6zs5QcoMO1K+Kg2dXm7hq437nLSvbDYRIDKl9coO+jISAEqrshiliF3pvnbXNHyB8e9dQCHHyCdFJKwWDDlinCTjxyrOZzvTNFvFeaN7RWcJuoKlxew4xCL4ZvdpZJYgrnZWhRvwaCAEMFt9h5OVYUg4Qr07SgNjwijE8Bu152cnoQ8hnb6YiBS/M4OgpONDVA8m5So9kl3DB9W2mEFLVWneiYgCSybAiiJ8XkE2gXKA+ovRBAK2nrWgQms4CkTQObXGG0pvfTEUFet7FlUlc5u0hkx+YczD8IG712mRqbvkmqZPwk63OidFaff2rIalATcjDmpfVo2hU/A2Ki+hh5g96J2PJRpNzYayLODHSOd+YjLQPqC5J2gM061woeiezd0muNKaYqE6AahrAho752XQRdYY0FNXPOaPIkGrW4wAaiIbawa6/hzhe1/fgC9/X5fJe81NN0iXyvWKsmxzZA/V95BfPWFBHIAXYUF5zNGsNbVQYqCpnOmAEWx+hVs4WGRIMxJfkZGQWkzgxyjI04Ip2vcXC0pbFMXUgi0eWECQVtuUGxdBxU0ZJptNZF5xbP8zxpS6Kf7hkWdgXApzt8jrwZaBRZdCFipQGTnPJBNPky0CvxuAk8Pz7IVAvIEeGc5oHBt4YmVhldhe3gw9knmAlg4orgv6qTNkAGDKiKINOq+0XzX6ivFj0Uvpm1kqx1tloVycgG2+8gGHXQHQduhTQ+iDRiUIXOYJsyKFgrAaZHOoyuQ8OQWCjEC8exQC4LOYbqSqsSjF2yNI/YAroK4AW9sf7JJiadgoYABsYNAigy56ZA07yVKXhOlTcbS0BKCuYX2ZS0Rkv2rAuIwuhbZquCkNDKkBX1yR1+cqUJS/XdXbAv9kivxfGFfe8wKUf7pDAwfaedrFNfyxbu0fQOtcq5/pK2RDnOS9lPQoaOIkvUdaqDCtn34QDBj8OUHiniohyyJdASQjqkTR5XOluNgtgmPtXTqBu4J5MUPMM7XrbRSZxTmwlWQyOtYrQveib9TlCHt9dDjagDAYGNKVi19jvtvZsOaGbZdchSdIIQsG2OUx4Jmn/0rFrdGuV8kPCm25AoMqnzItecU41GJaUOWsblpgzV3xUzu2rS84Hc1JWSIY6g/kF30Zaeqv6wXysjn0YmSM7MN9nNtK7VHrEpUoi47EDtC4ZkjZeqpcYucAsYEmg3FKcLmBw7tnMs9C61pfka1P+sTqpXgHlMmkYbxb+K7MYvg02WtSqmnuwOUzRTSHKhLlPB/MayVXCAIgW1F4ygoiSYT6gL5Zo2ck+V2YV5DNuo55nDbo0i2RSmINOvTaCbUdZsHfF60+fddN202nOq+LGUvb0YczBg07SFt/oiNol/W7j7UyODAFF8nYOgkQXL1xQ1MHs5EYEVJbQUBUXg3BFlgZZVoL6Rz1f5QvS3fdr2kTUamlqQIzUB2XhxXESMUyr0OTJ3YBMBqFGgSHn+tCsYkn0X5wPMJaK2AVtwTAZFJSVHDw9jkT8DPV7vl42LVJQGbvNiDYqMk7GO+LBgD0+OSwYi3PZjJ33G6em2iHFoxTBSM3zHeYxTykxVb+03kA5b+upjGfNK2C55MAT9wANUqwcJYvuLpNsNhL/x2fGYK1QPgSWADAvzXDLIpMIJmioPf9GxaqmklHvo6HIS2/koU2zAqYuJXSspm1vMZXnd1I4c97iEaFKPg+SBvfMn99tJIEO/CtKET1gw2RiGbFzpKVn6tygYLngS4T0lJ0S/6kOwxnHgfnkCShnVplVrGprgeYXJgHJ7eimfXk/5LTqZrTAXD/CSa0u1ATVplgOP1JFVcX+Hw6OkDVbuui8FkLMc3eEl/FIjsoUGu2CCF/Cw1KcSSWXjkLdZYBNKAEvA6PR/R60CPD86yaUsldR4abAckjzrJZsuMVbpRMSliR0LJQi1HWC5Tjxa3vUEchE1WmKnQd6TLrmj/dnSgrclitjxuYEAjMqDggt9TUDBYgCqGYpD0Clplz4YjG+yHnISrlTbLRLoaiuTlFz3g4J4YyYACzw0RSvVla5AEoMoV3zERPyKCcXUQyMuK5izOLltaXcy81HfzOpdalXYIA9Z6gbiCqmmBF4Vgpk5dJ/x2J9LzREDTDmjTUF+YLmFudqggW0BybTFniTHgGoMQRQMx0jK7tRKc0Y2JlVNb3xrKDOT8QZIfYKFDW0H6MF4xjHPgo2PcJ3l62gLSvk0ZHzWUKL+VP1Yj8QTysmqdJJ1WMBWjUX+iAlIlEXz1wC8RpjTrKQNfqFda8BPf10TbAev9Ygig6hM8yCYHmFG6Natcba9ZuLzSIkc7pKAH21hGHcekhprakgSVNOwOjDpgzMcyt5YjpSHwbjMTotaRx4pGOxCMmmSbAAdg8bnQEhWA3EFNnZFxWqbZqecDwVxy5rZt15S1o5NL/aabWdv2Vj+yo2AewFPJVidtQjfrWreg7wZZ/yVZjE7NFfThfJxtNPMB94tScrMNDjQi6EBoKwFoIWOV5Fbdk3AW50YDah4mkSRq7fMSrtAjcXdB3z2HgQ7yT1oltOsdcnZM3J4ocUrS4HAz5d14CAhFRcqO0txaqPn2zlz8zoAhonDN9GTaSBvRQc4OnQsr07TmHJ6mmdpHalOY2H4EDezZBdA9tI92Ppmwb1bZoIuruJRmdSl42FrBoKGT04Sk0ZcSoM6Qy1LZEfQhYtFcU0pbVIYMH7hAX72FOUewD2AzUtRPEkzYBWVJh6pBbUs0satLGkTq5Z8TlONDoCN+lBdesvvLwZpYQLaw+I98cXTT0V2zrlvV/4JpU/FQtoR2mcXTCHSDbztQRXCVbFUn8Da8205ecUMuJUTZSiZBlyq17WGpvLWTyOkuhucaDpbbsHkqeIGs2G3oFnQLLWcroMEp+GvKP4HqFbKCPptQSJIs4FPPa+WW9N+PQBDacoNjrGgbJ4wTycPtpRRa/wwz2y+AAAgAElEQVQBrc5Dq08xEAHuf+PD0hir7CpaUGPBNMUsBagyxYM2W9CNLtRgdoGWjcjeGu9qtKGk2kLzu9rNyIrEwLzDExQe2mSrR+sGF1R1C9gOOSW4X58yzmCz4AQCqhkwfDXbBJ43wYRoYyTrW6Bnb4vWAvypm0VbLGWgLomWNswW96sEHlEtZqOOi66X3gkNuVQbZqZqI/7fsdJ6MoTUAE+hjtXVUv2ham9JHjEkXh9f57A+dBv7MG6oC8tBzwOTZ5u8OMqUQXmIw5RpMkoRQAkpBe8C5rhEcAR+K9O7JTamd7iP545mHG6v7HNjB+arwkOSaiSBsS+8XIKld21PKiHsXZi7VmoDJGroQ1BYnOm2abpkesMHjN30QY23U7xkGmWJVJkWt8DVTodD4RvyLexUf4Ve9EFXsGqRpdyg7WgNi5YIsNkQSdcWhn/Mwy+4TQr02JEOHxnV0nBgCGzLmhi4NxJhGt0x5Zx0Wh6cZjFw4V8ZuHM0r+XxqBKGxLicFeo8yWPvAqhrn3fruVy5VL+O5iCMew7PwJ+SqygxQVuz5F6NSJOQ1n+W2CByXgdbKpv7mIY72Ma4RZWhBSnX5GiPY5rRBWEUvEWgA31wAMlmcEC42iCuHk9WhmcfoDVJm3PcM4TjWIqrbyA2AalB51nMWslxKej1fgMDt0lBgwvsZSVI6fUq6zbO9YhSBWo2+DEuAMrqR+1IpaZatORf8yNues5KoLHlrTA7wagm2kP5k3pJDAbq6yFd61x84kRQfrL9ix130Wle7gJP4JFz6uAet0oCp7kU28K0GFUNxnsWDAziRoNZ13z+6lPPLuONSgGqktZADLYbRMMkI7F0xJJazpYoizLm01JMj8QgdVMnTgTLxRAWBiwDaHkxIkwQOx6d3MkoF/pqJfFVDtixIuX9Ent0uaZTCeoF1MM1hblIiVQdeFDOq04Sx9Q0JCRTUivlKWS+Kr+04PGPa99GzcqvxChqbUBJgpwN4zQZeOhBWgt0kunJd62GMUvzG5M6YGyV57jQF9lrfBCCXSocas2Ck6ErpYnpANXVqAOUeG9uxBFZyqKq/Cgp1yZeN0FDyw2KoIM/IZ9zAzGAqkpODhy8otFsqUlg4cL0Ac3raQt6P7zozJIANOeuJ5Z6S+SL9sIbZ1BozqDnjbc7wJmdBshxQ93GaUPdhlReA7XvtD7AloV2naN11S4Eune8XobChFqKSSHSMJGUsd/0Hr9s+IteKZlWvHcF/9E3tjyWtsYKwBLwa2GPTpM10JTK0/AjkK5hesCzA4WkQND0a9V8MMtvYZ5b9ccyMO5RCLPIS4l1YbzySOab5mFOn3M76fEhwyRbJ2ZNEQc6uYJ+pg3yCKR6YRBsoxbH2Zr3ctBLIwHaNlWi95AwJNaxgCsI2yywArWSVqKl6EjLRJZRX9MzhyXQl7xKz4aAVwB0ScKt3QUr7S71Vx1mZmlBZGcYbImUq8cOMITaRIASk3US8YwOEPmWU9xkRJpwFk8F5F6OQaqEZs6dUAh4VVNl9Zk4LuOJ8M3GTvMIhItAcB1mPgZCYMUBFuqRS0voriyfqip6WajjqiB2rzNZxA2sNO5Ux0hRDUGpV8QdldoFclXL2mJNZoxKj2QLABqtWYDKAQcIKhfwCg+WVIh1TDjvdRg95FYaBtioqChheu+z5DJzsqyoSJdd+1MXFki0UD4RU5vodcGpyBLGVwaLDDro3YdDF8VtJYn3+x16ZLkYYICWuzBbqv2Gsll/s2WWQVKHFOQkmVjkE4rzRQmBHClblqaGE8o1YQiO7LbgD15scAgw147TBJTlIFUQq+YydbxZx9IBNyjH7f39M2F7qRSWVGFqQoLTiVVukA4ODUU1BggINByRoKR9Dd6DyTErQ1uOSMgD/ptEkGyvaeKkRqfW2ZLdUmlRAdRZaMko3RZ0OJkPOQdqmGNOIl1JlTVCeYlGJiFDKPcEo65aOw4zpAadvkF4sAm5NhhGRdpabdA8uEduxEN9nMdr6zFKbqvUVk/EC/dF69Mgf0JLx4EIqUVSnuKxY1FNjuhSWkl2sxpkcAi4mr2u0ENMa9iOcGdBydXS8TodI79nPaabl+kF7nKYSrPiPAOIu5O5s7avuAKUMpp8V8Q+JBL1SubO25UwHum5Hip+bfEIfVjxgv6P/EF1Rf3UnEMHC0G/C07oS2oQ9Y0jQmnvzHamXHv3XOUuUKBBHAI80hV1eGdNrfuCegghSXdqpAdxP4LN0NeCS2CO5SRSwodb3NHprD8/XoatDhXbGY6qmWO1o7A3wakgqqprH7lIBzgFUpVOSzdMHvWO/jz3ItFHwFiSZieI1BJWNzTRusAcGG9Le+eoNXrQsvmZGIq+DvhmX5xDaIvBevMUjuk7dQxccUcNtmyZuvqEQqaI+lg96kkUJsY29WB+TG4jZ8VLP6yRYC1A/tOB3bk4y7wSH6IBtMG3JgR8EPwMtKD6zz8BPmT1y4PiQiUIwsxWeWsK71CogS6VL6Bc4xWnB8UZDZg2iNIqdHQdoQYSAmdYyE8B8EN07WGzoT5yIjyrpAkK+VNSRz9Ppg+ODm56F9B482C/dpAQq9Y2rCvOnMrg1/H/uZGQfaJfGDP5cUR3erHV6xWnULgz/lVckkTTFTwKpQIvzeu5K8kga1xVMhomqeNHkGDMKcltgddmD04kTU6heLxfSnqd8mPJwh1/3NCgU8tCYCyITyR7oOpu6j0UopenwB2UKsGpQwDDw3s4YPNENaSk/pCh/KuJpkFfL6PDCfIQ7O2FfgoAErJSuJnOLqu3hcOhQc1RJmt1AgNeh5qfrLLUQ1ZXI6ZM3VzjoJMQHiy/MUdWC5ZdT0RKpya4TtYXOWKIWlFUrNBShMtkW9x1+WsHN5SuRsNMC8XkwFoxveSweMQNNiyqaoZ64kQDSNh+JYsTw8fFEeODU4HImSeJTKzSFBJmTM11mBVwU+BLW5CdL0iW6SblIpWxqDYqei/nEJ3Ial0AziFjXw5TbW1Drvi1g+ibY05AwubCEJbZRWMDcwCZLPYu0xN5xjOCz27j+CKHVPdr+un1ErMZp9dwmyPTXyuC64lgbdNCBooA2ynNn2nDFKLiVcqYDkbk7jdvAEbnns267Zwn8ly5gfaVP5V5EKTEUwtrHwr1y5SgnaqmBWBRVwu1pUaV/KxodVabBaJ0cizIKOGzMQSUsAsLB00doqv4T9AHz3DVGQyCjmNCP4qmge+SVi1cGgAOShpPs/zkXpYQpqHWRzOD+oXwQ1W9S7sDQRgWIgMxAXncTsz3DS5tmqwYckVVCq0ufammW+RAINsUMhLw9lOWGJi8XbPCoF7pDahU5ZeZQZnDyXF5aHQ6pgUvx/7BzxqrzWKI0Y3inWgXKXCwfCOpnzlMymBJsql3Bfa8aAt+BWgTpHFzjP0SY27pJzWja3GvON/cQvIprLA0owMaxv+3mq7KYm7juHBw/L/HK2DhKm812o5VpOOLJs7kygf5aQCvMWTghO9XSa+6x2Z1/bFRhV94FEHKYo3eMJCK5JMYVRIw52Gt6c3Tx9ZV9hbjp81LUrIXeTTIDfpOZLdInnY3Kj2TqoMiPsvcRsF8zFqYALM0mG5hLhUGr2SridIoVuxXfaQBA7PikpOmSjwpA7s2HbWsKaU5bNNY8N25hWHKDHT6jXvM7NUSlsyRYAuoWroAppOJDJ0sQPW2shtu+Bxt1Zc3VUDdSovSHJ8a7M+WUTpJZGh6xtLBRVxwBJa9abIFmfrEIoEiXXpNHMVCGYgunSX0jg49QAywV5Fy4NF9XEKwOXGX39s2ZZyGhC9toRLmeYc6rNIopSgFzES4ERG1kJroL5cYKf36Z+q0AxFQIl6KQ4cclQqIRHyOtSbkDGY8ibzQ2UYCl/c7dgUYRSvortoLhdhJ5eCKpbCaseEkripYXvOmdKaLMjRKE13tCBMvTkCT/gdiL0XTNOdouqGsyEQu0x6/DRn+LQcJKwH6nfrC3ZvGBCsRg3Wg+hn8Fj50MFiRCB4j3Ay5/Di9zW88d7RERMI3tkobMlzRcNbJnBfaZsstt8Hk3qHckYHgRnRuRViku0wXSDMpjxq7GsKKuV/jD3ehXXecPxFbgCeO+bDscAltmkA7cQXZ3emKIW2HsqulvhS7YlwQBZD/SOrUYNJzmsrBronynhBs4A+u7CLdQ48nA7SnUJ1Ih02rlfigkc7xXChHmnNWMLB/E7v2c8SOLQj/2GyDhhU3CqNzVrFNTP2y7A7XRPi6n4Q51ZysAByk0G+3+FY3tAJnmyiOklR23WA4S2cX/z9hX7ZkOY4jm4+jjaSyerpq/v9Hb0iELwCVdc3C0iJP6EgkVneApJqfMcbb2ox+RsKtpClVuWo8MXW8lsMjFVLM5a22/EWJYlHcZX7E4X0Q2jwwL2kV+cgdOvIILSSH5culYU4tf2EeNzzTlzDe8gDqyGX8Il3FzFrxlGRmu4bqSdkwRvuwDUsrGKpj15R9GFimTu19fXpkBZdZarSh5l2Ox1xOfuXMv8R3rd3nZeOz4Fr05VaY+65v/BhYur4QJP2cHMlpv8Q4h+7sF4iSLSP/mGwuB/KvtiryKINv9ojLv0LE2etfi2o+CU8Z2Du1BcFrzBZ67r0XrRkluzDHTz3iud+kcVW6xnZjJIOj1QC8HxtGMtJtr/nJYhjNUEhqU/zh92UiSa1uABZBcJ87Kn80xVo1yAO+NNPE6l0gbntlvrT8likiLjgul9K7EqbnwZw2jHPROGNcFSkSjyalqtiH09HxUXn5sg2LJFeSLTCN3b+Vy4ZKWTVZ3lLWqn0FPY/mlpvbFI5XyMx0a3ywykLJBMymVfKrKrPYMbtIZqc7gmzbKEdPHCml5yy3VQ4U73yoo5/o7fcCJnbvMJ+GC5v5KeXjU6tatifq5nGH4/oSaZ/0rB8liRKgNPtvVF4ydwVGPH4H8ZurK487ssDDxGqPAtMRKnULrHZrDNa0X5L05aOFtF8uev0ddPTZdqiJ05iXTF91nZE9L/PSjyP75p9nZ6mLUGgkmaG1Zu2CDOA+fDYFUgkh7M22NiT0rFt923aaCIaxCqdYOB1HFuJyWHU0UNyEGN0H5UrFB2+RN0S2g7c6bajnMoxkcibPVHXCdv01jCgg3CYQk22JA92lMawR5Pwze8enp6yiu1xBCysudpIygkNTM13XoxoDTmMMDfJZfmezGYluJV2Xp0gtF1zCHWJLjVdzhCXSMp7kZylT5z+Fuy0PvazSmlJJNsjyoSb+zug038TYdi5ibCVRKnyluVc9gi76TAtS5WXOCSmHcpmu99/tr+cCJKoJrXPMUkpC48ByaSORZJNGKiUUsSwgv4ytLlf589dhdTU6tYziVmOQZH75UIz5uGJOGHqzW7d19NalEa1C6u1hRkdbRrM6vO7va7UzGVBwMf2VkOfetcq6lbnfR/5K+mKRfuPssvNUdZodNLNRH/yV3YCD6UGS9depCM+mxO5xAVYd8Ocsd84mslqhwdlsTAPmob1hy00ywqDnUDjdntLgP31xb40zG0z4253P0P/6bvplhGQ+rH81g+wtbZkXaedzAelWljluePzJeotRBbhfnO7TYvXJSE/Pf02s7+PK22b0ZR7uRMnOV27wVYVZZaIP80PfW53Q9R5y4AJ0izmUQNX7bUGQv2Sq72OTDWS++sFyCyaGOV3mViHnUXVqpYrMh1VcSxenR/hQbxzqKFM5GDf6qF+sIdSWzrZl4ul6+umNTRe2NPRfzMOmdvCNJqVWlfxuMbzr67a1ykYwxNcEF9uGKgsmKyAJjzthjU977b+j/z2C+P1GuC4c202Ft9Xvo8xCNiysZgA0FVmk3Hm366+XiMa2w/egUTwlrRf40487bEUbxM24uGPw7yeRBC/KOSv6T9GyjVR41bxkq/gcj3YvPl07AAyps1c8VyMBRbyVRM58GeFsX6QkH/mCxX8MvFNQX3/iHN3k9In99PzF86tM4wK53JayNs22K8WtBaacoBOVsoBTmlT/IplH2i0HZFr4gmpwWoFFG3ookTSGLX+Jz/9YO6hVFRNOZX0c80JcGXyqp5jFXq6OfD15S5H/xYmUZ2UK1Hq2HDch+1OqgBRFOGWCnfi8mp8A5DaGB0kpriBdxm/B46CX6+uhdb4fPwao8rN8zG7GVSBJTSYcq1BAdFoD1czR6n0+HXYcLFV316Nd4L75aUtOIFfMX0hviduNdaJXaGkdSrbwi8WjlOms2MEx//JQyB3eRXl5bavueHPmLy65P75rNa389dsX/pl2zUXt6Swt7K1k4jCdFM0rUc5GjAfl0K8EEI9opu9ii6nqg2+trliiYffBj6M5MrjT8Fb7qwWMWF6cngJzybnNp5kDMe6z1zm6dfaZ4VKTzQW4fKvSxQshuy3COefE5wRHHV4r84qZHmlVg6nsfZxhwZzm2dR6vtLi909gVymZB4VVen8SrMcFPKWNr0csmKM++k/8ln0Ms/BGwX7dk//Vm82oi8W780whzLtKFQ6eAn1xyTwdedCZlFiBrMdus4EEna88wjPT+2Sui+Q/rfeZHWmPn+CP6X/M1MbpYjTVZzDBGALadt5/FHvxu9btHRjj261WK/IAWExOw3aTMN2dtxmwlZlYI/NZqxllWp7XJ23eFYJPwdbp9xqdpih8/BETOBLbR6GB0SCXWsBsto8f4vewrEm0nh0NbmDV+4YYES2/3QnHs37BJRtkhsWRiythaufvZ0jxM4nfKnbPODIt2bzF7UWq9YTe+JbRV+xLKf7r1E5S9ehKvfjJHHBPjmEtvaWfnEpqghv5Mgu2VNn5FcpojV4tja0+7i+rgxS0kKWnCoWdteD235wPzLLIUDMZ88pBe1FcYWg+HheRfgk0KYGfBqJa/5PYVc67eBPTe6HTl+Z+9Py5D+wi6AQCTn+1XMYltRxDEgj5xtIeSaDOWrUtJ7vn545+5lkOHLa5NCPYqHonBujC4U2c+PWsqXPRzqdvJqeIgnXcNqFiXVPXd7R6E/RdTMg0OWNrh29s4whhpSnnnj5rcyvtfS2IiHZrBKnYebHhEnPqXw1yV9JFjdujE1ePn8OFVihDs0efsE8K0O222eM81FSWriZ/7craF+ty1pYrFEmtbgCYI4fkM+LNGdn6rxzCVlTkDjAvKL0+1zrF1MxVfO3BDNM954k3mfHQl3cAN4JvTjMfnSsrMK/Fg9OQHGNKtwDBZ60NTLK+jBISKcWHybHdUqVaS0sx7OW2rlH3rtPuU9B5WwRymWy5pPbMdl99CZflW5W5Z1y7at9qCXHNe9YIR7iWWlOIsd8rsLBwU6Pn2FnlTVXtpffyiAXvKuANeSvZyeICp3kBF29MH+t3nYsP+7R/V/OwOkh6IjWlK+0pLc3xIJYiPrOIjMKKe8caCotbGSExaLW7Q5XlTNPBXVZXlsCHv3zx2I/IYx8a5Uj5+xNHmhh9dufTVIRTN7PSZvIsw2td9Yhiva7Ty/ax+H1KsSBF857I+epWl11Q0snqgGVUf/rrtcizmFZ9hAWTRLPBatLg69JQGbA8C2WyvIrpsOP4qvedS3QqPYoYFbYunDY8n9dzn3yiGKx3v7Cu8odi/ef++ff4HWqtxuDp9uqqMqw2fCYO/KHxD+2814TP9vOv93UO/+nPYTP/++6uv/LFjKse4U+w0GRIq1JYcShg7hZa/cgU+Z7FSNqXuC4T0ZXHU23eetfptopIh19cIvyZp1lkdS5X6iaW06+vmxuSySk+A1ZPKCUA+nZ3bOr7NoAr31zRzAzsqvI/vGhy2h0uPM7v6dAi++8i5K6ClMbp+Mru4ydCr2qy0/NldR6R4rtmfmvST1O2qAvxHmVJ2indfWfYAAZwZHPqlXLrnm4AVRElwy5gZiU5jtM+nOvPXnPlFFlsoygitNP0+ZUDqbMFV8q6DksDWKAUi/jeVSteUwbc8nR4ff94IdN3KzususjhT+uu51duXXzZOlU3YPfiC6mk25Qbnn4tUzhNtle28wLg3byp0MuW8gr821eKo1GVWFOp1afpeuL/Xy169DWy35kNLlb4/MwD4poxqGbnWa1fHPgX1PHKt1UgmCTtK0FK4u81irM+Wlbr3bjtDs+/bfeTZxuSkwcaz1gFfl09aQJ3TgGRtnhms/sGuOXHeazJZ/XnVPbowbU8POFzPGikG16UHii6P/HK7LTmmxx3NOV5JE9LY+A1Hq1sLkd5tAd61q1ZTBJkb8Be/qdmdqLRpkcISVi8KEB2Vda1CnZR3xqgXUqKAgDBFZGQwo2krJpNs0YMGXw4oOKjGblkuDyiZI74711F8X69FhE/jLmrhpI1UqMe/psuPpfh4b9a2fWG8ufzvgw7a2FWCuZfUcAaqBbBRzLaqHCz6peNnS6qSY9L+sqAL1m4dzCy6a72lrooYaXAJRPivIdbrNJutPkFwXyYN1KAD5jhovMaORcGcCsM+izK4wxa1b2pV/55zUztqYsTvKuh/tsd8njCVIQI41TP9xTN63/vh/j18dWWrLZqaxYY0+59zTg+AAd/5/TB1L8Kn5pNSHb8Rs9hs+z2XICmPLeM/3daeJKwY7bYqwgtE7NzKXvVB3GmN09QiyyDnGj2M8yE9HvYatKCFQICNBfykMK7OeCiu6oX25Q1wwVblAURJakuYOkyiS2CrVbhFcB+731Uk6OakmZh/J77WtaC0q7fU1WYYIzRCrtrxOAc2T+vLhw3PFmCLBLWqIZOQVuNpDHq3uqQQwsfYOmEwafx3GonPD9t9/fEZmD9Zah/GFjRoxQxaoaKywClug+1/PVzWVwKpykFzD/1j5JrjIEc6QP40QWWBCq8DZn/u8bPiPzvFn0mkVxKwAkCR/niPOnwMt05HjuXBxV1m+8QRdOG86TQIG0wPE2wa93ZcttsAHkfR6Mk3apZ6jIJUCmnhK9vua26i00tVMzwmbtteJ9/DYViO25AcVYD58R/wUOe/+DfYhzr/E+ffN9LyOMgStXQb1IReVtETPFFSAKOAcnh4X7zjDi9xrRZSQO/Fzle5bIpx5GH1AUEXz1VqHTZHD9/TjgkhSatdBtYZkd5AO8YWrrt1zVVqtfQq7GvJgJ2dXS9bpNkVkSZxVr6dUlG+OO5T1618gG4IX1Zy/uVVHOd4qW4GhvC9jKldWVRI+5vGYL3CAFRlcArjxV2c95yFTfMIsV3k2e3aa7zOgE73BLKrr/kEblIoa+4akYKXpcd0L8WfdO3CPqZCSZZMhNa0UNROjxiv/6wiqxeGdMHX7qPWpRZE2QeA2OZf06bcQGuw7AwfVRnGaoLJiA+Q8E9O8CHb+PxhnaNV+6AOBVpDT71FTV/Lq69acAyjddrRrkSoY8qJpVdDMklViq7LkYM4Pw0jCqBkSj0xUGuqFcm8VGB8kCx2gPmroWIp43t9GE7ZHE+lma39e57DZ63pePFCU/HjyzrUzVXeRw4xrXwqCtPrUH1SosLcOeQfmP16fMC93dIa7P3wtui9OG9r4lJmv2dUnOS26fzynTNYpdDpM7FBznT9KfvPmSNh1RiGkCxnBwQirQ/O6tXHszq1GkKC5drX3P8l59VklH/ysliTrYHpP6wtIuAR2L8aIwXUch9VPNN0eyiqVhCyV+vj6CUpsmxIZPWs2W7Ou1311r8viTB9FMYvuux9KW/wMDlT5kXvMjnzBe4RxeOZA+VJSttFcIgywxRp2Vudv9ynrmi3zha2v2UnLoYRvlFf7KiyVWiX1b0FKPLze/zJuuzZZGGKO7J/RTwq4+XstfAKr+ep48BlHTw4Thf2rx6wu3XpwTW7/4hOMRTbq3YdJ9yTdFx3CyL9bpI/z0jvMHKR1izlZxFd0su76blhd0Y9rswTe75q9y3WQev2H0LSqDt8ibc4DBejjVFxsXte3nS1RLrS9aZgRp53dnTrcruQf6VaPjCFC4fDAU0edGfEvwwgXJILXnyZ1TyP/lPdkJI1S8ojXhXamOl/2g9AUFXR6298WCGwkzSXGqW/Yie+j1B8GSUWEjZbQqnFd7mSWLdOszN1HRmFWM9dKj1LHEw+L8JE6WmENTY144Zm9veI2VdJAy+rbI1B7anuxVdirN7OtRuCoQS4/b0qZe7btJdwfq02Kod+Lb7r+92qPY85FCc0WkhqVjdtdyn3HN9SolldJw/rUucw/hTechLNtQvv1tAiYImtPwCkUhOCilVJnlLj6vAdoj5nzqD0khyWyUf1ZaWhfmFTpKO9EQdY9C6plCk9P4879swcZH12Q60rNnmM6XovM0C+V9uVBmltc5lAgv+HrHIp8jEZ+H5skawRaScdYNIWZwu20jcHc58W8qHKcAXlbX3VM9or7Wfn3O878P492B4TTs0mn3lZ1Gta44rtzptjrjz+ddz0kzjeTPDzTVaB0fPKkhm2RNefPy9HIW9nMz0Udv6g7lWzbqrfll1vU8xD8zitIdKYvmeMxf4OtXLcmL19/E9l6tHd5pvoCV19wc1u/+H564VFoV6jDw7mi0IR8xkSMmjLcCuhOiiC37l4zIVgyAlc64z38FNtGQuTSr5KYHmsm+QcF/izcbpd5aoP4wt5dP357Mkrd//UBRodrhgR0DzsO9ebLqoqH1Viv2ESVzZNvI5T2niJ4FrsvPvU4jWAbg5XaYvacFt3my7yNyv9yuzJ/IckaqCq9wHk7JTdnJYKEm5PHc5T/VTobR5kasMovT1QiUyYzRRiOHXSkS2DQ9TZx7nVwRbKLfzUjuHvGhczmgi5eClIwWubEVZyOj1leDb0hDnJ3XmI38RrE9KIpdI/haDTsaauy5nNz/hGGxIkxkHW/t0uTsd6rUKcXWhNnE/+zl+fh14CPnMR3ne8bcvLTDju3I482GfuWWRsn7bdYAVIzX5c1EnBRUDsNLs50/yjY/uk7fp9DPQQe5zpkc3lRXlxud3MrCwhDcDnWW5tk75XA4AACAASURBVLJ+alloId+iwSmZq6EB0qQ+qXiENNQWozBHxRMX8PrHynUbZ12KExnRQINp5xx1L7UPsrm75WiVHvqyWX8pcIyWRwjY3sXL5rJaXZhTT4WAxZVy1vTUtdztIz7CUKOTRvKTGxG192uxaE3/Z340p5Ausyzeiws0NPnXxmyTr1VdSwIIcbmU0GyoHHaHOirWz4WDuAOYv9354Kt7G5+oYOK55x3zsnYgSc8Sxqx3aAO6/5J5CJWoMAvzvvrecnA4tQkk1+M4gILCV6fDGD5s1ZVIKmvVIlggYnVW31qiUrKcGwKfr2zvn857tH+ejt/zI5Y1YgVUthZo08Sb7ZM4skq1jbwgjUMy9cGQHuL393zDxP3zy3E/Q31+rhuvQ5QxZI2PD1ErPryzMH8xs/niMFVZHXzGnlud8V9/ikcYebALJlFpH1Fa4vV8xzF/rkhPAVAQ/8TblldOkiPAAsu+hFOqRV7+JgimqNP97xOrhakO5taP0OTTWW2MuAK4pawCMBK7wN8SOmrsGgeTshuMz72mEhJax81/sArKyoPYgr9jIYZj9IuG9GVmLc8CQUBLFmk5qoO43ObWoUzYWkubWThUCaoYhiMud6UpnN/ztTS6T9msyCtVoc7s/coSs/nWGNhMcc4DV6VrypYyHNJcvSo0W7UZvJ+RVtzExBV5ZK7jyxjMFV02dCSjLVNYFHQtQ5WEl2qjbuWJbOHt6YYfRerlQfb11cI/7TYUbZS7eE3r9di5EqOet7TXWWWCV1ortsz9KKbQ8rTTTXCwh1tnSA0tRGNT+X19ogFZcGURyyxnolGZ0OH9IZ0kqfuYS/N7nkWRV4y8ATbhtnqBu1/sbWsbTwwyCxyvpHeZnxKUe4K9FDEJfG1ZPMs47eKylBxLHNdtS0U4Hh8v3ionCTyC+CkGEC7xh3Ww7z0P7awFFi9YX++aY1W+4JhZrGWsTJtLDw7ms0Dgzlni5rWcElZkfvaPZU7U40wPFMjaTI4H+aF8vCDt8/l2TyZF1hpW0hUiXRc5+ypZt5mRtt+UwxXSifnmxek+poXTl/t6eSif8571GNUcubBkMptvdUvwiUqNG094vUHe0wzjNGEqh5nRfugUdOKjmjOS8BUi3HEQnegdKVYMyI25qqVNmK5Qxbcc1maguHqS7cmnF9pTjoBfjNwRJ2V7cE9jk/Rkn85IeUwuHw3k9Hmqk7w+B9JYKIu9uy5bxEbQV3vPTUmHq9vyu3NNLOeOBHy8r3MA0XoPdymCbd3oTSG0LvkkTGCv5eLyc9kgZ5bpONzl7zjiJbioX+yzIzrpa1tGv6tmVNBJmeDpJMT4bYqlZqtKMXO+3ZbTx2ltqZhrs7ACqx2G6SAhmjN3vLbRhebh4l27gfSXYdkMdM++OFRSehZgmsWtGFJ36v5Zj2de4Ub58LYFaSimDd+/Wk3C7zOfslDQ8JrYkGKgwplnAJKlVJFmV/5r4ahkE6cWl6VFv20SKeKtXH6ky0pBLdXNM7PlKWs8aK1KaT0rNa+esIhnHHgZ+fcnxvpqhu0oohnAPrO4mFaSCyzHZaseAY1Xj7YdClce5zmEfk+zgSJGTefWsVjXckHJ+Ov5PSXG4idVMRhm/cplJDOqfyx6OhfdXQj+yR2cjn5RU0RXbYD3hKgrR4oeZ5fjm/XaKi3zhZXCuIji/stRAlP1zQTY8kMb7CQhEPPN69aytQo25pW/FjSsaT/WvHFioi5LeU9TBSN6P0yyNhqWA0qrgPWcr3tiPX7yE8WFsIaeb5JL3agOLlD40lA3pqL3W9ur149St6eBmhJGIsmS5J2+WDowxKn44uHjPzWduV8xme+5zIUru9aZponMMhXXtX6Ipeq0+eA/A0HLxi0YdLpFcq/CkwtLz7bHNuXWjS5+vHYcddm7clSRvVyeKK2zunkpn9h58jVfzbhcw+LDZeE7GYLmXg4I6Ukjl9mGgcUUFIp9FkQVVVV/V6F5snzbD6RxP23LKi+k/9Bj3pUhbjPh+7yz5aFqJPm7KQX6euwFZ9S8CzLzudw6nAVibCTSa/tuke26Fjq/qcywHRGq12Vb8nToNLlMt5u3NCkQnvnLb501tWw8tg0/KDN3njvlQI26Ht+GJNXzgqH2YykEFsRw4jIqtJwoWNt0TeYk681vmOj5eB7eqli72//qcVBl2Ml87Z5WkpvLp5I8ouuZjKRuoIL6tjnf2V6b6yrjVM+RD9Sd+vrET+UlZi7Y5SA4j5/1PqgfvWM7fwcLjT1+t+nxzCqogTpTtWtJuIthSxenJ7Lxh/ney38ndiwvj2oR8BuNKu/nb1JlORxVfdEIdLNKa2XN056SfAq7CT6GnQ2+ptGlAFrEFeqzWlhyImsBCatlZM84vIa7xA14NHwusifYdu/M79ou0eH+dnbdinCaj8FrGWum6Ii69t+SjzzZhY9wGOMo9hlRtBReiQcAVxBJshgNKHoYoaWdxF1fGbaY7ioWT2dn0kiqcRQH5NPdlWhjleSMo634ao0zpBlflhypwYB+esq/1piUrQq/MqDoxnbamPUIq9e3XnPHp0i/G3GAgqn/8eboDoV+fMtdjwH/T5OVWLKs/BWOd/5TdkkffxFOeUo28n29/mRG6F/opdCojJ2SgXk8WUJE64sB/GLrAKQuStdzsdOkRiOPfuxlafi8TKEhxgd6+v71AawAZ1bE2rjmSuHmI/kh2dy8LOICze5sxwWYHiujfoicrfq7nv9uOn9iEloOqW1n94Elyirdv4dGvonz+fr19jAv94G4wzbRQ+vpLJbXxz7y7pUxZV6faXVKKr7JMy+zoSQQcx4ZE5zKcWeNaNVQYmednxxYkuvlD/3M4nP1VAGL/BmxcLFNLXx7rJaU6PN6gOSRHQb23MOY41kRVTdkxA0By+6jp2yMdGmbWTkeN7OOEjKqFdXiUy3tLInTLh7OnO2s/PEirdsSJPesgzy4PNWPak4Xc5TXOLnE5fBMkNpTC3ZxotVtJOsJIjEkT3J/yFUFRJphV9NqvGB5l2YDa/q0Rn2dAdSqNrOodDHE9QSFPzrblE/gYO50R2WqOEJPTnT5rHPdcbHVOEsJHU7U6XKxHw+KeTVbvnFBiVpN3ebxX0e1f5X/vkRHfuuMt1zWGKUjnX97PZeyt4Rl6Qj+dJ0mF8M7+FY0FhBDyCjrrLanim97X+cw+j9gWb+XTSyJ9ZW6kv1cfPTXHOuUTdHvzbdmh7u8Hb+Hi7509Ljnm3ItBbT1d/NQmpMVxWO0HGE5bSjtzKT3/QFX1egN5nMaMeCqBz//Y72PDKBH9oH3RTy51sclB8/DcL8Oy7fy+YJBr/zdEj0uxp9huGVx26ZBZkYEViOxGKSjz3okj4okLdykdNkEV+3QU5hQ/tUIw83dnmnDDM6MrmHYDfIM60pKlDqihGpLTEd6kIaHSNXKaA23MM50G4ybsYno4PWrq9JTqj3nnDLDC1fgr6lZJcg/22Sy8Byl/U13vk4+ZLjCNr//QmvTQzNB/TDjfKUUYUhVdzM6TWWpmNgVk9MNzb/Isr4mIusN00IVWFr7rDplDTL+t2QeqYBbTrPj/VOUW5/CiWQOVkIH7MFSYdZO4WytG5ZOeXYp466GauYxJbZ2sz2aPeLV+/qiRYaqdrOHgRTxa2za1u75UmZ7PwxOmDdCwHkYZTzhLWCi8SugiBoqSllNBcLAExGhGnjF+yceUdBsg4rNIpvjyJ+gWNXYKrR3dxIXXn3jfL1kBciYjGOyU7JfQYSXmnowTXupSZXjYrNsMuQXNIDWJpIG9gvRJW/XFueyVs13nPOeMf5uNtODY5+zXfz8smnTnZn+afK5aCrAc05BpamW/CQtgzFopQ0/UQazkglKFe5p0dnLgT6G9IqrRvnhkgS+WRFAlBtqSsthJac9YZTtM4JfFE7bo0pkQc0LK5LtKNWHY72t7ixBLTRYUU+jtbBgjvMBcw+it8sfOtW9lGPDO/rhoVORsTLnGRzkd/VW1JFrzcwmDxK1IWL3EYUkB09wN/Tq/yX1EjkNvobYogrboX4HB99f6fPKz/r+PQMdP9zo9A7AQro+D9ptTDnDF+1YjlwoUM1kYxnqisjtW+nw4WXKJ3PW+icVKJFcixOZlWqCGXw/7bVx/Xf051TPh26d8z1+PTExflfOVYiWQEBSEC7Iq3FWPZrEjvdUz/a/sw/ZnsNdfhum5wJ4ciRGSPlINYwsPavJ+mu14+JlZSZtUh/e4vmSgBPIhnWe7tT5JvqKm5A9txy4nTTLnbeeWfwHRRz+lwP4jhvVvxL6dMP2b/Uc5FfNco5LETA9ToOE3NJlQ8xTH6Yw/ke28DnNKoFxUGLrsVtlaumGX5O6MJ5S1/ss9V6wEBViPCi9tRuH1MW7k9nor2nX3P9n+l+1rSTYMmYDrm6iKcCqEGb/XTyF7wBTmB1q+dYGmhURKOHuLGiBJWVXy5WlodjY6p9oYGtVOsuhli85zlZE0U1KRQ6Oq7PB/MtPzE5c7gNaVBteuFz11ibx6rvmd/O/peFPg0xLcnI0LnJYy09p2GR3+VnwlC8legynN/0iFidwnHyGxTCjxWBZWFmUu+0XDWWBgCftrFXUO5ctaU3XZAg9F1QSVkDhuQcs4Jab+fomoPkpR67zFMMhWWo27FTaIZA1Ewcpt+REtvwHhKTMxDugwTgndbG1ZdBZVbEo9hznpJEEWHAe74xdrJdTa16HyJRmkarByqXJiWh7lIsZhU+wvveTs8+Bzd5gcJ5Nam2oL7h+yUxckiH/QsJPd+OwnxYrgpDjAXC9u+t6mcOz+58mkMvx4iSrLF6MMLDG59L5A/dbnQl6Jzc+M9Bv7Xh+NDXYzMgrGejMNJ5mdrukTGXHybe7rrF5xamq+KIYYzh+M/kMcdcH0rGNPMTPL/cXes3PV4YVj3sa7Qmz1DmEiAbhwsb5VRNpO1YWZFQxYFHTfQy+Tzu08LWj+H3ECdSsczXwzJDtfO2krQKwt2JcU6GvayDihaxQGMpF9+G605vWWud47A7vxLtXixJrOq7hh0/mnQZ0zMItnQkwLDw62nt4Cis4tldB5mplWjPvpHGPn7CoCNQjXXbN0xepU/viCaMt9o+webLA/yOTg09/3/Nenmu4Z2OPxWJLLkQyGYUnHq8Kjt93+3v0/+tzm9/7Hj+OeZjATb8nAiZCEMJvkyH9+P5pFMvUtK6itFLu89yX+P0Mpl3/ebqRWOppexbSbYfc3yv0sPaw8zdopyIx1V2OoTrz6+mulBNfVH3njndug0RCZMz3kNVj47pZsiovF9c/31oTmAiPh80bIAHb/y5KZvo+gjZ2jcKJZjl7zCZDCTL05YO7GNxmbKgKcccU5rKSUPccaj678F3mNRd07DuYo0WoOVsNAumJZdVD9vH4PB1pu0SwXu9JqNbstlTcNA/uXU97lUexopzFjIon2/PfqTj7Fi84cS5r/S6gs/WZj/URAj9sTecRxjrAWjay75q0UYM+2opGJF5xm+fiO0V14oorj/AdSV4DxeDzYUKHv8taP//O4mI8Z/kklbmLphzhu2BLwJ/z1REY5uwGVE6Aq4+xWRCon6+bfr+s+hPAi/61HDbzpFREfq+fQYMTSVkvs74qfJdeXi1fGsjnMiNp1oK2WnT98JuEmn7Nl2g9prARrCT3aDGTmbxbWTvxsbHhmDCobHppNpqSlgp0aG0r69eBQYnG9KFh4hnot5PQkImtafynJexM8yy+xyMAgIzK5hKpQR9ngCNddimE7bFc8AXE+m584q+8P+wtYYfkn1suJwC6RpjElcgMn2KlXPM9W1t/+pWOvHXzbTI9vE3b2qe4zwymfZyoc2yXYUGKKz3I+MyMKa7fYIyzUDcpU74bJ6svmtmckrad1IqWNQHQGXz1MOgviECg7KwjVTFIbmd4fe62pSXT/aCuSThh/xakxtfU2FMdoG00/qCjqY5wYlIX4KCeEgOQ6ao3kkQXCn0fF0p3TI/Ad6ggQkdAeeU0cV1oMZ2AX6Hr9+tCM8Pnfkin01TYpOUChJDqhjNOYuWP4rVhMlxvMnlhU6P36fd3q7cvFFeQzdHAQ8F7/QEOD5cUd53SUCWY1jhmISB+n1tWZjy5XF+QSffpeKcCClX5Y47t/rnbWcAWqFSOVC6N9b8uCrw6JYjro5HNN5fLHjzQjRQ/UWtIhQ/YRtgzjdm4CossRw7Lu69DiQZFrOJOYTm98YW/cF1AZIqH248fltXen/G8zuE3xpyOO+LYWNiKQzUiG5LlBkkYnNF24D6xBC7Kfwe8GKBZgf0hfn/HQaMP8fvd49SH9UAyJK+ZGbeDIVEBFpUdvoPLlCuBY5Mza74tDptRVcIlrBhisOEasnkEjSMlo54teRr2ExO2EIJnBKjJ31ZKXZyk3+yf8E93qgJf5i9x/Q11KHq7+2PkgBYnAKIDr4LM1PqwFxd9djD0RTs4jY9weEYK11r5a7nny8OfLQAfkCyirn9xgRMJ+GblOkXveNdZio1459sZDbqM0Ufk9DNnFgM5HtN22kyCc1nIbgNVvF4QVERN/pK4ZRfXWs9jo/CLNqmXdJCGwwYPO4g8YEF54zcRkd32MnXI5PzkoQz0MdS4+cpjy6zT2IzYaFRWMZESvyzZlXL5VzpY3zho56dJ9U+uJPWNeLdhX45HarPya9nn8soO5wjvVnrym1gV6cpjMDxJ4eQqg3sQ5YlQ829WGtWcaRK7CIhpM0R6y9guV2INVu+uDeaU/rA+WWSLhIQlnc1AGC7gMn02zeSuVke/zIyuoam6ozoOEPh+vRrInujWbfRAzUCn2MPfDkJeBiZ41NkMnvau4lzzwcQnKDY3dtgg+vm6w6ZvvQLZrvAlcIOxoxF3XDcw3Dt475QC9zzAgqv5J7QiNurvnyy+vESC5BZz7+wMkGBApLNVeE4US+jcTWX2y8T3sCGstzSDg50g+XkGjaPPAx90IHt918ws+TANjIqGtN26ZJNDB3uSIp5mdRdLYoZlLy+EU9TRjttAw44klpo73xuab5+ClYZxh3BMChaEzo9qNjyULdDt3UNF8iCqkLH4wTZdVATghlGNg4HpXK9h0BbtytOKBfF5E2o0nGcFSCJ1AO6LIxEo3xQogiX63idsBSRwf8ofGyODhWlU029GpJ2lHNKz2XC7RtJvcL8WDFPcfmi+HHY40VtN6Ky8oO9Bg794ZyYh0/jHSUi3SXJGg4ZZBwiOM/cZcBiCTq+8iCjuFwsKjBJdGjmB40+7iVYViiErYkd8G4e/ks75yTkE0VIhCZWaVwuH6iD3Kf7flM9UgIMD9llEsLQHYSpVJ4LnnJNRHV/pHYeLZhPFDWfUfRjpWRAnRs59NQibB+wkIsP9sr7njQ7Pgs9nXeWoXm+o7k0KUQnOODsC+Aw1Viu5mByjTnwkSkaNh0Z+FPe8zuGf1v5u77bD2fFjLMUvF42T3DiY7c4zzxhwuJrgNPraBg1PZwsXWGxPMZpEa4xPkB3mh9quY4neib2XA5R3TLmI/400knhovOne341BTIkYYuspjlQL7ljIPfzDbJMzxt4WOWGowL6pGn4iX4M+TXsTqGgMOybYBMSj/TjR2w9138h/ItkRd9mAZ3wwvPhKL8oKVuq1uNEAq0rui+N8mThGTpSKMDSqzYs+06fMo7HOhUMVtJVZfibiUyNkWSSCSWFxVxfa9EiiYHtHzMcnh3d34Zg+zuAMhWpeaQq2HObDTSRM3jBZV08/Ru2gu/ivVrTB+451ME5OmgnHXxd8BnJWCcbF5ViLfndZBrSWRhp/4LSQhlafQcU6ceNkdCLLiPBlDM1/EAm5Q/s9tBYORZCj61Oxj8M75SwoOoMXBRS5q0aU/jK0s+wMsTAlvT9+HFHCzza8wpC1ddlEh6OqpwQOt5+rOpG0ExGGV/6aAP3dPzZ64s39RQP9LYT3JpAdF7yQ7v3TFigfF7cWxzb+mGZHbH0/jOsv3G1+Mtc9xqPn4/pBZtU7b37MC0bch4GSrAPVLwBx2j2hm4veK5G+CNuzDvS3OOcMOsUscKuOZEl/yEdl4M3jIlqmElRDY4S39f0wZqAlwSY8+vAoaZ0ZbUkSaDbztdgdGE5xE7oO0lvMF2L384XhBpZZB7EvxpOQkFOjSJAEAWB9FtYDs8p1E8B99cV5EbOqCqJ/4W9sH9Fy5NJ2uBPdL5LBwQ5teO/wFr/cniHDdLfbJjGWc47WU4/6Mgmn3My4MHQla6WXHD7S2OWqf67JW0lBkFJ1qkmYCExG+4lR/FtCHgdVmcLciLoSV7pfuOGJckPsZsSHLZ9DkyuOrwDvOLRDeHfWVkyJPvcr1L3lk058kTMCJbK7uDGF0IH84hNLujMWs0jP26ZwnIzKlWtoQ8GBDvK5HZfBTXeTL9Ae3te7TT8aJhCAJzOteiDhqfHPd6CZrEhHjX43rN5s5KsIR75Q9gw/tdeutqSvNMe+ucTKuo/LpxwfbkqB4/jDUj3kQoMykze+ge4nIerQr5/AeM91lXidw19cWacgcFyS3iYYtypF5SGxRITrg/GWdQpMPMIUsuf5V7C+2ff7GWE6zMl9Uwvd57rrLgmcXgOFFys49DwFQklzH/qLEyStXmnYXR/QRGmLfV3ULDzC2G6InmmewR3GfwWuaWAqFVlcGmIIqtMHB4bnWoy9EAESfqCPjN0OdpJHnF1hCiHI+i0LGThN1Ny5J134rjxTXKcAGZSs/SKqD2RpdPQQ5EDRqkPUF4tolkAvlVQ2mXGeSJQvO89rQYEbAnQG29wfbzKQTYsL5OnIjz1hG8d7V7MfztpKgYlGcvBme5fdlnpEqDzCKzGdiyRzXSzaalQx38ELJEGWsoWYjSmwb5zdS1C1IMsWHDlNRWHRSzNLj+655mYMP/xsp0tSiqRG4NfMMi+ugwuLwjmLzYbnD/WQ/iqUxSDXSwPsPymxHi/qTAEfZqBXzpqcX70odFw0Ib9SYYT+hfoXQ+4HQK1JxyLzfrEk7TaJ4s7JFQGUITcf3VG1lEXlUPYKZEuBrq3eRzMmpmUQYHoF4PzVwfr4C2tyr9k5D5w/XQztBXDzK3ZlkLenmLfxiz+XPT8PD3wvDlPb+MT5loJJCyerbHPf/MB3J+vjs1SNOIb9F9N5km5HjnzvMMWN0b4/Te2pwI7BOUGGrymN+Wjyz0KP+fkc5CuTOc6rx3Ts6xsdNV7M0HYu3pOo3w8hhPjT/DDdqpl84k+S+fQijVPetRULthGiZyizO3ym8d/Q1PPLAC4nn4cXbbHk4yX/IZB55WxOdsfNMJsulN9TdWBLoobLuTTCorLPdIkO9Yv5++AX8fRGCUTMWlWs8ESDQazv+SsUuIsrhhHTN9bHogN6cReRnyoXaZUs8bG4vSEk/TVKaDyxNt+k6cCY6e9BtCwhgXla3lUfzysLDzIWKPde2Qw9giOHwpZl4kuxyQ74tqYuMpmnnwXwdWSsCZqdDIgea6teQpbOCgw1qggyCx9e78xVWyJsgg9uV0bVLeTDJRx84bhT7pJyiDi7aoGH7oapzSV8uIl6pALZEprgtVYgT7O5GQFqKdH+3U42KwK67RNNeooNM2aS5nRwApa4NM98wh6VswgBpyIbh8kQjcMjyiSSbrbLC3Gj2ZlV8BQU4AQu58ZOWs5zhOZ/W/vvCOI3WnBplI1UoUvkOfoeuZPAY8qhGhQX0q71GO0DqpI6AEAf4ofXOfS/W3qPn8Gs/JS4z6YPk+/A1ItNYl5aK6EmIS9DYLTg4Fg8vM+8XmrKBi9HsPjQBNBRCLMqW/JEq2LIhrn0I6/Ew/2POPXKCa15n0qlKXbpuQpivcwdgLJQxPlQbMDmYCYmlkAUcCrMhcFP7Lgt8VDWiAyCjab0vqGhNi9wA7bOsaWF6B9CMMt5kw7tJ8bveL2bTqELF53khgVT6gWZkcgenPVx2XDTHGnPKJRbgptnv0/PBb/yQX7+fjXkqeo1G4fdGutf2xWLVj5uOCNP16SsLcNoQA9yAQ75sq+K15BKL0g7I5hGS0UAtA2P0/7zYW/ilU2y0Jmf/lYHtM6rqWDXO82Mjqy8/BPi+siiDsqENXolGih6Z7dKt1WlTG0JvkLs1VRXAEGpVxHJlloM5XFZLAuaxYZH+EinsnLNYup62jaVkjb2g4XSU+iDGoAPlbUGbnwADGMejMD7q0/iASo1DrAvUQ7AVrE7APqTdMsozR7MytqawYiakcA+m7+b/YR06tOdcQXVee8wB3MHfB89FvKSHiTW9PPL9aCKGfuCDBC4k8nkpiKHMW6QnB7ULmYxHRvj75ThpH9OL51Xh1jipVK8jBLLUjKiS/Is6oXn6sNMPEZMJ9Ny02xPXIjL+Si9ycypu/lcHxtpLVfugWRuoIgxvIZd/tSXOrqFW0LRifW91wwnn6a1Z+MHxzxQkvhgbrzmiDJESEwTCV3EITQhxiBsoSYdBcazJfq1zcjI1bwdLF3yZIGDFQdOf7phx1Noq00eFAKJA3Lw3aUMkdyWdJpd/eB1W++UAzUbg7yMqWLum5RL5kxaCyu6WnnuQQu8vgoZ8YjrDb4Q/nUl+xzTzt08KB9qucGo4KE69jPOkjXiZ9kXoVAnYehM57YJ/w30uNIGBt8U+pbzS+W4aylUWgo4wz23kCUaubMdEZmVo3XIaG1SgCcjhNbLapYSIo3NXsdQBrKFoGyJi7f7lnStXR9WVnSChNKmek2GoU1Wj4ISz9GJMoBN6Sua7xkiIvfbmGXTXm7DE2c/tDbE19NinK3bgAOga1JM6s/hLs/JmQ/x+/u+/mnPqZ4d4wEsgFspllq1QqUcVu59p7GJGgkRXQtvDAIdPu7zEL//bZP1Xf/79CRR7rRKR+MKahn/ppIKheY0mCZE88YsZDb0GoMmsSrJUY7jY9/NgSOyLvRSTjC96QsnVtP4Km4iqozADsmZewFmLmAlBn8d/wAAIABJREFU0YZUpH2yRxdOd/RmjtnSHAXKU0XDQDDQM3HnnAVfvaCOGVLA1MgVG+Z9F4Z2Lxd0y4ZMqIPHd9lSYapybsz2lSnqVNMG7qhFpkewYmUFpvmI2IQCF1MnyrH7iJqLhzgs4ZsfCljHujjGDcRPWzAJcML/WnQC/99nq5/Tb2yvNb9mepm9YcuKPuqX0nHeyzoTQWXXojdttnF+JPMbq1rQT3YobyH9oBNxMeSVJ3jxKW577q1xjoAT0UP+O6yEpBAE7YzYvZ8LbWBB+NPFDzls5tPhQ6rdRWcpbBJeIKKmRNUiqY5mVneW6aPBuO4T9sRxgnB2MjS+Aa6B6FqWPxFeXIbECQpByPjMPhEKkkFqj5JarwPrXW3vTKAUdjV7sRMFihlhXFP2drqQ2Nntic0V8U7nF3EY4fu61JM4eNI88QQgWhIk0iH/ltGqYZCXgBtPJ7jc5qFbc+Np+RlAgf3dYjfmnd+BNV7AcT4X4OnXgybPsXE8jY9eZ/1DJu+Dk3Kmgdk9R5UMl8+kJZO/gTjNMcxvDUfDzzVgg8Z7hVwhtzE/IVdJvb53kMMuNu4UFy98UtN3rbFx9yO62y6eN//5kD1Myg3/7VNNP98lrKc0Oru++3gj9XBSV5gYCfCctfPATOC7mWuZcjdNDbef94i/2cd7bvVM05mJ/Y77i6LM+6QiCI1nz5M1fRWBO1uIUsLJi3nDVz5Lh/yRLUmpU24IhBWZ5+LN3/EFp5sDwKRehbZivRTXVDfj5q3CkKyiQVbv4N+D+84oQ3S5WLC++2cMuGfxaONsIZyfp3uNo4twhjOqBmHliWa80dTUIeFz+TxHlXjiMCfqTNiJRSyLGjSLOZLJ3lkl2aLl7vbzZuinTGAfRrGMUn3C4zZ9R356ryMPxOlu/hP0ho1TOZizi4vnUw5GmHnD0WCKrdDvN5zKW/c5zWnGqCbMEgxqUm7zLKa4e9IAkij2eRhSG7SEh3FN+7cAmOuSYaUWY73iFgOGLrwg0q3t9gz1aChejDhZISp078Da77v/8/PTrx+W9d92/NVivUBD+r+aurg9mR9dIHy5RLZ3VFMsz8i5YraR2JB1d/KBn9Gev9ts9z0LPv/7dvzIbzt21xBky55vYNmWUNeDHu4obGHX06HV2rzy1lLe98QO37hlO4sEWQ6YKPaOEleB6eFcBBFmYUQ+13o4DfhGp3BZ0USlcVVnsOoYXdy0yZ+1mIHKgqBk6gY8T7xx8AZo/DzLJO0dJZKmEt8nxnZliFGAdWinpVAaTyO0I5SnwcS6Msf3Pb9IZh5D8AYxLSUds43ziho1SsQ3yJMkBEbSUB1TwQXqOFFYsZtQ17sJxNaAzJtPdT+S2bA6emtJ5qa7ANbnNOY3rRhen710QC91escOWz24kGcazFxKhsIQ+QM2gd+43p7e3cjJWEY+erFh1kLhEBQYrHncAU+EEvX5yyvuqT6cROJHtsgA9vb7Gu8y/hOvK3MFReOucZGzt/ukyrodFyrr4hJGq7S1DJwWTtfK+tI2dxgFGfY3aUlHjebhxLWUREWPs6XBZzsXOR89fBM7hgZMTkw4scTJ820dsqkM3PUJp28KPsHkvXJ32vqOxiMMXDguuvlXiOJEQNZqEZf/vHM+bSvZSUSk02Km/Uz35/Eiv9Afm7zLYVnk8q6FbZabj7r6DqSlo43gaCP160ZO20+2xqPn9O6TKCrgXSZp5D9iWZ4vmUE7kcchWDapJghJcwzENHOX7l9MByMnJkMPzQFN/FeUmIgkoUNgl4ZGU8PFAZi49LSsbrXmxjUNl6S9i21q+gUAGa7qJpYTl4FKQYYmRtJjCX9KY5g2V3AcoVZ21eFUdWw/n1xbM5GSss4KSrTX0p2tMzw7kDFU2tgBYhYxooDmV3RUDW5iaNXtXL1EM+bgVDdUADCtyxqsMZj/+4urA3RLjy6NyoHlsuwPG1ot0DzSLTp7mktDfcsmmDRCP0JRYKKNTlNJhEEdUZm6frF/PUpM9TkfAJ2Dm0yVaWVBo/vQC8xWVbnIai02r5uYSLXQF0WiGI+tF8Co8LYAtGFfjZ80CUnjhrW3XcJZRg5DnQOgI1jblkBnzDV78yloBcNzZ3yn+rpLe/lR0co0WCT2huLDPVp/RZXkxyqGX1CjCmRSJEObnL+MzQesKJrI2PvhLGyFZapJPh1n+J2xFgOW47sVjpdATsUpuRA9Qx3afYBZqwgyv3W94eV3O//brr8n0ernX+OtVKKr01nJNut9vW+r5kr/HbBSC7Pzvxdn1FyAnOn/vAHnh/hd/8R4Lqw+3Weh59XplibVD9edwlpTXmtftjQQhNusVenit3wA35GyZGws0NT4lpx9ps6La4OteOGXud69xtqxvGVqKg1+CiGiEFvHjELzssts8tLhBfRHPfeCiV5YysUlFc0cbXBI+PySS+7vWji5MPLUtBy7ITzdHfxCZoxsbvdvM4rOWcyutYeXdy0oPXoeUBf7JiLyhPavuQojuhxhqLMw1LGYnH6Nsu/8UxRZEFSx3GNu7CwAPetCy9SnfHrq0jdbWafuBwsHwS54q+hTSYPdFiuCzAQEx5Aauzq5edKQXlFNwGodToerRbi6nj/o9ZU9b/MXdSZ5Cg4bRMoF+rqIGRl46YVS1N04GGQihjl4E60XxUjQ/dPJW3Y8xJzygIg6jsU2itX07goR0VnGsu63c6QYCfe/adXMS5+WWs/RuFhUTWzj/JO9G7Fv2Aehvv2Ip3MPp77rwGkY2+zW0qQd3voWx0NDVUvwNUWyVrOx2MIw7zw94sLbQU6+ywqrGEKtdoRMap6HHpEBb1HTZxa/ZrxuxmqCeqH3dQPXzjw6E0ZHcmLqQrx2IMjPLV0ZbCWqEGO0uyHxLE/Rrj/nbBM/CX8UzMf01gHlubPLhmqo95jdrchexARoNTDYNVvi6NmrJb5qcJODGSox5nbTzhq8Uh0nxY4NIQL/ygIS8JNalMRDlpmYpaZ9CEmURNvtu5iCWqninHvvmY/lFCVRx533ck3rGLAkrE+objAE/yLhhe0JdIxLKNMNpDpFCb4Beg9kWY3HWB8W6NJoS+3AMNMwOLLIZ5KKhpoLBdJuu6ZhnaeLa7mbFwi01rEgb3PqRl23NDtiNVmOC9xai63Yvyvah9HRLfQZWdoOpxMb3PwwjETC51bYjFkDyvPrxXEyFJPN8BdKo3FVbYBa1bBIhklOrAbUPCZwm3Fs64VXsnSSdcFYoVD2HLAu7Uebvef5sp7Fy2JSWK5PRyDWsdG6Uze3xiZpWy/XOtWMPMmJUoO3iedYcCgRvgkvvm29XZKn587LCld3g/dfGvBriZnvrM0ZjyCQ8Swi8j+wPqwVVygI0z3udv2XLKu9b0t3A9MGSwjqNqrGzFVoTFfxiF+8UoRnKFO0R/w5/jP6P7HH71nqOXCiGHSkEDHY9veoYk4NzMSsBLYML7iCAFeL6knyu9tSSlt5ynyijNBDqHlKFVf9mVXIrTnr88dB+5fniy+P0OdWhUwCobIsQCn1wGdT0O5JUDKGwsAZh92tzDY+hlp+zMBiTZB9awqqWQ71SaUgc8VGtXCNojXG5D6billQZkvTRIctTrk4DCmXONtVvNF0Ceo4hsvWCAyE3OnUI40TIajFUEcHNO0HdwnNwaPIsjcdT2gmbfCJWTu+NfL6iAZ6b3WBkjHpg1iCgfIBAmaEr7ah4CgHsRUrB6/3WVTXKOsvWHacpY00POO9cMnGIOnYA1ta4l/tcvISw6spxKsrFLdFfvS1G7M0UNL04ByDtKQZGUjjMk7bsWLxpGPhTAkpVoVJGAwrNVAu5179+JZvoLUVsL7mvF6Q3XMTsfQ/oXYg1o12lFYQkOCRAardoqUNpNYNbDyo7y83Ea7AdJFFWzCl2/jTpa6CBSDgV1+0M7TDO4GMDqcKciVlhLcjgjd7yoiFMYIX4lFS57ORDx9ixxTRSQQChVq4Kx4Uyf5Ma88mkE3gFXbZMNS+Gcby6bj0rGhXZGK/xNq/r2o6fZsRHETlQAjIbG0c3SqFWH8FVI1YYM2cQ2NGELTe4I4zWhfg4v6WE1Ie8Lf72byykXRmO5oKbCBwz2bRQXg3deogTxkD5CBm2HKetnTeESidXSgPZRbKmQZkj+LikZWi8jbyB1cIG57z4EjQ7L8464PKlL+JThL9IxyPOkI1LanDbEZSLczHMsqi4rrelSYUFrt37aQ13anCvUvR/sT8LKSxLVbA+q2gjua+bGGd0otkL08xh4rzvhRtWn5EhTihOOi3uAA9zj6H4eUY6z8OOuNZm44v4tej037wrKyrmfBZOhEsONTH835C7EDYknI92N4iHrI005Gm/I7ny/Hfv9rGgaoji43SdeaH6cNoiu5UN0UHBYHaycym12gVdxvRzEz396ndYWO/x/Oq9Pjp51+dyVVULQ2+7IAIBe1eaOu+xrhZNmnqbPeeOtLIQf/zdvzOv2cT8tnjt985sNNzh1c8PSwAv7aRFToC4Vn7K8Pxnnwz2dh7h6GD3HLk92JKR0DmBXPvhtViiotRIOUmRfuNMQp2TjDUzN6EWXm3ke4zte8KZfUHozqUC4Yk7INvrxgZxLr9tGZqUoyVj/+JOTcLKR2PZkyTd1NciB4Jj42jp6hImmHjiQh5ykE8vIckjfXR1OcaATAKPcJVMwNX09Iz5gtM3xQauzY+flq3QMpEoy8eI7uhuI0f5BbS1l+DUrJxypasp4Y4085SqrxgQYamIFU5WX3usYWnxQ5e3TMlI2nQC7K5FaFAl1Kt4QErOvgXk1HNnof7lPlCL6HVDrZI0WzrNWftWto2KzLujD2XWtzOzb/iQ4G3g5+InGdlEeEkK42bMDJr5Nm6UgkSbUw51wXdwSP20uPR8qLbaNcgr7ZMYcdVKhC5oGjtpjvBezn+e+dre9/c8K7znmx+JHrGUgctZu8XvPTVn4J4rJUCeRsAcwOOzf8+P3b0yGS9syI+2APdGpmM4qaol+gWrLnxuUm7ML57riM11scyxlvQOhtpgLuKF5XnQi+Lj2JNIQ3lgBj/Hg+9jNYm3kuTBao2EwyhaeuOkTTosum40T3yrjdn2rsxZmwYoTtPeCmihnwg5jvI7qKcqc+Z5+jDxBBYIRkfzgsYPd8PB6v+ZmCg2cmv1B+4j9gfRR2NPeHjyaya5Y8RpcrzwhIatRdyxTRcxaZGQ4pjRY6I9RwkImmg0jlfQnzyLgCmuVIFsRhXjk0mJ9544HHsxRlPmOF7Zrv3zkM+xWK8yaQfwT0Y9KOHtsl9RoYpbiRrWCxMj1INIzdQ0hE6PnmaKIRiE5+bOiGIZTmDmpGUNJaSGYdRq0ImKLYZtVkoTRAASyG7ocIytFrVc6SlEOOleb2DJWOjc0hjLcN6h7YIBZbgiRfNdDtNusMNu61lJRCpIsVcpEF5N4sUGHxeed4E9NWvYw+t51QUV6aCEcs0NZcbwSZKlrQLSobq23v4G1f0IT0fcc387/vvuxV8H/6UeQcHNGllO0r74/o9X5U+id94DndpWMUkg4RydYI0PSuKnpJqDviyqCHDOIqxKd81W336vlD+vz/ED2caTUFdP/HwxkZWJSPlcQUHzP2yxYHuwj0xPdiYV4VSyTJpzS2qZXH1rPEX9S5VObf8qR37q8sEke3oVWKpHa1HIOL1IgdaV/LxhBcR+XeNgfdklXkwJsP+mx9rh5TKsY19EIPOMNvQz6SB+dgk3mnhO0VnsWiz/JIj3u3BH8diEYN9hlC5TIpmLcH3dNqcfJa6yGHNVfkh/xmBE+vbItWSyd+JP6QUQwNuuXZJZzQLiYXBHG2s4cdIbq4SKoUJs1JkEMG/LMYUACNkkX4A+I2d5+p5BSEN3lNtB82wSKu4yuiXawdqXNObcgSGZCw0MeNYEdyz1bwD1501izbz4sFkp50dwvnxLbsnQv3rGg2rUVwsDlGy11sxi8n9B+bxr9AamcVyT8KkuJtPM6uG5vpekOsjdrdG2/DPM/rq5UGhC5rfztgojxtHNo8tKto/188zPFNMHEDh3swlG+wgeM49hgF0XvZshwiO98DBuVxkblLXplXww55ipfAxKricKloTm7HKXU22uHhHAD1EJwzeJbzVUwy16+EDMd/30Xe8xGl+K1NN754LHWrbWNuQ9VG1AiXTqadca9fRhxnRXYQhHtQFFIkit8Um6Mj0bTW8VztgBYD+g9tdupEBrwV0sNPAo3AGAd+90VXoyZN33Yx0qpM1MzCFwmFK4bOsgtAR/mLWHSVwHJCAqGQDnndoXi+w1YBBbg+EvEMNn3iilRUaqa9ltekFzce8v4f9sGZ5KFJ0nDSbLj7Uxmyuvo16hJZ31UebmQrJYRlnRyKEU6t912AzPN6WGSiesnEAvFvOkYUGW9FH7GhrZj8Td/rcG7tSZo3QxVw2g/WKxlHnIEfEgYha9mhIOGIokAc/NM8VN5v+xcUFsWgQAcdtEjisY2yyT0psShXhkdC2a1KbrWINTfWGk2Aj0c7lBgbmyEmQGhNW1mU4FKcVP0XO4JWkzaGLDJL8r80h8p7bO37WFzYYOyagLwzNbr6BKjwRjT6bbIaGBj5YMMbsvuo4TCIFYzU2ZxBY5FlGzuEmwwVo98EUzhvrPB/u14+/+v+8BR1x1+vd9femYXEVA1Vbch89YqmwvA/lFoPpwqfJAfM6/0Mi+g7p7vFay0A5SVPvgjcHAIlyh7JEzGjDmgjMvmHl0tyC5dmWEjNaVRESJIbTp6CvW/QbyU5dhaRZHoOMXJYgYEGibdMiruHdldcspw0j34lcFRBp8TBh8WZxwIdtztXgbvIpuHBFhxCOiZHVQ2faezJR8IdwkJR/iyNbyB0s76bSm/TVufSdNgNCzmBrgI0DRr6mv29oiSc6yqQciMKlQRF1hJSpLwuYJR42xiIBDETCUQlhsDgyLndVe6hSbY7J7jgxjFbjie7Mg+jaxlg0C1UzvMupYVczYKYJpg3e2cIxXze/uFKmklYAgS2owOTylMELh6u0kaL0lPl9eAUhNVdbVZkFZ3l3wFR3WM4xc5YUkG2y1RorgJkFlM3vU/2a59h9Bv+EJcKoei59dgAtD3RtGJ1R+rN6QYlUJSD05MLOeyn/zmAScjhEy3952iPqFbriZlwCwYSWhJCyqQl74TLxKLAy40vwJcnuqKKcHDJA0nTCGZRBFy8vxW2CkhVbwz9dfGRW6oqg9hltOjxF1f2NIjKcne2gmfmimcmilOTpq5JkB4GDufdAWtRf2V20yM7awD1XCrG6wwEEauxSgVbdkBgktu8Lxw0++vgjxg1bfItTvyINQ6Gx6NFMiN2kCM2Mp+Po3k+IwHro0UjepQwBK9+jPWvaj0inrAmrYAiGE0JobxzsUDRWwM+LVdTnn/xxmuN7UE1qp2ea1Gj/HgSXVX/tbVYoO0IpyN+IRFv0WCSWN+8mrrVH0aGx7vA614WaiOycuAfXFDufmHsADczT/4Zn8al3fKspFDA1thkKxyxzyFU9iarVTL9rfOhLAsehO8vdspv06AlzXYNFiaiWBffrqjEp7lF9aovRd+BuFqnsDC7E9JS96DUQF4U/JzLPjJm/e1TswkOKtywVWeeqxzDey7i0aZh5jIxdGKXjKwSd0dnm0gBvIBMYmaCsKCa90AAkxs7zk8XtmdhE/rXLIPk7gNEcyTWbIQhTzEdcJtTUr5tfuWgq/KH9+HRwOkW3bNVi9/z510OufijWQ//epZ5bzG7wyLj5XoqZ/nfZ27NvSqKT/DmSGws+ETafLXlXnN75KnFjphsDHKBffw28x2/8/By/WRzBfaD9IzJFSmq7xcZNvjAShWPzgdDkMjboMLETZrRQkANx4i0YEpyCNsm6ldOP5q3dCkxfo+K7cICr6CwIPuxKBTITdOGMhIbx7lkvkGG7sqePQaoQoQmkGmPgvjJLbbR/MWry+eSzxrq7rhdSYkbjFAgHKSgVXsmyrMCN2FKIDSDQrpQUL4rYWtMsjGMYl6Z5eHn9/etwAb5COEVCvKeUB9MZfKYurLPhqwb4I3LroSa3zR3fEykRWOdxNo6BEJ8vHCozop23RePKbg5HVQtYCNWOhCKpIlCfoHALN+heHc7lien+ssDNJmjHZMQPagTYR6PUDGd0x9c47bw6v6dAnYURH7kBGHmxSQ8zctvusUSrdeGBzpqvC3NIgI40sqdk3+GM7L8tmYqYcBCZOOqTwFLlD/uv39Ak6Wenj6Pr1OuNazf8DjI/9/0O4sCQ+6sTQk1FlpL2NMctSQEQKnEqXjCsmabft5xa4LH0OgSjBVDu8zRekAFVEyFfciq15iPE03vDdA7BC0Mh4JB87qGkOwwRyhZlJaoWZz5sLo24PHKtjh8SfxA7Cqs9s7gg1ZHans6ZvTxgn9/7yI/L1Aj0u++xY5vLa23wEAtm13ytID7v6Nrfvh9Geykp1fStAFLAT2wdkKV04EuwFH0r0PzRVeO3BKO8qL5cDOAiWsW8DOoljfOG75C004YXN0Nmaqy5XrhQU7DbY70+HJhaY7inSR9hutoWZSOxiON1GUJSpHCgcFnpu81Gnu5sCtlRZyfS9zFU7OqRNPrudzDBPj3kMdES+70O2WN2FjoTT8Djsh59ZawNg23wudwUBjZgzAY9U2S30MdAaVrbTFk2KufAIXaYCnXB8NW/bEDmdHgI8iIa3hxAnmB0euBfpuQpcNxKhUOmnChvqcaEx/ErkAO2mML89qxZlc8Yh3kAr1F90ylPwoTHCXD3jV7Quum6O3nepHdwzpbVwYR3JVOEwZBRWEyT3Bgew65idtoSqUdYlgRjfA536f3vfv0TR7ycNyMqIB1eFmzP5cDg1435AgP2/rYFLsQQhh0F1XCKqx+/e/vneZFDnOr5e+jFaDJ+3pZNucHJxtp1FWSZ6T6iGaUKZ2lRhyIHYEOVhR5zAWXzNmtboDHD4z/Pkcf1FiSR9x1uMkXyiNSoCOMyJqy59tU+xICXWoNbNUNfLz+WWXRDs3DlKfPlJMYkW1j4EXV5xa5dlREBDFg+o2U3+BH9fDCNqKu66kHk+GqZZoNXtN87FzIgQqbzEQZbwRbwAd4u2pgKYWAUqgPuKn0GDcZaoZ7Qo03cakBRBcOY7QKQcDVniNSZEfRfW5GRozdT5Gt+l8dPkWo9mszTWVZKRs4bN+mCouiaOMMdU5teqybjSY0HbEix8YuW743KEr6l1wtLTN4Vs266mFnSBmzBwQTic59nBZGoJP9KPkJiaWNzHwFsU40g3cF4O1saRAJOkgf6kNbsbTFUJJG2JZcX0Nqyp+Q7N7cKoVZfTNtNAnArS7XY/CLe7gZmT6QWYiL5Bcg/rM9iemqS4KdZVgiOtGtRB9UQqiI2NQ4mpoewIlmQ8QPvDicbObsoysAlFP05zlTRF/mct7UxyDq71cmIYocNYJgC/CzpyToSSUjkG9HZuzrAl+8s4oWeCl4WiXyJFFsfuo9pp8kWG8cAhBerExsSmDLoIRO85ppbgWnAYqhYqQsX8NFjl18NvB2xzeVty3Kg7llnE7D2Opxnyjn3m+mNSkSww7oRRByUA1QacDY+D/hhk2EmEoNNjlNb1RpyjPmwUNcUSOz2kYFFjknLDMJ3oK/on7CCxccxRgsBBzBtQ2+hpIU0ztfRBtPAQIiff7rUQnluMul6bFvNVNACtxYhUPWeY/jdLoFo4QDiBqpC8zRtEKfUbDmSAbgbUrbOrPrsJGOEQBsxNZT9KIEGSgNmkiB1QE+A73BS4SpELTx6DmwMrPdW7YCQIsOFYQsHvEZAA+5WVnPAOlMCls03BByzN6tPtU3khKpJZGNntd5EscPr5xyjD6/UaypuHkIjYmwE1hY3ZIqNuvPcZvFBDj6KuneLLVZweVYqYvBm+Y2bFKTQgq4Ac6fjAPVGfcQ4CT7JjVYLC+9xDnMM5++HXLV/xvPSvL/b8RuJ6XkXGRg1qhU5z9ImmxSkiEdERU9HBrECwSbR8ZNx/tWfUz2f812ebYfvkIJKEYUjURKLGGhjSIk/xftvpUfAdFEvy+DIC2TIHYCsRWnmUmWNOdQyfpt9MwsRxKMjaSqUKHLoIMTKW1y/F3wD2cqLKU0dhhxOdw2VPyEf7hrlz0YPpeU7BOy0tI47oLSRzkWc2QGTnWcOeR6fEuju6Y0ZgbIyrn4nHOLG9opLtdSOAIiQktG8Iucmg3SZYMl6/grT6GbdLYOXw0hgV8WnrTIHupC04UrdIEFIFUt7VMp0rMXY5T/uaMogFme60SfP14ErYmW4/kpzTeUVthA9exrvbbtWA6JgpKYLaczMdMpKVia2RO81O8MVBOGbRNqN81N9QgKbjdYfQck7L9hiVRHdAQHBPZRYyG5r3VFfu0Q/4voLz6GI1SoyGuRu7tdhJxlwmmRQHsWkntd9y+AjNJnNNHs1lyAHIGtNdjLXXWEK3j266UvJ19PuppF4h3ZgY927zD4o6+Vd8R29PhIVIbDM75WHDlqwn30sHSsUliR02C4yCbq1TWVOcyeFdbK49c6RFTz34PMemNKCBYv65HvEmkASDilYyFFIIpyCW8LNhIkVL3aBm/ECFHIbhmY3x3e0F8MKfY9aT0CBNjoXNqAMxnV078VDGJRJHW7c0nO5IHY+HaZmnKcfplCI0WvAfpDP4B4hsNAggYaZWryUiViw9eTzzG3mhHY8YyteMQsHJXbYOtgJgm2ybDKocpZyz9GBv8dgFOZBI+iVc2wMmg0tU9rGPC2JXs3noorJcBmzu7EINm3wkzWCd3kNMu7J4VlCJb4x4ROUq42mf61Wku2t+eBxAWs0AyxOjoP3aPGGDYWhGdCVsFXhE40Rt8xPcTOLTdXHGFHyBITSqnWryJoQRO32PgzLprxIRLgFYJqvDnezH1YuSdHcsBFXHNGMpTiPTjv86EwCZ0oYRGDt1mIwAAAgAElEQVQiD/o6LcpXszhC8lCs3Lkp8fCJYcOFfhs9GEROuLihSupRRXc4IEzYZMqyuWY/X+XnNtmjOHXSfXBC1XNck0qKXLWO4hqZpEJxCr8TB2A6lr/NvxBDaHUnEpaqQoBHx+/Rf1jfP7PJNs6bION94mWZAiLFKutu9s+dnMI3r7QvyJxQPuUCOf7b7ZxXnn8943lO9fxn/HC/B4xeIzV7Ywo9Ir+4GRFPd9s+FIebMQrLFPoTUaNsA/lXZ4yZJLPBp4zAyJwMI2GJJTgIXNJTIm4HIt9kDAMRA5PqZt5d5NO6Rm0PIDhs+m2n7cX072Vshvla4wbg6VYH+0Wd6QnlgxQKmhZKcDwxi8cpDpuUIbpwhwgXLHzn+viGte7OppD7Sqh3aTjMGIZxbReiIoAgHzMC6i8MBd2SaUMtCVmVhYAUo1T8FQ9RcG4W9vkIRSryE+hRlklrAVVAz0dL2CjqMFfLj3hfqEEOTCp8YXMrastpn4GROOWOFCaEkDgPAFiK9lJ0N03FNWzf4fR71WsYW/IqYtpzh1t1846O9fYW/N3GLHapIw1d2DVO1AHkvCqXAviwxlVHhG9WSKVTSGXoSzNQ8E8JzzzPvWgnvC1laJnxtRZsvBd0UdexdZum17DYLKGOGrdHecFiY7gWHoiQbjl3Pm4oYoQN/GJEGyajikVMuwIcwrgaE/H09S7OLmCu+BtTgmoA5uR8F7DiIxZucTDZx0JAYImpKGihlsKy2sD7echIKIqnbCWYhZAka/O0wdowS3f5Vlb/MM4wjEaOXdHctsN1LmzQnjErkKd9gxbE+4EVmAgZ+hPLXUdcKeJtZTaBm4gOtvd9M0eSEDqDEVkfuTHihRbCNaiJK/0GqrY8uAVaTpzKdCqfcRca7gx7x6p3xheBYBZf6VrJzl0FwRuRJMwvlJNQlVfNAu7n3qTHyZs0wenATSpWZQGcoQXJR3HI71w4ds+od+CMCmILVAHiZHYnWi1WBKlq0/dkLcMqshTpjXeCRVTZ43B8OoXHlokPrhePxieHnLdtKQ5QL8Ksr7h4fJSQcZbzsHQ1VcMVvxyPkjFkHrnkIOdv7HX7ek5/CsOCajfQwrTnZ6jAPZ1pzyMtSwC8s5KEZiFMwG0De2ec/KwTKW1YDjazMVa8WWZisk92K/9i4CIrQwZKO9k6SdShnmezJmpXrEhAgcIcQDwD7Kjj69MAHIO6MzKSaHYEKJuiQelaFAF68UvSi2te8zjv6/rfH5b1dvyek1SmBHBba1CIWgvrqDSgp3iofOniFmcDRLH5neMdnBwGLODY2vGfedLM0/E7n9c5vPIXtriNlrfoLTc3mEFgh1Hddr2S2s54JWw6GFv22PAWAPSohY/BPB5NkjaSHLrrTnRlT3W9y14E11J6AuY28MfQIQs0TDyA9VlMzAg7xRMvMEmSnCy6FmOX9umGnI4Xg0pwIOrVsA2CC+9SjKhBI/01Jmve3IwKpgJK04vH4a8NQOLNtpcC14GSgchzZzOH8MCid4gC8pyibsrRVjHk9ClDGOo8uQCWzBKJYGGnEhF+ZbFcpsjInBAjH7TLJJR5Eayy9Z6EuJoXhN84frm5oRqyMsVVEHuBKCC63DCkGSt0HDwpMJdLWJ6GjzgTyyFdVZWucEpkK4zqzgtbVdVVg7T+ZDxCBNWC3pYcRAzN0tBA4SaPvCZH/dfSpeLGnMgRxPKOIWlGxPAMXySBrEkxnYWz75paXj0HCURAc1wqZosfJ4TK+8WDfHbtvQMghxWzGAA3mcHPL8H6UmCVpmEZXjoF2NJqUetXWKJt44gFIdQfeFHgZnpIQ3HXAIRmhQKJav8Kbaqsm0o8QrlRot05ixBUgwwugqlekG3LJhPT8GJS2/XcYSUHxTIYhydIk2QKJZOh3YeNOeuiEf9tE6P/S1JMPIeL+jpgE0smQ+2XVCZ5LcaFPOcFNouuAimHqjVuSDjTxdKM1XgQGcsskloVJuazGq1i7Okd6MheMCQrIAUkeuuXWn16ZDKj0oPw9L0PH5IskL0XeMTr6sI9kglid+OYD4XU2LiiEMYDiqC7t1vYKV4rTFAa7wkoWYauAkM/Q7KCZ23cEYfVg3zVmyGVbgP72AIKY/DEKRCDDM3IS/1GYLH03wmVHE3qQYq2Sp+v4m43qqM+ZXgViWtL4hO9TYTu0Gm9VMdGNw9EaIYxAx2ADgoElE91K+VgFV98XirBHgNyGIxUhvM6JdzhYj3HyRK9FcSOyH+eP4ZDRsUr+6/VpJ3LDXgKd/mCMzdOubPGyfHYaOdXLoYvc5YwKmwjGSwEJM+dF49hE2kWAfqLU5uymGIF0XNkSit+hXDOyJdPNTNlSc9WuM/xu1//vAd7/jP6/43zP6+CrnlyTDeO937l+ZDvifagIQauhAJTAcJoLi7VGjSkIL3HX+0los/Afujf/rsbRHt748n89N28ANIteWTbS0EMDFkUVB5tRg4gkhaSAIYiJUHLm4RQoI+2aRFOyPta+VYkZS1XEe2h6IT1IeELpstQT4LEm/eci3tGCAR5LBzzuYqEYt2dduKrWgaScsPAiAi7sYUgmfiwkEnlR3qxLeyyNGH9NF8Xh6Tc5kFENaYRDUpKluw8ZQj3d1yv1iLJlaVXGt5ME3PPc7MyU8MbpO8clo0S0CY5EpGikPkWGWQg5s/k2FjVogw9zDI0uYPL4N0RUlLjwCQfLdbAynAHHhEqNQuGOzdFJX2m+z2V8wR6T2JsB2aqgVJKnHXf0kwj4QZtS0oUKkBdUswth25aBWPpWwUWs4Lw3xU3mvgo8sfPkGadBBrhh0UlySu85xVSjMwKehYVmzw0hH/lHpXdU26loJqt6JVnG4x+WyA9qr4fkpiNzQAGCp2e2ZkHf3FWsQk+O+dghIIlmRHQAcD9NsFxA0nJPfqOBMMh7jCFI4nm8+cu+sND2RiUQLmabicQ0VDlQlrrhRGiSbhEhBLxGx0Aos++tMY4yGpYTZSfSDK8wIs0h3GDHVlwr6GWp7R11qLEAC+CuUFzOVLE56w5+MUc0yJMoSKIZfL5YZZjmE/2w5fPAAGMQbdBzE2xxiZCy06sYGPIs0qM1fYQYpI5Wehp+a+WWt6j0n3LK843agOmC7n5aR90CovU7kEMdluScPrkPVyLAYgwpe/YFHFICx5Z1lhjTJIQJGXiZK4bD/hRVO2bFmW1hMyYCTphAQ2DluARzXZYoaXMHsirrCedH/IsgS0b5MUSBoiWhQVlF9UXvS1jX6HACTvA0hWmbEYp9Q614AaX+iDmdDc8Kh3FMgWNxG3ysoJ3vrCBXB03q0C2huUPExrBBzZpWDGyQJBn7lfPcSmKNRsFK/RpBmOlGRS5eLQAL/DFDor876RuuH+XTu01HvGjUIATHdzlf/gYXqNy8GUbzVap2VEHXrGebogyFqvpNZIfHS90YcwRDa65bH/WVT7nZ75vSx/972eZ5RYj78c1QIdu9p12RbOJLyPanCZSihfvTxvHVx4xBmKBsT/k8+GiP6zvnzGeUz1vXDyMIWtGVPqOqhBk0lG5swyIEnjyU7IXRcXZI7Kg1zxcwNeSs1Pa7uAef3xvKvMXMyAF2yThFElSrrdga/WXHzoR8TDRbBuGx89Z12iC1wIAijMaatRkOw6wIYJyAm8pzAId/+ooAjPyemh332fcODgA87jDZGI+mNUqP2XgcvxGW1VtlH8q+MHCcnqEKQ5yM3os1ifF6QWbWx6JTKUJVwgiqwTjsT1rDdRXroFi7uukDe13y7CujpSX2QDHSJrXsOaQDO3o36Gwlu5PyioPnfJR+BrTqG4rvrBue8dfhfAtd8c58MQMrCvVoGSIgsY2DmothSbmPhfRtNi5O8OON0Mqj7VIvQX9k9NZvrMIcJroDCc0k60nUCajDu3DsMVsB7pWyVZxAEfz3Jq6mukp3k2NaVYvUzjqdJkj+9fRyQMJrV2GnIgMA69jeHp9NO4Lb3Muomye1HfWaK0LyagX/W4h7Hwf7xswqUTVWcmJPV+sA1F8x5oN8HWOwSilABbQrdUUNTDbcjA7P6hbKLIT1fnC3HkcCP9LbEco3OjGhzKu8N+RzYLVo0N51wagcsvI72pPDHlrqkDQDkCtqSwGox6l0IvNCpq1Ev8erv5ivtZkhc7exZBfyTxVg+t5OVUM20saA5uDGYVZKUxMvnJsb6n3eEHtEcbdNi66C3/Gsxq7MfqW9UOaCaTlYKcIomqZjpVX6WtTAXuEUmJdCtysVTehfrGrhH2q4nRyHIyNAFcFbxYOERCBGDoqxFPddvqoNQmbxeiBdCgzdh9HnfJm3PEgZYhnRsDqhozawC7NjN+DGqNSt4w4cMMGJXLuKehbDuiAsAPG3Dyvgy1rIlTQhgjAFq4iTKcjq52bOxvD4PsgjE45KYJewHSE+1mTM+NJdHq1EA6scQd/WBczcZzN44yaOFW1mPdBt96TQY/oEvVmOQmtNq7GVKGXfYCNq9rwE5PVthYn4cFyTw0v8V5dpjZjS2IfbmaMqMzxcsC0INmQ+sbj+ONfPjQnPnbdJb20/I8L0WOc13OSyjzP891WN46/Ym/hSeXaBk7SXa7kpw0gkXElGMt5YzeviXV3qtLKHTak0WdIf4/2f6O9Z42et2/ilbO4o205WsrLLJ2ZQ7USSHck6z0OA6fjMDc513p/aVRrjGqPbQWN5gRd8186HdkabxjAmpjVraKimsAevOaGRiD/BD9Kghu2voC1V9pq22x48DWkj/BlpOCZs+I9B+8278E44N5BaN6RkZtBW2ZGzQ7gtaMD1s3RDLW/AZ/Go7Z8imbKIzNinF2VHS9lIit9O+A5k8tQXMVy3HkZ30Mt2cI92VcZcsyoVNoumMozubGcsLBZIVJJKlV/5mCiczhMShMEkv1yjtjFqkw9UHtNTRiWGuWDNl8mR3JyY32ihXE8nnKc5SPgyTmwU6WiiDl25AHG04kMlbUhhMaSxOuYZcuZx21vpRCcqMD6LnNwRBFLrzfZFWCPEFG3Z9mtAk8qobxh9sIJzEQdHXU9TY1QNvWletLIjuPl8ZYRa2zwVlqy3sEIkDSVMghp4iWTtOQjPK5l92mkQvBfwOYxKB/23hFeaMYdCHkw9r7D+GF9D9+L8jNuPSxhA0xwVsoo3ArFDDoKOtwa3xLm+57Fmoz1IcaJ41UWSimHlZiDHZTRiIVGG7xrE35CBe60gocFxIV08QX0ClXBPA2dRC2kDzuxkwE6TMQ7RZZomXK6x8Qj6d7h7I0YJGuGybKu6c1rX7urwqclA3aKnc9odRwiWjd8b+bL4QHwvayvIQFbjgE/kR5D/koG3p3Yw6x56kAzFseYyMQgIhHOhtU+s68SdcFhpdlGgNKc3ts9DaDMHo6iP33VcjyZSZgHtK+SMNNMB2gTBXUduUC2VC4JVGE1rbk2o73I4DkuKCJyW34Id6Q+Aw14CjROxiKqsKv34gSbsCCMzQjhyM9SPcLLpVa9GyDhWK/V7SRGgOkokcBzjWy8g8QayFwV6xpqDMnxq4ddHUSeAEryzXmZwOuOSi1/bIGuJxgKeQJr3ySJjbJWmeIdWJZikqDF7h2vPlNx9JUMX0UYBxe9auWZCoJ9cuFDkunFEwtmwsDAiIbBmoHgOVWD8iqCD5oPXLqGEgkzJX8MbZB9NS8UhkjHcEVHBz4VBeiA97kAFJLhmVk2O71wZ3BuqTN8dLnVnELUF5guJzK4Hi28LEs/x29DqF3BwSARZZUisBlJ210mjN6N7/hCeA8jf43qeWnEm4jfPX7PutN5vsvf7bgpbeA/S0O7Ch/MOLOLSxqTS1fkV2rdO1dhlC7kX8FkGpL17oggqTsLIwh3zq9Q8Ykkcmgic0skGU7j8BBVkGUMOdETvdxs9NtTgJmxKjUJUJEjgaVAlX3sAsr94BnLiUgz1iHspPW3LY0zgIpoqi0ogAkRTnTw8IATSSlCFCWUJcrXau1G+mIlRfmaS9cQflFzQe3DRMr3VTZ4CqXxDmB0AeuoWRDM+MbOaeEqtAHf20YV+0FBnwmuw5w4NqSJ97lHPZL0RuWCiX4Y6wPACJ6jgEPU5/VcZz6pCgnOdqg42OWnPZ2eYsFwvgUaavJKhExoZFed3sHC/QDdeiebDpwcmEuCdvHmnkHY3A3Ae8obBj8oq4QrZpaxw/8GqksUVEPdFghce/KLJXe0EDw1sMLVwwI7yUJnboJy3c6J7ixNIKw5an2LrR1IgIGaw2ugHkLdmw8P+e5QKJhfSceusjaNpTEczC9pGnPDGu5o/cVSq8NOPnwmdsk/D/7MAbX5/la+e0DReWsc4jj0CcoVISZtZ8Q1w5ZowgggU2PbF+9mRe7OUHKQ5IS54zgyvSlOudOfxR/QyG7RRFPbMH4FKWsXeMvx4Ndx0CW0kGGfkQonOX4lY5M1cLgkHQnj5WPzwEzyz1TEogPkGvwSLxhth6UixMSYESFXM78C5XieyMMDzCoQKViSiRtG56GFQYr1TTlfEjtYbklalnqNbCSeSZPrTMam/RqDFEZdO/0KbM2QhyINlAW0LVzVY6MRDPVARcrBhBlwImPelLYsyFiPK20AjuODOjJQ6k/c36xPUuc5LYzkzVnQ4mouAiPLLsaFaDBkfROdHAoOt/dnVF2TANuG5kbKiOb4htHdAgvchDQw7Dw754cUozuIO5SAIxQNekCQGhuvY8BbZ+YGjxIgDoiJPGT/ZaojFlSY6oJEKoEzdDNckI17gWBOE0unZBjd5NyjRCLD5hMpKzDbxuYD4QjGoxRY0r+AhYpHMc6LKQ1DAp2YHRKdrG075hEEQBVibACa05s6dhWay6MaDcAKSETO1lkQidISKoCBJB75TOL3tvt+uNbPfzdmUgQ6IDyFHdy/HQo4jKgjG+Q7hasJlKgmG4N8BRVvN/n57/mfMf6ZB3s+B8/s99hn0d1sbHcXS2pVMN+Qf81UUiTPoISZSCEFEYCwtQHpKlfuoj10VacH/C+Ej8L5fMMtyhCAFobPclmdoan7ZAXgQiwKucgOn6arHfUEiLTMTBdVDnOObd0SBlVrLFD1SmfmyKk/MB/6FD0tuJnXOExS5jK6Yik1NTOFyBvGkHCwZ2GAHM4XJ8yJJoEuanblcSWtz0pHm6+839DvAiYE/b4QzNVaeNw8CKEfKK0yEA9TuKOydvHR3YuwMIma0TL2GDByxhxFb8chsGcrcjXWwobF5+BXrGAeSpouqPdkOzqjydkNIBt5KiCy4oatFq1862CUhmc9z3143aVsC3AFz2o4VSHeife+xbQRbygyIANaxWSGCH/1yK2/zpv34OEHiylSkAMkEUJGdXP5/lWQ4hyVUKIMYTyTDfyfzwkvN4SgXDfppdkDYsL6e0gpnaAhso2RNCRf0LfdAosNwDX1CyyOljc9uaFObGxQeTcxIlRYfUUBc3Mu/JDaFVJnUFuxbw/1jEMhniHYiFYnwxxsK6X7GOvb5T8gk5PTmhAF352zYYQ2i8HmKXkCwe4m6cdEMpcQ/LUoH8/1G4qeyRQSetaRDLoDBRsiPVAG2Js9ApLBdykfTflIY2guPbHuAPQXcKpR6B4lgBCylYF5Q1N0/NVZ34F6BEsDW0erB7kqFGF1BDyUR8D14IcWjqFuKhHGg6pkEaZsr8XZKhHm4ivM0MoBULSlE7gG947ORgH+yxDMZ41DYcj9Ltk5perVB3HpVI9wNBCBFR2YbsV1pO022KmjNEAsnbSPid1hMwbcI2kJZARwvCQc/smqDPz6VN/IV6a/klGYqKfB952nRgENKOMKYgZRhMEo/hTYYfmSbLbTPCw3yNo3YhqU9KYM/0dspETk+7BMTJ/asVRDxKn7lAfAscYgcxWaR8LusiW9BRvun7IspmacBJAxkCJ35xaKzhjo8FGGZxJrRcs5l2vpV4AG6+2EZKJaFHJjXXzTHTBgLBhTT09Y0K0L84WZcUheTLUxzAFQGpGV3jG0h/j9M9+Y93C/86+5U7+/p03SqMjcmgscEvbQSktmhahbupmDBB4K571tXegDZ9v/9vf1Eu/mw3iPH4XPitWAQbrxk+YFIWRYE+uzZOdeA63lzNhN+HTG+MX9wqTt9XiAnmB9Cff0oiPPXLbOTYa0Nz/PHKEPnDyxYksl9JcEEx31kouqcdFF1TKUNNXT42ioA3cjZkuqweeAhrmExF0JW3e5vXe+1Mbh+TEZ8lb5b53LsjR9MwAd37At9mD7axL/VOofqsgg1CirTnwP4KGvmwBVSZfPGrxmASiBSfiLLTLvkDYkLzkwMugTxJZx8GIuraLGdR8J3JLa2HvPCc4mPmTebOTSwGKm+aXBhX5bXBrgIQyAniaYO2BdmgJwY7L/cfCvI1Zoq8U07TA2jTcLpzESE2CzumfflTVo5FrxK+GHYG/WZA+GI+SsZMZKr2GHKl2xEmphSmsjVb6cGEb4h3bIuaCLG7ozoDXe/VDCaTlu8Pqxx87MRoFYt+ldvCY849MpISVvoXoe8auXCHIoylCdA1vY0bwSyB4oljgeDbTKJEqqVnjdoa2QOPZ3lhCcrTVNwO5Ps/BHiAaQvey6j9NXA/rzzsLNQEU+ERAJa90WCtdIGAiXrUKm+88PTzh2Zn1cY9PztwTF7KEf2eVIImIm4+CDoR2VAPNbEUlRXgp5oopGeLGEeDkhUyBO44ikopwUio7gCzTjxirNio4a04viOhkRTUts3AufrEcsfBv6daH1g1bUy0zjc6JbL1uQSNvCg9u/yCKQ9IgSo5cYrIDKp3dClo2cNv76LlqDHk07iEqcoBn8EV4c0Q2SD70UflhY5YE3CG/I6MlcXafxXLEmPFeAQGPWBOFuVjvYbHs35OnCx9haVH9sd7WP3+QTubmnoCz/pQpgJLIWRm1ZsifUQ1yLnsvn6p7B+iTVLl+GBOjXRtIo8yHaie+aWRJmkU8Smgv62wGeTNjMoJbCEwDqmCbRJ//KHYaRRPaE2JoetAQxgGDnol6JkBykU0Z7Q8CezhmiGU/MDmH28MctlRKo96EL9CcmXXk0yhzxAltcNqPuK6WrH38952dijx9e4H4l4OvRhvHhBxyYnXtgJ5ClbU+xI/waxzYRBQ44n45f7/+8bxf8v5+xjfO3Zl0c33BMp9UF4GCsVqALyeDoZrWLgUiKRRk8SPAr6PdBHt6I9ujFAK+kZ3IlJcctSofKmMJ21g5CWPDL6DLkUc75k+9PvItE0xQlumIOMT1LJ4xFZKrBpS9592FLufzdktp/izoF55sBg6HAuM9Ia5tZ6LGhMjaesCLwLqPKY6DMgRk1isVbDcmK9qRiVsnNnjvPtZb7I0coYthghEB2ImOVgdz94QXEKqn/Odmg15hagHJVgV1lViDQaIeSb0QbgdVd9W6A+Ei777cGiLoEpQT63G1YFA3uzbkI71k8scxCsZsWvNF9uKj1M6BcjwmCLotCh2bd7WL/vTXF7SbntRt6kdFJlzUYO+FWt4UbXVbaud+V1iKpClAFxuBmfv/rsPSqqDtXGCWoKWUpuLEScaTnTl1cOFuxzRNVFLXAilGQlTltKH+YzJWzWGWQyxAGXBEq8eEvZpQGahTRyjgMr1HfJsMpBzSDHIPUYpPUhPzeaUi+xiLm7yln1J+AXANDSkAQDyWq6PZQXZliAf5EfkhcpTlGiSX14k7bd2Hwnc8KkIQnpinEfx37mtq2AE/RpEq0U9EcruJCqEB/BFhvbEy5Tns8wsjDCpQxmCRqq6bEzSmNzW+lcEwPcdLbdzMwJBh7z0Qh4YAmeAQKmZiFgbZkjVucxEM7ZyezW4mByxtmHBwigc0mG3EkWohIq5GeIeHZtLmEuqTlwa7F9A5xTgxv40jM7AnvmJXJRpAJzHFqbZt6p/axwHgubNPnolhmtNnZzYt3yWfsMOxslgF0jLrTi7OprCuuge1sLTSXrfIrjpW5PEHTYeyisrasVvhXsWrap+Qso20uw2FPFMhYaLMHn7yYHGHKPLThhC22K4dd71GOHqTgYFST5fYkbRM+Hy1dW42APgKpkmMLtHWrW61QvmFXPYehqJuNYcV5TENwT/q+YjgfVGyJSGVk3Ab8WmNLcnmmc0X7+bhLu0QOLSsI0zXYAc99v/Lz9Ot3sL72vtTh/E1fyBKuQbVos1SpzInMhqlKeqjw94/xj3ueInO9r3Po79LT553yv+3+nuKRO2j8REjMOHBzzx0tjNwCoxEqg26929pdhHH41Nl5N67MNPkQrz9Q7PofrHQ9NIZiFTNGEXXgk87sM0fIVzXQDOZMSTxkEu8qu7a5Jfdu2Q39tLjndBkuvTH0ljOvBRxWuwzJkOdQJnFYPLMnIsN7GTa1qvh4BK5Veags9ScBO4SqCTGNighfFlR97yM6M1Z0RmdG9LUFZa0otrPvzfsDnc/pRHFBdLGhgtO1GWciEMw0JmIsFN8lfcJ80VFsmE7zgyTy8jy19UDwfG1RoQrMESghhVWQSDhVgGpyzCRnFuCplYiBCDmVHqvfd1OxHWs8j6UYADZUZcMCby9Gi/DkzZAaD6Vh850XxJYWkwyn0LPxQLx6b5aZx3vUgn1ORjRfOIyJY+8c8ulgMSKCSUgJr+0dXielZBivBhYAd/XbUQbSTtcZx4Zps3WtIGDBRf9y7oR/I/ImPg91d60VQuqnm6DEqbqkjI3yhyn+UlXVAFwgP0YBz+VgYlw1l2Pcyyy3CN/Dt0UZhJr3F8Km4t+n3yetU1Rn/lw1p8YefVu+KHjnMCv/YP/9IbNDRep9+mY9EEPefcOr/LYOrBwIEr7Xhs3lSiQzocmepJEeIcJmDTcKx518HFwsrn2cnpKZTRNY30iEWptn9E8/QbAb3K5DYyCCOZp8zAKBsON7njK1dh9xVFH6gf0g1AqgUFZRi2Xg3hjQkz2smiXl8B9K2OlEpzuB98aMzvTd+xQro99cUVMAACAASURBVOm2XSRzsX+UiM6ZosgNlrWvgHTT5OAp7T7zyAlQTHHafzxdIM/LvSnirxnhwAKDQZglGpPjNb0vEs/zXF/j7aZLi52NLJR+OMfh/q725pTwVn1W1QHEuL6nZ7ljcmoP4jkaXjvhDBah39YVd7Pz29WNeHqx0j8FSIq18biF933rYdj0zTe37Vc3k0btJqzlUZl1pVyDsqvs+ER7YTxA59X+i6Xt8uix2ElI1YY3JXBBbtitajwWyLUzbuwKU4n1mTsLvOLHFId9cTsZvhu/swvagz5HcMBPFgirALMr7mbWseyH06xDOuKLVrbrfOISecy2VUrADskZE57XOTwUa/60n//mUt30GhqD7DPGOX1Kd576HZY7xPn3CMXhXMnGpJdx/WeM/3vGM/553zBxvzqVY9JEZZwHmpBvDLyPPvY05S+x6OCQ+VIWV2J3vQA53KYIqTJVNF4huOQVJ/VdlsB8PGtednf4nIJ/kcRsOrtnkNX2bv/Eggw/vO1isyKQQKKIM92NVqHi19aq79CzKJDFblm1XHXnXpY/tyS7peDAb73zsleoO+tz1cxKMRLKY66HnW5yYGXKgYVahzJpxH/EjdskLGKjymBSBwNLDqqIUT5lsjtX3PnC+k3rJNES7MPyy/zvHMbEM/c8BPKY/PxqaPK8BGaAMg2VFZ6BPQsm57zaNs9EIZN8uQTW/pFZeW+TP3x9HA/OabySU/h/lH1rk+Q4jmR9TEkhUlXVPd01a3e2tzuz//8nXkokHO4AGFlrFpYWqZBIEHA8+dD968vMO8ydZdeWP4xpNDtu7ZMbRPBcFWjp8bObtNu2t6EvT4w907bOk5lYh2lT8e2w/ag+IrwS1upQtjDV087RtZ23eXqtp1vxYhYObjLodX/z3D6rMoxfx8oyJGMzX3hNDEzAQ9wmGjqP15UOKfE89tIOQmuvedTN/XldLkSk1g82MCOKIg5yuUkMPMJhGuGMbUh62/bM9Xl5b/bkaYmFJt2ShJNdkW9PMjfAhU9SJISJjcMUh5dVMaGB5D7BtfmslaasF6ryXhTyUgmB4nWqreKLRycHknX3HydbBKvtzWxwd6G6BZHSoFc7YIysbi05jyRCtDlqrsjiYz92D604lzYp6MzSyCEz5913amZlJpLvlEkSlKa8OiDSISYYGKg0PgYyvLv1iGwTc195+dlMiq4yZESsI9NxHmRfCFud+WAL4ZPS9TkidYdSHOFlqOyWtglRmj3zlZY+OQCbuzv4gQQfAoajWiM3mDf1erAAPng4Do+QS/BUEk2d7TPNi+IQR14EBBHtqhQyL0QmAkx25w013J2rFrK7KZ+YPyzlhh4hvTxcHQxvtMpUgGQxkBXJgjo4bRytHvRFeYVMnlbP2jsM1NQg6O+YHuHswr27J+FkuDqQ4C2720ZgZwSYqXQkI8qkuDPQNjUXYtrNWO2OyYv4xqsDXK91XhQY1n+9oiFoB/00TerrMEX33YReh9VBPbIXQ+EbBb1rX+s+nEuYQ+um8jHrRqWSJ/GornqdP6/2j3u1Z/+797+u88fFcPKiHnBoFtgKwKT7DUkIT7V5a8dTfzEj43mCLPfo9+rTOwsdk35P4ueUgJO9fSQDO0llC2l81vTJNGJa1FlTMPUZU4Jt89jaQmFiCGUyI2JjE0GAZ+8zsW1LudT9xUXmBDALMT0CAWGWbQ5Zn2SReL/A3FTMLkmL16DcPAXg542QwRmqxO7e4AEralXyaRhRyMboaF+AZ03OqMlzLyWbv3P787QwjADzCjhxU0z+1/m2Tcsw0zZzPRZdZMy4iQszBBC9vZONfFmO+uDUMIFm8SEE9MwOQcRFeuyuylZue1xx+HwjmMZGzxjY2QiPqitKEgLO3bpQhy6thbhlzlV0mqIfZmEuGOHwz2I2dgQeaZxGXtuJz0wJJdIX5BKDkxhPeoi+o5SjkYZRboETNbKp97T7xfS52ffMXwNFFGg8NWCbKTCDZLUGZLbUlEUWKyEjQO/UC7zt4QwRs+YVHIKBh0wDY+AwN6tgc1/g0dT4mKW6m/pmYHI7eLGBgFEwA+0QRDl/d/0hG0plD0/n3JmJfecYlCIAdA2r6qKlOAPRM+KYrtPlk93whTtRi8JMDDI8ADV19ZqZZSMSi8c9PHtXXoW1IqItZOlc5N2mBTDSbr3DSVyujd6XTC67dGhom6vTpTdjyJfQ1mgLE2Fga3NOA36XPYEZ3O67EcQXeolukB0AtlEw59tpOoorkZkmL1427HI0H2lTQKzt/g7ryZOwkMyBZGjh3nfnc6Mk+bKNbR1acNgSNVlABfRaZAZ1YLMC3WT3TKJ3PIu9mIGsB7vqZgZbgrJElu6uO44TGPT5r2sB7I5YKLKDnsCTj/QeZSOQ9xhWCfa5k42rYqS2m7sl4mEI+iuvRomuUEu+YcxvoGIF3PoSfzLWYDtIHVpML8tx9bwQkXDQoKyAEcd4xaBRJM2wQVY8ZeSlnGY12nnl+6ScvCDyw93CI7d1hBDLwSjOZqMtXoPHC7QPpgmAHfy9YwO9+U6nhMhoO4c1wZyqXzCOsUKNNi/mjAnXq42DHt/UAX13X+nEb4Tb+4Yf9xkqfWzz+3U9M36I0mwVkMU9cyrDbekUOkOLPAXUCgh3T8HR8E5s/7zn9aOf90v8bpLOf/Tj+2DgY0jPfrzcQJndTirWO6NUXZvjfANsxDMGb2jetpmS4gugziEpa7e379VPKGAVZQ6r62WjjxN6xIEQcU+o9eFsZjfQC4VlnUDuBmdncbiIASQxqrLwyhFItQxTcLf8cCiwzEQ5UOQBG9lDIDnUl1V8QGyjsM0sjCsd9J2XTnRHe88f0whiuHNyGkmYd6+SbBayu5qbt0Jsvce+bMZi/kobq0BeXEBkTDaHjnTUcxU34MOpqQ52lKUcpZiP4kyYAuPuu+mAJRJNypkvLjvyWXoUis/hW5IDB4EEHmwxKPbQaeUpNGiftKFSZlt+eEU6eQp/CqByJE9TKQVWHvVBbEnBtusIeYSs5tMFHKQUOkC4LUxCsqk3L2YZ4AFYWu8UfV1+Yva0RYUuaIYMveCSulhUgBapjarDNwzAkjr2B9aTr5AelCHQ71JFCGYRi/WZ3KPNxbKcZFusjC1bpJDEI4kzYMhEipfHASYPTrL5A3uKGhV5a9N5KdJcux0UZjrpUtmbv/J1bwSpec/3lx2cZXmLzHWERVCeNhgTSPMDc7oKlc2T4yDET8xJDyiDXwFh3nijxZCdafCYRrNr2XPlhUDBtA7KzeX07mQ4IBGjthkUZ1yLSjwbOIw3zD/7liHwTfiMkgz7Gz+qNFqcBudnpt/USu+cvZNOeVhPe83RIH+5kkWjURjx2Fh/ID2WKB/cAOtQrHXVcMNnqH5usxXwMAsI982as1jZpRmpwn+1Axdjg8kml9AQPcB5QNZkuBCSarGD6veUolyIIUh5r8POznpSnfvsDTJQffNs0H288Qolf64XwsCSl+Wsj4IJ0sf7CioRR0eJ1IJaijPsr02bwCc5Ky7VRytwdCZm/oqpe/LlVCD3Iqsb/22ivanoVRwsEX0WIClL/nvD/M/MafEGZ+vL39yTrMo0GlILnyO6gkM9PLZgvWikjDCPbApcatVEJdn2886y2l/tfPb43VnWD+GGbfSfVzz8ZeukjuZxH3MVpcsLSCbXBreoNfvr/Dk2HI55yGdLzCnypa0Ql6CUkGOGrh/qyGggnDM0mj0OZhY5pBk9ZzjmDJFLOFsceHGq0CG992ILQAAhpM+p9dwZDu2m0Da4MK4Xw5UQlowMFCgl6HTMsIXZO+gHKxqJW6w3R94MUYpbetAIkoJHTXvzZw8uKFAUlGvBEkiYimFyzNRzZowccniq09Eyx3W2pMVdLUiSke5OG0EOoWCKvjjR3en0ARYxpwdkJy8u49pYTFMcmZN+rLULXZsxt5GSgDggwakeEBmdK+GJGRXFHMlec2wz/DCQNBacEcBZn2jK7mnVdHzy65wEQ7zRSKG0PNrYH10ODIvZ+AqyL+CQ4xk7g2P6OJe1W1FJyHcavsdUs8YXfMGAQfNwqxcMYT9uXmxaWp5DVpJgS2Uhvaie85BjSLgDWAOvQClQ3dBpXvDNjBGlWz7H7c9IPAfB08pAuBYJHVLWB4VUUy5cM8vl9zMyeG29+RIyyhvNP0TxzMzt4iRqyoOSmQllSRKg+d/F63gcY0C3DNBsnMVAnO6LwrBpMIAi2p5jb1Uc8/0gyNIevIjI6TDEf2P94XdqVgC028pgz4gkiBllm3H6kHspaK95qYljxO5k4Czy6InmOa5Lpd8PJw/gaTgAd3fDmqVmsiZLzaEJuw0qII2+vttxAp7lGpbm7jgzXp4R7a5E4K3ZLJeCUejhizlC9s3EVSS35Dyo4NdAJ2mitK86RW0S9szQnBdwiAiGAeZLGhqHaFweukzjPF5B7Rn6Jc1GABOjpkacH2T3zbr55KGliOx4uk+JM9oxcwKlcz6fFuA2fgvozL66FLM8vCCNY8t+QKfIaitLUV9I6GUt1klCqwdDczkCRop40WkHsu1H5jY1kqAN1WZRVcRsyd0RoAVrjaUZ41dUK8Ris+MQI4afkm1nC9A4IHPFd7kDCRd5fXT3yP20TaFY1UaZzBadgvMEMYqHPkI/YWNMV/64T87sv/o42/P1s+sSypnq84wB+dnLwwj/fHdeIWRUy4BNoVzGhZZ9Jn7XZxb6a85DHt9nX5ivcPQyE7Tuvjc27H0jgtVKXK6nYKz5UFEiGj5MDf8alH0XbeoubqSmVKtSa+xvN0Xkyu5s7+aRIWikWA0+bgQkc9mwFhYBb0jz3M+wcyGvU4V/IbKnZLE42X6iGYlN2K4MdIvU5wpnz1u6+yAF5NRW6A6GQ/dDKcxdRq/hrpwUPFTc7FkCuRjAGcLCcqpBACqSFpCLP/xX9nqXGxl7NmV9XkOhfh0P7O/IM14WOZybxNJM9nxFNiw/r1MA5uH0j2gESMRqP42TRqcFjW6xNTLhVDwYYTklyAAT4pmhdFi97IP1E2u4IAKhoI7ZTXfm3CDLLoTNe0d9B/Cb9+thAWyOLCkyNd+JaQb4Bk+B4bPWG/JFr2GLHIE0QKsjqLKrRlc1XPCN995zMn9hHjXhCtN4oa70zUe1SWcskkZnYWXVRVh2shm1dO4ia2JzYq7JNlfj8wCkMFLrwkUzwWZ8ybUzO1yXzBlPefikrXlrt4zBCd230aEdGAjLsgUwXcJJJ4+tCaUihGZOg819Gnu9cRgCYnL38FoyQDf3Xqaa3Da4I901FoXIxkM3OAPOuul4g07CUjTPX88EIVZmL9KADG7KGvl+wKEGz8FxiVhJN4L5xN6nHV1r50DtQWcgx93KeweXSKcbvmCOCbqSDJP3vQAqicjF35uPMbsQjgWCv3+Qfx7nMyISn6edNGmmS1akNbcmd8tnEhnpIxDlC5CYgQaY7pDTRqal9sIBjIaHazwbI2TgO7kuXiR8Cf+7S+HhQwubrd0m0KBIstAFaFCnYyGQaYt53HxEIe659H59Vvy6WxUvckX77HpNZlNQ5wrYxVKRazEi3cKYV1N5Ab3k27BOO+IENpwCWakNb35yjI/rEL6FwK6jcnc0skj2IGfvVlwwW+HK2HZdYasqgPHilY+h6OZum8r/VmM2/eJwYZtVEqsHPe99PseGurG08h/3C9ynKrG7IWNLOhuTcNtIhtyew03O+jgDsfZtActxnzfT5usl/h6J3zOic/JWVkdXsj4IXSGcYkDuakg13mCJP0m4QXd3yiV2dEt1stPxgibuRFQnkYlJjbz2BT8OGFBN7aJD4KQ0Zvx0LFF8wjlDaQSwsFlso/3UdheBlhV4FDHu54SHUjUuv/qampFye/n76ciLnhaHgLxTzZeZIPX4xzTjbGq6WxvTCDEviO4wUi8Bx7IL8IB7TCOInikInEKErP4i/RXuKaStwdkjmQ5EX9OaFc2iQQmPH7LJQVy2tZWcggLe/ZoYLlqJ0xEnnOTCeHIJSPj8e+52wLjpdXSsZLe5NNwsqHYnItHpoNAhLRkm2zREtmzeqaiarAdrBzJATKv4bVSan+w9sYF22gSPmQflnpECaajvkGvwkO858qNbAULnuu+bfQfsbGFKcxgWXhHDo5ODppAyWOxhykgBMys+12J21NGcbzNy3vq3wF8oTEAJtyjcR3lv9+KuKxtwby5HCoGAhdpBNnxkGfkeSniCA9YVib7ObWB9d9ocAYdnSqHCh5CFDTQDF/vBwBNvIRRFZkwALWXtap0mP80inEk0qDy5leHYl6283cBAFH/J/842NdS4DGoXGVDyT+4C+6ZrTR9SG7n2vlvR2ly+Q5OtgLtkAAzvwWyY3XJ90IAetgO7p0YjSBsc4cYQH6Zz2JIWErdhwLyUBY6+vJCdVplN7dQFBaCmINGNMU8mxygyoMIVRO8BE2sujHK3GiFGRMcdcUg0ZzlcNdTfQBFcN+1ZjhWMgUjOW5CXpYVtGFCzJN2rMLMSJIfjGW+zd8fcl0rByVb/TQWaaydIHyJH5jm0u/tKP5zFxxaAwqyNe3foYiwNxxtYoEM66w7M5Tizazq0yecwpxx9Fz5ziQeFeJScATIKOEViphhbvhMOTwIRDJlM6AUnSnoXP7oq5JLo080UaY2jmieT2bA73jymnJbqHJvW4PIOK2zt6f5jGrQzrnpSt0WWivwgYczhMdF4vb4/W+n+njN+n4nfNjXC4xKxA2peNpWsrxCjkeJBjS14Zf71LOYclvw8fvT2y14y8Vffv2MBy0wJYC4CezmoOrCuz49pYUB6psS5BIGn2xqZ72bqgzkKqINKQnzKHwMVhWiUgrryej1ebCAlVHoe5riNd2f5smqyUYYWUkA1qoJef9CVws688fcPsRmhdsggk4X0EJOqJ2RnLBNTmCFoNk7O7uwIaDhZ4g8ZT4mYbYEflh6gtOQWzNVNepxfDnPNqncjlxti9TXYhwvrAiUc7+2YcmjkT5PztZd8zNoNg2rgKhxa4+iChbRChpus5lGoYJ5WNtpP/LYPMl9GDDwXdGoOp19YDUSC9nIeRGPOmqZD3FjZvyZQ9j4YMgXMbKmMzzN95ekQp4QL9LBsggp23JMnXNgFneNon+COCSSn2ATxLDaK4FbU+/RRrUPUd3h9ZCDkhH3geVfzsGJVNrdI0ZA6E6zQQGtVLj+Uxd0xAdjCrX1muXfjis/x5VsPvtZ11aXelSyJtLhAJQaFsBVYPEM6WDd4wetC1+7I43QwMmDfAeXG9JJs0A0H2cfDIktvVswTVbubtm9kk10WGy0mnjmWK3D8+HwHCJcMIUtXg8hnzIxFEFw2uuS6SmqhfixQj6WcRbSymTAzaeOzueYWLw44YPVYzbi4ojxhQFLaPMEg7HULcm/EJ6MvknJFkiTcJ1SDjxQTqYSZyXN8YgUgb/thRbjEuPeL5fuwwg5hN4exU3QbGDjthe+woky7hcACbNTE6enRYlw37kAvZgUPzAx4zETliRRnu0cHfkTNs4URHdkt/bPb+OwTqrpNE4TjbRvjahdFk2iS/oKrmoHgTgd5NnGMW6gnagEifbOWcZgEYN8xH5K0zfGGbIQvIswlE6FycStNQNrzUz0JImlugPRDUuN7YNk2hmJ0ZpF12aoon1VP3W6wGcm9mN411mvPTinNQOYMManKJ5PrFdwOO6linXd2GGfU4MWwj38fe3U87/E7/5ovdXj9sIkI8nE0t8ORnDMcZw5ttXsyGsAux8MFn35M9Z9vmJivlf/rev2cfkrtpxtDloiRinOtCuk4bDosp5zVRKGhPxuqEmRCL9dKJ6AGkuoCzU6YIkc4BdtFgenev5/XhVLLLiO6zESrt+p0NGJq83AR+z16ggveCxcmG5u10+34WUk7SUxWo++IoXm8YadlCyLbe2hWMTalQAcOcQTSZknRfbEYIrZgPMnJ6GobUNqgF+ZG54wNIswkzWh7IQXRCPaVhzkaotYdsedLxCW3GL3rGEsc8lyZGyLWShGlWZi99q1o/CLhsk5h/seNGyLP3QBv1piNs7DLOvpOV/yEhYVBuCwk86aSUFipaZnSDC2Aapv39l8xA++/ksEcFy/YDclRZzTFUAcDL/JZ04TuxFi+M/PfeqGJlo4GWafGy2xCmyK1TWhoqneIA7s5OPYIzltYzvst7XNiyqYR0bpJiOfKgEsljkIcGD6S1vPF64WmObFsY33N9c2e9bmEmq36beRa2LJ0sRcahTcVjI+OFwpzCxQKI9r2yoePxY0ghM2lR8+sOHwP4NsyH6pQDFBAXL6FGNQc1THONZaITZqqjhsWAUHBDCsFf3yxuEdIglq211sLN6vQyZcgn+GpV/BNIwlwuO0n9GESwA5po1jw0FFjKQXa59q8Y4OsAFJrB96YuhGGG+vcu9DQAAz1OgYGo+10huyVvKgj55UkEhT5oVPZu2vmJij+7OKEVeUMsFtUJ7E4mxigPQXBoh2kI6SziEIIBrtnKZPInQRnKvaZ/IvFkIoGIcdikQ4Yuxm5dGkK+b8UxRKSae6X8J/0+iJNxFgCIAVCbEAAGy46JlP8PM4HebOA+L0IxyyTdyVSlPFocsbd5tIJmVi0VDpxwQta3M5sYqjdX0rCb7OynBjvrcvoSO/cjlHQRmi5JbVNktoCuhPtDAx7xHSWj25i+ynTKZi/xSKiKTgMeW/zJJX+a7zHr88sCzxvHL961gdzxHEAb/Zjn/KygcMTEVCJVNOI1zzc5fPv/UaH148HdSdczGVZAU9zSbhsaYDgfw+2xTFzpeuqp6SenCEcXX6C62cXr5nkNJIhH7Nzg3OE6tmLuQAZkXKy796Oxm3S7Hc9cPgyEwQmeFEPKubBg+vIKQbcIx9tkxjoDO9y5T4lK0YLpFCd5OvSN/vQRfRG8zkcq/nfZk1dhydv0/SNmPul0vfGPUWcRoDKcxejgmDGNc2+0/pqmgomIbqphAG5jDa+AhtoOh5WNHQ85S5JTLdarece30Nk26GvwwHsKPJ0VE26aQSL3i1D4Y9o7DtMnKUTh9n85IkE8BpvGzil8T4BIAwPVXvsuMEmMtTm4ETcfWgS2O1OqJX/9DD2gXQ7LYrg0IInHgEwpnDc9n2ykUwxYtFkeYIXg6x5GmbKZXZK6m+Un7SCJuCEpBbPuncCOEGIttf8tWd9O0+MuPW8djZ/lI1sJLZyPpQh7uGIVkockWITsdnPz/yxsLtvnpf3jZJm8/Qzoj1Y/O0S+k2vDrZZHKyEpAKRliMbpu1Cm/T6SPpIvOgWnHTbe5d+mScMULUmhwHaNITJbh54sbI1GThiBbLXvDS/B8k+s6nUkVh/n63d3EGKhZrm3scIhkxZM/G7RSG7sT2h2aXgJQliuId0rUM6W++7RHt9F1sGWcCWiWu3ojitDxGAOT+Pbse6KqMQrBzUl5pyS5I10qVVgpNmnVy6aCxok2YFifn+/nEqNNptjyxOX//GqkGa0iLTMMAiehPT/2RW806njRiy2/t/LUtsoZeJjQvFo8HhJgUXun/cCUEEm7ORQcDaPOCTdLOzwSGYCUupd66dt43Odp/vJgY9jZh/YkGvSfwS4w7yDgX8gVTquXMnvFnoyaEPjYgxD1PgxSkrw0Uj5rT5AmMJR6QGEUwcrVHnO4XgiBkyxaPTqWjX7GWb9PhG9Bg2qec2IHXfOaYaGgwgaZYPwUyxj9owdm7n5XIcSdfzFxtpZth63ms7z3s33fXkfv0cp3ra4xknz7/25mUibEinis9YDTkIw4Mj1Hhi0E/QXv38o8/3+P2ak5C2VGHuoHsAhgWHvAfScwPSlKmeH6DHsTHPYp0IGS8fe0yQH5flw9EdOF0Ngrs5MYlTsq7XzJCgxV131zBigRACMCkXxTkwdwJpf7DN49rpfX0m5cduUMzDuY110eA0nbzDanmUn+An/IULcztGgkOE5pAw9HYLyvsW+RxYOgbiM8MaDV+H7VHUAoQTY6HtNGK2lX2+stgsUhtnzB6isEFe7NeCEP1OO7wHVv2z8fPj5DBd9MXVWdLF099lrVEB73XyIqPfgyNP3AhzBEL5hqDahRLwbCrvLpgsA5XtxLB4qBx8uvv6xmo7GvEtP1MFhP87QYh+7eYp/JCFXQbr9nkjPBieBSoeb4RyEhm30fVcQNFmmk3mesIY0QJHpx6DCdvnGF/sGgxXyj3HjEOOeBUmn6WIxliKqL4O3Ww8fJ/VPsgotbEs3yifDY6sj/ZlJfd8wSLD30/L+xhlcsM2Qo7syfcfFqngkZBfwUQ+Y+YSJplFr0b4HMLmbH0q/W6dRf3UBVJ6MH2MkyqWyPmA/Nbs3TXNhBss/zQuTvP6OrJuYIXrA9rZ04fmJVRJOlPrqTWVnNnmTlsZHUlA1TSI7OdmUoe4n3wbd8Qmkr84V50/UAMheza+20oG6MB+a5qQuiuv9I1/jEAftedOGjEbe/vuc8hYzOn4PAiEYMKhyQaFpzhj8OLhK5FEwLjh4jF69k7+uzB81p0oi8TQxkx2+a65ThibKjWyXlKBmCgK707Jpl3zv+FxtdeuJpuPl2U3k3ZwfjepuQW74Ne9L7a/rIYHSQROlLVjdg3vqC6Zp8UoJZt3Ev28SvN58OIuXBx0eoqFOPJrVF4xv4rn6fkuc2A9VUwo5UbouZGwdtdTtUINyLy5bXb4tpCetyPvimDzThm6FsXC2nDtIMIJqk3GzSWusojS9/pmj2M8umLJJKI1wdj+NhzqJVocsl+z9j6ZBm3aH5+19fE6h5n1Pad6XriN4Qqvlzwghj9LpR+AU/BoUaCmKWCO4fYz8bt+jRfKPyR95+6g5qYXM7bj69BBd3Dzw5tzKEWHIyBrINQyOHdLWeeVS8xRgA0cLpu4XaDe5Wxk+OLO5teHv/u4yLFy74/2mZhEx63TZg6F8zfU6fzsWpvXggAAIABJREFUblIxGRdKCXvnelzfRRc6HYdzWb1AvHbw4G7tneyLaDB1U0OkgZY7d/bpHPfbPD/Jl9i+EdNYdtjP5iZijMgnZNiQXm6vKBwappvtM2Uv0f2RJQGLUIngQ6Fg57FSXbDhFQfipz9I/pGNJIYMXWZHSWAG8zEZbvNmIeugrFVpu6YynmzBLst/nFpMFfCqKI5aFUWqwpjjasAGn5JtLhiyI8pDUxt94BzRu1lO+OLroBO5j5l2mh9p7g0p6AWfG02iXHDxLDVDMjbZdqWTAEA+UYMTHtpFMvLAT2fUfaozHMJ0GOe3lFg+n2+oGfAGzUZUDnaLHhrjGjlaNs0+rUwzOc5cHzxbUhPwbtbfC6gy7OhNxUA4DWyCo/O4bXFkBMiWLizwmuMact2cJEfY4arFXoSNoOZa5AI5DOIvpAZhUdyFCEMsHSJFKznAEIgP6D4utq3GvevlkZyFJiY7YfLUB/EfbJKcvTNDpo187ipM04jhZG2t2am9zwtqLpeyyUVVXUyPTHYxAcwQACZMPmzPiQssjvAlCqs71A/L+myk0WZR7/IhhBeYdz2C8Y3INyehKOLGeZnl5pGH2+6HGzmlYTUPNoidel6vS+kBD5m0IwyZjICjN8fTpBTGc5gdH1Tborh9mAY5dorMKG9fS6SiRPTOdGER4Ypf5qFPke1SawNBk8YhXexE3mjEPNaeMKO6STakB7Bd7P9If0VPA/9NvqNl6DgW6hs9xhmMsfDWbDEk8vMiKLmhYNZEOgw/LuL4cm4ElARjtmNbQniYsd8JjRQiOEqZ54UzQlBiewWfdZX0OocfwreNmrU4zJ0Rj3oq+OnQ3dTCH3KnahNlFIOk6692/tX780aH8TqHg3QtrCmlHH5GDlPiF3t/nr2/eDLfMc/BDQHAIGSmr0WJB6OHlWOvy5UF4dQmd47vrnfsPaeFgSHyoxGlYGfI5xeKOAKHvw55OEwQWxg3thSiUDgxpc8GUwKtpyjjBxlA+r37y07c+RIP3XTbQtkLshiBLxlY1Dg8JatNh++OI7RwaCTqryD0dJrKDRYPwOrSI51kJ4UGd/GSzVKcCdPqG5HIa5it6EiodhBJQeAIwF5+4o7rezian05+WkyXNR9sWKNhTp8NFGgDGGyLRPdU7aE8zGaDIZcVjtnojfSmWBUJ66QB20zmfaGThmcbD5Oy341mSoz5wVp2oZm4FPwdzbLEcChYdRoRaZ9ZP3WX0W6zAdn93JQ+sxh1rDlR35QtlngHOwZr4OxV/9gp/VNDQYrg7tKyPnZRce8EZoq5g+AeZmpLV3DixVY2QiGO/eV10qz2PgV3YGy+BdZKm2cgLJz/No0jLRz3fmnnmMM33Kbyi/sD8/1ss2AX2Chv1O+hCNh5nRge7HKa5aas8/0YeoYVGQWn042p6JtQzkPeEBaQvSbV8uTBvMt1yPEDc27dLMhUKq8rExsj88ne+RCi9uqDUB4OawBC2qIAd6Xd0Qo38nChqaNo3NhI7dOkaDDQOQmRrJ5MSagYierxlMhGBLCY4M/C8kurKJNDCruELT7YLcoUL2g+jGIUGa9D2sfutSTXAgdAtMLu5gXD/q6X++aT8gfL9Ng6HyQ+d9JkzTG3Bt+f6/cU1OLBNk1qBB5Hq25VQsTG2GCOkem4LDqhXrhxo4eSYSH1CC3jMOuoWRY/QQqPklopYQYNZgfE3G26w2rEssxwRyDRzEbGSuZTsqORGRs5cwpgHFauZjYG+zCCb+Gn50gW6mls6kygHjnKHC8IlTGGbWbcQmc4OfPxfQs3D/78uJdTXphe+3k9ewfS7sFkP121g50xqPgUVr9MMUFnMqRz5uQu6p1/XNevOel3/uPORXfKeTS24JGavSVMKmewaTysY2e7QapKoJIPMZATLUyrqn452idiQ2IvQvdoyUM9AQkrO+81EnO9QetNdlzROMyUQS+MA84rYwK6a5uujrOOKM0jK5fSAxmsll3giS47Ssp5S1PilxnnaJoQSWqzatPUh/qqqBDie6Aynw21ADCBA2gTnITLGmpfsAAsI47Lnf/u9GUSmNQwaYE4BfYj1wH7JoLg8IY98uhXPBHr6SzHa4bGOYkaHNZxqRZt9CuJRjol/kjUIf6OmWMR4Kv7Xhj3Jkanc/7BnoLzmunNNGVta8zPydKg+I6o0olnhsNnWTuqI2E/V2p2NtVc18iOUXfzykhYwkwJ1XZhndx7oruJn7DpV3VZTAq1aaK/POvjQH/ToR7zzUidswseGPIx9xZ3JeletRJqIQfQJnmdW4qNei8Htmm+tOttG6W/WxoIdeePOxbtcbsuC+tzhhZxSYmTjjqvruGBRGARiyYZNpB56AJ/jKqLPjTRRNf3SnDGn2YlFs4D5X6GB/gTFlQcMnaXsj2VahgcmKrUgvRh9OlBEofmXft425WLDGf3OeQO7eIIORjBCbQd1afEEhuLTdl1CGHMZ3XGEi9SiEC+EFIOqxp2DVJFaskBOz+lkcsCHVz0uBZiev42jiOhF0gPPK8ePV69yvrIy4q/6QItt9pzORzFkWpJ3M0LZ5jJHBDsifjdI6Fo4jfCA9qB4WIDXX2soGDfw54cNc0I1jF7T+78cs4UoO2QYNeWEehcfqIMDYQ4j6CEc0WChDmh4Ks03EkpN8UKm9LsKta1PBxwBSGaiC2fHAu/revmwNhd17rF+hwjDlmwufO4Db6TIGSKTPLa9V9vs0M9G4iHXrhhR6g6ATzf43eNDX7PC9x9AefVPVqNiuNac9DknqmDQCKLQKLJ5tHn4PNn4nfPQP79nDrz9zMJyXp3GqRJ4oDirnzwi9KXmy9fTtaRe0CUrho7i5X+daPx2HaMkYVlSBiyvkfqdgORHHYCw0yJzo78qpjhR9DmJYnEcBPT4wsuUMsSGbkBBwPOOgSRmYFmfhGSdtr35cxRl4eo9Dp49szwL/4ONZfL0GW4DbhiG7679KMUPEIlawyDb/piIXXiM7PC7oR00FdThJO5+LxyIgC4+HCpzZ3jbJPTxQOWwXRzziqP09d6COUH/X7oKEwBGyITsRoKTSbxZb/4EfetRdYHibuUjUjmKumgry52I8BwEstssuZGxKHsWp7byW4/TlzmkKHvE9huJyd7QYanWMpnt6siO2cyc15YCiiSbaE7wWcfO3HmUjdqTtZdG2UQGrYdOHe0kV01l6pZXwxUDmFsZ//li1mkLnBtT9YXc0ebT/M98Yus4Do8YbDHP53i+QzDsj6d15J8QOP1aJI0zSDWp5yEheQeOmYOxBdNA5SA8SCnTz4E7OexNjH9KApGOUlINmL2hVjkUJ7w940wwV92p815q0ngUw6fC06QIhbtKDGQWnRF4OQxBA01cFZ4kLoVDbLUwowl64D0e8hPIdF1qBxpLNqyZOYSqUfBSdEh/SqtaYYZAa+1A2b+pc1KFQNWwFPHPuMD0Czq0JVsTVH05tFy0wJH5PYhgpsDcaC6red2fETjKUK1GUSov3sjyYHnnc5YYk7vzBCmE1+YBm5hp3/3NCgjcm5mYGNyJOEqZ0KxIFjCqIYH0a/glC42+kjqpVBkU2lhDa8j6JvtI2U0bkSGHGgkxESTGHRW7bBROwO+FgqZC1AFPndUEAzhOCZX4E2ZlefP+3Pb66LdIJ2OldLFbDu9HYTnEA7AL+aZlII2uGqkT58dNXYWHELpospORWuye/TqDqPwbv9J/O735t1LK/++D1ZxVnje6IcJgzyENbw+QthuCcwuMPM7N7+Nk4er/fkkonbQ6P0C97NtLNaQj+WEk4VO4x3iMxGQL9bIGNEbNWsWgAdLQfB8UGocFzHHwzieYyEk0Jo6src7mO/UCuA3bKoURR5XdOGfAw85J8/QztzSHveUQ4Sr6haqnAOTL7k/SJzocfxIcmK58QJUTbNcmJFuhpTUNi2wvDhn2CwhQQJAZvkTJzb9yEACqU4PvaOrGYZ9j2VHkkZmzTngfBARP5pOqdEYoG0XMqMxl6JEhocZY/DNzSzblus+NYM0tCH3fr60wzi5o5goqeyVc1SDH1kqwzPvsJDAjMwIXUGii1O+NOSgf00NfQMnQhrri1Y5YSHPQO80IPdAaCusCdRMTdCm/ZERY5LcymUNuldS+wkQkkAZ1SxHkpomnDAyorBGwOWCm72DA1iebSdoeMvBXlHw44LzKYQN7j4p4CPQb9cMxc4Rx3MU1cNkIl+UczXpV372w86x0Ht8zatEXSk8OmLXdQY1RrXTzIw77BiEOdkasflLhDfqHZEB3VxE+TQWZ8JOvVCQ0flB1nkgfjKcz4f0e/hfrGstEw+eU6XXm2h8OZs6+8gJ98g0GW8iWAY1GPiCcSdug2BYnIeSRld4CBJMa4wrFbsQTFjxgo+uikF/ng0+xupzl8tFjwRWiLEgkhz2m4zlCvWUkBsrN7qNvaWuMa62ec5WJySkHZ2ncBWfzY7kanau8UW0OQxMp6Sv3dTtEDYG3Ud3jD1CVJgwlxXgsiUmVEnQ5ubML1hhQ+aBu4lgXWCd2sxnGxIeFTv91zBnnqfEd9Ncxl7ijB8RxAQEYgLSnFfkubd4A/PBQYJf1R5ySCQEuyl4LEOoasXHY3dCPDOHWr4CeQeZZdI+0UcqY101Z0jTmeF7bDOMxX/a26Wjc71mUYbe050XEHi4VwoiDh/xaPffs79+tP53u/5uDTN+RDbXvOolA9FSiewk3lJ2jZd5qGEf4UJ//XEvPR0zfuc/7sRv8+EHoXAy7D79/hcTRD0qFOPEqdXSdeCVWhto5XAN00VSI+IlTRnZjHh9DWaQB8jiPrw7Z/7GHFPMBFYrPmcLRxDo1NBkglzQbasaVDvcyPU3745GxNrBEfYm/UpdKQznoUre5KFydKseNpzvYTWZZrADeLo2T36yPM1KYyi4eLx7UfbYnAZLsKWIY5NyXG6w8N1iaMtYPmzeiRg4l8RTOxcDPgpd5eg58CDyXI56AyY54rJEtOIPZUq+6uT5fhrfpnpaAcJbkMkiirj8HqTrBAyW5gUO8F4DDHm/ZHrZC1iePU7bbizl1RPNCdMFF+CDohS5k8chfnNnCE2mBQ64qTQIoRo+LcPVD52ln1LDUgLyOIHblMpCfRCwPbfFjBeUO3JsOQAOUKWR3p9vFHHqDjpiWZ4MhE0MvhNxfBGbboDy2WOSo+HIFgnowUiBErX+IfKYb+5KdlCsfHjw/um8GNkhf0CGGTbgVdY2DoSf0lETekwW6sP8ho1p5hlk4cwVT7CQvrTf0+0LMz9TuONtsDBwdJ4KMcp5uznrmlLIQpxUEXL8JzHWc8gUkXcfUfKjIjXHZAfGBFSgEzkwmj0Kap3mUh0CXJk/m0eBnAk7DDhI0vipbwEAGpSQpshPW4RrjPVzAqkqf/FPAULhZiZVH5FV+2iHc7NxBbUDAMwkKODUCCkPQRYVs7KouH0sd48n08w4AZeyadLI5pwwrm7oiLa5KZ2HDCjyanfQx4N8GJk1ls61yvo4yDvoOypEcwhxlb5AKwBjXjzDQCyuSlYFggiWSu8U7lFq4SYIbSquOhUFZK0EDz89El8MeKTbjiQdJdstVXANAfY8kKy2d4Pn/f6G/sz1Pa/Ou1/rF8THLjXTTK4TD16kR8H7NKv8SsV9NmJmtv3xzD3aPOQ94/d5GxUNubbInDE1B54D5n3hACuFrqpg5pManh3nBqm2MmOjpzbuNQ45jkqOkJRCRYwh24qMqzy6BK1gDdh3ePyXxOHtbLFBvhi8MxgY3XQwj4czv+YeFW4uy/rQ5hUwpqzjqjSNdGEJ2acQ/VGb5rO0ApbzIhOE8EexdHHOz1wlKycMYbFucmeqbHZRAZgmOdaoXSzZXR9n27XpReqi0xY4MK1TZmvXPWNx//Vc551yc2IqZH2MB88euzelA+epP5lnntOG1+W5FovbJyGpBQw5LwqwFmbk0EUjqFqqqTiostfURZzr9K+1EFJBKVVonWK2z4QRvD0SY1wdRr+rJCXqu4/UCZBtOGH+nLTgaX+e5iIBmXt9wjFpQqGcGEOwO1x+1ps960sJGLpwo+NGKiwUkVCG7xf8BWLU0MTruxKwpwY3jzA8XnHVIvuyKW1QrTDtRk1d0yYKc6JojJ5GY59L1OhOISBEWsEWq66apqmVsadatnQsdA2hMK/L40UcxrECc6mgefeAzIBB8zC7ip7G5afpTFz160XRjMvRo1VOucPYHYdKTymglQXHkLNHjOBX53HpRGhgqSFHVGb+Kks0px4J/JJzxUVxz/YgByWO9p1GgaCBRTwSCZWRvJB0PP7q6LrtKSdk/Q0+5oiSKq+zz0bsEonf5UqMyUjBEcRIbW9hHok2Y2NCV8CD9K56na2Z06xFGeGVmjVMuV/mCAIwcJB3aQ8dhA9Vj3xJfXbvVKbKNfYqQj368Bg9BM96l8GwmXfgTpPtaoHbge0ZXYd0EYTeUrNuT8L9pKRtI5MI+X4qwkj8rr/n6xOOHx5ACJJPGYJSDqY1K7lGD4tyHttA9d02jdPv5abP7r573u/8q+3fe2BUsMZcrznoV5ZX8NrMokIXPIIRmn3xJPU7nt0izE5zl1g/wgdLiN8JZO86rorU2WO2AAEDsMmboy4YBJE18U3XCUdSI9qzHdPKLE8GdrWB4XS9YHMuo4onVGN0EZaMKdNgRSXesKc8EAoxqg3BS5mbMseSKIkQdpUgWafMk0jtZq+prLQeX5yHL1alM0DlSkzw8C/EMKXv058kVGDvb3qR1cdWFZ0CtqyAYRVeYkvwUIFCNq0yFuV/DkW81hnogeLvFc0jwGDjAFNg4YdUQILTLNXZ7/QJBuSNbYfh7WBsp7SZZg7NyIfJWHucKWk8NYW5a2rqIa8reXQnDkWjpJQXo34zZllnH8TK7OT2d4iPoAn+MsgJKpofDF1veuX5nGGBiuFeXuFq1+fLYXMX6BcJN1N+JGIesp1FNp04T2rWUdTjQjU985axy0nIh98Qgry2yRi5nRaK7koMDyESSQar1NLQUXBRLQyQbpYHV2Onm8WxZeXPwPu8/4OMiMUEF9titl/iBk6OfR2fsBoltXzPW3cy/3UjSKubDu03FkE66EdoCEowEI+80ZFdH59pRIhXbK+vwMZdB0Wj4/sbRXJT9NvpDj4UbjZ48VNIzZGEpoujBXqryokVaNkLymBN3Tw9I8xcCHMDHrLiJ7FePt6ExgzvTQerBCPmDgsQwIQrfaQjQ2ARqk5LYv9y7EgcwEBEWDAUD8O9dwRkxocYJwUCAmd2a0T1IsY6HLgQPdchNoGh5dyoJlUEKqn+lQoi4nSD+J5HutiEAMLdYlm62DahIRNDiyHPjhcbjIv3e/w+s6xfrf31+bnudZVUHmaO0WrDIngdQd5OkSvDG7RNuZOS3j/1excf1oPdp3reL3C/16C2scdP28ngz/9Oi+31zfPDQ/xLJdhJNIwrMUch69NtqK5Tk8jhuO2dXVU4EbsIVTxGPtsoYmNp36LPCkXkREDsjgGjxpbNvuPcNW6mH24r2O6FRROBaZnhZGOdgGD9gnlk65pQken3Maq5ELBtoREPqa+QrowDDtjmaEwSfQpLcDOl8Jt1mdU+heIO/YXHne3Oxk25QbD3bQh7omRTzrDUeD4Hhp1f5cUp0NSXc6zmaMzGpHfuQJn/ABgZsehA7dMUJ2JOAx629HjKw92bm4gVFc95Eyxi9g7g/4v1WkTPqiELE8gxgcP8a1jrCzEFX5Bh7JV9v6E/WD07D3CLryEQt55snaCFlP3z4rfAYoraeQenDaPICXuQtyxIkDujklALXVp49fhgth0RoP31SdtL2gmNPIlfuqHEeugl/Bs8mbQQuSE07EUvNsPbnfnFSHvBiptRlB3l4WSe78QKJd5zS1PUkDzLOkOa7I795i+Hzd4oMc3gNBPyROT48vo4abz9KkWcmVw0OE6LOj8T9SJYL9kO5uudDw20iPx/9Ukk4cttiV59svqjGhGIKQEGUaaziGZw82pOdpieKhVNL7KzFxWAn9agM4a5OSw40GyX0J/XLUDdAKTky8nt4XG1Qh57+QKeELvwp9uif+oi/GuA1JnYzvzZhUUNLioG6LGR4fjHzXd++8ImhOenl1DOzOnZx9P3HA2zdEL0hk8u9E6C9xmtho6CRKIvr5LYa+i1EEOrj3xVtjlCBVVLrGZ8tizfl50QwMkbL/B7db7fG4R8N7CCrP14lnJpQcvhjbTAFjTO0QOr2Gez54+5oW6s9jy/C273OD8pPVYxYtDEgTHRC4a06vjz7/Mev449fn89y7QcY25/ZrM9kqeS4kirSzTpB/px7CKwIdsSdBCwx0QKy1TqLIEhNj3YlaWN2uxTQ2l6fNexGNltkwelu52CV/s0CjcZvWIHZqZ6toOKMmqm2At4aQNM253/LoVtDj8ZRtugxeocqgxbb6Qjk2PV+lI2g91C8Gx/oGXZwnhZZJtRwQgaZ14nYAsH/8zNLw5UlkUoxYY5WLK3QY8AjxY4ttMOBYuCLhycHjj8mmxUI6P6yIaI54g21+JMWOcHJ6kn0NvCrpZthiKhHWA+28bLSnJSZDcX9hlxwYs5qYdzctImBvzEHnsp8rJBs+/SKdt5gjdcauhO1i6J3RA1h4+OdgyLMjbhj9vz+9O9ALHJTm/DMxXpcoCh9k1M3C7tMGHB4PCJG/3O+p6HfWrI+nMx4AvCyv0skpOhRffaiXTdforRtn2aHYHQMA16aL9HuL9Q18HfgqojtcAk+aBSg4FIKubFpIiuRzrDPdR+m6dr3jVOmS2kmwtWhNby9YpvPtVZUeLdyRjPOGEoj9DxPwyAreh9CS3m+ZGoLWWRx5hpK8FTijVDqGytxNIbfubv7wci1RaT+4rawMny5pLJNWItkj4mAHC9M+bR0Up2e/ueGfKG/4lFtX3I93wsJtXD96PgUihtrDT9C8yEG1YwSAAoliHQWo66uxUB1fWWe3+jgCX9hXBngSAPqihRKcxgzLNJjxsKDrs/j24lrPFU9jUVW2pU8P0bt3nGfg/tcUu/Vnx+TnFUhrg2dWnwiHdK+4O282cf70640z97gfsuUaC8Lclw5ZPkxmRvM+Sfm/Lh0J92InW0+Xr2+LVxyugnSd+Jk73kyfh40F/OFatluA6VMj3IsrPbTp+lPOx6GIs9xT/huy+0A875bJv4k100+RIlNjqb9+P40u/R0eFXDyuNVP94kt9laHZ/UzFJGhO0hrILhjqnGdcRkdACGykvMu5JYhk7VR5yVsNM6FgXwJip5D4Zssv1Am/EyWg3dmFjQKz0uIngrnDP4SNKm+7oFEMMnIwAZMfc8GURh4vYP1tskElCs3ntm+hmAryIXvPPYDZnGpNZt1Ntgs1mkFH+lyqShaZkdbafgkkRagnYPtJNxcHzmZuQFEWcWwscY2wQ8a0CAF5Ecelw+Dap5GZLyD+xWGEKdNSDzm9tuucTI3n+0vybtdX4gywlQ2qvPzFVI96NpkbL58diDWFuOV9PZ1Qw/fHZkPUlY/HGb8m/DJ08Y7ZFBka2bNV4M1VveSuDrW4DGV5H3NP9nHu86SKLIOMs/7oWRAvPZqkpWvpR9ZIoqWl4w73Vx2RXG833HVUcEN2xGzjrW075lvh8M3Yd2gJ+5wwWA4cTJlvw99yyLj0tYvf7sw4EkzImjsWuOZeIWV/Sfdwms+JE/Bcg+VL79Neaz/k6P/KmVrKLVkZqF8lk3VQl1mxz8tBELpAy+E++I6buRzI4YbwlwSFSWbDlvlJFaZF7ZV69vPksOVDcGXiSpZZceL3EgK3KllSAXcBr7PH7Nff4vX6y9eh7fEeu8xD7o37fsO9RqQtuHPdSzzsXvVef/rrTv+N7T6wuFjihEUpZC5JKvQt5yMoU7yk/ObRfvrgl6bxhFNnDd6CimMwHaI9fhw5Qc4n4U7g5gMd6DOmQf4Gh2wkDm1LF9+ceD21tn0CVaXYyFJwCvTObTnlMkLj6XDM5yJHZHqSwJ/oPFZ8mJJx0yXDsEMVrr25WsV7VqGP+TBSGNLiAKP0qjRN4cJ3XQGKAMz3OgFGCr2oRtYyuXNhJskbGGxlFfJYEdVPoZqXeomEUuSS2eOMkjhaQQGDw0syWOLClREvhdO2pwQRIVCV4f43dcNfcw4J85vNw7jnfzn7n0hS0H5H/LPpvUoi1x7Kf7hq4+ETQkVx4mLjYv6I4d73L/W0xm5HDC876pLSfzWX6LCdM1nZ2ymaxrDT7eC9+v+liZSjBnw9LG46CmC/cw0H6s6e+MrZI7sXYy/vTPYSZFJQbW7pPC6QJRmnNVhBVnClGlMX9FQwCYaetGJFwuXo2Jw+Y6IjXV1PlGQYm8VI6nswQ5MrEBrayCKZXfHvDzyT05TT4ircJBkW5gTqS6gmnFiuoC7dbaeK866rA9lvQ2p99pOnXgs/Q/UWkyLaiyOtYiXIGlTOQ51+3SzbqFm5eW7bQ5u8mlkFSb4BUcnt2LfXHennICqtfIk1By9LBwHv2LBUZYtPmiJ550Q+1cu8NMiFfgLornbh4/uzXX3eiNWb8Pv9daRxZhnLbecGW37EJ+cr5zPiNTxvnzaylw5INQ/tSjnvi4e7tRAVfWJLiumJgVXjKPKlteHWlULpjTe2bymmC6xs9irZuZdxS1xK8raxr9Wy8rman6PHdlpav5R6uxxmFstkggsyZFeDD9dJlaO8y055Y9L0qpfmmdwi6Kpn91mcFKmoTtMVZrJLJGuRbNtJXTPOKAA2QV7R6m1v6Ym3med1IjNEvedHhs4X4KU9Z+1zxYXWfINzdO5U80Ljk89vhcaqGhLQwlgOORD89SFmxuPIiBrbWLqS4m7+2Ia5f2G2F51IrSmXz60PqustrpczUSCjPS4qYPs12OgVvGmKR+OtHYbzKgGz+9KFBc1YbTVq+HGNs4dB2ymyqNKm5TZsdLe7UwcY4Que1AAAgAElEQVTWMNL80ySJ1vspbyVfrapxq+JcZNTsNM78WBfVHPKC2gyYnPasUtY6BZJ7xslAKUNbALWFdo7Ue9Cs39EvG1QGCc90eda3cthvPiUZFL6nY5D6chRls0RGLFKuhq/Et4+4+FyH2TH2oNEBFZE5dn8Jg2lw2JqXW4JzRbbSOEd4yag0XRnTM/m3xyvJftpIK7O8tajgJU4q3bSbw4nYBav7vjgVLHXqmbALV2aecxaUeRsbCbQdxacphZmBMqgPWnPOUvuIMs1X7P400c0cexrEFEdx1Jbb2z5n/PrfPuPH/NRB1SF1JbgIg9KABGfx0Sc2xozf9aw+7bbUM/TyxlBUcCqNniOfwtZPfzFqc7IvgCzDysRJm+Y1Sry98fXFSgFG0aGPryjZEzHvCeblFSsOMxPe3SDfczB2vbpXmfeEz4yZPY0r/xr6LSGR2PLG7LxD7Orfo+qogmgZwBTMP+JT3OnYWHUdX/EhCfR3s+LSGKpNQ3DF/qWN4zBmO/G8ogiM3b9HZ7oLWzLZYkJX1mAFlSSpmYzZiu5CbdOVgiRdBo9GOIeMaE/ERGzkf7M6p3k5vuE+eCK/c+6If4uyAiyDpXm8PvaibX7f4nhYtHESb+m6ErstNPmoxqbHtwRDE6PM3/vEwsnRctDzhflYdRptWQ8Xi5SGh2PciL4clFM2e4P4qNIM/xLVMsK9GkWZ4Sx7mZ9T9vXVzZ718N+Jr5cN3n2Nd56+5KfC3WYmsMS/8hBklWasAALGCXLllsKU0dWjyGwvsLdXpmSPN3zNBJdjsR20+C6q8ZWYkpHFv/MAIcVAjaKyl6hN5kLKafk8hNXQ9Ibokt/SE72RqW09y8TynfZUwXBIIy6mjybljDmTXDCk5BJggCMBJJRcLNuW3bwriRdcWvr+nmfzVqh7z/ay6zcNBua8f1yJzKUQ5PNRK53VJ6tVEbInAJcIb4yBDNfs+1jcq1T28/OZ6TV6ncPrBx9yA4WSxDsLhZGcSwzPkVco7XmNr875n9c5XDzj951aXocNmTMLPicLXKdSjW6oUZct2wqQKzCXrZm6lRl78SUHi4yKMHNl93xPZBfrYu5fr6j1R03w8rO2P2EIYroXbMkDjF1oqLb0d79JdmrB9X2f6l+JflHMyqs5cjH3DUnaY2PfFDiwmjcLJI12tkV1PvuyDOOgbumKpBxfAuP3JFJW+ZPWY12VRJ5IyZoYoi/g+jVhX47xvQEJH/oVowjjzUkm2f/qXMBSfMlrvFGNut5k7+urRJLH6Ve+inrH9dcCfMeiBR+G/9rCl5SXg6FLu0OqVYaDkS+/CRcbRfsgdiXhiVyjnuPf+VSxW9J6jK84t3+jGggUutOwxRuyH3Xms2XJA8EVVFlK5pQIpk+96CgYoNRpge88ilJvwS5TPFlxp8Ns1UXqsSqglmNXAqK6hiHkvyy+8mbO+iqsRv9n9rSujRmAcyDLMaiE1NWK3BDs/q+D5nzbb35IKQr1X3F+YTELaAW5rIJyIFyvn2EzZ4ZopuqQQTVtfFnxYc6nIcgywrB0eSWCkpOZ1Myrd20uVwe9+bftqZfyts0z3sioaXxiI5ooLpbQ52HKYOMLlASNFeWgbRqlN8tZvYWnl3vG7+85w9b/asd32Sq8a2vZXmUC9lRUpgUdDafex1Gj5bM3W+rZPPEz7e6RbyselsM/Kv/FBwXtOpyqkSL5Z9PKZLzext8lPlcw5nOeD+mIT6UKEM1JeK1fe4tHW2VlzM+uviiRZQQY4+/VSoc83pKT/mxVy35P5/u+SlzlX6vWvkwqoglagTb123h7bdl76EgN9dds1L/R6GWaF1BZ+utEZHiRQLznjXaPhVRq7ioLc47zlvvhkKvz7bVAK/J6oqca8rsWJDExsc5mJSiqWOF6VK4uZJuwx+t9V1O2Ir6Eh32pV3gWtZZAYkJGXPK3oOmyVHCZ5iLu3KqRk9a1IzEoEEMSetNOGMhy7jXgY1AeJkUxhOJBZFMivGjgFiJ8kzCYYz7r20qFz6MTW1CsjRFDf6RmV53OTzojAUpeArQ0TNWVyMAvTRUAs1hFU0ikzJFqQbxLwLpE2OkNHyul9Qh1/UKU8sHxbFw9aFlfnq5Ba74YMpU/i38/JRsPg+EgJkQwked5LJk57z8rCsvu3oNtl1G8QxGh5Yv2VfqFBmXdCbJ+87IZejAGtZn/uBKP3jnjnStc1cKqdaEmYMVStTPhIsWXZ5wDSZxZJsPHYnQri7G6+F5ns4YuIBHXtZZlncNW5JaAfP18Uj473OX8o2ueT5kSvQlDiWfYlE7fuarmuii6HzbjN6j6zP0+U9MVimo6QQm9omOh4NN76jROIdNglPb4hdZ2yvRCcap5GMWbE0f2haPMV0glGz9LQCqCvwyzUjffAHWvmlJAxnhUMVMo2u8QQOKLZ2AEOku2U4NxK9exoGF5vRdkZ8/IBK8YWAEg9p4UaqUU/rbkQ/9m+6ODClVI0aDMhITARMnbjM7+LUKpN+BcICT6CP/1LNp5g+qVuEtuF2BLc1HpWVjCqjDR40CCgFhlJCvpQhW0bEVnTXzNh5kXaIbyrWjxqSFlrY6JuHLEgglMW73l+N5O7JgS9ZMsvC5XlPDdS2IC5RI/hcZlR1nWsTXO6rBmPXBwSQ39aXrrr1PjBcFFVBebHWsyF+ZpgjLVsAtrspzILfLbUiKKmbBR54sPxBRsmSNTugtJRYsgqd4T+LZc5DDmfVClZNNCzVF5JS69WykXunYvy72Y/i8Bf6RHVtfXhqx+anUlJ3JvbFMA2Mp+pfeeJXZ1vzPzU7RjsYQ4lRW/AmEluLK+U0on/8tRZhhdbio38r9QH7m5scGpJre5R/ZJUfto5ifiqvwpWZii9wW6FoNN9YW9+BIMIGNVompFSNxOvALqGzwTkjlpiaW9DMgIYBXfRvM53p1BZbw0b874/d3Pn23raHkM6k0UUgC1JLXkWMx57AVc7Q87ZfT5vH70oDVB8auspvlrgRalLkXLu7qSiqZnv++BCq+SPWPQfNAw57+97tdIqgPiNWjnWMKu+z0xQX+dvWQ9leF3/5tgEDXOHV8xrqhiKy0on1Wy74uOKzNQpfhKNIatDRBQ6nSWBg6BQTeLFIoOMejFyqDSUK/EdPQ0D9bDKDJgwpCLkI9EJraaSC2UpZTRCgZvmd+TNXirAuOFZBmN8ZFmaztrIt+QlJqK11c3rFixQLKrJy/+j0/1qE3Kzy+O8cuPQDTlccQlE0rb8qH9+lvaR0O+F/8MGYKEeitCd1aJ6qB2lfQExw0LT/bk+On0YAGOjD/Q/GEa8tH4/em64QEBZfKRK6y4UYt7/KLebtGyVKHPYFQ8dLs2f0n5M3SWWah407dYD1JefOSYjQXm0g2/MXExb+5xZRQA8K79tXXI92RKdCGQlWCLhXlYX6RDoOnWFW15GRj63WoyllzlNldyXInyzcX3XC131AhLyW6Ez4RNVU8tm1qS19FUfXP+dyfOZ5nGMeqy1ZX9yUMoIR1g/7ufYmGYlxXyMHmMJQzup3pN//y3y2J1jBff85ouYgvd+eYVHU7eHEu1QvjMG0tY9T4S55XbUk2rLEZhQw7ZyDftjx9ttVigONlCjsPQhUFx1mcNyoFsOKCVwjhR5zRr1Akbz+Eu99vb/3mnWNff7d7j1+Og8ueNsiQU1XGMPxuY05/3+P3CHr9n9WmL97yxSCvhJtSJ3H/HmlXGOVQ6YjB9GMGRzvoADGxQj31V6t8eqPOezG5RtRTNc02QiG8fiudqLWvgoR57s1zXU8FG1mFF9S/N4OpT0Vbnk3LP6fyJ2F6uEBHlej4XZbZTN/PpU+N6mUplxBp4ILjrdb1jRd2gwOx9EMhArS3zszbSl0fSr+UZE8vQN5i7PR0IHBQEdz4vhRpd+wQm7ieysXSzCFzBlpKTArl3lVw/rDGw2vj/biXjIs1mqLSBwIIq57xALoN/vZKuTr4yE0ouVUb1WxxzhUucHLqQSou/ggKdsBKIDN1YWYrDZFPZbhGnJj+BdxfNupItYwJS5sYvkAkC3p/dvelmiTMIWy2QpMqTgxsHxEanwQYUAiX5xevhV2PgUp0Khheovcgx5ImvwH8Csax1rpG6N79HKUk1FTtJjNtkMlallN0kXgIsE1OOogT8ERkl3CsdyWo7azmoUkCMlo9IbSXQt6s0GXgSTIOYLmHBwIDvj00Bn6avy6wskToO4gu8zdEMNzIrU6Qj1awI94K63X1mUiE1CqGkUrOvo+ckdPry5hALp+Sev0ImvCsPS9YFi1TNXdCitQLYnNohemtzz0naa6QgyfhvO1GLk6NpjE7YlzwkOa4qCyLiI443ALg46Mg/XarvR48mOnmlGF4XRZ93lrZI1HdnoBJPx/Mk0Vv7Q0OfHPL1c2ZZ1692/vrMskYC/w6K8d8eqww5YTYLBnHrwVe2p2XwHCSNvyft8UvTd8WpM6W/KJUosijJMXcRxFqeWJb5c3iPIVFcPhtcg4qYcOtBzpX89fJU2PxheKjFjgKle6x8adEIRnrAGvS2x+MGOMoKRx8VQqmGT7WPzy+XZ5LW45zYVw1qR9WmITNCKMqlM1cL1T5WD6o1Kw0+Pbs4naGjuCMyPZTDueBSCjoycwFa+1VCzUy2PyVGYHhYbWoxlzMHXurpEhVI4JvyMKS7lpb7QbKO3tSLm9NXnpKpPbIftJYVVjVL4/yv1tZlhpfXyxveFOz08VzRcFEG7aD7v9UqWlFTTvrX5Zn8b4Gw9Q1UGFiuFIXgP+YyvLwTgKcrL3JX3vjxxH8VIiNeK5R3vM1jFaNwa6+q8awJYSPWesN0LPAkCeItnMUk+xssJm5cIe7Xe2LWB8o/nneVlHIfVD3yKt9nGjgf0uYYe2Xml5/1r/V5ygdn5tWSlQW73sGpFOX9Ps2qPPzms1XvDOAGqZYmIfjaqH0xKOW2+MjqtoiuPMcrBNRraKVGE6rLOGeCrd4rkVENyidnSsp30lxUE/K66PRUiBtqjTtodouWAjZJ/DIOufFLf9VlZjyZVgpCP9F650cUqKG1ckKgDC47h9cZY0fqYl/921niKDGUnk9q0iwpO5skpltOmCKEZSrtRyQjeG3hhuVwEmem6S7KQy3zdjcFGTN+19/t+Ttf4I5fV8LdI/1BjlEdgkA/VCJ7k5nb81nq6Xv8vrc9ITxxr+ZSZJfzeYUoKQRkNQzfF4A3ByoqVoZZ0SRmAGc7WWIeDX4s2y/LMRYZpyLCtDlkbXh5XpUhjyFT1qeV9PL+clBvpKPPtvB9b9iuUjOB0qfQHQ1/ca4eMaqAekVzWgVaL5QdZL9BncwHaK0qJoqH0/lGEZZ4Lke92BxRWrbY2hrDwSkHs1P7FzCEOBPapNClxOdCoQJjA81+sTg9qNaFZH4DW8p9Yb/LzAUCZz4Z8LAwLLUXW9f6Ketjdi98tlHjRA+pXFRBqSN4pjKLMOGva6rjdetNV2AGrtErZQoxLz5FFX9lrcrvucacxR/A91q0Zu2cb9xtOaiEhmVcrkSGfFUwzT+9Z8i6/RB0XpobX6vaf6nkb2wHRX6BM/Lu0cyoinWBq34+ssGy7T7v/b9CWm2GTMTQcKp3pvYriV/22voVA0Ns5JP2oZjygftPcV1pFCwIQAh9faHpAWkuwUXWl1sgtgg4h+6stmYlTsaQMYiGwL8KCLI/W/5bgioOqktoRdTKFuuveBvGKI9UAvXoOSE5WoNq58kb4BVyP9w+XykmC/yni4vzJzFGE9PybZCpKcr6ksPexkiTr6lEXKsnR+FberAS2Wo/+Sq4rz+fid/1zyfRelZ73u/xo9j9DQEr81i+U/gQepiwaIc/uY09ftdcfSq/BtORpVYSueJDsA+K59hR4nZhlN6st0+qFK3BV3pX37PWblrnYnw+/HuI/EKOSjgkMCygW//7ZiD4bEzt4p7DyTYM+FukRVKJPNcpDFxRwZLK4oi26xDIrTqthbuSozqymMquzG9IlvBIOH0gLzJPFrsgL1v4qCY0fR0fj6KJN+D4iTXxhaoeibAFq5cub6EjS2SuzIX6ONOUdGr9208xDV5as/dbPGJFwFYAVWc9vPFBxeLbfNvzuU9zwbIZz7BrOZ02P2PrELI89MHzo6ip07vt4ySsv0uer3/YkGxGdXa9ZmKEaQEdKkUk/XkXSR/0ChesGzRz4yPKTx36JX/PUKsEFkGZRPAu60skUXTbl2HuIYQVwd9KFoe/mJHXwXriVD1Yv985y9e7SGPM0q+k/MZYXEda0fHWhEUj8kZe4RMscs1GoVxoe1WjKzms/7Y9Rd4DDx9ixfI5ae0QSnimNwOjmCVWLPVH2ZmSq3wZo90pjjDdNp3uYsaMB9K0zfQm+sAT+SmvwmLMuNEXpJlzHezC9JSCpwwOdP+zj+J670jyWKqhOW7VAvdkQNqRllcB1aG2muVi3utiEXxJeQJtFL3y6jroy+qRBJi4NX8XhDOj6gLKV9ZVLAMxpB5FUtLw4INYfzFx1LjzZxt7/MbhLq8/nl+/Krrv1Gy+Hti4kHJB6rinjRe435/r8+/9AvcTqJb0uIToDE7enuKTLy5G4URW9MfhbLqm9yDBrR1HBFio8gQRh1VCa4tdzn31PZInJu7+ks6bCbZlW8g3pwor9oY9OAr7kidBrWwgGrAmU0OBytqmkZTtZnpT0ZfCejvb0+5NmElMlrgWkKP9Fyu3ZctrCV0s2cCow5oNV74aXVNiksniUyriVsmidBiQmVZdWlMLwojsd9ePql/GAxc7AEUCwPMUnWGWMKMm0d+dVphfGngdBBLx50eyZl+aCwTtWvQvKKc5NjdKQDte757XdilLv0X6cvChSxPna4LLYWeVri0FyC03hspTZWz67srhD36RQWWw6q9lQfr765oJ3icfXtV4YQ4WsH5zPWZrYUT7GNEZj1Gxm2OQfehAMqMgiI9byj51Y9fvwea3lut32SarChAqHCEsWE6a4a+sj5IjEFZaNDYQL6GYRlEHKwsMX3j7baa/Ekc20Pffeqcr2tTew23QiMw3akpKD5Vafd7wKdlaL7gFfjDuxh4DjGHil7ThwwnAOxntltmuOcOwv0IUMiDKGQu+vDBMpznLNBdQolU5PBC/Cdi7ZH176RQXbM8H0OmaVQtei6nRdyWJ8nomJiMtIaf4Hv4Na49VWWoDlcljPs/Rnb7JJClaYMLTy1UP8KWNB26sEJuGU3ByheFwGwm0SJirHn1+/mMiub3p8bRTPZ8Nde31U7z5Wo/ErYwrZYT9iuStOHbNpch9LvV8th0+b5j4wV2vfNY7nr9BDlSSdhRHm5D0pe2FUgsCIYiXtNYIUQHqsTutHNWsI4Z8fy0WcZQKuOLSTpB7Ffd7anckyb7R9MWV6VNKsnMAXcImaU251JkfiSWejPbcxfy1G8OrZUHajsh0peD2WcSNQgxZqlQ/qvAQtGOUJPqWxvgleZE5XT3U1V2I3Zf4cvq3px7T57eU+lh8gnBXeDPdvF6LoPflf+OD6WyOQI8bwyPdjO0Y8xEqWP9OOvCpJsYcOe8nQW6pcSXlOx3UOUD1omaTpL7de9ueBy47tcy2mpzhg4vOncN+PZ4zHvSG3ILVXcKV85qN0PXwuK8OwozfmfvqvhA0j4Kq5rvnBqPTp3Enb6iiFfWx5+p8JjfsbO7jxLZAb/lj2hFQ5VDDJLKN9Dp6C6w45iZm5gaP4uI5z7v3iX4rFUzKJwfooHPmvyuGrvB0bL2iwxO5KzqbNeUjLXdcWGx9z+0QiIO7lZJesMKqAO1wuzk+JxQVPSbdYMNUFMvDndFadZZjoLnRTO/k/8cUypOLFnWj8YWdRF7LLkfpHNQLeg/7wbKFyuY4MbNIFPEIH377DIR/lZ1pWeggBk9t6uogzVyg4V4+iuvZteBktiGsWKtTsYZldVIhpu5u9nLv5QRRmSevDLeo1UMt5hsXOPRBLWQUQZtcIJcMp2VbUUUm5f6+ydx7dMOp33ZEnIe9ixGo1h2Rl6RPNqrEWFmU7YciitUtCYVMaN2FTeQutu8n5l9pXOHmIdAYbu7ylJOUzmlU7nUp7rYf7fy7nXidw4+5FouSujHBzl5DaPtw1LU8ukAJK6kwfzT7xI6fyWe/Sbr/fiZ+vNQzp1uZIeHYKmNgnpyZV3DAY9VawcOgpygNFO8kLPDmoUVMJk9ZMD8ucl2/qI88crTFTRE5eSylJlaIOj+WLfD0/kq/+iF2IyTMLCM4qVj0rNjucUVJ20Yt7/yImtyEAV9ZvSVJha5T9cf0opihHWk/hIjhh3gAfV3KXrczaurzQNgcBRqyjMp1SQUSytUBOw7v+d76r/7jPz8/rf/z818+7P39UkyGBK/tXOFzxtVBlXb5Naqk6MhjsnQS0hfgkE4tV2wdFoeseVWDMyo4XVkZk8XwlbZqas7U6jS7moEUHmnm6CN6g6Q+zm/IW0Ie1aucjRkRsrInSyGlohSuI+my+b33eWD8IL9KWVwmzLo7U3fTvU06bb0EjahIUAvaUjqKm6+5BxqCoet7wyhaTV66vvjXmXa3pnnjh7W/qb9JDQ4+9L1FWaT7u/lvEwHlugVhcPbktMwv8nrg5hk4adFxIl8VEXNHm/6qx2yMZ53/nJablWHNpABL5Gg8bIxbJxJoN1zN8yRZlQ4jm84OaXRAPAlCHLxzWxXN2aiSCsISneceYzQZW3jucVUVpA0R4LxH/kkXhlWwoTOTcA9VJaTWQwo1ixrKgdB7Z2ke5O+rf2v7DojCJVeOk4xsz4kNHmd63uQGhZuvXfLSIZW/hmbH+tt+VIMiZxnS7/i95Bs77MzGTegZsn6/G3aZHSk9HHzwoThscgtuWCMobeSk14W1Ed64KY0446j3KH2RVyXHsPeD+RNCao8sD2Wd3KaDfd7jdz3rKvv3X/cE4Aw17BFa0oysr96Nc1SDUtTVa8VFQ3s776WeT9b39324C834tb0KW8vg6WCOrXXklmOsywROhkmk66hkcei/GTBJIrI/Z7/PJXZLC6gcKv2kaLD8mdsFZ6oW5PviMFg8KGXHclyHa9ygPC/tkQFWqVTRaQL8F4PaCVev2GCh1yFdoayA3PcZEntZPl1wPpZHy+pDP6oq3u4+tJDmIZ9BACzPRVBkgiedm+yrLJUCITTf8yDturPTH//R//hX//Nfn3/bz3/1H//3eXVNb2ysAicDH3arT+X9C5Uoo9DZShMHit73eGf5a3FdBSFN5XewsYtRskMdoQZqRUBRIwgyCooTvjsne76Tt9uUlDOR33pICaZQq+xr83skSsv5zI6wNdzf7N+UMyzm6KSvHIymi6Q2korYr4jXF71vniSEUUtIOuLgw2YX7ScbL0/K6eNH/FcHOyMk7suHQ/zPc57S8oy0WkuxcpszmQsRJ/5H+t/8K4IYmzEsKU1pZJay0DlSppKMABI6i+/cppdthMA0hJYJCJOuj2KIvCJDxpRs4P8uGYuZrTUznc4oJsf2VhQFHBVZVQlgzwySzx53ya/QkffrndZFB+tuUXnBxPgKSKKYLMRaTBMD1Ox4HAIiIR5IxRv3JYOK8oVoKMayqgGY302XexjmtKqnJYo+HCtk6jHTBlGWb6d51Et34FwVSgtxaDlD5UKPJx/AzXYUMqj9ejJQQ+3Zi07D1vnPaqXW24gH/45FsxedHtRQbiCP+BBzcuUxuz2JRXYWh/Ro0i/i2iimdWDBtOWkl33/pXlmdey7jqiKhsOeguscL82jPX6BsBSNFVlfDj5SCPJ9tZdBQ+ebV+1Pe4H7Mw/5mfj5fPtXhwwTqRbc9AJp+a+Na5k/r5i8++PFwFfRW3iWg+NMZAhewTcc7rWYr/DG3xxiqeNabgMuRy3GB3wYVlEHThlySP7ji6mO5ZcQ1hfwy0bjjQQdcmpz2FZQ1ievAHmYX+b5HScXshVS2sIJQCvCMtn5JKqi8hIGVW1i4knI0LtbGLHhz4jOn3fKd2d9/30nfuNv/6vRAlo4kXoLrg2/JNtXmgT3kXNyFsSexpIneIOVYEGolbtwhr8CLybhe3zwPYCLKknFHEsr2nRPC1QPjQ4Gqng1WraQeqfshkhi6jPrW4fv8pEY1Hww1+bD/R/43uHYLM5oIWoM0eGKBv/pUzn3HGhSGOqv2aV+U6cdN5Q57b4Mu9MYQ4iWImBkwikaDqngm+GHyaIc5NGdddQ4IzyQjbPsAkkf697fEO/XYxQewsos5fdyH8MsJP7QeT6/frqZ8yNS60NeDKfkkk/8bpU4IMdFSQLbC98IMQirHv7I3ve8Epg0iLUyZf7NknwXQcQzxNGX5NFLqOkteW8kNdvBiK7A5NTFHOMmCtUVFSOD5SxLKDnGMtrfxFIcBS/soQn8syuR3vLmusNy6SF1BBkJD91TxLgQ4PqaZpJ7bb3N+u3Kk7SAfNJmI+00yTwdFeaxj0b1EYQmp3gpGyNeP+2ITUSCmUlerVkuCpZ21hFey7BTvwCPv+zrzAT0ZPE8JTDN6tROW2h6P1qhm3DhdGZpCLxQ/VwZEJea8znK8fMTeu+wCeO282e7p9dGovXX3OOnRMazlA9a0a1RhYMzbTTyxOBDGfXhFbTJxjZf4N7GO9xfPyy8O6/Bc2Y+YJacEdjiSgQWid2rD14SeK+DyMsOpfAAkWOsMqLKWYcFc/GeKqAMK+3vedTXInVB7YNebtnCYMuY9c0V+omxymwJUzHFqwWcPJmKCbncJ2+LFWuWJJRL+oU/JfGLHIClWWC7vMIDyedYHonVARJH/FIch6GCwBTZdfRi/jBlCAEStqCsNd4zX96fOXb+ObM+m+7rPz+zvv/QY07NTq4OaA3MpO7C/gLGg2R921x5bsvpKxXLYq2ytaK4k1WDM+Hdx3hfz4dZlCI+HLQFker7fESVLMb8PwbOUsNG7uKUsgVPitKPfr61UcyGN8B6QKQAACAASURBVP30JTGMaJ0nxHWGinWGcxIZc8oi8GtwZmYi3XlbC2fonVpQT69z97o4p4gA3FtUJNnu+XMwx4eZF6eZbMadEiBqs4ESu0eYRl0wwvyRi2N0m/eb8DpAuY70Q0iNbORZ0JAGWyR0kSz6NpND7kIII1Iz/zsR0I8USVgoMKilsZ8DHn7bhzcY1Cw8+3mnn4swY5cCD5EnNuQ3C54dQlbdtDWNmBA+e2L4wxmO8GgIB4d9T2z3cZZI/n5cohofNKKwokN5MmW6SVqLfZ4ZpdaasCvIGgXUaXqOZvtOVTuqzznzhFqpvz+Hc4ThBON+aclWsjiV8oQNi8NwCImLpNQlBJb6jq8p8bNXhZtBz0U8rxFLdY1sY/2ADZqu56bC93L4EeR7Aokv3+CmHD/tFkc9tRsv6iziYHJPyBzyxYYH047P61HKIVkVU7BIMkeb33G+SzQ+8RO8W1xzYcZwinV3O8wiEA5onU4hh0GxQWvKOmZ+HN3kw0Km7fW93Us97zc6tGse7jKAGoTeKYaAXgfOQDRsTEZ9ISMwLCcZpx3e9J8/bmL6X+PvTaF6ikqI3towhm28nt44KXU9r4a0Tr/2cFtcl1HoQoHnPdR5b+heY1yHAz5wLLTMwzSLYcZk79+nIWpVd4/BF3oqdm1SzIWKZW0Na0mywTEiOYqd4LxsPUvHhrdSoYbxfHeGpK43tsyHCPBP0UhOOb5KFYop+iDx9LLE3KzTuS/o8UeqvfRl13LleSrvaF1w2G8oMwGMJeSTg/7XZ9b33/fnT8r9rv+oObziWy5tAO1K2Awa77155zK1o3+Lw1fse8YJQ84nKhfJzxdQGd9f0ssXDHEzfssu5GlxK+8KrvkGG2AASVwNSxFLLGa9pM1v00wgviFVb1b6DaVoXtuGDrgumz8XRbdwbEYE2etdwtCe7ZQySNztbnvVzD2Qip5dyqIwx2Tu0aZjxX+abYZYJ4V3uUgPfi4/61k1+cCUh6AkEcmM4mLwM+QYCo+WeYosV689711/3u0CLSDRAhtbyO3Lnyzli/wpn4p7R3tTXjkBHki5qvCDvQrm6F8dSIgqFtOM81mcvmNsGY+YjVB2pXa+gFYie0i2W2u8Xdvb2Yi83QoEXAtIH0wX2HtmanG4A9ij6Cs5NlbkNfCecLDgzCmHJyV2sWuxXpST2Aycg2wpgWloS3bWAMB3esLAoAIYonDHd538bBPMNUNK83vOyXBnWtvDJJWaESobQXa5POctWJDdlNsjGibljeVCqa+FL1xdLhEF/TLOFMLN0fzCPTUtYQhzkjEpIJFR6oZLhL4Stwrx7EeBeQIV81wWJjzF+E4/tX7++Mz62meK1f62LKtwH/Hft2vLf+d6yZAh0Ov8s3+S9Mz4tXaT9MaURV/8Ffd4Hhh3onHRBZNOV+iOn7pen6K0bczztsp300BSs/keBzCmFiHKBTfWNt95VfgdsydbauegqhwUH3Aq45PRYKQkuC39JLKjU/Oicw3LTvUFC9USB0YyoHFOYV6OL/j8Gx+PUUVqH7z0pkAg0kVljlR5aE1TQyE18yRN9Su3t8GxAi0quNcdFn7/P/3Pf7c//rv9+a/rj+fLj//X2h8rAGeSmCHtDQyeT+HTN/0JWcCi4D45MNMeRdRqJdEUTYCH6Qvln34QQ8EubVnPsPTVN4dVphSlvnqIZ1lSQMLp3zVOZ9yonLSzL5tprUhqQ8vzM189YLbR39yAzrikZ5jmjPN+7MxZnz0OQHSGbHqVYac9MJig43Fe82bWZ9tdKqntvG3cMD50Ts6oNHQiqY9DzwipbTbuNPROXXCo6nVQ0t6UKrRZxqBiQ0YtyzgIjNfhxPg1pZomAi/Q+rOVrtqOL/MxW2wqAD0sSXX6kbrPrSk+CxcHBVsweWhj32x3uEg59RXCFCqFRuuZjEhxnXbssCzSg/Sr6JVKk+dFD8rZZtjnnRbNggnk+yuRxe8QrhsaIj6EvC7lUNZlb4QsVAGpkUFlAblZG8ib2DoO86tqQv0U9V5ctHwpR0iwuTVsyoWywZsKShvf3N+gjmiLjC0Ry35CNVFLb5JrddXckl3NwdOcpKVXM1QcYn+qYCuibiU1dswWoS4C2QrMyszIjbFcv5vBDHE/cQZdwMEv6lZbyvqONJZSghNmouwXG7etiIPbG72oV/5PJ+U5yX3xxXMjd+/njzvfa78sy/rRhgt4iSlbBje+i/V0fyew1GipxJ5Hsc+/nzT0+QL3dj2JHyLFTS3ejBNKfNafrhTymtUYjzo2logVzuh6hKhrGnYXRjjj5M0qkqoidqkuBM9V2VWOxwRLFmtlx3fWXbALOxyQ7LJLm3NWVvFLH0Ej8juvXcN6LsBp44Ws469f1S+s976wxqsPnbmQ1uGT1neK2aLItmW9GDDIdRkPJzLMlo7Jotzjatc/28//bD//q/38V/t5z/t9fr9NRxW+Novqs8jmr5sa7XIsMfKkZxHHFqWBcX9hQlduIocBZb8+TNvSshRx9esyFlVsiDPdQ+WCwoOjojwPsCxaGXOQIoX5qm+D1uvZeoekK5wuOhXgOTBjtHI+qZTdIPleH4u2sVGHpnFl3SpnbjMQ79ROxxqtnFOFv0/6flpt42zz2dM8kIsWY6RZQaHNXrfVMZC2dxmabyedMsOv8IiDgQyFvvPLuDru8XVolIOFyPu+jU45a2pqwU9UCu1kiD7X3szeqXgwX8huJhWHXh4JeUY5Rk3DYeOFqMtv023H42ZPmO0Gf7kZnSUwAk1K1NNctCaWwgeOURgz8mKSvZiaRtcRY2ZM+3QAzRgrYsLNcgDJbiUAahbUooTBrEY7XNrJOi/XSbjgD29n7ex+0OPG7Xxq9CmbfNIKBDNSjWfRme3dQNUjNsANG9pGIrB/Lx6CPGJHYO+6gUfEOm5AjBKZRtSe2sWkJOnU2XYZIzNnMpOWUWGLdnoweqD5ZVlBz/dr0dFjWRspscvG+yamaelLmtqC21iSJG5M6Dm42eJxHALsMKY1KmWPPBDxrKxTVGJ306H64gtWsya+FYFblRj+cgD6RTiYwVBmyB35Q+TzQ/z7hSGLPeE3zz/Tqju/ej79Vzu/t4rtpOmVFFKUKbTxFyim1eyLtG1uO7xJ6u3vNpYgqg8abcY5DUhwHRb3lMM4OFfRsH3/vhalnOB1fCF0ceisGhurf7E19F2bi0nsFSTEXcbYFyrwXPmQXhjYMfIGPq2yOUstGZzPDWfQl99InBw22UFjXNAUEh/cRIbNkoFCLdzcbC0kvQW3t7LxlCof6ebkINTVRjZ2mwwI7fBtNRgSb/VKk++fatj+an/8q//jX/eM3+fn/IMMxcsnyrawhGRBGJe//WJbFjskrrPhpMUd3FftagNX90riu5StKwXRZo/YshdN1uU/lqlZLQp+3hzkYT/FuglPJjOesUhna5PJprlh8cg3CH6E4LP86ckMEhIOpDr+xTsuRzt2UWbAiONOHEtixnPPlGijfAlZhDWOFNbB8dwwk0zbKJVOMvAks3uPHDvaiEB5m5lw75r4WWujBd9aIAFlVQPzNA8v/dPj7CfINuHbDI6haVQxBSh7lWgRH8ZtdkT7MYdmz7oE7XOD7HGrHYydHNhOIYxzrdkUuNqhXVyXwlN057gY1/6FN1Y3M+hgY6AHwh2OmdSs46nQu+TSpvYe4QXRbJ7YswgYEkOZn74ofZ1nzUlSR/lta8QNFyISQudMG9MOBj/N5L124/c/38160vWJFoVN45oIifJ61hMStCCCaQqwb+Gen3e9duk8z0pFoPnaDBPZ8RRujGxTpd6t98uW9/iv6roewtp4s8JA1Jg0QHxwqaYIAo3byNgvpbZZ4SNghgtV0yDo2F1ARj/v/sVaAEGmLeFwfSE4uVnDxEheMuA7nB20GCM3ywUjR+x9Z65VwQWKrQPqUAsIhpeY4FW8cprLD/OwIMPXdBlXr71T8ibGkCi0i1YxXXpWjlYXKYTapdRIioZDEv7uw8m8d1fcKRvebEFBnpqO0Xn499njdy/17GOp54+yns31nTjSdamiV2Np47VaVCJ0No7Q536n/K/nDRNYfUr3rBjCpWSt3JVCJLTHn2bYOmfw+HCRCgYIsJDz/GbtRgnzGR5NbNByP9K4iBWRvIM+eh3vDbaWvwJkptn0MR76jfhyuoCyhKEYFtGzHNP+cPSeJ88ptMv8CY8v0uPWMh6sUjb7vcVapeLjRdhFVuZYlazyQ4qDgU4W8eWhWl3ukWapwbpgl6HLxYWNTzos0d7vs3b//NdY8HnP/p1/YgWBBGlHaifNQFrWIYKYMDioHRNNmDEb9rlDQMUYGzmUTseSeRUyrR1oshCXvyxqnZQ+FcOPn9TImC3oFs83zhRGAqyT8/alkRmExEsiG7p2kJMKBCl/Yy/epqfXf2VN4xl+CnGngUwSNo6TmuWdXYN4zD88fAkpWevUaacGEYZOWMdcIvpsDdE81Gse7sOb9q7hOK01lfyhWbBuSR2Fej7px/zpFL7f3J4zfjb55oOdCYCJE4mBZTKAo+1uajQxODb/IHHNEmyXswW57ugCuUprNOPqIOawb6PA98kBaBUQn8WENm8xzdlgndhk0wZTBQ57jxSPzglDm9hscw2MEQkmhyg/1iMcmf3AHOnM7UcWZ7lxt2XJz1w3vx/Z8pDZry93PG0uq0MvPAcY+YmWFXwi1BDeSYjNjGkKDsa/U+i0SqEB/KDkUvWMbPGwe9zgMmUaYCioBckf2uYz8KyzYRpfC4E8DS5JS1pT1EzuEwN2DFVDvUPsT6qrDduCvqBWDG/l0ujRE/tORu/RmnvKtB89125gNDjWYXByIUO4tLFF5RS983tKOksZQKJj9DBS68sfvOQpERavWVBHID5C/rpSa+YsSznM3s7CZwP/rVoh6WgEKsvFX0uInwSrzlsY2EmJ1EFgoqfxtKkqNR0tmjiQt4kUrFDSG+HBDBcLy70ScSbWTIWNm6+B5HvcmVKdi8D8cObJslr/j/t8l/7P6/UnZuT4vEqzw53hPevHZJm7m9/WyVAbtdONuhbj9SSTY89eg0+SHmKez69+/BjGDdwDT7KxamTn55pV4ZXaIlBOLpuRbO1QaEh7oRl1JGhps1z4M66c5mW6BWReAaRFnjFLUXuLGwTtE/ydqofRX+c93hrBB89OD37ItKRXBBLBwa4G4nUgE5DcpqSI6ypMT0MLxywrJcq94hQGCurmjCUxp0z+jzSQo8WO/E6nxDx+3SAdCkVNVRmI3JkTJB0vZKGN9LC2BRPRLP3e/tnvDX7/1f/89/0uh/Ykfpp/xhObMF44YsN2oqFd1A4Gq6k43Z/zKOjO70xvepuz3i0XyTgsmbmCQTG/rSoc/+1e2t7mtD+VKqJ+VfQXGtfsqEXOw2uqnmT7G2yZLfJUf6OWro8brEhsGosqr6M86XmjfKZhpUTngMzM5bS/dg+vjWyggcIUqyJ7YR5OKDCRneJoxycufELj5LFbItR7Gp0xDTXCDiK9uzlN0TA0uEwMP3iIGRmgOGfF3TEvx47NpHPOyR86KprzhMuwLkZTXBT7PPblbr7Nc8NfTr8bHaf4Hhu7k9TwFIfX05ZZpZNDkEG5Zx1GNpJGdGfzvfJKZVCuEgQOZ7xyOWa6B+hzSs2h4iLz6M1YvdHOCt9A1RHsElY9uwPHwjJaENyll9PgPeU+5oHzpOW19wJUzATfTon2Tw2XOXoIB7Fo7K72QYOJGCE5kGZS2i0G8ntmEYfWmUOmE4HGis7Rrf1FVIG9XlM0aWLNACYVK1OrmSf46A5mVLN1BwQJT/Z6F3Y5Mwc2Os3TNjIIfcbWsUbjqGatoUNKE+enYURoDob0SiKmTZ45TKu+C+ddBGRUPXoj0+3lD7/OxRG8FAsVlsKju1lI0ZtoillsuAZrORXI9tZQzCIY8yJh9At76MjfQJIX+JhmGK6BHLBRsy/WHU0UJx9aC7xSqV0qaEK7l/yCu+m2ePL+/vp5z631f85tdXP51mP2XwgoZ4BCmnIGYwsQJlJ7NgjJgJx254Oxz4DyoWe+wP2ehHRhOSQ2emmYhx8to5rNCHHvZJ6AV1kX2Gky89kV8lOkYsEezszzxFJwDwyayfGkovZs5zT+BJKa+SD437iM5cjMN4u0FaWl5gISpZuHOU+JP/TLDgUvG10KEgSQoQahfFOoW37eSKwMOa7qsu6Y4ZIhYMGRW49DzS+29hyBsY2tkM3DhEnas1kEMumEQ8EB1/RT2+MOsU5BF7zSDBvyJjc8W21aybkBokExSrhCCwROH46HCkOypHrnrZX3qZ7/bvdBL//VnsSPg4QpqQ+Ch0yXscO1ORW31TSNOcDGxbswumJlrDsgSj71cdoX6gRb8uL3I+E8gATS1o+CjL7zfqgFzZaGyUzGwQ4It83Gc1WFRGNEBpBUnyL/lzrR+Q2z2xbH+x4VqCLxlAbJaZVvInIqWRhJ7Qs5TTMUZxWazkQJsg1PNgTfzic5W9eyMRnE0+6cRVk4Em9nzhorFCapLRwN2sRYMw9ZLYOnbzEkigTAaTksOhlKpwfjpanLMUBKCC3sJvt7STSMnYEcZ/htZsfFiQadtBYyz+HhTpoK4Fi2hUeoQVGDTv7bkCMZgqu6Vegp/xR4G4sQngpvk3SC6bFhzjJMY9YNPad/Y+0gDtMP75JcglaKygQ7ChyXZzvNQ0CvC0jkfSWFcl0gaHWUAx5uY7KIGjQiI9SVDxIvGk+cLa7Rhrd3WR+1Q8MkPhjyKTjjN27bs0ykFCCs01CqcMHJu2jzW6ecsSzEgQ3o3UX2SoHkYmo0wIz/95ZtGFJaDRs8RIG9RmsWOnOGXvGM1jjiAWJH+Zb3Z4phj7bXKyBKYQt5pvPnCCztZH4jwzuKKZifH+5pE+cNBpL9LNZOA9iMtNkLhK51NGQCMCxN27T3zgsf1HGcfIUJRqXD6Aw+dEoTVqJ5TfAzy/p5vzjhfoH7r/tz/uSVtFQFa8pbMT5kZt1eWQDAcg/ytXZm4WausrmTz+vv+Vr5z7+vHzBE+smm2NHl2rFBcbxOYZiMk7RBO7pVAUKubnGIS/DS0fnnYGrhSqo77Z5ww7nXSyTgx9kFGAh9pX0niQDSqhpuujnr6DI6987cgikIBwATwEwV+UTAW8ZyzdhpTNT3FlVYEn6DevcSJxaXym3Uvq1ysqTR0BinQx95bcI3VkBQbgpCY2QFJFflXvIAK/pFFokanwbEFxcMV2srFVmCC/wYkRpb9gy5A25o7BNrHGRGl71fT+/Xdf3z+x//c/3x7/7H/9zpX/sDku14g9whU+tsi0wN+9hwEYojTVgEcPpYJLyU8yA9g/LlGGZjqfcQt5tb17wOKtA1eDOVX9Ggyn5QrdC4etnCLhEHu84dRVLS5VRKKz6+B1V8Opti+ULV8DZWeN6fWerQWVdOMHyBMhRyMl1TDncD8az8OAay2pxty9rlhnd9aoZzdi/DdBp/D7dZF6deb4llfRJsffkRz8JfWX2aOrJgS8Kd+dN0SFz88I+16TmnUShz8XNWpIchyMk0TjNPqDbzCsJ5L1d48PTAzjnTLaxpnnPCIY0Nij3020xDTq/u0MS0O1F7anMmW3djlmzCtFPU67W3g4/kYUziMF+VAnaEHuc8kiTKbpgbG8KGQTGoIpLHxA7qf+OKJb1qfOHewkJ/rUhdfhF62zSqAw85OIPpxFPdp6psAXCTdiJKZ258WJXRJtAw1dwf/MviUogg7l4IZsujZ7N03XFI2gTK57PPKmW3zjrrbtXKhoWXnO1L9uKROlUErCxi756aEUazx2XZW+VINJFOCLHZCV2oLJFK9wDIKZ/8fIBxv2gu+/LDWuYwYmP7hjVyrVENPtrhzW2aac2pcQk7D9eC6/AN2ObwZL4U6Td8W+NtqyKgExjz7nCAnukUrSiZMTF3mhemBsFhXE3EJ2YTbi6thiVk0hhpZYR2MRYsTGa6HWgqgstgOdc+7Cejl/62aasPloVg1VnNEYMtae5mGE1lWjv/aNff1zWWev66kPiZ8Q+QY3BePNdhisnU6rNDi7te5FVF15g+vQ+NGNN9d+7367oTP4uBdI+J4T+RVx3g0W3XOpUJBBVkDM1WTGrN6czlo6KhKEaQNKlweTR2wRz3G8FBQU6iYfbYdV6Xqz9Y2tMo87G/pZMyi0EFOA4uWdOZLXSb29vmAYBPfD37a05LPjlWbn1G/NEdhK6RErQNWnNWNHReyWV8i7pjQcvoVPDTbGnDpMRWwreDYnc3dyGYtpwT29p3AZVFgM+6j8MTThnvIW1eU5VOSD9YgO4mlBhO7GLRm78j+zbNkVQP9TPUuVu1FJ76EeWnMv75P/d7He6dfv+F1znMOWFfRMNwkl39l+VObkvJZSRNFCdyP7jFn8SYbBNgp848O39IlJ52pvpIxj/aQY/h84Sa2eUhHoAsYhZnYHavjRYumyFny2aWp18hTtAjCVGcrXZGoAJ13/ltNXjv0m3l9K+uacxTivhxDAMDS8uHQ/eCzc1w5JiSAsFZYxh2p3H4HkzYZL1rKffCY8Sn2VI3u3OeHdS4HmPjNcl5CIVHJk8CvMKdPQ7cO53x99z38iiYbSdrti6OAB3VeDbC3CiWhJ1m1xhkHhnbTwuh7DTfa1wiAu6VIafk8zSFHabsiylpP42AMnzbeE0bcM2OELrwuHeB3HL6KuZ2NWEb4+9pNSigjLK2gdArocSEZS0zQZy6QH8AXqwVfuIJ9q69mFFzwbWnqqcHQMFARBY106y0sbhhp7USIAG9r249AtobXlI/Bacb3F30nqhPygXYG+NZdVNg02Q4cJZ2zzUX5rUm4lCaUa47+Mh4r0lRDcKq1MkH0xp1VsZsGHkHCDsM8+KVn3abSXKEu3XawiK9+6O+0NL7S66fvN4Yw+kTVJMDUudm876J7rADvmx9ePYF3dIesjzNmGCpkW8CMWdPHiREG2A+hdSnCh07CXHnpN/KH7PqcZqY8nxdiOY1avGLfE4Sk4d2eL6Ft+7MIW9VNTqsG9x0nSEtGzPBDdM349T++vmkWHfWd787YSR+M99IH1qLhe0AnVhxMQaQXajesdkMz07+f+ai90kz/7wz0s+/r5/dJxVtumaDLJoPFi7Gx+vrujHvSvNOovvCtwMaB6AiSlOLNO5BqBDmATSyp+3HpNox0rWSEG0v1OUAvgyHSrFpOjHNcHJISitHckKi6cRML33NGzhAiiNDGJvqOUvvEl1gdcOUznBP3IJF5zqKNImHAp8bE5ppH5X3cx4yafZNlIhm/ww/g9RTjA9iS3EQ1rssqHFZp1P6uk4OU7DuBp9hI5p+6IZYmgeDFGx1TANQWdeM83M3qVmkXHW16vZBgrtHd90Lwv/8d39m/J7DXf7R/dkG83LpeiLNw7lmMWcdL//VfApZNhjYwEx4EPv1JvvUDA2aQnUxWcmfjTYLMU1LTnsOM8L585yGOeJuSSa4WZzDFVVAEXv87GZfxiKtHafq5shrbIfaHMWcD7/UbshTe/vWdOT4l4JF1lj4TrG5ZshaKqvI/Vg+6uuA2ZLinIP/z9ebLcuNI9miervNYMBBKSVl5dCnz+nKyszu///Au0n4GtxJlVnYttgRDBDwYfkIUFVEupKjWnROYFCUi1sgiZ/mhjbIHtUG9Nhstrlpi6rZ2htNAgabPvS83bdOr6FevWzDaMKgKf1MaSsWMTlVkVcz3HiuK4ctIQeEqReR1V6188DVaA50csGp3aXIPkQlqosZg0AmJrWP9JGGlHgNfm89Kud0QVqm/7AOe6AZwCYZ8wfBWyO1/+WxEA/qt9N1K7aQM7TG6YhuegvsHvUrioqVZ2226iCf1pBQsqdY+00HG/EVhPuSE4UDGhrYkvcEII4P7Rqo3nXBeCEi9TiHbNWE6V2lDdPtXHNfs9/oZecWPoAJ6L+q0JxJqpuPTJUZNslaEvEKuaYxQVKTqz3qWoYF4UVta7ksEYDuRR2N2BLe8XJbQoQlfSZWRN6l5WMpWHqKzqWaBqrT9ju2u0fcellJ5/lSEbVJXVujckw7cWlmAlsinT+Zq7OOQvuys39qkqiwrLTKhzTF43BEnkAzt9wIKlw2zPBVC8sFTuf4JGjbNfBFciPiLJ3P4Pv7y+nPHb/Mz1eR7f2Vs/XtWJmCpFpZU9MsqYEmgXQJwHfrc6l7NEby9Az8vl2njP5yPj1snt2nLI/PorCZ/ZxsA+79ZqV2FIWMXpIq8c/dHIi8ctC5fF+C3Hc6cJNiLFQ3qYD2EQNFqJxVFwCs2kH+UVpoXyw2g9NJ6nmipyVimkfUYuzZaaVKPsBtNALqt3Z6lqVWlUuy+FzhRJRYFDHPrVl3FLuj7EMmMtRnUQLdsHAFIdxFDUSJLDot5qLF9Jbme1lu4lW2H4uGKLvNl053WxqNCQcJODW3qtrW2Y6KWeC9rrS/+pzLqRkQsBLFDyvKHZmxmr9m1He+/jjGd3NO1mmC1NNILTDuAMzvaBYW1w2fngdXBWRew0T3oedc/9q9DlEMMskNUFWVmIdqolvkmQbo5tdxmSV9aSR1EKAw4BYP58D1ILO2TFOpV+mVJHI8GdlBRuyNT/Kw77bfvXPKvRlXW2cxh6pHadkwfruCE4cGQ/NnfzrfexRxD+dup/xZHHu5L1Z0gnICd4rnSkXNG90KI3IXysSal1N8R3MNM6E46Wimj171nC9mtsw/Djhk7eK7COLzEmnDVaWT7Zs0ejeg7mu6d3c0/30Nbei+yMTgk/jR5NOxYJDpd9zaMnF3CG11Oh/rQt28pSK8mJvx+RRJmzceNaeniMGrdLGuV61lzfoTn6T9u5ULmjGgz2pe7+wRwq2w9gPJeTIee5tGJSax4rrplWc15LL4M4WtiZPEe0zdxcjVKMOf2HlCTi6FtawYQ8hvNy0K6+N79oSf+/4B5HpnV9tI5wAAIABJREFUEcvqNeZ65a65FbmMpa/UxLLYY7GvI+G0u1SmXFZErljTMmhxAxbTmlnLNeWsCNT6igCXgjwmVlBlFFFUdml9bo7I2iW7V0jZu/qDhtdXcu65kGQTn0W5bJClM8zXaaYEvKjJKYdfKcs09jWtvL2MIGu0rcIa+6sL14raHiXLIJVRxrdPwChpSaXzmveX6yF+6zCVX+L9U5GiHfLgIs1sZt8M4u5URRWlIzvUixTYLns+x++czz/WlK5thyF3goVBIFvr/+Sb46a5fDO2KPBuxFRbyktt9mk9b7mtjkg+DfOdCkHSPzb5N2Wso90EabPmgrpkp+1iwfQBq7gu2PHr/eL5YDfblQOq5Ppb6lechv+qeNiNU2WzU5089RTfxrK/e9gJXpUmVjEzE2/BUo8Ye2Tlb/S02Lp80JwTK3GCR2vIj1v0slHN56xRmUTRTYxhNWJUrwWVCFnssKcHH68yganQ0aoFtfs30m1e488zMfT16vP89q/j6x9zfrPznzjsQfHDMkUfq2AzwC5BBHlBE9NrbiDFUbxlNP1aUG0gIKGaFn8Cfkt0PRnky2xN/2HjlHO/CAZpqJ5qvh7jyVzyShK5NCosrGlcEMQFYAn/ZK4226ZgICgknyIrpHNc6xyZU5/oaVwqNK9zwI688sLNwJv1/vi4YPkZr+yNmS93OucQtCXu8EmAw/6a+U98P++4BeKcmSJYRxvrV8XNveYmg5ET0wKvpa3lXKBz8Nvrw7Xkiay5IrQlu9k719wFguAGR1+BqJXs3PAb9Dt37y+rrZVWKOHj1jG6CeICDnN0qjUqQF/fGP52f6sM8hixc3WJ13VkyXddUeZL1OnaBzey24dpMNbDJywdRQ9GE9jLzG+BENHTGw8GeoDjB4FrNdtbs7jj/v5WSSAwrWjfBtx6xHVQtFZcZI/+rKxp84xmKcWIHgg9kHranB37sFiBKUxylLbG9aCR5hmUGBsDFpeoEvYa51LAkIBJVKAd5pjaVItq0HDW2JutDep6GFKTUEbjrobNU68SssiCmD9+dFkKhkQuMLL/qiKqwr8hVGGpswXtT32/+V4bk9arF0XhNGhTN24Rt5GLirV6lJZgFbPCLD4WDJx1pXNJKN6n8owX17jBuKWojOC8i+a23+kwsMa7QIKktfByx88nIYGgpgLiLooKiDxFAOaLkk//QHeZr/s8OYHLe3jnLeb5tPQrxLqKfvPct1MKmJCiwsrbimjOmJG0W2/GlP0+gmnl4tF5uMt6gPv1KL98jl9rL/fJNKTyW3ToO0WiYEuVpddoiR6TAaghGzT24UX7asUMcJjWSXm2XAyvvPWsco1r1cMfit2Vl+AwtPG4pmCMLOviObskx41WOsjURC4ehl0qtg0oEQuVLgYltuz2DlldXW9rbObSDNyc5fN7A4Xr47yzGP7ArMwSvx5AqVzT9Es1wGO3vQw/sqoVD2cFHJQB242ydsId+DObD/1KyAM3CiG0viZfwHyUrRNKnyXH0V6Rkzl+jY/A7/tf8f3P8zHu56mecVsgRddMw6aU610mb1gBH8NafGUprPmrmsJFnBoo7j5+1C7rpIbMWdOsvAtdd96i3FTR2h2CiiEIYG8JdLHqu4RwveLFGuooFjlQnSobLiROr6iqdP7207goNdAoiCgO4d9rpYU+IqIj4736WitZgdlAtHbWhc/XZ7MfGVxF/fkK6OtoH5cdWOq5AIRhKw1wLFblvfYVucUZke6BSBUDbhx2rsvGnqNRWLmotdKclVZ63VHR7DFtOVjRRGyZ8wmLS/NeWw4OsTuKSpAa+EmhxkXeCxyPO4kYmY+10SUh7OCSKWoc7YrhEe4yhs/I9mIH066ubBaHZw0EcXJw+ZkO8DuSHRMSP8mj0BsXzZC23AyMfej7o/iTiWb0iikPsHuzCl6Q8Z4cL0dsQ0htuXMWzKsyz3jFzb+heXBwsVV4ecGKG56QJj7WEWQ8KtjZkolNFevlkHnBvwNZBLDYfRR91ZcPv5k/zNkCDT2GUe/ZnUGC6Sw9Yb3DblcdHb0hTz3kQHrMaO5QW+ZZRbHyqEgRQ1n1dP2gr2FFfev5ftx8otHsjvh5nr3WNYJewvXtBmducV8neYzpFvd1m7mLwdIsjwzLWpBZZCITkj/rGklnLrCaQ35SPnShmnV1RU1K+iNKL4BCuNHP+n/Kv7TzP6aOY3mUas1hQgwUfdFbQkq+EmT4HMJ1eXNH1qKOxIEaMjX8cWnxal4FwIdImz7lflX85s9Xhe3X83jPrPiRXG3tt1dBMArJCFLGti9y8l4qXMs/r3nD6HzMIX7BY+V/ietwFw3CIlLrWHlAg6h/BUdNHrykefPvUZkpkDgtveJcUEncGVTBVlPl3rabJvITekHi4GqmmG11bqf47Y04OUnLD7oDPdPMDZx8NiqGpzK2IG2IVjp9h6RoZ+s/hX8PNrqVrIs/sCOxqxU96il/W4QzIXrPo4keBXgWk9GkqKmASRc0VAlZJGvEYhL8KRoEfIUGfLhXTrvsx+ZpRjvGsV/VSmCUcYpgNFmd2Xy3wdX80Md1ssv3v+a3f56BX8GrBgj2eRGkH6QSOpfNF6oK8qykOeDyuyafxmG/mt6xmNFsqf4Zkffn8F7thC1F26XiKVlW0z2YQ+PvNFgbrKOqzTh9IYv9lrHblfvAAUWavN/0U2TaYMVpK3Y6C3cTcU6S8vpqufss8V3RwrFKkCtQsWL0xyCfERqtoDGuCCpfrKStYGZdNjUHBTaI3xglr99SK45Dh50cJdxad1mvi0lrKMRdDK7WMte/HyMcVv1b6negPzNEqGylPTRVYNyA2ME2LGrkaCseniWKnqw0Moo7XgdD2UXqqWD4GiTtwSqEZqSN8PWIl8W3G4Oxg/XVIxfi2WtM4KRbJu2Ok9qoBr+8vS1fiBgRA6MmbFFiko50Uw05aXsu9kiOKCBHpmCJ7/XtpkgejnveYknIUDB5xJo5ROgkziUJeZC6idDEjbhM6N768IBELU4FMpoHlyzdgUQdkLpAR5bSBClIGQkf0I7ITNWx1jjBeiwEi6pl82sarKcxkQHN3We9rwOf0Pky8OoiRkW3gpon6Vfgt35VUsuJ6SvFeKyyHpN2LNcwYyevgrhh9RzCHLcsW8SIjYIjyoYQC1YtNruceAAIfWuLljOGSeGReT4v2KzYYm5BrvRmPiE2ZjDwADR2MZSTEmF1hsqJGrY1qh0/7giFqeunxTSrYO6+6gNuz7z7q9rvbKQ5cCaN4it241wk0hlCYuWSKJHFXG2KRDzcF4k89PAorJX3ILebLJ5cncytPQ67VAzKCzDej+/iOUBYUWbxrZr9WvGb+2EikW0mDIyDDRs5sUXScQJC8WO6qBRHzTMdpdZR3Jd5l6LmjowvZ9T3+WqtPP5xFgAz1P+cNCkliJIPsqgb8UDSfx58rLDvbMlDfQ5pBwXYlnzE1+Pzecro2ed5/DY/ZvgecPJ0ZY2up8CBaAC3m7qJTX0cRCcxmKiX972BAvW6I2HQHNC1R8CEalrFjC0/ly2DtECJIAw40KKkJOxE5Z2Jj8kcvznfbLYCfXbojniX4rdEjhY59XSHwqqnFBpUHXpupjqgYjVcPBf42ReF7uUA3sKXtd6BHZ7DQyBneRxZB1gKGbiFZurTs2aTgG3yfVZTB0Ttk4gNkQCCAawsUJkwhfOo2kd7xxwQor5RhA2W5RbBmkMP9i2OrxjM+AjBFowr9rMpUT2HN89/3PcznudpdgpIJSjGXtCPy47f4usf89uf8f0M/2Z8h2zH+SR3OicbsuSW8TFk6HtkzCLUvQO78VRYR0m7JWsyZ3eLRe2H1ijO8SfkxOSnnDvt6TmeoUKaB0SOZzsr58VE6iXwB+A0vZED/JIU4XEUhpkEYTon01ZNyQ+lBaELCchL+y7J+ZT1lg3+4hbpzvKFqAxuJf6qugVv5rKU8L8z/mFkpUHgYS8vH6b6yGKRMluB+t608iOu3+fo7m9GVpzq1ODwKmwO06IIjx+suzXbO9mVMRHsrUQLe8Do06voZxVFeOHX+y3DzlxXmhPYoZTgDAIxH959hu4iaijUYbC3IZJ5mhUrb9Z9d5CG00nKBVqhj4VHlOzI2YDMedGyCABMyxIqxn66BgYysql4J+8sJLawEyETFrU3oZrw9TNYSuJbzfYMv/dQeZNrPDFrzfCwfpg5RKhZJSdlElCioZxfY7PK9i5ChSrM036i9xMUGF5fNcYFJZZiw69yYlNqyBh1i6YjodmKgBwT9W1dI1myoBdvRJwDwqkCLwLgB3wwsqhCvmtAq7QndKyUxNgPchxpqdL1bSJNQVJVHOww0lXiO+IB2U326uBCsAxpps8B4JboSslcogj0T0BIqVYzgnVAmJLOIkgX2rgcoi2fS0PuQ+CjJSNpwkaAUXk6lKOZgE3mzrqeWvfEAdQy+VGWKoLSCFMi3dH5By6fUDFSzNjaUlR1aQLAafsudOXWJ9+Yy06HBS+uLFMJQUX7QOkYggjvlbBk2ZZMMTPnNkVEPrNyWLt0aqc5DsPztLzFHrmox5czkR+/Rpxne55Pd0hX6U0PUiFW3RhWfDKrk9xe/LCVH1tePPLv+YSJX86dh2cPaj7A/SP2q92J0/yeoBs03deE164m8MeJMbHlXuPl8E3sTFYBzc8DowvOKvTOzvCwahL/+lm7wcFtUZcLiPcjN+eUQAhVAhu5h/0Ksx8I7t62c3Mv5x6b01nDsP3eyBD+pndHtxSbH8FQcmR8I0C29a6RLfVjeS48BBUr3dqYFNFwakzAaYjCcZvwpGuuoZ6KqFMzL92tShhtZSae75gvi7heXl62k2lqLFcTQDUhKOmSspTalx3+4VN9qKEpP5jwcpbfzw1+f1x1v3/GOtyFyZSSlwmbia1LrFRw7j+5Hx3vQ1lKF9O27JKCpV6iJy9M5atOPQGR3bRQKcoCoT63jQxhE74P3oa9oDunfSPCrruYiBK45o2bGH/3aY9P5j9Vj7B4/HiTx2QdMm+nA61SmJXa+HdyMRZ+eETk5Mui37i3fdrIXnFiuAjuMrNVho3iakyfal0jPdHqvmTo5TXGJa9cu3sGVkXkYlMQZ5tMcDvvHiiKTlbkIqldK0V7oWGk+7WCGXn/+W+WDiaWNulIyQ216IgxBp1yxZ90g9baN4mNflK8MY/eEUgXHwhnNmwek8xV0eIar1DQXCKjAIJPRbkMRMO90p3EnD1hcQXzFpq6J92d16jO3yhfkSON2jayZxl2jQ+lQzhUqKfIxwJ1PMNtteNuvvxk6JFK2jqKSRAqyPktpZ2t1D5VCfMlogxaQh3USx1aHVJrYbbSqEHJL3XX0GHoipZD9AShkH6S7IEjgBqPjeVk33nKuNeoIdQSqiD3xDTEcj4k4Yz5O2aueSoIYcDmXFY8vNEJWwpy+IRBNwkJZXUFulVKLXlkIJx98h757JgnOrSzh8Q+GZsAbb4Yw0vBh8hLVLlEdGf8hgs0FHjqkmkKJXHKbpGqGpvR4XVUSC+3sGhnMg6vSu1BdbN9ji16MyoFchwRnE0rVYkA7Arksix/UCtT9VbPBcgiUYHerUMCxks24lrdYWFPYUSRDanP6RJdvx0RP11R1nWw50eUNb4FKqhXFyIOqYevBt1pOkWizQrOjTs5ScO0lsW4Xh9z+AhBz27Pqw45vphn5jYaowl+j3LHPBjsqDQJRubFqdhtV7+JYkckqeEUjMB/uIvxwDRgSaF695yj3YJoHITKHUeeklaZSkbOS9juv/K6NAenPE8UMMMZimyUvj2og1tEZRZEhYI9ez7CNM45JY1r3H9N8XGbseku3dqeL0aG+a+HH4jPUSRxR1xNtrUP3CLbTMPt/lCNQH3yFiTc9zbv63xOxACcZG1WX8rYp/HyKd1DTXyrSCDaNShWp3m69T1i7dcnQ5tIMY73TYBH1+Mc/ry2+f1rPc7hHIfnu/Q47SFkRbhi+QiPrMwSJXOZJkg98vkPKDJTXUO/2kHq2mtNOnuwPSv1Zll4+Pwf0ihlWyC3XyoibZTJOMV7iPb5IDz3QPHVZgXZ9q8Y1TtVL5lfUZ80p4Y6xYSzt82jjmoFfZBo17jZmwVPD/9q0MW3ZKS83puN4QTSCa6g7K6wwPdCpQP9n8jKBLPXs0L88JHNWQ+AuKecvQn2il7Yx2LBKv0A20WZTr/tRcQd1YxqSOouEaM+YDqCnDCfldMw/O2FuMlISd6GL5nFh0XGhdfm9Jj1Ailk11OQrNBxsYA0KQU9Z0EyHY5jGdBi6ZpWSIbSH0JhXVb8FDyE7p3mcKR8OeIUyG6e4lwBGAKDCOzDrCPDzDcOosySzrHJQE3Vl/JF1uc3LR/esxvOkozQ/K9swi32aEGIal+2kB4wOFDMIjBLC1gw/xwKJuW7JyPoBu3ybGo8RvDJgDkddNu8Oq1aUjynva6i+FjGgjWITqXiiqhB7jP1Sm8iwMbIalJCVN5pQARqtzIRci4tOA/4QNCs4t3KMR23uVFoPRUdAIokiICoBAyen7rhifPRiFkmzIjFxvH+ambTsMeboR1h5Lpp7hFgjqajzc3cFK9dEQ5w271qIO0oYol0HtMfFvYPea6HQ3FBjJeCQCbgAkqkCecxnmT3QfAMIEmpN65dFWgHGi/Lv+whLZB60vrgRmurBcjFzt4M/FZh7Xxa+j/OEzXPX+koo+uN1YFveVvXNXxrEeDuiKTrw5I1fGWEGV91yuj8+dzyd00pmNxBFOrsLrlpi1vMrAiymgAvoMOsFP5RzIbNHKFOsIDsTS6WaoGZfmmnxrBw15VXCZRdyaalKVzjfNWTC1zNCSDFHMjO8pPlQA/NP4qjtZvwX1deomjNX0LmOEyiUjA2k4RyhgLpM/EVBNUzib38LoiD1hxlXa/EsUEi0HE1rCh5RsjM5L32SrHNTUNEabRJKZr7dBJhZGt8UOuWfshk6yzoQeeNhyZ8zGH6JIuueWpD+u7NesbrZL2ngEuyg36Rwzv5C6VjwDPnebhLVvzmtz/m/Nm8ej+5F1Eft9J5ZcyGvdS29Xu3QDFKHKtgeKJGzegrB+G+AzsxJdRVvvstyl20E1trtyn51tkSj9Vwevfr/Y3FrmwxeLUx8180C9xZcI8J/WXheov6DH2Wog4gnSxTPmtbQCZJNeOqF5GOarbe4PRbNka7gq3swiQOBqeUxxjkzzkBfKsB6UKZRc/9YMxpwZNePzmg7eGCbj2uy3OF0MjILXSzHiHRAfTZmpHQD6d9Itf2TGVNVL0WfhUDyb5NT7q7fS1O3s6CoeoqaoVqkSpnZR45ULvgwqjoWY1QGcqET1nhYf+G0wTxoRxrWKCBJQ8EisOYNdHTaz5WyceXqA/Kg+mhy9Q4aAQ0ku4pEgqxYFBbVRDshttt347CCyFv3b1dmYJQMMwL5MGY6e485NHBx1Y6wNKs2BuQxmztLkYCK0IDzDSye5qg350IRWoE0itUQHO1L+JvHgAfjWLybCAn6JWdQICUDffzyKnZoj5TQ7CeLgiaqy0ZFNnOQM+AsUFTivWVvL3FhUONyhQqzSdQPyGcKuqjtmY8uS5Yu0lNQhYvzDNIRqRsTCjFUgd5/2vLLl1MOD2506ZBVnUrCx95wQHnZpoM1GIjqCo/2y/mLQ66yOa+OAeBCff+fBBw1t9yGkMXVCh7TWjKomdFA8iYf3gx4trTW6Qu15K9lybJ3RHPzMuZGUnm1uXQKPNfCIzSXlOQIlQP068cn3zcfUUpWoqaLu6P95dx7u777cOruyp+P12noM35Xli6nDMKD2NR33SN+Mo5u+Ey+9WEkHOqLsaTWZh10OhVhDzn9v5pONO5mdBIdzA/UjIpwWIpDLpJ467JYKii+2FbG4iECxOMR9m/QHsh8yqdknQZ+JS4CPtK5IatYxEAFIKFBd0q8DJKcaukers4RVDyLuKwhg7DcA9piOokywT8Bm0ij35QZA5njF4EzKvHchaWy7mCN0jPYVe4OMzOOj5A8ZGFzJXKi/DfZgIae+zJo8kI1lAo5Zl53rRHZnP3ND3eO2MoJNUbuswcP8IRYDNpTidqL4pcsHSDvTapvj6ngijby4ykYI24h6MiHJlhuRCcvI8xfxkfUd/P/xrf/nW+GV9nmnseKVRcu/qiVBtKmxYTrm2xikG0Lhee20mE1/iFfZBGTWPUiZUIovhmQu+55bY4L2OAWUF+GQhjx1De8YgXehJ3Ib8u9iK5jZ9TMnu3btpbJETwmS63IcynxcWhM2GuOV0nRJnoi0ajCFkUZMnIhIRLeMJlx1Tt63wI5iLuoQvkVwXDwu2k7yXrPfIclUlSY6DwfKXxdlAOu+A65mQ1zS/cPFq/3KHwlaw9rrMKLEhesKunRFyvbd58xJz2baqkrUXLiYxsakIcn/iOI2c2qeL0n5srLCl0lXC3mD9Mpl/U2DIqxmjDhYw+3wCnOAhXTdcWSgVC0SdeTDQbwGlHSiP1f2rJ8B2jEm1qyRJOUDhYQKtGlyZzQlBT0pxZs8i5/E55NqaTZhIiSu5ANhiDHF7yaibfZDX0KyR9abpC4jRoYFwGrjcHDU/VlOlBb7ra2euixPlt2sHeDw4yiguuHioj9XqzzuyBW4OUyrrjgJGT/70JOv2ONpmSSYFYwi7aNPjya4Czy0UrEXIxMLuka5kTuTXL9hcvFlu8ejldwjM737Vw+IvFQXRpl1V4ZeLWnG9PlLgsuUsh10GGqniKKdtDJDWB9+QIvCg3WiZOXkxGxLtSMElhheg+z6Xm01o3PeyZK9r3RlZ3rSqji6uB8hQ9yOT+xlvTx1JRzvgIYdvvXPMgrXmfEoxLkLABtWr6zYSXn9/U0KXdFPBS4YDkT3we7ENe/vS2Uht5ASY2UDbMVrcxzsBvnOW+X8f8Na6D2c7P30yTg/U1LzNfM6oLLsjdNVt3iWLtj01pWX7wMdJuvsms8f4WHy7mcb4+wr+hgsZ0fE5YlkBOc23lovl7iBMf1CTZGLm1O8m1PMjMjFzOvXkvxKIZlSY0AcSTBgVw7Gq6xxQz2b1jMjqXZbIU2XRw3fTAsfsGGss2TYpl4V2FPqxd31qISKXAeu1BWaroXqe7GaMP7JOfNqbSoNbF4yQqGsoogmX/RtKFouTIMNuKQQxadyVPWcEetGhclBmUaSzOT1hBLQc0XCw4rd4HzQ/xGmssATCWcKztAMhHmOR4AKmsihxIb4F5aUXOaPPcmv5qSndQchxzILq8jvd5BNQq930/z3eZ8VMC744C0nVC1ZU5GpIQ14gyZnCDj4RwTbVTg3muzlyiaENj7yuk32g2IqRisk3ubJRzCjHgNMeVSaIo7N51R3NBzYqZQlnJfcHXgUB9Oh+REyn/BmSVzsC648FzNK6/n46MIqqzqC2niyuKT2AaS0BMR+oWgSQD7IRG/Nza4c77blmRo9stKMFZVdUQyhaam37ATT/MXVayzUOCFRMykXNya2N3vhZr5TLgxTYQGU6kPZRaxjWM7FvyUrPCeSF0yzhDujWcxmD9cMWTK5E8FPXxXgd/JStIUdtUPzSDVFwN+iXOwUHTW2xb2Kqx3bxosrB1FXKNGkHBi5dXNWmfilaQbqMInjY83KCKOhZG0jkrQxHRSa5ydRse5CJFNfjbMieNVcwhTlH+D+19UmyJ0bTN6QL6M5Wwou4E5dR/c76v6Gh6OxlEnQg1qNgO9ByEtkT/Shr5YZbc68i5exCAO6jvQ7dLKl0/IZ5MmyRF+iCkxKYzD0yGi9a0iY0656ivmz+dlBwmzGHCbNgtaxQS4MNJarcznRIucfkFGN0GJ1M2EdCQwaRa05D2TZPPg2msTfJJYwaLfkwbyi2Ek8uMXxYNqpfgJIVMmmeA1V3mcCvX+xLCbl0KC/kVzq3Vhl4RbbykbswTTVMTyfkWJtW6hbFeSYdckZI+RPsySJoGdbXp81G4LO22C8KDW/duo86Wdz+qBzNyzunIsjMtWWMl02GCZERW+hy14pQNzN9bstdX5yEi59yuh+adId96dsLZ6jnsqbxXfJih2tBor6zVu7CN3ICtIrl3CQItzTDZAdeSqA9XLL6dLubx6zx+O0t/789uWdgTNGvaRdXyV+ZoqGiB4CEARxOFIBHT2+83dsqgHUmdV+QF81nW/1+2sSyEJHS4L2hFcnqNkp8w/moV5rGoKsIkBV+qtVqQQ+Ba1PC+YscTPburdmubUrg8p++0xIlzRubl8DUaKkIeEDWh99vswo7AuyhUdtWSGhcd+lb21rHC4GGWXYXAir1f1vTaUGUisbLkQT/Eus4RvA8lXuuEdgEdeDRHTeZqGrXxldJ7WERx2L56v5haJkGtidSayWLM4w5ViCPN1H7YsvdxVuC//XkFfv+Kr/894hs32i38xDmLI+WWzav7Is5Ed/RSk7QCfEh4ZNLf9zrlDheuUVXlWwdyWR0oQKeO0Jd837le7fRO58eEea3CD6Ek983grgyR15zkLdBNPeR+TNK/Tpj4ABkG0yXGwIqBbIgzcQE160CfALsKD7CM1ic6iC/otBx0NN238/eGwgc9PzP55hCkn+0bHiTxNquCNY6AKILp1AGufFiEGZqSzhU0OFD4iglP1xn7KiNMgGMJEiqTFM5Rz5VJUrFxwtFMatATwiAM/MIdI3OABKNeCwW5Mqw10jn1lIq4BcweRuL9Iqk8iXMVx63OY/hYjgm1AdNgYKpTn9R9dJQr8dFKnQZ2035yzLIcCUDg2c1KhdYgh+7gfMlNd+i8BvEwctpdpjUPL4dYfnmQyBZbhjHRnACKFrmgY1qj9GTOSqtcPjGIbv2SN+NmUfBIVorggzqI+nYTD1d2EVBSN0Fk5yMt4gCFC1YMo6Qby5wSDjQzHzr4bwMHU3Cu4gGyonDWUPs1p9Wi0eg7rqEGDlBJurmat/es007NliGcm9jy2zxCwyZMLmuTAAAgAElEQVQ5KwHtV4JNPAJeloaKvKbtP5mmMl6KD1aGhTYuXdN5SuGkC1i23HSZIeYIeQSMsDtcuABNqXHowjYcZ5A3FN6a50qaKPgfmn+mcjKblqwks+Y0fRwyhaTAtDwj7xKsvznYDrSQGNzJxhGLotLWRj7qv0oMy3WoHSvu/633h0WPBKuwBaY+vn+6or5fx/n6CPy+pAezzuszA83smxn3mOalTZBiAGqIaWKB4TaW5oJ9cXCswO+XFf6NswiZLSpRiUZ956zo1YEv7P0+ILHY6f3iQfwOIxMZdLKse8/TOzh8V1vF5zD654c1eoQnRz26xMCiIJmSfri3maHt4JZa9hxGPpJKnErv2cpT/SwAAxk6rKPw6yQXJwAZXg7o1AZLOfeavAy3NWwbqtP1n8HYqcYe8ZKnzgPtfPO8S2lShg9ekqGJFVXWtBGZOKviNMsCnNzF0FFl4ygcl48eJTiX9RSLEQ36yE0yBbM7nVJvNjH7oq2JutfxemR3GPUI45U4LxbDx9kX8O2vj8BvfD/DvxhfvaRsmBDQwVSZoCnUcWjnQ7bG3mYLDwobEPI9tjJd9D+gpwqrcqreAOkGXY9nmxDssmQs/PD7zhfjQyUIpIwKj1eqbhojws5gT8vSoz4tIT88lqZcrT2NbkvsgSGZy/PcTSSVGH+dd/zUBIjWzixBmY277EN4GtAcyYcbQnw1oCQN3+Ug0m9wn8a9hFEmyUAobzdgQX3+HhjYGou3hPyxuhEQqcJ70z49eeHawXx5Wr6KavsZWthisxio6oq5KYGGTH3OCNP944BDQ45GRYdh7IgSnR4WspboN12rLXvEb0AznYb0e0ZmsMLpEyhOkmtkMafXgpzgHKxLJ8rtkm6rQli8z9W/BIDQmWaaT7qzVowtnqXNcHrU1HjB0SiHAVFkIWK8FNQBLIL0rFazoC2/vSmUINJl1a8Ju0bZ00s+fdueLdnjEHLEVWy62ARawTkNWs0wypuoTLAv3L5WwDk7iqPOp1Jm0vPGDzPqc1LUYSVvmK0mZmtsl6XZKHMr0yieuuOSkAQeBj48LLzMHzpKGOZQtA5fOFbNMj7SW0UNJXI4EcEP9dIPwWJtaTZOBYLnxejD1l4knFNtAlk+USvmmhuzCY8sAMbWnF2l3rRdE/Q5ephU1+WusE+mi25kAX8llRl5ZjFfWrzREVTO6JrDAcWfJpDlh+5DmHlioQxChV0Srt1GOp1aXNl3h4sJ45Jz4DgHiqtXAoVUTTqTxefn7y8j/hHx67ye4T7Ht5nZ3mENQbBE2rjCaRcTDFkaNs+mgIx2JCehKV1/x08fIeg8sgg53p9HvwWVET+RQZ/uG0Bs0CS5frhzAkJ+b82Iys2KfgW1TORKvh8K3rKNRVaFbJ4A3cvgdDPe/9HPcrhciBIKQrV1whzvrkWVDNeDcXEPxJRuzqKGZjQ3iqJbFm55FdGicMRpRZ5OOBjzicITrqPayEl8V39iy9LKuVFy4GZwn61R2MyB25ThQm6KViqNQ6swummPuqLuaZRM7tizW6xvNmLXJB331sipv1bGx1dll1rNVYWelVXIO8snO0MOOtuRSf/zAe7XQ/y+/2t8++eIb6DhoCDNlzaqeQGzSg6qyhtv4YEiXERjqEv+yMDE3A8cr0gfGHp6+KO2I29dF04Cakst4y5yyrfwFR+M2QeJzc7NnznCwT7bctDdup57rBYRTJJ3aW7sUVM/mtsi3aEG4/Pun6hU5gVedk6FCCKmSs+QMG50DntNw+sJyM4zZ4YuY/+r+0wRll027Jsmu9NvYapbds+PMvNV4sh5DpMPGmnsMzzCqcxSDHLkhfGKu/iIkoD71RMqw+4I3Cl2us4qiCbudDpyVd9CfrlLyUjE0aY4N5BDQxW0ZR2PR/uYbGiGbf4JBDgEOfErCwsmVysFSMWAl0PPb97o5gKWZZb8Oa2Cw3HxIaaIcAWlsEMQDF8+lqBhj2kTCEQOA+pwl/lowSoqPFHZ5FaEF7gBdgk3V7LzzuTQ7e7MqVpYktKrKLTYS9cvUu8Q2eX4+itx82atTYbLsCkPm9zEtNZs2NsYt1N5uwso0UqUHJWe5RqHr2YbnGtHgptoaF6La+KsilCMvTs3gWikugj4d5PsUYArAduNQk2GCi0cezmI9cbrwDTXoOK9xQNV6TytcYjYHuSngK1ruLXJKpNZEeUJVZjbgAmY6lqXgKmRAajuOBO541TQ+nG9F3vvkWSraAlGaNGM4xTIFYSXPmdSZuSDbv12aKyC+whkU838Yvq0LndFfUbSa2LY6VAxvL9xuEiCm7EmJjjvqgBnUz27P0AB2NP84Tof78v4iPfmb/N8nMNvc3yf758+Yq3YDqNtQTmZfiDqhIscdrFJUTitZhVO1RJPz+YSoXPb4a9neWGd7fn+AgmEqECuqGJ2i2hFSGsJOedzoN2Gd5/XhuQF+IfFbwaP2M1bAbBIL0SXDa4UeIdWUkz8KsefFNmAsVvPHpCGuufntsOsuUTioG+QxhELr+xzK+m+RP7dbs49jLu7TFBkN1tH2Db+YWs0aUk2AdZIQKlPtxeboJWsuW4qZ8ZJigVePzEdLHpX0zGGhPRGLtFS3o3zOZjpo38ybnwcaXbXJ6slh4FlRCFLBKxMJRQdGx6NYWHAwi47Bc0NtNFfDptxRI6BIUkSLdIQz/Ghj9/+iu9/jfM5fn/G+OaelTGI5hVvzFAqV55R3zPdmiHDMhEv7TymePIMJH+2Wd4LIZ+iNT3c+BoZwdV5ZjKSwkN/w/NB9vn6+WGB9PQLTEmDbbrAyb5VQe7Bnj0pPjEszRmUVD2pnfuQYSiv4PkT7JkD1uDPBs/hkdmeRuU0hwZMZ6//kvurP36kDwSxqKoyGjbxK+pqdwtK8IBGkTRdl3ps3DC6Oid1fQXEsOd1kgK2fKW0R/YqAD2zTW5bHs+R9j57fIe5CCOJbn6SzZz4pbnRFzw4261QJn+7NhbiGCKNszsNZ101voJfNesLPFVnF/oPdesqKuoSpGyYW5Z8cY6HsRUBSQmD3WlA8ji9JYceyqRz1rw9OkOTrnx17oUg7qWxuHqtgqcZySe4Zjvo9lmjl253jTPcdkbauQH51+Z7n//5rRBZAkxSk/hTFKPVTzmsVnDOQtV6LG2+P0zjWAiiBhGR3QdlxXha3Ev0nx4let3GaO7uESreG70E1QGqnRPUVtbH7POhechtyR+vt85ZVjllKtiT0yYsquVH2rl2Ddop6S43h1L4Tvozw4odwlqmu1Oh06TkhDlNqgjhV1uegNVA1dxTsQxfHeaIhwtSpTOYkgVzxPZID406f0vlTueLGfg00tj1HYwYZ7mMBGwzDNbl6D3bV9PGnIfJhlMArt5kqCAnD3uVTX1kJfnmwBZld4biZelVTYl+UrQ5GPXmfKCYYbJdDC8hyFYALyGI2+k1B7rOQ3wvHciQDfhV+zgfljB/nsdv49xT9yvO9vw2dsEOdY2ZNajkCpaalsmUH2KKhPMS42GC7W2c1zgfd5+/rqLfOZn3TwtmCZVO8Mr3QufAI3bMws7KaLnvOBGHdf5gYBkyEzNTV+wrqTFPs7ywhrA424x+8cH8o8cSMDcLdak1WrJ9QrUqqQ1CbtNTK2gvBadXEDTKNrEJU5u5AxVmRXBFFI5jvNK1kgBbFyuLZtmcaQyNIYHhleruWRKFtGOxvEtfzDZJnqEaHuSQpFrjwF6nnPmJhwdJJ0ikpegqz1ABh2lvbC5ToJLXwPm8HIPjsChirhhpa/Oc5CP85AHhOel/WFuHZNjWWNUHmbKcHjNZ+NVV8ZvnkZ4ff/+c8T0TTCtfc9F/FNmIUNJK0ZEJ8ITuC9PAQStcb/7zeZOuErPQEjEROcTNw9k9+YDKD7HZqh00NAtxSiwmC4akxZ0Zn0xhGSdg1HBhsICZLF4WsJxGEXaBR0bz2tenMFFqT/eIQQW8NM8362X3sA+XQ5B7qPiJlBkGAE7DhnBog5HbVvikTXQeATp+TQRaIlZqe8Tmt2vQWbC+ADGLNuXnY2BRKaZ4UvYKGLQfxtCZmZtCSVwG0o32QwDZoV9hRYxIOXOff5TVmfKbrDSn0H21G86WXfL4yUpoDXBQUb1ICg/eo1yDM7+FLgsbxMSDXkghLB3oxqbmL7p2ce26LLdBaz+MefmUt+Ci+BRaLrkSf8RNnCJLzXOp20jiHH4YTCCbAIyjDRt9NLi5JvBaO+bvMHRds5WLR1HY8K/gI67fKjUD72GYmse0TVCwu9qJuhCjnnAbek4DbSqqaiS10Mq8gampZgqwFqLl2bs15Uyo2uCy+iQJCwO+o7kCsoKjpIqcejD2lulwLU5wsKmGor45TffdVNDOmaYUKHNlcQp7b4W5X94ciEU5uF2G7dhd4NX7Z7gR5pQfOAnZkQ2lJAKLPKfwDCMm0Dux5/KwqyvmltKsI06KM83l9ViIn5q9ZFJXzvRdXJtYlZLRoQUtdJYTIPMMih3WpS8/dUg8fAKas/kcnoVJAFdw1V/TPSHHdsOxbIfhU7ynMchKPfI8LraeLmy8j3lt8Luivt/OFxo+3V/EsGp/XX8PA/zxck4tZ5THaJPIClpG2qBkTUrafp43s052GVer5zyf45fPJsYqqHdtzy1EwtNzOFnK3foyz1cJUZz1ru8LyZ2zVORVnHEPm6KClDq3TzN4Dhu8DFsn6UkNdwOothyqmtEHd45IqKQJ0w2GDHc/AVGfMMddES0ZAnwgqyuWAQFy64p95cpI+ZdnOMEdUwf/4Uzbqpok6XYgkzthcRxR17BHVS7lwlA8HIc7WsWmh0TOrnFDbEoXjRG8kjrOIwncMyd/R3F3HTAZHELCe53ZaSIkN3+pgcZETHjhJ6Z07m2bvx7nE/z++oj94us/4/11vPjQ8BWyNi07xiYZcws7YTer/JPpOEWs7IcCYmeUe1eZZmvcwvIyt6dIjljnWvGZZWu8EYA+g/swEaZWE8a6xnvDR3b3zELuPEzL0jcD7r2ExwzNwV7cj7+frEBpR1YUBkw8BHCarMypEUkFeUJhQj9dXNg7vlGADIkush70UDcFIVWfRdD2IQBo4fjIzkzrVo8uOtAHlrbWHVGfDMsiGKGknCHdtkHg+jCXPyTHwVNJr2uG80MSqaHs7opjFUOi58Rf3T2CZJCzZUUVa9rL4V5EHgVkZfaGQovJ+XvQyAKyL3a82ommjdH6hHN2JgZR7JWFiCYbDzKjayTbw9g36Z/Zbl2hYYlSNPjUHYMUgIxNtH/Q6ng1YNqw082AjWwLsQmQO8NvXeUhkJK42Z6wa6Q+Nk6BJyufTh+nfuLaqqlSU2b1M/KCzRe4KDZ8dX4vpJNcwOZh2O3ugo9pq9PIs34yTLmwcDZtKh4ANcQgyLaPrHmueq+wzvomUDlf1D78iat1/kFZBac0ppezTLkC4wvrPmZyGE8Ja+795OarzaU9B5ypZYJBf0PdR406oNoBBRQRlkHlzO35s/yVO0xz+cdVQtJ9t3K6LO5hoqJlvmTCjLDN5FEejvsyy6YR59FWBpzy+Rq7w/xIbaYCwcNLi6bUsghREDgvwwxRtN/YTAsvZHOOS67WUDWatXTJMjcfMHh2VP6WG/zmbx8R1zH/4YXisb3VrV08m2S0P7HK1H9EPcbDLMgkGHrRQ0SOb+d5nvFLxDmrOPf4DQNP4/jNAWDvcapbGmJpYl0C/21Ov3uTAU2srg4CiW77Mq9RhNwiSROJjXIY3W8psU2RB4zAjQy0YofeJFNGuPtXXsW7mGaO68JTWZ5M4awXP9wilOUP0xRPvhSOYDm9WwoyvKahvvHCxyuKczFj4QuSM60oeh6KQy1uL1tdir05w2EpM1pnZY5G4ZrlsvdCn+q7yzeYJXvS5lz8CpYQDXwA0WXJxUrGzVD6+we30ByqM6n0gQ/XqZ7x/a/4CP/Gd1iomomuHJxFlvKvm+MLzD1xtvBzzi6l005Jnb666lnNliArsZkV6snlgsZVpMGRqKLVRJ2qbehhIZIDFBDeJ68tCcMUAfBb8O2izOFeIl+fNDmryLGI1JMNdWNiIHNg4TjT9rDNm8yPvxiFD1vVWthRqekeiU+GBaI67EReOWO5mf0Po7Jn+CfLFuaDAfFzXJm65zlXKCQKRFKwKsSbEhWhtLSy/hd98rJG/AmTMPTzuUrk11QjlHvowEei8W/DrJrNWqBAa1TKksy8Oum4/Gkj5Ay1e1tqjDzukgdXY6Kk1z1a6Sxqh62vVFSVXUmOa4bVk4DfuXH5zPEXl7TQ3LFb+YjBw2OgikWxr7vw1vRl1UwForEVuYFIE9okUa18RhOAgfSNDesHFDkYidqjLzzwc2fuKL5ythF24DPul+Jtzipd8MrNTUyXyYGHNCxPT6akau8H2wRCB29wSjFvbgFm0vBxmsmULCkRxqhPRa05Cvdlw+4qyZuij2vYBeJy4knJg3br1cAE6Dpa5ZkdRxg5vB94bl3OAXGxFlu4rKTp6pjV6jrcFQbNtkwpYC0v2GiSUmt88Hx2WpwJ6eIk4S8GsDQosTU7MCprXH3cez7K3fcjyjyFih7Jn+InDHfiWGbqxcygyZv1pHiW0yRt5K+2GTLN1I482HC+ZhuBsHMZUGwXQXql9icXtGRNMtXz1LXP89pHN45/ZJPn8Z/nYSrrmn3ZpndsbMRy4G05OCW/D6i2+6Nuleat0wT/ol15XM/xW4+Vvx7gbv5ZwNAXF9Z6euV+hSZcIr2QzPtWkeK3pbP7QmoPUM9aisF1jJd3E8R8qa3dhNBjg8O6EvjtDOuL5pJNlRzkgzkCJyY5RSoZa6IyUfEG1s7mOtrfPEYF/3I+Xhfl3XM3xCWuw9uy3IdxfHD5AXIGpaWtmk5paJnXSjfmLimKKK3o1hJa0g0QkZLDIl7YVKfR3EidO+TtBHWilhFH/v1RFzuNrX1vITlyfbsWxS0GxTr7hoWQvWsmoNF5YkC1r1OtTFmUwMrB12G2xy/j+5/nEx2+/zm//jHPxzk4tg8nqYXB/MvKvxsR1uR1vTVFW1NMzYiRrawfoC1zFjtym0bLRtXm54MgQKFSsszCM4sb3e3k6sgL3xoTy8dw03wkLyyR99Kc2ZzoUmonDuqHn1DvPubaeQ8P2Lxw7y+SvS9AdoVMyhZzc+crM2rDpMoQ5+E1XqMebA0Y7V4go47hk6QvDse3uRHD519tSZ2GTuGjweA4EXKs02dtNJlawqCnYnDp98oeA8ZCsFWTbha2zQx0KQystHjbFv/w/OgHt4wemHtmVtgcRM9ZffFmOJtry6GOHZ/nQbrr8zaTg3EFVJE30kZk0xPezjOdpRbkdo5mjCI69Z6yQQaVTlRcPPwuojBTD1dY3uTZhHzkHGrHhXkzpKSCkNE7gZOMK/83V4KAk9ydnpR5JlOsKlWpV6XiABxIJGwCjv6enszJ8Fuis/nHzn0MtQE3jQJFnU/x034VRp6MWxghT7udQKz7mqOpgMAXcyBnG0Y1k0Du92UWLlBcLyhAggMqHEaussnZ16KuihqEhFEpB9kmGn0Tge2Q5DUOjbSqYTV26pR0CIpCGXoYXZZYIacxpq3llZ5YWZIz+xo1gXgxiitVwekXJFJNR05ltdMhG3zfYMRcHKxXseKk2sKcS8xI/BytVa0dLTMgtIcrIp0XySll5Sy4ncAluiasgbhwQj63wZm32oI5FkIYGpd0KTazTWk6tcvLEP58WNaM72c75cznpK9tfmebJXNG+TQ8Og8FyoBIAy5RkY2uZcoADuoO5N+joEvpPuag5/idh7vkNPIh77MpMhBjuFy534KZH8z6cSbDBAlmmoRFG2HPnKpJPoFlK3ysLSFI7CrmXG6AP94Jt9NmJ/f+p3t+CF0Glc48Dcl/AS4zvtNQFOttMm8UTqNQEjSeYJoKSLK8ZpHPvJV6gJNWNYUInSOQg+16/GpaZwqj97AjZBVGhi5YQYupDzYxgg5MyguaACBrPmXjQOxgxDYsdTjSZ6ZfDst+bdF/MHA3+OrpaY868CvVOVt+1sAncytUOnOwKVEKvSDJI2yNfgEmdj6W/UwSnbv7/jq+n92eHwAC2T6Qk11/fV93AXyXt3WjK7kmmYkXdrtwP5EnAZF9CMgAfIkSpYcZdwsRD65d8Rs6lSJFgnNw2KSD0Ta4UpBcmJVRZWICgJB3HNhbeAANDEzSpqNrQD804VdL+ZrhJ3a/GK1HlGkx+noI2y4lkTl5p5fTgE9Wv0W97ljUSAOsqrbfJkDPqQLKJkhleIYxp1O/4cWEn0RRezQYHwt82+Fs4K5CO/vqWLbkfWk7lVk3tf4frC5QQkk9ZD+xIVfENmerlkhLjUG94KtdPQHLlNqysV3NudDdZcK0Z78q/Qe9LkN8eQ8tDh/AHfMJREx+WKoWV51Td9xoUOHGbbkjaKoUw4qQydWTDJiYpW9akb1hMbHjcOHJEQCg5iCqyMm67nzNXviqBhXWXXLl/WBNiTj/jI133QLBKll81Dbj8Cm5drcCrDmFMhs0GOFkrOsaK7shhmrAZYmbP1HFhqCvjdfohDmGDiSAlyxhW/mR8HLi7RZRCmW9fo49nwUPnfgl4nVaaSbEcXhFV5ZtWa/DpzSynjMLVXEawSVUhweow/C5a0rho8IVm/Zo6jCNBW1Fs5IUNFm+friQU3SlC5qM5Dn3925mJtTSOWdpiygSbp2fxR6RRBkhbFS6GJsupj86NMKxWMPKjKOBTRvZFnRhFMqs6KvmU0J3LByhv24CI0ZIFJf0/n+WINjowK0RdIZEwPlwHNOHdg5Bt8XbIAI4SW2eK3w6H8d8xD8in+D3jzjQ8HkGftJ9twgNOqbxEdHdrEvQ3AZgQaq6+cbU1Ny5bOj4fk3piv2uxzkQbWg4UJxxDRWtyClzlQpQwGuHadvK3CJBVX1P8DeSBZUmBxfrNPc43O4uqka1fS1Z4LyjXIHI7JZSUAdtKhacAMsMkWPdk9hTzFIm50v1ZAJFE3h7hSvmXfssBVNoUkcoSTT/lqaNKszPXRIsBSwLS3AoM8eTqABHM7AVv8ZmPMxT8AW58r4SG3nZ672cNAM6y6eKPqCEauhspFJaUER0q3a4kLfrmVOomeu8Ed1dygbUgZnxc+PZ+ICIb39eUd9f8fVfZ0s2nBOcQilXisoFkVb8CfEYRTGr9Da6DcWTqzlO2c8wZYHYp46bqI9VdistppViju3sK3FImRmSHE8/p1lRmd25g4fHMoohJAYor5DSU0vrYiZQiK6MLc/n9b3NsoZdatO6OwE6sd0WcPNEbT9P3K5sol9hgnZucJ1m+w3NkVbPZAkPVLAHj9isgor6vuIxB7glKzxgA6SwoDyhtvLVdgAKmlUALC1txJdOqJqTq/A3bQJE6iL3Yasw4numvNK/uvgzz0Jwe1B+wqnS1OFljs7O500Tg4wFyHhVSStwPEx2ed8BsqOewKSaMkBFXDPqi1A9QeCuwXeBhbtBuCND7nscwqwJUT7sBBfYezuLMscUfOjnl6PQMYusJzUKvuC8RAjA5PljnmdxlGk9dVO6mZFDfbQapXQtRB4M1dCNXGi2YT8sO9woSI5N/BWtftMpmt6m/iAFKntokJ42SRrdtVLLc3sEGKw8iFZl+RRggbIv04PMybhCaaCipNmgS63UmUz2SB+WmCzkGEy1pKfiEO3g4AESFo55uqvRglhzAgpackUVPQqC0aNKTsFdoItjV0p4kmstyK8VYAfeaf+O7AqTXJlID7c4ageyqM/w0HSNys79RRj8eE0BzuooNiZywLFa7sWCg27Qk2qTDuv9aFNyg0g9GhY8RFl16YJhigcsHj+aSaaibU/d+flO6Ag4Futg8SNRbv9y1vfG9zl/P2trK9D6iLLKiefKr+eNqnyaXtBLhg+n/nzPqSXrHVRlaLbzrIiP4HOVImNeh82cgR/cgx+g6xDmBxXE/E7ZfVM3wYK4LwapsRBqoqwZNGKyuBHthS18klJzLaKoW9pfDE5jKqsXiPqQLUK+DMts2tRUjxmlon3CnIJXBhFQB+M1UCtcQhxzKO10LAvxDckjOeW3Iz53bwFz9oSsgKvyhSo5LKlNRb4u3pNHpVthQxv8i6nV6eEi3QlfpnFKEvWIafUnns3JcsvUUOuH4ROD6TFr8irJgtsmCKZTqZiiIcWmWwE3WOgbV3LnDPz+nucGv/NpfvP9ZeSzy8d0Qa0UMPk5eBxuVUxVRHBl2MzryNz5Vbs/jF+47+3bSG62WP0WhG+tSQEEh0vvukN5MKdXE76Ebdb13k324fNk4Fo/bJWJpM8nVwADa1fXInD5VT3M926usGBYFDQ014uLE9PuOORcFlPhjAeTUBOzzpwQiaM2PmU3uRldcsjk7Hzfe2+oJM1pQB8FuiMsKru/7smDyHsxhLjbG/Pyi8HzDdDhUQfGbAamGDNb+NHQ1qnRAR3LnH1KovkQvk/ov2hlEuWL1W/blVhmqh/cZTe6rg936Y1ZpRerEKE8jEkVeojVm5VyEZIpddm+kTTsYlF1Vp5W2QA1dp21i+Zygaz1D6QA3+HpPrhrVk0fxCj01B7iWUW0tSU3ErkYTK0FRW9zcaAXCAL9LCXea83Z2ggVecKwYZIL6NWMMegEaJnS+tYaaoLNrJBgdOJN1DcyOarhm8NqvcEejFmGyxWqI9hb55EgooN2k7DDgskFmw3lDAFkEhY8mqg0OSl7mag1Q4jX8KG7Wfq5VYMpKsbZotEgSDaRWjHZgWVy5i7PWuzG9rBMSDXawlcONyL6l/Q3nyMq6DWF+pE6G1xElZygpQMND5YoyTIC74VLUihsjmLkBgXR5h819NpokUlf5FYsSeQeXiBlbpLDA9I+fvX+OuO382SXtc3vPM8zH/OLHjz0zmzhTrDTyskVGz2k4MPfqYmQkH50mXj64UfGtyvqy4rfh395PaD5zSqEyy32ubUAACAASURBVDm4ICWS+8VGdJkJl5lUwPFS/lGGA6lDl2GsPQc54MhWpJW+63o82IZtQeNpMtV6lglQVKolmn4+XxXUYettfo7fvQUnqFo0VC/4oxGa/aXdZ2nOKGYCY8UDh8EBeElpz8J7cQympUdtYliFciXTGOFLg3FEKDWTj6Fbl9Rq0Smv1PFDp55ReLhHUWHE3TAPwDBDZbpR2m3xkmWIaqAFI2JphWa7+YQDQzA5w3WoVOe89UeMdwZ+f82z4vf3/PbneoA7TN5wdCLIWzTeKtJUwPDuvEjXwi1Lp/MsX02/wHNP1E1hbN32T5EYOInKopt7DoXCPCTem4jsrGF9MpQQ9/0dURXkWRPbVKfcDIv6AhWSpyHOuXoxkJtVwnzcFBfbv1cFl34nscCnKGeIcbYtad2dEVFYGCNnwvS/NSB51yVnazbS+W2JkEE+WdRuJl81CgxIfhOMHM3l6CtxZbFQ4Ew8Nn/ThNfETKG5sxNugYOFcnu82IyTc7mYZN5lvAwjEMpiR3LYBNxoSRsVRJUOAQjixgd20z/grrOHKMVQRhDjUVZTtgpnLWdZDE/jV2ON58Z8Dp5nMlcgzL7OuroUm5S6mmTNrlQFqFLXyvRVbZhoA548ic7V3rDP939qA/c97+7GjAo7yiqK3eL1ghhPrwIN3HK87ayL+WKxCy7UNmyqBaQK49B8v+7CqqwLttSHC9x8EPeK0lr8SN6i5KcdMSRRtgG9cxw3bVDpV0rF8BMqYx+kSaZLIyfQqHEDCgcBMrfktmrgdxArIvWapBu1L/eA/Q73yR4JW1S4lMgUFRTBw77x6o6wy+B45uAu5+MaNuxRV/R7Cm7IiXxyF2Ynzr/71k6Ubf6TII4ORGMTEwc1Mb/kv9zFzFP+/J1aHGQE6WbjOAZSxu5llqWAowm5uPP+loW1DPy+Xo1bWim5cFQGvTffVq2MW51kWSlthLtWrgvnkvcY75+uZ8r/ms+W2D8HnOCGzH7+CmAZqLKp17qrg7Em6ITBu71PzIJDjK/tnY5vcxSZ5HZrZbWKUbMk3azSlQ149zuaxvlP/Fszix7vrVM0uO1zumTarcMx3D2TVdgR3trJQ5x2XrkVhG9m+hACa7OlsFGuqXsjwD006E6tWgn6KHnGAe0gTjJGOgrHNU8oi3dwdMXPOOdovceYzLyb5rp131WeWsAM0XhphzNYGbOCWDu31i6Gw4AeZg/t+ETNwYLqFt4UkEPZ4YWc2EzBnvP4/Sz3ff9rnM9w/+M61XPJ+agHE8pXUdbPw4QUvJXnVXwOyWzhwBKhRTHztyt0uFmcr1KYGfUaopZ5X3Sz86FWaDwsUU8UQya/LuRPYvfHdqCj0PEQdgQbFqbFO1EsuMcp0vGwrz5N+yVdnCZnKwBFEr1bKeyY1GKmNqT2EAUe4b3T3YD1+XMq0rCw+AIUCD3aGFQeLKp1CdbamGfC4QygiCjNacs//7UHClPNeGrFqc/VvI2jzqEuZAGZXBZg07m6A6dvN+Ezup2/emsnaHcymhAQzt4fgfQZSwe98LsaGFkeLjh+4CXP13TONlGJvOP1VNxs3FWwx1tYNAUeoa0UFtrn4Kc2jX5HrmKrQl5kj/st3c9jt09bCG5am+9pirC5dlx4zTN1wkfj+HeTPMo1CVUTUHh9e4ydM+kxp5H97rCKXMM4eLjs9Umu6w+rrxZxtXDFpYUN0hOPcB2zE7AwziZwDvjGkUWt72Darcu/+1pIB4q+t6Huzp2qmZxHL476w7LMXGy8t46wQIOuKb5AMDHg2HUZc8Yt/MFxVhkRjWKhj6g2aZTb6fBu+BYFCqxlQKtw3h0Y04qcram7oYRzFkeQAYQxjqSCEkV9b8u38cPUs7kvvNfhqyAOW46J/qISW2FBl8lYwW3LQIl0C5axj335Q6VM5MJ2vLuEn6NpSzZ6yG910aMSx7znaPPMiEJqC5e0Doi2BVL+oIC9uUWttO4z2WyeEAzcyHrOdf2H6p19lR8h1v+5Dnf57YwDr37L89nue+Ov8KGK332zaIHK5etYsl9ZEmQYp5NxxPf4/NtY2w7nr+N9Bn4XSoyQv64s8GEyeX9V5h4Qj3vsdMefdX1ARzRV1wWyrwTzNcwzPX2Y5Jqbi80dAFuM3cXSwMpYIL/CLP6BT8S7eDA3fW46hY47I7xilgFzQYaSkrBcObxqymowQjP9fTaszcZZ950TJAbtONiNcxlqoFuguCTOjOBk9HDaRlUuF5vqHh+uI6OTV58csNRetHSO37xTEWHkCSsdmYetC0O1n/tRcMr6Tbht6/zSsV8ad/w+vv4rvv5rfv/7eoD7P64OpgN7i9wdfYA7U8YepByJaXenIssVdP+cqq4C40GRUz2PCpuMd+KldtYJpKpR4j2TpdoG5DZc+3hfbDRz3XSR6PrIf4/0DL1TA7KBW3wqPoFvGDOLCCVk2rvEoHZNSTsxDTMEfMU5M9KwcAlm77oAF3vF5sFHF5rQz1afjE0Y/TCQg6yw1f5gMum+zFIugBcV80kczTIJcaJSxkIyQ3k7rwVhKqGhsNPCkjLUv8diClNgK0VoaWXJccvL+mwve/xALhfTEKk5W31lQSlWVHP/s87HUtfrdp5yE4Pc+bvbzrBZ+Uqb32mozd/eoxf/eYF+SIgkp9yxt6pPrx4zvs1hd3Bzj2uPTQrJqEbIJTw/2UmcTihEFAl50ybMVUclTlt4vnb/pCWoGBOWne6BDvthpUX8UB4VJxmlKIonrECJAmoYUg0KfxfpabsOXIOGexVl/ixgFql29XcbGfXfe4NN1EywKXVcEW/UhHQT/ul0CJz1UnfmYMl4TvpS3kwPZderk728h4+ioSic8sA028UsttdOYngTA3+Dk5Y8hf/wbKW1U84aqkl2Md1/cndnDahLsau9asUeeqfH/nbo+MEg2pDmFtAWXnIx5oauSbZEasETR6ewadC+GIb0vDhd5CiSrJPr48WWoWuS4OlUxcZXgSntc3Cr9vm09NXqeW2rG18HRWiXrYTS0Ub/0ELBBHgw41c2LgvSlwd5riV+xqPkz4mtwC/2EnWYhNw9y24OHuxULVAT5cy/LPyq+ntMUr4eDtcUPCFR9Zy7KDIhUpKnjUTHrlOjhtHfvM+etrC199G4/JpeVBJw2nohct1UUXoPD33hbLguOAvoK4sdVikyZHBHRZYibryTptzl0Fxzx0ZLio1OIj6I60oxvDdGerK/rtSlDao+dNQNLgg7KJzmBQlsG+t1312tj9e/BNjigZhEMVVE710w62QsofU2qljW87r265mfx2/Ht7/j21/x/e/zaX7x/VLbWBtYUEgvggeodHgP5MHFXA8NoCBEmzHsq9nZrX1hpp5z+kLMB6gyeajPqyx/fTva3iJnDdnavmLGpy6K1Xts6tlROeDxvNidTnWgnNOCLFT5ZOIyDGj44QFOe90/8OhzN0gyzA6pIarN6isXmKve9pyvNnjJ3dabRkZ9NyPtZ0JE1SU/DyYVoGYyfPzYaAYUAgEsotpmx5eiKk4WxaW4i4UTqS2RDy9Wt4ZpmgTRY5jqVRBc3Ons3YApuAU0B9Lh08nLdTFCTuOhjQ0UVlct5jNw7gg2l5MR1kr+EGY3IXGzOsDWWUkh90jzKfSvTInarNvNTE3eQH7WmTFVIC8vn731fSEO0IgHRgi7Tef7NOa4YDH2z5kzQ4eMz7O+SaCslAGP/HxRm7ApFNdePnGlvmsltxf6fNzH0nIY7KENqQK6idDW7oJtFVgjfr4630aYSFTEYFgSo6iwxcBWo4ZORdwIRWkxxXd1do6DqhaYjf4tx8k4yiAr59YzZVvmmEYVzmlMnwkacunGfyy5vR8y1pTLpdfrwNTiLMNmK4sJ9nipHIrJFEOQhFVk6wLsWla49q690GYaVu+c7u4yaSKdZboWuLaL7XXA0YnFu+lUrYzQLXQy/gxJiOg/EwAND5POPWKHbhbEMJmJ4ilW/KEBAkYN2zLg+jtld7YS9SUlr6ivAst0Q6BnSV8Fvff7y4hfA+W1Mw48GzquoXaxzGRVthX5Tc/sxNia7j/6ACXXkxK1oHI7T/U8N/idj/Jbj3P4aexiYvPPaJFn9wjLudZNrgJhj/XGTx9EF5hjmhTYEgDHVkSxxgDgOzZyr2P9XOXrpgDNzZZWNq0QuAzEPLzp5B0oBjxZNN8+UJCk6VeOUA7Els7W+l4MAaB5vTrqSWB7kxBpXzPxUbJaRQCIe1Gl1HIrjsZH2M9bUEp4dNPJdYEUeEKMHc9OXYittA9UwroVdtAOmFQnaXZW18oNFtJEzpjC4vnUGrWWQZF4AM/iGOTklxbvObfYr5GP38bXP+Lbn+Os+P11Bn77NeCuXfdVwovFfPzEhapCHLqOLQcxLFsaApwWRXOx8nXvz+OFdhSfan3l6SpPf9Dit7WIF7c6//rkzYBroxeUrIdZGW1drkeuF58C/sECmuoCxsxEbEF/CGiTp24+mxbZPBTe3NEKN/I4RG6KnVByRxYW0ye7lk2MRh0q6pxLYFPU+BWmmQ25ykrbkpsIOgVo8/zcCCwk0wZOtIxebMMGKVlvF6Z+Dxs1Wcv1yVsAFj63EFUVZF4kpaEqKbRLyZv5qYrEcwivdgIGe37eF8Xj0IQ7Ns1K7YIO9tzhKj+s696z/nf8ct5hFW6DYQhdTvKluJqW7Nl3cSUXEsHLjOwig1i+fzo+/2f89P/ip/97bla5Aj/xRe+jckSkk2FLvx/TM7NN+9RSJJQTu4WrKriw+RxcRKW/d1hYfKHvzh+SO17aras7ymEeKG35nPnvvQm2scaqXu0u5KzvlZeu8bk1lQVLi9NXc6fQgCWpXQxA2dbSya6UUN2L30x7imimgdZo9yJYcXw9p+ifmPwo+lVThiU4YEc65q/QdJgnYbxIWxWlplqSFNOoV9k6SeSbBTG4YxAFJzsKRrlUZHsqqBf5d+tCpcs2zl/CM4srHCGnQXuH8CqEKot6RSaq7QBP6V1DRTuL3OUW5r+gq4c3k5eVzgstdtR1VVIclPCE8bPi9+va43c+x+/9he7E2LuXw7gXNVJ6uivOD/RlRc3F0OkcYbI9Mt4T1F+58Dnf38cZ+J2Hu5x/zwe4jyjxKlV1DOV2IySo0wReQOqqNOV4OUNjGEnHTS9i4+CuvKpzNutmwMIBixbf82vjVdxol2E4S2XwVjxHa9VRJmmyx7JDtacuSAh9zTMGGdP0rFvYAVc8Ur5QgA2iPIqPySDTVk8Ba9uh5PxeGChr1wijAqyNI5rzzf3uok9NfhlHFGlApItE+RLq57ogbHx4hpMzadlqL0uGHUO6oIkb8CpcMB0woSO32qZBYis/Wi3EI9UrL3P8Ht//HOv17Z8RP1+KGQTMxqDS8rBZGQbVrTD3ieFQQOoCxzJR09ebt1UsHCSX6LopoYrRokmnNgpnaaC47/YH0+vP4e0LXuo+f/7qvbzQYt3cOhdHYsjjfQhYrtNcyjNDp9dPruuOt4ZTNh3DlWjqSSbCb4xhR/2tFDuQ+7nP9WluDRBnE5qoh6NwgfZ3jU+TH/UWZYb5Kz/bJk2+T/Kx1MAupmgz509AnBF47KF9uER8xuaDx/2auvbZfG4vxj69yMSjDpJiwDMkXZmn/bB1avmVmD/9hucOSbcWU9a01Klnv35InLCBuAnhumMotyoKO8vy1nu7Yzq4YVFfw7viO5aH1JuY1XP5RMnMPHWguQ4nuN68vxxf/3t+/5+zG/7nv+f3Pz9cq0P5PA9Cmr4MTK/cNLK/9wD1cr/lnbOQAdpLEspKCr0dN6Q45czoUk823i1HNn9+8YU+KJ2t4o7cRX2WYTtPTQjPC952pIfDvUfyMwsUPoGIm7JTYauopw9aoqD9R3QTihbU0r/UKYfNku65kYLPFL2rVQ+JWQv6gT56PDAsb1JEjrwboi3dShjgW1mb6eG3mT3XWYZGrY5Hww9WmjvrC7SUZ2plPxWD78O2GadnP8xxUUC1rUOJss2broOLN+vJbExy7bPEuZATN9IWjhSqq+rFX2FMLrYcW73yC+/MGox68XELCbzc8XB4QOAyuCDc/GPTtjrh+ff9dfVVnuFfXIe7CKbuZlHmZk3bencnyF62sIYRh31JcNAhQqhS5iBX4DeO30b843y04EcsuuLDvaQbWKr1ey1FzvM8BQXDSz0ldWKPZsmcpiXH70fk1+rTsOWHfV5oJUfQfOsfQUG84qk1lBXyKks6jW8UpmcbAm7B7XlrnzP6h722aVFQcfz8PYmDqCMb3eNVjvQzPY21W4nGiHbT8wJjw/6d5MKlQbLgS9cmNa7xwrSvqQNlNag7i4wDcjtvLy1Hm1bIdB2KE5VKI42UDg0qdCvPRShhJxPNGQDYYY9AD4WjvocIUV9/colLFK35KN0cuHJf+x4pkGF/r5nXmcz985j/iO9/H+f5Lh8uzd8fgd97f3O0RWocYUA7pSRg3gj1Uhpu1KXDtzjOl86G4CrYmsQF1jTceJeEeBj1CjHpIWjrOJzMlmtGlsRNp6I+5kY9xemtNxcRuBM1vD2QUEBhzrSI2U1//8ncgraMNOQUXDoBjtpV3OX0z2un+KM/Gi92h457Mcff+8vLYlUP8zkq9VfDt4cGyP2uKS77CT0wOmHFI9R6Syd02n5eMLb5vvWJ8WL6bQ3OWMB0OWCDls+2/rbMCmGDxqy30Bzs5zcX9hL0o1Y+27RvpdoC5fcZzqevOLf3rSnfXv0W+Uk6Xg+cKjTpUq0zx6PswClpiyfB66Gsa3Js477YeVu1kRHur3r52mSaWzzPRPX5rJu/zj74b3/mTuj3lyX5dxbUtYgUU3+rIqtyi0G2Bym19E0NEa1BoInl6tR3JHVqNM5e8fYPRaXeHaqxN7qFL9lZcNd3jmmYUOIK79lbeHqZAbn4TILkmCVxeJLrbYJ9Z82jpjCFYR8WUG3NOcC0uN0oLzYuz/lQ5284ELCX3sB/jwdcwBiCDr8edJDVuEENbcqMioqmrYLc0IC62M+juvO6qYZtEXTViCnwRxf6Ew5UlhVj9G9ejvA1hzhcjxasfaz0s9JhPtueoLxPiXpxkyLCjuiDY7GDFsFPOIM9ojXEZOoBvx5osQw+xjcFfucD3H/KyVyB1kpjlThZjX+M+po5KNmiTl5nlu3MD2wiiP04KwnnfH47G1DPUz1XxS9o7h3TmoA11Lr/6y6ye7rTylMDsopnyY6u1HjdyjvlgrqD4/Sv2haDqLGxZQo4pi+5Ksvuc5hcAtZYFM3Wu94f7VsiIepOLVARtpA+vIyreHCaHYsocgCcNzz7A4c8UdcGHsUUKioqoeNzNqiZvoTba3D3SjO4CORwtJX6C0oxljV/LNnjqLjSSb0ACJlHVzZsAchb6721DFt9ob4Ww8NyO3XVbjwTRbGxZWSUlrrfwhADXsGSsfnb6dh8//PMaH/717z2+EECz6etxO4gVmIN9mI8nvceyBjWDxuLU6hYwYuXMgg+1II+dbjUxIGhn+Z2flX2Ug1Xz56A2ziHPF7L7qs2hKdSnus7BwzmJpqzig8/or5tHYOJUswKHrb0EvKJAitnv/Ey1m06FjTvuULAjZS9sYRIVFzhH7DNegZss4ofA1Ne9VhISHkPHqbmUJSfnwx5fnd/HafPOx1SJjA9872uYVXV5PNkcmmGJkaleyAE9yhPxVy4MO1R711hnJ5cOwDFw5ilBgG7HkErqxRmKWDSD+DPG4luSuiFl+681kmSyFXMvKD/75cGgYmXdUhzmTXl5jM59KHLTBEA3PeocygOBOYMd6Qec2z0nynG2bcZ88t/xfe/xxn1/XXi488fr/+N84k3S9qPuY9KqKLqTdT5IfP0taM9cTmeBjT3/QKEPTUCDTyFU+zqiT6TwE2dzrz7g3tBU/3EX59qyekQXnycmrUhWUoFI1ATxq/8XOk7LMjJq76jxypEIYlrUwSb4bgts+iLzXYy3T59yQhdPMnFMnh00b1HoTqePm5kzPUCYSp6h13pxfxx49QDEBk1spgQKMtX+SxTdRreXh63qEzhSuFYd92U68pbHNkAX7KzTxvVnldkwDV8dfUnAwxqYvOM2+uCd86Bf2nI7kt7yKua/HsB+eGmFAA+QukJ26/36yEN19PSI2O/387Abwdgrk13bvdLq/xtzH0C5VwRZOi9r9KSCJFqwi2F4/vZVHZN6ez53H/C4095aGFLH0SdD0pMdl7fD9DAFQFzVnKKr8N/CGToTHdJhpf/AA6qTfUdFt3na2CSP1G+uHx7qcPwQ57brEB/FwZPBkk4XcWehO2ATj14j77GYfWTgaOe0OK7LktYeL/6BumwSMkb2lFLx7/02hcFUO0sgmFP9bCqbwYPM51yPz5HaRcnyHhhg/SNQdY00XFmbfG6LqAKB9fO+VRYKMHtvTjJotx4qYEIP5RMojUxZj/IPZzXswQh60N3P2AmPsK/+cvl1fx9vf760NN1hMGD/FsTrEiherI/XTmQp1AOF4MUJzMZZ0/7GP20Z8VaUQL1yU6KwFHMJV2CjEmjsDd6aCHbbHEggcUdj1GYWPJNDT+t6bcAGo8P/USPLfQGieGr4T5dJQ/2bpdlsR6p2epdBZUkP6lnimD/7sIg5YAntoEh8NDdr5tqk3G/I49R4jW8e41anSiBx6HGDwgit2kbdjuN77/NdgIsYSKaGqTSi6Rjr8Kw2xVX1eXAN/VyK7lVVNbBNiNKpqG9OsoYrLArABstNiLmYi50YBMuAKS83vJgcm4Z6IiXMdEgA/ORQ9PGFJqLntWTfj7Y8MGosCekupV3wDX7UeZQrWChsBcJC+OYO1e24vrqXaixtqC85+ffr5TYdexV/v2bUd955T5upCO5fOYWA0gU/UoabF9sF5KJn3uivRbtI60pYphhYdsScioCr3ci17Uc90ipMmVUgjuXw6VdyYsX7WVq7lAvU3e740Yop7Pb5vty5gPRSIqewUEGtzCxrnTOW6P4Q2jNXqat7OMapeGWM2zJjuinWpcuStAHouuAZk0vpdG66i9xpqiYCUAze8738qwLuC89uq5UvRNq1CvL899uolJC4rzSzFBgGs5lkz1f4INstAlPrULC2SY27JwVW6Bn6wvKxU3+76jo74fiwEK3OkMffxYqLUS69vidz807fpmfz1M9r1MEA8msMs4PRL0AsuvdHYRnJ11RyUuhjusJEwhE5y/r0YJPd5eQF0KVExRIt37HOhNOu5Fr8mACraicJ1GEmavwrA1v1FT1Lga+xvs8bVGz3XFK5WeZqq9uawoS8cTQ+1QT8VJ3+qHBBWqkDvybjv49Y1WXNpxBTgG//mFj8NavaaLOhwo2gQQBz0Fu5xJXv+VBzgtkwVJEvTssju5eXZFqC7AX3cQvTcwAHe5ZszYfF6QOlUdJ7cmgc/K1hRLuRxb831fRL86K39e/4ue/sqEpfj5P4r11/TR5vu269FZzCkYWq8YDQ+8yHL46yqcjj6nGo6b3KZnAV9eobJHjfe/JkcA01i3YZBeOyY8IM5TN7+T6+PBTRlmM4l4l/FBY0gt9Dy/UAy3xr1BtTA0L27Mdajri7qYeXq6LjxqDlTlns+yS5i3b61GlbAPqq/c22lTna9oMFdbCSR0ZcL5AnJxwjBKwzdtUecF4DJvDIudSbWurePlNgfLsxdoU7FX2KWg/CY5vAV45rN8icPd3mTCjWQu/80rFAKj8mPC8fGk5mdzJo7h9cFHz5b8a5qgB0YyVSKPW+Pyl6dW7G2Veyg6UNb7GOgkXWQDOs8T/mieLA4qCGn9jZlspOkxakL/Atwjq4GLPb8dP8f2PhYnn426+/098+zt++lfs69FhHwQ/KGDjP2wjK4McLodmclsmIZKS+DBgz8IzJgYC4s5rlsFBCtDcflWjvpFooCCE+DiKvXGkq/heXCJ3cTwiUnVluj8K18G9BFpBA99uaydSG929oL4Um1Gc79mn2gwG6Wmi9YJglES4ts42OxTdq+hNla4U9ttGq/Qz7I5QtPwKpheKxpiwuj7BE8LWsN7sKrdGiyJ36NVhRVtELza6JBRWpsFLGX4wokb23pjdfS+ojJGFcAertMkzaP6EzTO/zUKZA9GNd3DyWvqstkggk3Jj4mLWBGDO2wKLAOCHI+zAtpssVTNh3hvmmVM9ysyvbz8Cv/MB7v/5EfiN+fPZkb5CPjzGPWxfRluOawcfctD0EZeVOKeOM2P1Kq/LPm53dp/+jm7PX+P9+YYtecdKB8MQFdbCiFB0vyW1C7Ur36Vixov66lENJ2AcJGenc7D3D99mWxnaCVh/+OCJNgGr/4bNoZevbzxyUYzbCBN4Eii0rv4Us48/eLWzOuYPJrx0ajjE+X7sypFHIHL0sAkcT2t0MY470YxNnXczocClxenp4RbmZj1fJicxN67iXsgdvOxRAl3N6wFv8jHkYfbBMZmdvZQfijnG8fv8tsp9H77Nn8f4cuhxUMEIsDKlUU8aNBzbe28dL66tEALGwiDsr3aNaG1BPrdMTLROkBwWvtB8+S4wikoYlLl8HnK3bM7c1VyhuJDC4KWM+fHVJ+cQYowSsWCbx4O/i4iLZasxmEvo8Q/8S0Vcs77uUV+7YwurbErm0DOW84DHCpKzTsyjPjnrbPKJ7cAaPxyXN8Jar/VNjx4DCMKVTu4n1AQ4DS3hzUhDEZFfP/iVu+D3GDXSmfbBBykzS0zoF4zG4mAgVyjGX1GIj8qpw6+0SAbRafk7bxcULtiVFJ4wyjAkKwxd+5JL21sh+LrvMV9FbOraI1iMwgbiWWaLs5hAh/Egz7kiE795W+CAOEmSbcLw3j6cpPg5vv4zvv4RX/+a3/43vv3PWe776b8/HBf2G7/PXjiTYYzTSDQBhdobYHx8SARgerj4gGwgXLRFTclAU1UDGZkWyTYxGlI0MJmMMWTDTB2qmkA7cqhBS7b+yQAAIABJREFUecDFTCLYG8M9gXhV8MDmb2i6CMVNVmuQQ6aFd5kWGzMN4TNnCsDsooh83WIZCVMxEypuVgnzuXvU50boVuNt/lazYd24VvM/RfD8tsU/AXektVYWv8c2eoW7+HRE3O8p09h1AcwnpNGi2WrvySBYWXX4lD63xRffRzfr8uvnRw3I1Qw5LXw13Cv77jgTqjOPBLh5A8VBh6cStBreoWqTfOiwDTwpZH1ihVPetEeP1xpHnQkbREvQeKLWVfHDo/x+j/fXzAVk7DfqKopnUz8v4VD9qkSDdVPcLWG0X49zOK4jPT8czePXj1g0ln9Zkg5FOG9ir/SK0UqkQCEoIJ/i7/nvNr33r3jM6KPxImTVSk2gCk9N3hXuOA2l5nZrDzt97VWnbvPBV6JD46PDCLV1/ZanA970JcqiQNWrXRP4ueXpnUCe1i9tHXG88kl5S8gkfeRazFGuneF3FliaYFjPcDsOgLI6Knk1Hzv7t4mi38uzexkAs5Z1X+l8uVksCbLFwSd5UDEwX/uBZE2/Y1WKHAQb4DWBFh/OTplrj9+Z0T67mebHK362eO/6ye7Io6M46zjPKBc4vc/mOeqZhVKfnDayDGTWimsaIx5h6t7/Hy95LDhLqadlG2tM/Io637WDoIHfQhq3ckqfC/CnGgBM92nkDD1EbveLR9x8PmhUix/MU+QjqrrH7IO3eGC4q5TeZItd8cbm456ioil3/Vuh0r/i5qV1XrzP1up4URcyvCrFANIoRnp6bDO5EPPzGPW9QVLQwZjVfPeb/2182Tlm3rqW9eb7xrJ5+/d6+a7CxrsW+SMKej1PqcmG7xYjs+AEg1/XBqT308hGeV8g/53hM6+LTZBSCHRYvPFEzB+uyKN6LaGx73qv25nKLOhc3c4fCPj5PIdg/xLHf13I+D/x7X/nT3/E/nUCo+FwFGrY9CLywCsUHzZ/GFrZEjazZrJmLsowJP4BNUDVhUFFF44qEoyrlXEwYXbuzMqmu4D9mDWadlMHL+GOKDGwwQioEYZjs9N2AIvSq8PctNj3GTFORZI/VJMmAHm9d6pXwaaJamLvCZE73Qp9tInCaDWMIyR+BfMHAagJjq59a5665mUTeCCIBofFKvVwZ5A3YngCQhfvPs/HBI2z9S5y9vdVFl7hd1J+grX06hPDA/Bhm/APUib9YKWrA6bHBOly0d628V7CmdLbCLJmNbLanwMO1gT8svlyiWI63/Si4qdhZvor56me8/f1qPRrj983/PadBxTj7muNbyf+S/qlVMU2zf7yWX9KCRVr+LLug8WCj5vGR+D3S8zf43qO39g/f0wGlF/N5IuwK3Ezke6BH6yEFO17T5ZN+mF8BIU5GDUNHSAjjo9Kvg9d88K63KtZrqdkOELLj2T6S0yhw0c3uoQ9cNnpvE77RM7o5r+FfN49+PLVkPpbEHL3ld1Lngjbkt36cJ0n3+urYJY0DsEGveRSEzbvmU72uMTgkoRrY9tAfWY9ZS7q8eA1uii5M67LzkyaNZMSFRBKfOLerMUGrHbWOW8iF3b3MJMYEtq+9lFTadPooxACfQpxaqve90xN2dxBidU8PSQ+P3mDp1MTux7bcPx2ejVrj9/Xf83x89jeK+D0rYYuIWwhmeWOuu/0RfXgSnEpszPTWGOi1eXc/HNmGINHOgOpBkjBZRbJAaZZanJvtzjaz/3c9aWP75JObWpOjS4Ln4j6uk/vFpHGrAYnzeQDdABhz/WNF4zEToORcLmAaSRAHJKeMoJigFm/mtyUSdTTBTc3rsQSjy7Rfb0Tro+cD6ts0NiHGx53UMzpbDSk36neSL9sAvRvPHJlk7dRbl0Wa7+ql3npdTJD8BQRuZ2Dn4QE1b44WLxYdwTd1I1kIhzKH0odknw0mYxsX4dJpuhMF5nWpXjJNy470Wwr2rHaj+2CuEnRo1CZlMLo3qQOKg0i2KLmAV8hN/Ck4pzf4lyZI778v7PJ89tfZ1/E1z+CdHiRI+Zhd6mAeprkLN1sy7F9s6p8Ln55ndACDJdbF4PFYjZpFx+U6Dnluq27D1t7SXDgJ7rjk4JH9fWrtRZSzRpmPAQz9P88/WQutf1qobOpNjEhVLsrWnktalX2XP2NUFWKBHHPfwtNTIVDecpycU1Y5hrHKIDQ9MtrniWzUzGZzrFwjC39hzftPOC8x0UPkIhpOwK4UIGwL5+YnHVO3jZdIwNdwJm3VraoEfAOXIZmCJVxdxd7kwo79+gmeypQF9lQ3rPSfI5+sXEHSu270zl/7c/EJIe+5R1L4rIOclMEivr7W6yH5q3Y7yPwW/Xq3Qqzlggoyy8y9iQGPUsyAFxScOkdjm85D404tx1eT2+fv873TwzRC0o3TXyYQxJn1uupaBQw40s4jIBWIyyVNm+3xqLcl7izeCJ+1l0GW7EAO3icQNFrgbA2gzzw3ZJ97ngwHjZgxGSumY83so0S+KKbjElMs/hQGaoeNLqKJX5uSmd4JRR17abGXWNSHcZEm9+Ku4bl9xXbUFZfTqge+FV/vYTZCJ9m/VA+ep7U4ieKlY30qvPwlE5FOHxAlD0PMMpzL1vwsyppPWzID/eRj7Xchw6ia/t+n5II9kwpBE4JszVQf82MtfY43Zsz8Pv7fID7ecTL+QD3dT7/dfwvymu7llBj5nFbQtwofA+KSqOm5uboXdte1vvxygDP6mn+vL6iGr1HfZveI3Cgid16MrNo7F05jXfzNmdj6L2HQjtcBvb1xR3RzBTN8vc1aafpfsFfGYZWT1Gf3+jln0+HaZoNvSocM+2HWkHKOk0gJ+877nyq0zoYq9lw68WwofuFBJHiawJMGQ2yR+v69rgRFgMWn3IC5UedT5n8lD9RLVNxf/+dvWwvD2UrYnJuOZNamy2SA5tEvqSVnXbxMMPcJ/8wTy1kda5ydf7GwxsLTjgBly5SEhc8zISCcRg9bYQXDUafrXZaQkQrj2zOVoi3kRkaDdhgzq3sUojP/2cFfme3509/xPvraSRe77l/dj6SlaP5DV0wpkn1lJv7umkiVucOdw0nmkQNFx4I/KSmuCxVhaKy8N8SylZRLypQ5Ra3kGcwV9KUgZanVGpOZ94GfCgr1Tf3iCV8LZe4NvHWQkYj1MY6VdzpUy/ur/kgeJTSMrf5mg2UbtpUZvvU+x11Gs8aDQQGrio9j8vMBIx/i1qL+yMzR76XG3SzMek8zT4ar2mf4BZ9yU28Cwx6WiQI+5VWNUDyAYVXjYlsJnd2P3nAPvOmg7PrETB52Px/zFlJQrHRCCrwyeGRWyH4+9s8/vMqr/1+PS39a/J6n+7T+03fhjOjzCTqe0rUwisaU09pLfVn4HdZ/2vb4XrN81TPL0sMTGtEGVelWxZP7f00/RBORX2MK/pCXvO2nEd1Frg5WNXAgzLWlNGh8s7fO5BOrAvx8x2v+pu7+nCQYdqRzOJeei+EVpY12VM1uCJS/rzNf11T9KX4M2VHxhlXrM/f3095OLMSn1WrwZYlWJxjPlHYZyvcEAKUclOJ+grfmysbMk+KFmZG5i7q519EYo2A+UNRQ/5Shq8BHwkStbMheT3UN1MMWRDTyB64uidT0DJF6GwuYy47y+Dmwh3ZELudgV9cFb/z79fzcQ5nxU+CXan9ksmYandyksZNvIE2HjGur+xKTfUl4lex98Q01q7dlUV/Z02Pyh5RGMzmLtqyclviN9foFIYSy7j2KQmFFXH5ny6Efd8ApYl1TXKY7xWvlsfqABFbQxzgIIh1Tf3gh+f76/q3sdZ5cNM0vW6+rCt/z9DUpik6hed8/NZL1N5ZnirIMmzrWpYyKMf5E3cdsEZLOz0FxmK8s3C92h7CLuLQAfnTvu+5sgBLVohCgrxljVyvoOqlCPNgXaq7TxfZI+dGAeXR3dMqLNYcWtUuOyLmOrDLTme59jH6higf842hmrcxH5bzamVD67my8Q0stOoqrr6i4VrTAukQuexX/3Eq6fEfE4neI7781zwDv/85j8D66Z8r8CMWm+Uzg/QgaWSWKgCGpHeOlIUYePUF+sj4dz2yIrttRwnqNGAUFHpkUK6xZijGtB5U1qxufvaMglcYvORKVCw1XsQwZ1TSC81qPdJVXCvUFP+vuIx1hsIK64ZVrTv6Tt0uvc/Aogx6u1Kyx7xVXc64iSU/fxaqm/y7hlJfSlnyB8I2IRvFCurQ7a5B2f1Bj5DuCPMadONML86vfO/0bVHiu2HavGnx0qZRfq58yvQlTH0eZPqN8j9g8UP65pER9koP41jZBOFDK3PdgEsPmisZgQ7FWoUv/IMUH870GWJlX+VHHDg2Ol5s5pRE2Zbj57VXQZIpMVfSYYSimxb5/O3p5f8en1cD6i9xPsePbkCXc3ehcCga87ntsmkjLM29s4alD3v/Yz3SrRMecfGr3U4Ln32ELhvu/d++9e6DlrO7v9ym3wWgYfhdWTI8HlYYrx5jW/6woMuFpFiK1q3QzYqR/cLwz2ew8e1vnJT2z1M2toAT77RlIrgSMyfziJAizqz9kOx/gXQ9//YH/OpUrZmFQZvYdHlWeQ53xbdVgb888P3L/Pxf8dOf8eX/ng8+WccxWjBMnW0BSRTujNjqluOc6hHm+70tH3c+kOb4/Upnnxnt+fP/nM0CqWjo7HVsoQHNqGGEfLBJUreDCcvWpCLkd13wf4sKNO/F6HCXjUKQZsXuClv9NOHqLLdW2GxbbxiSHAhNqWV6/4ksLPbMoNZgV5cNDy34eVOGl/0tYlrib/rQCFRi/WrwVHSztTm4ZIhG60Y+91Y9k9HGeXJqLcVS2tLepAMeFM6JKX0OuVxW7aR1iuP7XVkVbeGiJOlQOM3LTjhGYkN5iNuwLuVOhEwSXKR4IzDgm7B0mqMkaUIyFgk5PznKT7pvHZS8txUqF+J0OpjkvJHpiZeJohia3LzO2hlGKOvCz7yGaJtjMqQpjrV8QVMHUFur8zft33wj24Dx3yJISUbIrtR0TtWmJTwHGi3Gaas+EPnsiLie5fD1CvxA2PfrfYOeRc/VylX3fFqizhMEs2pZNSHnct61JOJya4ixlrPEY61dGZ8ryfJ2Ucl8qiYTJQhRT2DYtJnn060Fc1gRxlR+JKAFkNi5vIpZuCBe1CrZMLl1see/xY2zoNGvIY9aB6bPnJbMdFDxSbFYl7iiLLxNlH1ay/T0NfqYYcj5Lgb1bhrb/P0TIQOjr5uCyC3OTN+L9rgYcteIEiy94Pii9u4LufgSh/5tlTdLWLCS8KNV9AXeX3GdShdttkUSKv1DBwV3YlbFh8A0dwdfyXoStR6unPGwwGsme/3XXm9vOZaVITBCHlxiX75AE+D18/cqr/3+/gixPpzsM0sV8YpOKC2cyjIwJVzwsmC+RD5eQJhVobhG/P2Y7fj53E00z4f4veMf8foCTo1HsszN90P2xoSW2eRXXoj20+aqu+wA+BBX5K8s6r4LQ+P1qAeVV9q6SFSW4fV0Mvn4N7qAAwgK5D4o5l2h9MOc3i2KwA8rr0n2H7ol2/JtRn1DKVqkjrieGvdhRsfXP6+T0v7nNKzA3vdrVHMwEEhoOR45F0+pCAaTwgHcI1t9UT/KrImAlU3tjk/qb5b9Zq3aHa99dOPreUj4ioF//t/rgQq/XCMMU8yiaHWXEN02ibRzBGmjEquc46znu3x88qGSJy/WHr8/P8LOBwx8iQIwHKSwlJc2iAECiFAdlcLi/5+w71x25Eaa1U+1AcAzVitp9K2VGWnjvv/bXcJUVWYWOBvBOMHTRAPlHZyo3kbFNvIfqrSEbedWdh/2TRB0oQiZKhk6lTx4NhT7zGv++50Za9pckSe7quVg81gCn0mIRE5SglPkPuWEG8mum8YLqgcEx8wqTEqtfVPhrgThiH0t3N+C4dFS4A416WjcBPLI2UyAKEGlxkbDzU+NY9mEDuJOOmCWsd6Q3GZSENEkvHbUXs39YpLJWbQ3LlAXAJrfRQZFjIi2wlDwiCCKnJPkoE3kTdUb+RujnwyeilNkPpuVuqNNOcnngdap8Pu0tpe+kPjUJ6y3GVBNyjza9a6+/b1+/qv7qqdpflrq+926ziuqEiQtxriHcweXIXEQqbqDNSfV9w15yU8bsllnNVtL1AuhbcIdHrfNUYxiIMMvZpDssqacvK3NMJfxDoJXXmtHn0bUkH+zcAapv9GGFbyKKN6ZSkR2p9ujJTY1xAV+BcNYBTByHlPOTyGCvX5mjAS7YFD0b+PeFFtIIo2oyYFVHDCF7dX49Y4QoZL6QzkWqD1BDS0oHMozcQASJwIdAFYhCVzbHZECzuJie6IokwH0Jb4strphS3ysdrcTIk5ecJHlEMSpSBmUMFoP6YA0Y1MZ1zY8xqmez6xv7fEr/VTPpdF0rDdKI1hgxF1IASHdYi65hrNxnuALpztI/XzR1m8X7KFtXyGPZxmgUNmxLpaIpgul8K1qFJPU7jYSRaUPyyveOC2FIOxqWnXsuoNRGRKKM0CxeK4XGysUq45P+bXtyljxkclYRBkezk5AyCFeklqVk8iyX0kXqwf6aiiwHBDSXtfawnf/nA60ffx17Jv4vR+Xfb83LfOVQdsDEXgBVLaZ5juSY91QbMK2ixa0PTrrqhVANE0L97SEoULjcac5ELD0/SN/jsuiBkE+jcVE57s6T/qdAFxo1mpdZU00m/jRCSvaewUV28fdxqTio6fivaL9n/vTr88MsPQZv1q/9xqQuK3qJlFuq3YVNjHmzN++oLo1lHmkWJx20W6+iWDCj+cpQnxFlgekouJqZ/8XEg1VZFD8GqPYfkLBFxhaREO/203isyOH1cMeENzGZuWuBD3aj/sqsD7cc4WYspkVA0sxX4HDbVi+pwvRocF/hKcn8xQt3c3gbACzjYGnAJ3I4ki1I4dHMmsx/j5l+vsAw8NxoC0NxBZhq28CNjzkvALTG3S0UeVVNa48YnQIyqOzQ9VkXcglIgEKvKX/BBjXdRh/kxUImYFTUhD3Ru4zixPyseAT5M4ues6vr100obRRONesj5UISeR579KUfnnD29/LXOrZr3P4d9+jMk6jCTGDlfeG3cOdUKwWyEWQM9EBxemszs2mQlLj39WsVTIXwBqV8GhTTq8Lqng3IfWJNsQsiUc2ugwVx53N6gq+T5JhxhqioshgV2OfLZfSRhLjZjbH1a3WFOGBGXxU1CBwCZw5xBzdlhGQTpBxhnHXvxjZk9Zn8Thw32njV1hbyXJaM7PhzdZ3xNZozVFx5hZmYi88tZgwnfl82aSvyTio3SBhs081F466sP2gjXIhMXkO3X/xljqvRn9hbQJJY/8y1zNX1QuWKG/s0lspXmxpIjplUK9ljL/DpFYAUNr90TbUjdWe96e2TkcIV4JetUGxYydaFaNAgZMPgqb0AECap3rCeTPXm0uRMLcxYRvUzqRO51AtvTsfZC2tpVedqKYTWZbbihJfwh6STRBo8xLZwvIgJG2rFkDVcJzs5RS3MsHx4NlsK6qzqSjvSMgpDEscZzprXZK5HKyfb/kxznFH9FHXoQPPPP/dP9o6He2PNib9egl1zkVfVOngc3RMluBccQmJW2Ll3jxCcd+jgmKIVMhkYpSFgjMClrCxeYHn1XrWLDpAmttk+nFxf9z9VJWR9X3omXC73jXfB0QTRWg2s3GAUaBqAEFXzj5MWdqP7dNvZa68/fBbn/E7Pa9bAKDZcTmp5O/MONDqXBE/329iTkSlF1fhFvgS+ZVcR4eCihOksZIO8rR4l3fMeZAmpWGnXlO5QhM08Socb/dXvqvADNGiNJsR/rhsqIMSpgJNhD6lZO4rOX0IMKY6qeIGl7Mg8txsa06YeSMs5FMB2gZ9NqEG8oAjAyUFPTzxi4id0eH7Wr5HBZj98AlawmbrjeM54X1NfCGpEpalrkJcvHNcBWqiKaobv1IPHH2aaRPxJX9AnQBHGok7TmC2hCkihaxcGxgwJaCST3iyigCABwJQEYCzQkg604nZ5lHNSaSIQQVyJ1eLXCYMU5veytv/jbsc+oqIXqcs7xuURXgT9uzwIUxkgVT5ydKohFpRy1ZJjdG0iFfXpQQdXELOirELiA1xB0bXyEYKJSjPyweQCJHm1ii7bGcXRVYnU5RNlUAyysC4rAi1IjynEzx+ug9cQ+uzlA+nAHhWJgU/aabFGD6WDelyV2K7UBGMLJFj06z1zlQaa1KzTJM8xer9yMRIg2Q71QvE6iaryNvxpehrc4M1TSBvSOQWm70AMcXqpzH3SFGjamJDsnufUIEyV/KK+2DowPJEn+CUqagsJm682CUTLo1gkVhPLMmZC33HCrGV+PXzXeYevw/uoPvHJ9inYFx4cU6SbSwlq2cp36AGID6aPZPPJzzzDvf6Y1t7/BobYWarYV3IjVq3MDPcCIZq0q5ab0ajNFKQJlqQxAM4SzIcwFd1r42kBT0aUcbzVbfJuuNmo1ZgKjEU8ZYFFBm/8GG2sTpOWC9ZXzQ4CbZUSkZl9NOzB+7XuCyuT231W8Lb3Cf/6Y8+93vWGodpNZRzn1Ni/SJ8K0lF3TUTDZ1DwO4SiJMN07IZEdcuWvCMUspJI1TN3FaH5AyNePf3QYox1/fp9zURWj4ORS5znSe479hHFyEBznqh7OFekgOOEiCDDCa37/GbAPze4SkfyrpnZY6yiRsbRftCZPIRVnMk44anDyKz0MQlc6TL+7fKC6KORgBfXxbgxSVSWfCqWTCNYcbnwe+GLH0HnKNVH4ShRxKYdFoMBzLkoM+3ZJKUUpQgh2ZBru3oWUVV0MQID4BPmJvpth/siqXhZXk4pAqNKZRbMEkQc1BjB8WJ/yIR0iv9sP6HFQtproalgYSeWOBcO/D1SmS5Fg0bUiCO18trgYgLYJ0nIlGSj19TrLMa+DTUXkloiISX+VqkA7qEtY4XF9o1kG3gNRUm4su0v9Rmsd6qEvMQYSY1cHx7V4FqBBelQkEoaDD4cQVO8YUlfd3Fo77/R/dV3VL/uWb8DrxBOIn0WUkH1UrmlZapJKkLyXTmn++CAz3VGo2hPC3GBWoLsAUpMi5GokL2F9qk2tbMlBrrTgq7ScJ5UHhxhU1hZ7A0Nj+3G3GIt7hP6TZyAAo60V+iQVjceVTtkxQqpaDtxb/qbJh9aoHpw1UkqD4srW9MWIcf4wMPWXg6y/sHiZIy0BnUQMRFxWglm6n/y0xpgUSBFFiMUHDeoYos3moWFu/9IuCqAO9LS04cMsVCHDLX4CuTnwqQdkRYWNwrJAVrBrbXd62zza8Wpz7miZ2rOOIzfo/xtyd+MpljSF0PSOl3mgLy1gAdnKeaQptiidWy4zUucJ9LPfsFg/XHer2XRWhJwlFsKOyD6f2oI8eE/ym4kAUubijILfrE6fbWyqyJW3cTP2VSmLUJeNYT82KZNZv+A0FoIHE5HVstEr4xiRC8tfRvdcjtKmNap4c6nu3SQqc7qXd3X9M45vo+jfRvpBn17SfXx0J5IwwUgwbdqqje4ShnCdQnXlfdxqvuR5KBMrtBBYUgEdBZvIl67fqkZP08DtL8Oujwx5r8fP+vXq/p7YufvgG45309UPCKTKzuPjy1fsJi2r7r8qd+Q9Wnr2ufYd/jt2LUmw6/cGuD9q0yiWp1Xxwfk3CtjODEdZ5uYf2dAYCtPRbu0ByV8A4u7vJfi3MQjrl2iYLpH0LNvA/Yh302OPb1tZk0g8QAGsRIULkYT/JRCsqBOg0WldUVn5E5EKKDjTAtZc3PpgfhrCR/ZFysf9LhdZkPjJVQHj9d629LI8oTLhjPDEGvTfczc1M/yAWqaSFV1UTa+qhVS7iYCBF4GRZWscY4DDloQumC7mdzh543wBGlmad9aiNOuckA0bTD9JCMFe3IFdSAEdGkurHbeLjBsoGv8w62gkzlZ4Gxnq81aAGD0ggXsvJC/1B74FFlLCIsEF27JDhjro062YL8bu1+66d6duM47OOHX3toBXgpUjsNCu6Q1JFi1gSn6uDYwxMEuYALfuUOqSQL/AUAO4PykgHbnTvjSIP2gXPjN8Ipa+eW3m3TpGY8ffiSHqzPxWKES5ZfkkhEBhIoPCql7u7I68IijkRSj5JEGnjHzhvnY+fHZwgnfby3scCJ4Jewcg6deY2rYZvZtxY/LSeELwo7bosSZmSJVm7yEc21GGRH6gX9yZCW8PTkI+mqVUNnKcvyBeYO2AKjTVvPOw3nxNcdDLqiNrTaOEYWLbn9dHxNtR8wlp8ySloJljAE0kanBd6uOGbxYPb4DFXF2W8PzY2ttcL35lJxPUKtAjA8zto5Hodnrq1B94d+Y97j5+bXOZyPdUgMFelQ8aOqovJwSmNUq5jhRMEw+X8az8eaxbo/DHjGOs9xqqeM5ccB3MS7yS9xBDDEgc5xUWNnQr2Hh5gOsAMmGItxNQgeYrmx56rUQMb1K4y4/lUPhZ2HFTVhqMIFFw+wfjQFlC2wEYpUNdHHqcQ3siqFAXhTAZf/QbpY7Tl0810tn+uc7326zs8j2/n8e2tfbMavPrhSv1yD0S2OnQOJRUPtgup2yRf548wkCWeSWNC+6oRdz69Yfbr2PZKX9/mbKlRCclULUVr9ob3/91je+evIAOf+kWfi98k3WIG3MgMiFvgiuyoRuBso7qTFcffPz92Ly70Qsy5w/1o//uepp7aZbei47wtAasPi/0bGQaUOk2EkSDjHQNYlCjUrgoHN3FIomjhlsACX+tx6gG+6HvPDmhUWkvlLPYef8n7G8+9IW7joopbCBBRBZyQx3AndCKud97YdsPyMJs1w/kRC+ZBaJ02lVYIIBoGNDRqTTAzZhGeKjrVM22Gp/icbIKPDiBeHpEKmDgYrTcQl+aieFaSKmvlvNOURW2cc5+tS1r3XND0Ua7O7YkLFpovVQEfcGGv8QnaQUzhMk9AkubcgyifL6FgYC/Akg9asWzbERlU2lKrGmZgoVGd9hZvJAAAgAElEQVSY4x3uYr4rrplZY+GOefL9oaG8duVR54TzPNf43T9G1je3pP+nHu9IdLHaR3Uskv/arwfdI1t8NsPUVpUOZYPXIlYIoYwRIi3BTUO5+FvVq184xwg+Q6yEiC5Wahvf+2Sdx9ELwvSQE02VQeWNDsX8UJKNVrmOS65OlgzMgIlVbBE/6mhLtlNkkLU1JCoc27q7TBlXaQM6ig3M5ATBY9DiiRDMtNgQpBGkBbYSIXrGI0OgmmtEq4iIIJiLkouq5r9BsEnLnKHZ16QSScVmjO/cGIlpcDIX+iQNF2EHxSsevixrFrxbUl02ozT/FUSiH8lWojBccZoO2Z07SYW2bCU2LK4H2/OVUZR+YMa4J31tqOvH5TdfmwDygDZKIlRkJSmUEL9FhWglgbeCPV6c1znMGb/Hj23ska6X079kgUF142lJDVH4SzX4MwFVs6ofqcqVOD58ZU01zDA0YbdsRVH/ktUcWBy2epWr3HHMn+7AF7rKV5Ypmhu9o+8n+r5Xr2iS6XM4QFsUxTSW43v5ZNQIR5/pX9/PNjb4PZ3pMw8cptvOrQ3BWyqgS2mCDlXoILogAIs4gX6tXZcnsoAmaSK7Nr8QhTkO0kDqNuCFuR7G5/GU/+fn3d+LU2OcGOcNCGzPkQ5+TsF8DEcLc4SzYhKfvz61sp9csFLQVsbVGvPCz2EZ7jMqLC112LT/kOGAkydX6rZWSKa4JUpamzOEBPXohSloOIW7XjcVgBm/MIZcIyBIHEJeSgoUONcZnv4/0PqkCKwlo78SmOQOvTHW2JJKyBYvbrCr94QysO3gMLoRGBBlYuhc3VShEyXj8i07iJLECqx5YLojPhsFkvJ9oGZqnAAQs+7iEhQGAkqQTQM1DaFqgip+2tWlUH5aglC5yXankS4lOYwkFu1sFicOLCCRRmr7d4FBN0VQt7K/xbTuxTw7BisKJK8yqlweXsNtFoinfmQ+c7Txiw3mdQ5/tFmf+zBs9Gmbif1sz0t2j4DWRx0x07l5m2q5gYc7SYDF2InOUqJipIjl7AZAqbHRpcTs0HbuJZaG0pkWjQDbhCDJIlMKF/IZBhelxcRAs99scFxg4upOIClZlWbd+rRAuApaWEvSVakxiTSa0AYDsfQuamOlP/VDdiNkBq+iClCN3Se8AlEjL/cSXpDFIGk5s2Vuu5bKJicjk4iMW5ZzdYtiLjjHiICDEw8ssTmEeAA3mS82nuIlgZVEohIWZmciYIis+OJGN57odH3ExaJNrKVYdY6KWAbmmgXb4/doP7XHuCN7N7RQL3RBKnr2XNoggjkYiF/PYUOeAWVfd/rzTPz6PX4R5MmJJlnfUc0lf/5WUs1CK8sUecHqZiz+6ZSwpypU2XSQeYnv6Psyixtlp63hBAVpKMoPjkLr1sAmNGwApM4qgEIoGCVnZDE0wkwGZzaYxHwmfh9+ixv8nsLpqV3Uj7IZIaw9rCpYvBjfH56ZnCKrgSY6GmmzzWHqwbW2baa94Waig8ukuaFyPeo4OKBNgrz/T7vmHVF2YIFbdRi0hK1otIjxpSRHwqPWskNS+qKAT79bRfvXNg53IbsEKVnh17N4oDBj/tnwLTGY+2yCkaJIgCV2szMiACZRQQGArcvWpmQUyCjZNOw4/AkSAVMBW+F55AjA+r0IWxKOkyiF5iDFr+hEjRArkxRCEKpCqRwTpIJHdXrJ2lQEj9qftBgP1Ix0oJK9AMTZH7C7tfocWcBkpqNPOw6RwyAIGaOWI1lNNMPquK57RgrbsUXny1TKB5WL5pSwUZkQ+hA3Sa9gQlWWiZJ7hghyqg1YT8Rrq89I5ySouPeAxNizI+uKxBKFvyF2qsbHHsgEQBOwU+k0KULK6sklXOPqiHf/aJ//XPuwP/ynrLVAvl6x+MGbJBixEibN4bstE+nSVMf0FG991CjHRgF715Iww/xece64upknUGuQV9vbiLB6LUyqDYcrhRw2mGB0nnLyNkGtbW5V2mR9Eetjxc4CmjytVAFTJ4VR2x0PIbKzxmerUW8i1oDOInOr4K7GfBO7r1eKlVqtxmf8VdVTA5LkgVJNNAKVzFRFI9B46+ymzxd6BPLziow75SUOFu0ZNAgUM2SAzKwnzKFErywwGi7QPnjeKHzM/RhnSXiQI/d+6DN8aF0R812h5gJ1ENf03HkFMSDmriH6PX4/1vbLyLV+HImfGWEsECB2Vj4r4pRPAgPizsoGf1PoIXb3xX79ZJf2bqw+vd61lQ+oYUFEQpt2+y8kgsJsyumZ9SLBWWtSnxqWHAzmmUiNyG7SBmlWa4IzkwtfaTyK+EFZbCVL1v1LFk6OS0Uxc3pvf1mLBVk0/tO2hKE+1+utz/j9Pva2fa2ffy+PscfvzMv8IEHdh9A2QXfs3SU6NRQbm1PJNMlLTlYz14UWSWkSWqVMjv+DFwO2qUS9mlzGaTfjwJv/tHtVQ6a3svmGjF0wK/0aZmEzeUW7KsbJBc+H7cvaZ9hPrfv18Uz8Lqtl49UaZxATpv7WELcQlo1nU8Xhlliu1Yi3gmalZQiQ9VSH7WiwAlwLyoWUQiR2axjdAiQBI9j8lvYji2zjL+CSw6pOIFpxsOgnkLazckDmCztdEE3/T/wCn7MydSoFLvN128kGyAO9QEvBZNiUJkw8mqBsy71IVioucnqwIAwYILllezHHijMVWckXMUEop0DgAdCEZsSLmB2tNeiVrIOGyHX/OefJovFuER0T2Ur2KNkX2UyFPJp/cXfTWj0/jzbyuQIXTltUufk0HnpJCLrnRQdcx7s001HzigCtCYRMHnY1uLTrKZ0Cxt70o8ZJSnACE10SQFnWBpX1ZFx305d6zuscvtb3/3qGVuseP0rRvXObYvIvkeM1IwiRNHaYbHKwvH6SZqgmnEgZsWuh/gyqO0gWJ0+TmvQZ3/OCseg89gCEZQeL5FrpVRII7kVr0ELy85NMPxIfpDfUypZLGGqebMveEiMUWn+YNXr4/E+etER2+Dml7tLC4LiZ4rBAVNvltsY2dNX9tfxB567Z2MZ6ga0KIwq7oFaqhFR2BSvEK+XiScoDgZgafkGyhKfks2pLtZjNY0yWSjnJSUEFKa7oJRO6LbUAUt5VHbfG7SxMImkBxmG9j8UAB1WpyOtOSXemobs/jiM9f6xvz78/xz1+akOUgDsdXJJPu90g/AjhRF6DyozhHn3G7+2nNq+XqH8bp3pWOxJc9DdyYFSuRnBisudf9gVBDn7Igm0wFWXU+QRSk1ifstFo1yDvZ0tYgkp4UdaRKv3zuFId/EQBlolHsjmGcpqYPUnBG761HBaeTZ3lsAEWRLEA8ppzTa3zun4eu9p+XxvbHj+rQZuLZuMigceOU1vL34gUzmJg2ZIljFo969ixBsRmuS11f1tr42TkbGSNuL4Myb/e+olxH40a/UrDj2CacA+nrzxqoOyhuTALIsE8E4edwvr7mEs9/+h7L9d1DnZQ/1aeTUlflvLpU9OWOfYIZjqcC8JrL+82YuJmoG1tSIdmX+zweIDa1Me1ar5+JrdYp/Z+vvNFU7omxOXvgh7P1Sll4bbmKhjGhd6IlpC74dtGJ0IXsNH2Oug2PURKkWwhm6lIn50H47VnAPFV+CcCl6REbNBGCBA7CJFTFKJD7DK35nHeCaGPumT47tSONDV/cFmjwTbWAMgrjShsIAXLKvJ9y3Tkuy11W9ulaNb0XNkRrYXQiuz83IJyiO5ZATVVdV6xgB+aZ08o+L96XU9ipbMgC0ytm/S4KWrnI/onJ9GX49ePX9c2v6f3mkvhp328g6ciA3vwtCSR9UK0O/fj9mFHEAomvKVeVYcAtMjVg4Y5Zt3knygGGzVHZaw2h8+21atCDryUOVUrW0Xb7Y3tRU5ygI+pegoY/U8yyif6eVwPKpRIFHuB0+WusOgGlSMEPo+7BpWol7qVf3cBbhMcZzF7lflcrmisF1Ut6XnZgco1KUpED42TKsReRQZNhouRiqNZk3aHFYJFK3cJ4SF+NS2QqwWTDN+Cjy3leU0gL6kY0Bo6V7QxAY4ds9R5Co+kWuffBx8f7f7Y+ozfz2OS7cceUFqMyySifcWpClPdbrcTv1SUHMq1sI48n1yWNJaxx++Z+7393GF7Jn5XCPyLEm2QxeVqMHErzBsF3MX0YeVQ9y0b38gAnquRmOLK0gDImeqwMJ/pdQbSKy9cWdi/vinQJMUJd6ZUTfoYvItPwODF0KSkXGcnKzHyt9vmmed+8j7r29aNDv1Ayzb3+GHdUDAFIYe4v5LiL6wJl1iojMlAvCiHSkjdar7yqG4MTdrJWdBn1m2jfa4BhXnvf+9+PNVTrt79c9wR9dtY6vnvcath8y0kaEgrWKQG9Ello+3cdbC4M6XTvCwL9mTc2y9rqedc7TmvfjmxrJCtvQmJo5/W8iRBxWwtfkLWuN9p8YQ0Oo5LVLbWiq9Q3AhMZGtgW/FD5JJPicZYpEOpe9L2O2whBAI5BiDAOkyb69E8TN/BOcUeW+dqBwwXHotDjQxVebkyCv/C0NZPOwU742UEWFUBSJ6snPM2RlR4ziTteZr6SKFtCn+NUIDUCX06DJtgPUu5UIMoU1CaIS/lDIoBeyEkm1eQMgQ2rSPajuXl6kINqH2hE3EIKs5LhY9ZxlrqXKhKEBIRUjbod22/SpuL/ioSThqnGfLhJgP4qLVqP9VqGou6inOjKlaWjX5f1wFcmQuG+LkHe5B9ni+/OxLjQCViA3Ls/OKp2DHxMwF3hMpCGIVqNCzJ5rBxTCTdqtL83Bq8ZhTOjLjaHOrcPGthyEliN5A4WaDnGe5Q0vg6s2VPAyLH0Go9qwI7mnZIgddrsK1es8C7/GJivz2csA6tEXXAZgnOQmCIsmQ6O62IU6lsT8ob0G7yfJEKmvrYB+X2EEv+jOwi+G4+gTskrz16wDNyNkrnvA4WZ1mF+1qAC0bSxJFajxzk+cdunZn99MTvw7rIYR3u8n4mmVRfi3BwuzEhyCVpRoMCeeIXCtjDmDVOp+hLPX+ch7vUfp3DO+d4SYPKByhDrPwWhJB4o6fw2FGDeKUAaRkWSjjnlyqhvktZHLzliw4wjsQ5BEatqcBzdWn+xfmr6DMpAgpqCtABX7xRPWbPZl3AOfJIAsma3mEry6Uec49fn/Frn7/2Waae+DnTg0rNAE6FgEY/bTACCXRqIFXpu5gXYXfwtyTbtctnLF0xdpPNXLLxgO+1L/V8/8+1xvLT1/bhH/0w3rN4hI8GYf8FZ5LOFJaf4LD8fJD13SsCpTy+9E2Ga+Nlv0tQZDXpYzIUexPqRc+xU4alC2R1StejwlnTfD7IZGIqvmwgVEESzkIPZEx4SY6pxgkDeS3sJPfRxr6+9gKOFy4T2HOfK7/PEfOtHZKgF8fwdBO8XW9QNWijipSaMMhImwO2j8LRqJHtAza8gOe2GyrXKH7f9EwtcFUnYnE1jl02qiuoYcpKI26qI1DaITvOSG2SGVdv+eBbStX49YIe9p3Ac1Bvr7CWNKimcGCP5lwfoN8Yx4Q1C3BheHhiUwU4kb3xw+qhA6aagU6UkIO5IjkOm/ry/bQzWl4lWhMyzpLY/Pvu7/Xz1zKXqXz497waa2z/Q8lplc4y1rTW+FV4GTMLQJL53T22uw8VehpF3qqbUgERWrFqy7j6YhabFAbtk9gdR/YPkyqxlCLkXFUhPSogbCklpuqyayUTf9vnNzrZsCwH2TO3RB0R25VpEoUbVK7TamTcW26vqn2yOzi5W31Flc6VNHEHpWhO/bHWZ5HjkhAYLuh8F17HQJq+ZnnLD1v6xEPV0zDCm+VVwayYpJKB/HtRqIQgXnb5hhaAvhfuauzxGxe4zz1+a8bPTc1GifATpfRLSGppjwe7oOmaeEDlaM34PYF5+6m05+dv7X4/Ku7V1mC/mOK2qItyOQTSUJjpUDsoyt/mik39gloz1dAQjKKD0ll60nhDVXqd5VNd5KkEaRragayehD4nDEYcBCnfhhdVTvUUdA48zbzpXFP6sOie81TP/zxTvmfi93hmGn2Pn/f8jWszALaXhigojHOnSJy9jmM0ZQiiFrt1VYHhCRi5RKRC2mYqk0j0TPze/m/uH+lXKXz4l822PXbLI5GVNmjvUw9Q8PZcLonSAFC49EJhP9zlj7X+9uOv9f481rjtb6xNq1SCqrR87ICxJOuDnEo0ulq08+KclQ3HudnLZTKYraE7a+dGhYngOitOt4x8hx6OWRsm0sKOhh7OurPBNCaoIJok637dbRFvav4D/kVIKkWZ+SeCTb+bKRdOmIXFbsM9QOkdxE5CEJchXO/KuFef4vdxd+Y7NGTuoyvzRdDbAiBtYsTtSV+nR0hcxeE4ozF/BVOE9kVWRiapIKhRnWXp1FkjbxxSnpOulF4CBShG56PnEbwkxojFzC3R8bMu6aCFwY7a5Kn1WoEHV6JuY32SWxkaKXCKQDrpzEhdj3G4y7xy52vfhz0q1uOVt7AmuuKFYOYNBiTwyFA8lKWoprwwf2fKUs6m1HhZrcCShP0U0aFW9L0NLPpCOqPKBCl2QohMJ1xWVYInG5cuwLKIuvapQuYDZEzqwGiaxSukU4TIbkHEZtkk4WssxnVTbVNl08wq7K1rusm/Y9FOENQTCi5pRPyo/ZGcnKQ0Ve42WRZKEVJYVQ+XxENqChLrkERymCwzg1o20rszZScKc+IUrH3aIsiWBJjlY5G7JPsT9vBsUZYlgzkPJ6OwLNY4xGKfLCrzuw0KgawY+f5v+djmtWmt7/Ebe4fmzFvoI6WpYkyEAjQtAwJ5LZvWkMtq00ywxx6/0n4s44iXeaqnKRoYK5iHTEZP5ZODE1fPHIzR9xbrXDSPRTAmL9opRM5yhWDH80araVR9+DmYl2UruDIY+miWwSWZwLbkkHagYVxb8kLZyrlcyEOmSSA7lQgaM4Saxl+PMmef6jzc5bd1TFqf8XtUSHKS6o2CEUkXcR9FwsmyLnA+yfRt7MB2DfwJq3joCACPk+1AbEyiRnXYnmBNp6xfN15jHRzQ5gGnH/syotaPCn/E0dOmR42UIhu3tBiHQingJvhiux6zdWX89Fv9bHcUl4+z0l2szOHZEcp/WfC4hSyyTS6yGyY7zFdLJi+4uHg3fX19YW6yadqwmzVlqf8VUofYQVGj5T7byvpeRgmEjGZTJzstsS/sWnBZc11OZXZ4W4QUgk7KEz1kO5iJTqMAUxGqtv/IGZ4bh4rmGwmKxj2eO8ApdXFC3UWHg1+/r9Bbc5IicTikpq6CqvQdSLqhZ5CR8jpx5GceBX+irZ5eME5rzJI7gdQlyYboA9MK0/KTOuzbM4hNjRGMxm6CC0VsRKJ7FnKSYOyMcvqimVuW3hdiaZR5wbIsY8b009UKZvzWrvSv4zqHD8M0PKD/ZTKYTUkZ9eRDBRhnUDlRaZUQoSy94DUwdCbTK8ap4IFwUu2gBnZ767Fb+I3gkTo0Mcqc2yDWnjmgScR8AJWX3TBjB5JWqOqpc2tipZVKIFEa7iCLU5w3WLMfa0dPNC8baW+vjPAmoE/9qAowXmJhmClJilKDF1uaOVyOfJUumxofrhk7wEQ0UoodfRS8ncRurMop0KpHFvY9MyhaO8fmLmUIkACPL49X58KnmQGPK6ZJx/YosauodFr5v1/nMI5ReRurPfs9fn5GvBBHsUvyYHZpIzOWxyZWooIvR1Y+l8dP81r5Ovf4ReYvnbNu8vKqnfQS5Fn9XxTWxb61jHhbx7BR4SmJFqgbfWcxTv3vZuHyzH9LqG1lPgmSQDgNZjrhjGqsV1Mswt5mny6joEhIJy3ubCifxwTXM8H4cxzu8mVAFbDt3NMyGlqTWlxT9rVT57TL0Yhr4N3SIXY7lRzfqei2VxDXEfrs1Hzi8sx438rbL9en38Yyoq/j4IAPxqOCstrO5DeB2sXW4qKdaSxLzmV7MstAz79v5fGlfJ6Bze/t46/zBOCI/dQwxtwalwmC/jytTSEQXDxbbfu3/8TLK6Sr09rkRcsssb7ugK0WDYqIKFX5NOC0OmB9vmOFdEEncNNauJ32UtQI2ji+PCg/FFUXEWQQT86yskaZYGXaSbd07oh5aMhF0T/tIoBI5FZNK+U8GOQh3QKSolChSYXnODMAMGT+IU3sOH6KMPzdZmLEkYFzvOqvjvI6wK0kAQphkNhCojfI8yMgNsZtY8TQpRSiZTkJDSma4nL7kwj+wkzX9K+ko4TjZuOBymoL4LdJ7MkzCcCXrNiWHblqZLoB7+wo1G4E+4zfP+unv8Y2v2Gj5x6Vs7D4ea7+IlnlWc0SDZy/cfszKpepQym0zFWsmwkMARCaghqaKGk8gmwNhDnJPGyWMLBdjwj+10JCZiEBM0ueWSRmz1i3VhEqFOIkzoK9naNYSYKGRiHcOHviKdN5b/cSBTYJlf0b2zbIdpXDy8AuxkxADTLEYr8ATOM5YP23Ak19ayldqgKwuMavKPymsFs2BVOcCCRXNPeFb5lD+YZN26NZWVPWE6yklJhfSlwwLCCqrgnymodLWiYgFeApCv/8O+pTl/nuudSz9Um/8vixlA8hWhtQPfVyJqpCvaAVNE4LjK297SYqH9vbmOubq0/niolLwQjExa2fGlbt9LGmT7QZsxC4p0aEmZny2qsm3cwagZD4SXu7mhcaSWc6LEYosiR4OsGUm0kFkOkpq6gI5QjbpJwU+32CYjfvvPL+00MDI26LGZvK+pVxn+vnkeQ8P5+fid8vS3S3VuJkE5dqbTmPDQLaTAloE4lNBFT7guaWuUBkjS21k90qEq9dTg9+PRO/9v5ftU9+fu1LPZ9J15oGNy6f3lVLaKKmEIQBm+dsJwrSfHiXq6zA6fFz33L5w5+LL8/k/ICYymDYR/V7QkX7YucIsoA5f1lTNmEhq95uD1qF/HDqgtdG19VEPP8Jyz3MCJwYeolJGS86GOOV79hMoGwlEQnZzZZlI3ngrqTE+w0ZzcLBCimvpwVIqif6FiO41flX02iGFHZIO5fACO5gqPw6fXZSsqRtt/ZSyLi+3HCMklbCTjY6qWKqC4c40C+Y87wC1d89Gt4+XK0uLjG0Z6dCk03JHFViZ8L8yTcYpx91zyAYAUDlcdcr6eAWR1/84rcFW5qFGmvwAfa3wBfzdgg8Y4Exd7dQ7/t1Dk9fNcz0KM59DGrsCw1bOJEyOJYYa8j6AGa16aQ1SvCyCM7SDsIsdjxFBhnyTWMN9ZhBIrdb8UuCJwBsyEiSfyo8LlEIOVAjw0DZ75Z3L3bXCJyRqTK/th+Y3lk36yABnb+hcdobGfkX+uJSTTFExiigynEDdUuEShQAkIKnW0+naacGNBvHBPqYE4z0ZDg4nkpKBpPpthOkrToU6YFKq0AKMiMYoFvxDra1t40/RXWzrG8jqCEh8fr9vidXscfvA+KY+b7xreg3RSa58EfLkVCo5vfLluo9DeZcd9pn/P7WITztADax/GerYrWOVrcKeIq3dUHCFRD+udngJH0ERRMddOxIFLfenEOFLKgiEjdZP7ZLW9WYNj/q7DfKKko4hVtIEza8L9zWxgaKVnq3Ikhkfk8L8yYu9Yd+guW8EumHP/pdI2tpJYGkdIh/Iw3mGm5Fp0b0THWoCsHekpBTUBPKpzUL/8PRbyE3eZhgzznJy+6I+vR7+fy1fPh3v3blrHBVGIvTdji0G3RaIYcxqFCwRqm3f/y81jF9+rMvOq0fCx1epSjnGkHYNyM7ipZyRBVBJMq7RTFuiONOAW0gSHF3J9KL9UB9b7yq7pWOrxWeu2hVRc19gEDgxFJNc0pZbeAbqihDQ5oeRpAJigAsiUe2gQnbjJvJ16L/s6EWFRqiIiPHp9DkvsL5SlxY4Pb5thBEAWC/Qn1iYFS+t9v2ovIRCsy8ZkJRRaEqiZIUillp7F12kUrO+lx2CesEkhSBtvzFlpmSG6KZmkkGrlXknfpJehPsnhKyEV2WLnES5ciVy6xTMmINvoulMBc79Hce7vKnXbnz2zNw6ROq8+Tlsxg9H0E6ngPPKONAr45vKTH9niWc8MrPldocYHkcs4nyU6ROMGvBaM9QUBwnO8mP7ub9lqjQTyRU+07adK4FoGLRkljW4DQxQJalfQjZBiod2LgZnCcRpAoMCX0JLyicgrGoHsypy46Y3uDV8geR/1dcqKSh0HMQ3MzFbbvabNf+tgbf371h3WDgS8FlJtT/ilzZAhSVzP8te6K/2kBXiOy6OvNN5dv5sUzqrXHmnrMxPMeM3+Pnuc6zzHv8TlspsNtxVLjPnXhXFIlpafPdVImG3n6c6NgTvy/rrNHblnryi7fOvceXLLFUn+X0LHk3DUZ3qGU5MQE7PesjOpAwcFolmbwv+fHQrpJt32of4gic4nwS9Z28GyhOgwK0693GEyVqIILhKVCYF4nKpBLe5zQeghqefY/fmNr6vecYn7+Oe/zq3CRf/8ecUrX9ciixi7Co4zAtuZPGCIxFPgMjKQ5SAEaxmRtAtGYqosmMOCQzqOiHu5RPf5TPf5QP/ymzGhJz+zcY/Me38DpkciJTLxmW06Lix5eV+PWjVn8teKrnWdhXPjKDkkKFOqDqAR3cEGU139jeyj6uIHYn2cASnTM74vUtTbAovJXAgO07hxX2o9dMDn2OpYXTo7qN2hfW5yRYCnr/4MGAF0sDv4hzmm6G5PA6sps5SDo481aJJCBR4tEw7e0vNttUUkWH13Oa1uBgYlltRieVV9skWuzkHllfRAn/Q3QScVjBUgglkp0Qd4lME1w6YxbCqj0nDSQJ3IR9Z6KtUak5dhoq7QRyFXqzuUHnShMO4mtZgZv0ECKkSZ0qIFIAA8qtwuaHuFJrXOfwz74kY17n0Pf4fRyihfFWM5vQ37ocNraAE1Q6Z3lTMreh8XSvZChtgWVGQZSXCytQ6GIFbCts8pKHkhe62khC83QiLdaPrC8b1j7RhS0AACAASURBVMuxEGN4+sMsoiK6CxI8/8m9C7C+sAC0Gp7bB6JDUza7z8PsIMwb1ZYiKwsASbVwgTW0IR0K7f3YUCO9iMwSXWN9t7dirwjVeqagqs7uAA69KzTcgmSe5Sjwr6jR2hCE5L+TW0RvjS25kkjHX6FbOckbQmC3NJRpVRPFfGZpm8WRAICCS3VYqYGoNWnpNhksOawAtxef1qnvpvtlHKH5Uxl7h8yq66BJ/DJs+i+oedtAfiBsFr8+E7+51LN9mTdMGApRembOkugWYCtGESJsyt+slSy3+ewWFuyKWjB+UnOUnClKSEQgGNKkcym2kpY63ChFcyzIaWp4Q1uVSE6YPrFPIf0LKiblwlpPmpjSCXkseD2Tio+/zpsD2jPbefxc/ACVM/pHddsYFmIHZX1u89lKhytpchTFMnTuprfCjICBvLEZQVnNsQSbfTtj6RlU9Bm/HlH0oOJjv8C9eD5mxyDvDEV84bBBSeTweGmbRGhWnJ9c6ACMdZ5P1pTPzQgoWytL5NVq4YNEaKXDHXvLUggFoMkOU/FTJcyXWFe0AJsOC3xpiYDeeYFxlarnyvqY03Qnlc881JBmP/mKN5+sQ6WSYcrnAZBQ8v3xFTcb6Gl7oHhOyqhwA+cwjbYXaVc0RWAoYY3MGZkkNzTyrnyYbUHbZBMhzApbdqZuwTzRERd6/MBofOHaX1JUt9qo9raNnk3S5rIXYlk+pCt2PJtUlM0Bg6gzy4mqh6AQhxjt5iyod6IJG5c6rAqTzDhxFA7XPxQ/PnhtA5Dti/EiH0UVRCgUsiB/45AlMuJKz8U16FxX2ybjUiucprB1sQ3O0wM3MLZNX49ho/9uKyK+zhm/MnE5H0lPKRRAfd+4MXyOdjbkHzEl2zqeF1EoK0VljduI05Lb0+H0rG+nepLwuNaM6Nlkw8DzpVZsGGeD2BeEMYobnFNfnICBFOFMeKi8Ml3Ie+CLO6ESZ7b1MaQdOl/RghTZmqWHpqdLznMyAJaQQRI7JqLOlDnIQuqLeaLeMdXzulC73Y8YeXVTZUy/z5YCf8XvWGGhEdUYAmtE14TvpHF1c1Q3KBGYzeY4ghqGNz+QAnT8mFz0zCI9wMjnl4SbFrXCBiBmuys36snEt700pX4cV7fPdZU/PQPu+/sCB56xI8BYhY5jhScc/y3wwPKwBSYHunqb1zk4SNcHpK17NyTRq00cfmAmACbCA8CAZSDbC94QwYCxyFwXT4ROlvz4tTJhdee/LK6OZSayQi9bpwjk8KRHwsvdPc6CFpVwjRulJIRxXTrSj1CO43YkLDyJdCTzZ+mneq5rA0a2069zsAabyAcCadboZMP99TvFgWGRRKqBejrtsVl6fVYCMte1xYpSOA30WTQfEde4HLjTYWTC5f2/y/1uudGrBxXlwkpNlvN1cyCfMiWwUQ1RjP+ax358KXMdU1/q+dvY41dCyKGwFa8DGVMoxVJ3AnEwMjlJWoT1YNNSaRW9P+XqbhDYdMBEfbLANY7EZ/vm52V6/9/1ZP1a2fBcBhbnc54WysSTSp/LdldD4zLPh7ioE3tiXV3QIT6fX+5GQ5wBXvH2F0LS+LvACViMceedku3C9gk1/OnCBhm2MgBu1id2OEoyAQDRuRq1499LhphDw3B3K86gq13nbWCMfi7oAVVCI6dkXg8RONdJ6YHsPoogG6YqA6GZyMt9LZ7O2QsBnBRVVRSPgVJrZQq/KmonA8ZjQRzglk5WlSTbzet2OCDmOQexvN4JH9vAxxwThOokCJ7AYnPs7VL+UXh7WuQ+4/fH2p/Q7/F7F0KYLCxS0o+fbUgiD53R4bmVPMMXetCwy0ayGwOzaL/uI/sTSUo84lNbKr2SLGnBYsSJXW33YjXkFzjCugN1zymQrtxs0mpDk7o5TDU1u7TzfZChXKg4SmrQe7hjpm6D4JJk1rLgNYRoEmhaykHvSoFD0ImzwhFmuaUK+Tiy8cFKWScS4yYqheZu9+MtO4/oo7RjJnC6hckn/VRHM6ltiJ/MUg4xiOwRN/pPsWkU4iR8TUR3J8dK8gDQxpRIkMssXmg3UQMNAj3EIUD83LbMPXXzAveeZX3pNyjc7x0SNy+cEgjMTap1LU5acv6SRmc1XOe39brYmFgon54hZl96+vi5jMTPWYyWfJcAvDynNw9ak3NJsoESq2oIUo3ZVOC+tA/j1/iy5Ccd4oIAkOfy+LWwdhNDyU1v7R7roIzOoksnDpB9SEq60S8Rj5LImNYonU7bEUY+ZeCZ5HweB6Q904x+nYPNwgUF0nk2yZIny4bDUcsdRhsBw35kb0XBepCRWtSkrOxxS0MdaMTk0/s/6jzc5fOgSb9D76mnj7hj4HoAOkEH4RcaB2IoKGwoGl2ANNLLp6F4jv7D1/L5z56Flk8pWc2HZbDdYKZHLIcVDYyNXVkAPDSMJfqpuCqHZVXiRg0/8vfWD3Jbk5Zxit7J5D0ZwdHnd/W02+gh22mQyxX6yVMRS4cuSE4857k4ddSsqfEXyGpG0tIuyXbMjmDWR/BgS0gmJYla6eJQV0o1PV+1BOwiyDUx03SxeDpXKTVtKxNzyHNueVEWBym00Gp9bxcl5z3BvhzOypzakVc7BICRWbM3ZOLdGiJiP21kAz4tYGvAJmfQbLB2VrRNm/yp+u+VG7x6PUSXBawhNYCMdoyyYVoQ+JPqESZ4Lv9pdBtuotxAhqnbK6iKwiOCOkSuBBhE5zqLGiHwVFmY1mQ4y2fi9+7v7fOf4yq/v/ottP2E9Nl+lW8KEM3gCXXo0kiI3CJ47Ur0X+xGgoOoeDP2i24NNRaHVVXZu5OVPNmqkkeUkIg8IhrQbSqIvgqcwbDy0tXu7rsctOllOzjQqfAorWAsWHnhAWI6NY59Gyz18d5y/BEgeTFyxy85vFs83HrxPtTBp9gikNpmfRIN+BmPmNgkv14TtPGTLRnIItcSAQH9c767RUTy1ehZ4yqH/BRopf0r+cmfpl8W2WVBdas6KAaI+NNGj57f++SbTmcB2C6HxqkcXvuHOjkBtn6dw4/rHr+3n8bhLg8zzlBCQh05E4JnY5rYk5PoCRqdG08aPvruoD7j93MZn7HH79082IP2/HjPPvQpiGc6ZMa5MibFDIkS2RDRpewI2zQKnbWTra1gLSbprV5d3ekaq0wQ+ZVhBHfwLTA2qoTcz1S9Enlf9LO3SK4FT2T7jN9v42Tsv3r99PHF/ez+2C2VwJCH/5X1bTmSSJqwdtpOc0366D2r7gMwqrMVtBKrYPeKFvoyoj8XQT78q9aPz2Svxe70/NkSGf7d+KyU9Z0giue7zoWeh88Vp7/303dj15gFNsF0mBr1GGnaoii5opcB/TpRxxv0Gcv3JoTNphlR5JgXO6t41p1p2tqNGvCHmWp14/5srk+znU0kDYGjxPoY/mosu43Cd3kIhI8WAlJvZdPt9gMRp+Y5OZKGYNqTnLtRwnNRxF/26ASmmCJyumjt71hXmTppknB+YyzN1iZsljknQm1Tyg0dsA1IxfoS4b43wDztorRNs74gRa2I8nx4Nxzof4HHEJ6eiGL/rynJE8jAYn9dxQmEM4jPeb5h5BWQW0ZcHbJ4o0St3m5MnwAXmSUWwbPRrRwAbZZpvh42RA9NxmrGt/ruX/3I48//Hdc5/KcfR+4rpZHyNpXXLpXwF2xCIXxlSTIK9HEJxy803DUCvkxkKRvtuflSlsq31EelK5mmjD5Zhp0Fa6BlOAp0uMmfyRaVJc9GDTfpifhrLPMBmIrskgrxN6/c8zY6mZ6MjjZ5HbrJW1s/h2GTxjS7qCg32HSYouH5cK2WgcQyU0axfpV6vQq4U/g1Pnxhl451uoOHyMBzHmyAnxO/tHpKh9uC97YfjAiZrWeLUShIysGu/wq4nI1bzsDFzn4YNGnlQ338WN/+r7798gzs+sXQ89B8mtpVceKEECK2fRUpxOa1iFY/76rP9vR7/MZZoyPxA+OJ+DJeOzn0+QfURFWEk2kIBE8HKwhP93qNgemLrE8Vyt+yS6vVCJTN0LLUFtWhPa4XaVvoVBYh+HJuZTWbJv71zGiiAORFSWKCrOB+tHWP3zxA8tOfrd/jVxK0oapbptBY50vIi4pExhpn79UA7qstG1BfiopSODKoRznuJRLv/7X2j/zwZ/vwz7pm5ltcgpLZsXpT8StrIsvt22qTvJXv63lb3Hn8so6s60XtP9r9YchJGeFNCWupeImGvtII180Wqn1mqFBJRbWBDhdKCA3advqFHrAgGBsOwivw1ncr/OVIFwLZ9enR3hXzPBB+RRRrD2MWIgWFHPFc8O6aNxj/Wt4VwTTEQBfHbe1MUTtFfhR5F5tZgjBrTDTJOtULgjOkzDXxRUQa5DBpOoijQw4fN0FnSQ2YC4YXzbdE+4lFg7Wm7VVIvaXYyf1EchLBrrzSJOW7IesD5sIkMMKzye4azmdeMbNKs1XBi1xo2HF/TSRaQWgx0aezSotyAIN3RkvHFxLd7eQq6gKj/3JFMcveWdfC3dQgsawlgJ2D0IZovmBrlx02/Uzz3v1zFsbG4Ve/9QvcT3dRANswTw+d9vwWXqwOJOflG8oCEr7RCEzvv0lJFNpy2tbTMyVUSa5SbuZ71lseheBhqVuL52OJgYho5aEb9MApd3TYGIYwDpD1AXmvypOoG9R2UJFKVlwMonIlUrfAazCEa9bORMeqAeHC3p6zgXJhdkHaKUgNBl0Vbb4oXXgfRwoWKZjWf2PlywT7ThsZAinzO246GmPKvN500l484ddvsDmJGvjiN1b0hAWG1xu1RFUSNdkUzho6I11nsf3OirxoVWhD3fNTxoyfJVrtgijthEjLvnvxPlUi5q9Ng7xz/m3p4TSJT/Wfid/PY9JvnDV6va2i/qnhVznrJi7sT1rZhOkeWcr3bd5CQR7cGW1t6PSEaOn1CAiso1sKOicjiG42RFApRbRBis24VY4POCP1dexioNPH4nB8e1RV5E4SuCvRIGiOrI/WJpyEVAuk6sPr2v06h9/H4dh/tjnjd72N9gWQEt5RxoWJh6QTQ2zirstyZkRe5Sqr5xYzY3MCX3ikScLUI68GOkf4pOUaWIi+9D1+f5/p1qgm98Nd6sz6RCxdtBAA2N0nZ8ZuPkgNk8NB8Leefs/jynt481utn2rsPtuIolJyL8/xylz8jLD5910BxdinyvtKa2ALgEn46vyMTlIVgECNlheI3Fzh+cL+biMk8hzTbTzuxhNrI86+96/kTKxKy5gk2fsAzEhj0sx21nlVr0mOJ5GBgHE3GUWhnbMKGfjwwf1j8boHmm2LQmCHYRyFVvvqPncF/vjbgSz+FJEH/HrVhNQL9gG+nYw3z1xtmO5ufsfEV9Qeb7XdWwTPi3lRTuGEhoQLhlwPePL83nxzKe4y1aET3XajuDxHOi3yZtlyI2grf6/AGhWqdgPwd1fJNeINHLd0oiyQ7HqGs+/Drj/81T9PK9mX478rM6DxWGE22wowia79lCbECB1JsBdZSCTKVWDGMhoHy9RQGCngyUT/GYtH/SgMEXwfLJ7Eb3MFeA/fEUIRgFp1KtvgidXmTcDmVQMbcUorojekfrDkZB3hQW8glFISteZxv+jqkoE2pozylksevsAol+TwdfjbrmwrMNfdLfjfrIN4oac3S+/WC4D6b9CESmjSWe2qE/keHS5qR29pWUTw8VU1UAXpqnsmjprXIwqdibnZBQPiJURdjCGDcdkrW16bdU0imtZlqGXjEacheiZ+c65vXJ3XyscSkjDeOjb0b1G4AcSRIEaEULE7DNe+4ubb7HsuOu4VfPzSj/fskxsOwIPAuBNsO6Y/QOwbae5kSuwCYEv4qk9XHNayKzBNifpuuuDaTfhcODu9i8s3ITWo8IqGC+yzbRoiS3x8pmztXDBs1xhvE2MJxyO8vgCRaX/6WHedyVJgmvYv1M/jIJPf18KZPuNXxyLkTMx6ja3jvJiZITzh/qpvUZW+Y/qxyTCVF55xpTR+pV5Ic6DzFBJ57ih0yEtfZvn+n3XurPth3hH1Zm/ZiXHT514PhEQBRnZQjidgN5QH6/8xr3N42B6/dn8aPTxSGpkTsDytumPBpTOrQJZ71y2z4EJE6AyeGh0ieRXlwv28ZjTJ2Hde214p06xoHlbzPuAvNCtWQ13W57DJuitqq/7WWhQHndSTOqy5c39oe4ewgI09extsEMAj/AeACgZuA8O1skdu2ZfezQjSCEV08CE8vG7XQ0kUOJa5vFhIWh1HIKZ1K7NMrXqlATs5xvzVFY4B+VVPAnt2S42FDgwtSMuKyKftK5SSiZvJT7LTpdAN40jaA3Zhn9W3Bc6QOm9PXbE+w8D+26sAdQtJPbWi4cOBc03+Er3vvg2N0pQOYVshqKowdLz7sJ8S/OP5FeJE0flpZqUf6fmYM36tX+fwZ7fUfY/fe7p8Ns2scoQBiPD+TwQ7RcZmti6URqLzPBqKOPsirdpNxMncFAx9tcJvoQyg/FuYtbLlciZO7Xga0fArqYjRX+iCV5QuBIAJ6NTO5YCLRR3FWyfPAX5rxqrUpiUEzUWhFUmIBhsJ8SIXbgd1Bb8a/MukAHXYbcpFXV79q8xgcs6LUAqCSplkcwhDWrKqJqVjGWAgNSuuOIS2d9V+OXUfi+254ELa8ey8Ob9Wn7f/aga8FAGVVcAmrptyB3V/K+1LHlKVJGtx2PCQsQccYGZx8KNP8T1+6nNrz6iuZ1kfSMgv33KTxBh8PUgFL45wRocSFdCL5jaB4v6ei84ZyJH+Xe8hSkalmGhK5YLqPjOeua8i1n4rHiDhAPxGqX1NUwh8CceNfATpvZo7fZTq/Fl4zSobR00093vBX0efeYQoFAIs6d0lRECRVk8xi5goaZOzGPmg0hUzKQQeZONhN3pvPXVp5fO8xK+MKaY+A9zbYNoPSAGQhZBCKwTAmGywJKsyRrjCRrihBE4u36QOYgbdpyQnkp1RJe3oDn3MTPag4h+tz7M9k64/xsEBH1bnt53+clo2wiJRCKQ9YN+0ww+fNG5vv4yVt/0ev2da3vdhojgdYFd3pEvuRgbNpHC9W13tGtT0IhgWymXYqid5yCYOWYZhYbGKz/Phd+XkbOSImvQzf+gXznpmJfnAtTKZkYaVG3OYEzIux/DgTjwSxfSmZ1ZxwCY1xi+4LMG7sk+7rcMDgDFDb2/ZhdT8Lg5R8aFgLUTzX30KProqPlbBdDQjdcGIB0PFCbN3Xs8aFxydhtdhhuwikBZg/ro1wDCI6JCoZ5aIaBhJeP6Lo5+BV5VmAFW2KZHTzhAH/hVeoEm1gWJRTQhAFtED3uIChwFgzhKS8OC1t7xSzyGrcMHaBQuYmbzWhiKhvW7HQ1gMKSGC6GxQlZZptbkx5um33v2j78Cex5F9+HUcR15qDz4exRtvqshg6SDOEIJvLXWx61Ojzb5nRH/7MIoO0BWRy0M3iDZezE0p5ZPLUazFOb1CR3qWQE3ZCkjxfJp3EtlU/MWhcaX6JmbaUHXn2G72/UjAi//NEO4llpqZ3Ea4Aych2xARnXM/96bDkIc8fQGjgJskvidEtE60Yd+5qe9sZAADfaa5qCf0v5MxosYrIYxOEiSVAZgg3dwV0qfpk5e68GIpTVJYR3YnliRCwfE1bWLV6/vjyvoe89K8j1EX38lkib/wmbmWDidDa3uQkzX9OO/v6cv8Hl/Kus5h5KJHphLycc81dLWoSmoBvqW/NRLLXRXABopEiIQ8nWUA8knzzElupatXRkb4spOuJbp72WvXRvh3Dg4lE7I+kd79Uqmt8+1DWKxbQPGfacaQz/q3nl08fejnv/rk0jPlGCt4KxNQME3k0sl85MXk6d7FpM1Kmeaw7wbn6pEsjn6qJ66FMJnFCNtjpHMPS/z+WT/9VT7/3nrq9Vu/5/AcPuUAjb6UwuGsL0Fhay4cBaDzyiofnel9qedfc/1tn4zt1zmsbHNLRhHpHbJGH403sriyjqxi1lZ5t/wK59t7uAUekXwRBnroZrnMrI9mxjCqtth6DSwRPOZISwrLJrc5LYPKPUPOhq/UGHd899k5ycH8Cadt065F4uRj0bsWhV+Wt0gOJmhKbwkYQdnjsPGQ9ITSnnOWpSnRioxRclGZ0zuZpJ5RQHZX4adm/phSspNJ5MxCgBFHSYqiQGCYyuTwTEqvhXU9lYxLP2Ui1FBo3LIARkssMbkyctXEymrfq6fWnrVmbl5EAZX2I/3EkgxVgwZILT+xzo+9WmYuScjFYCfhWebg1twVxU+YG6Lu7Y92L62f0/tv5d0/Sy+JdftY3v+nlHmB+5yybsI4p5uOdQXkIbc6103UCy6c6SONnYkgnBV7Pki/QG5L7pkAG6+saOkIvJ5PbqAhKQKXCdAEO8DVm6FeH0vySapBB4sgKGPtpNGYa1P9B0k1dkXVkyPo6TSRwpADtqIK+7XFK3CoGsVMFD9NFTBe7+M5J+M+69ZP9NCS17yzQ9X1ouRcs7vdeeJcbG6pvl65DVpjXBahkZ89f0mc6PlFSFRs9KbNMFTihNzm+gJmnhXXQCQhBf9u44/oDY1GIQQzsgKDV+VjCVyf8WvjSM91ksqYSViJnx0be0b5z62o5PmGY9OHUSCQODvAtm5ns0cpn8vcdvj2pT1+ismNF8HrtKuZCGBP/AknLRpQJnlGaZQGWmxCG2JPIGQkgx8W3obYTC0yVDydq+JExPGWmRpF35pyzqYDYaYZclUZWg3BEpvAw4cyG2Hnt9fTLv175jx1zvh9XZnG40u53hgLhRbHotu/tuQiZUxq4uhvIP+GUSUlTaqNFasSkskWksn4WH+fid/7/9ipnqOafI9TPb1xnpZ/WVl+ZS5wdPdBs/PHIntf6vmVEr953K4UCLBgDTpeTjQazqaqZ3y8xoJMB3eV8GrUA08+A2tiIJH8+R1VmFh/NZvrO1Ic4xkIz8XFlIWHQfHKWpNAGcW1IuB7ntMt8RAOxK+Qe4CHEd/zhFgEoAd8JMi7tH/KZLj/imA42DhrhCmu5AwCsD3P84dB4bNE1nTtPisGbYSXdOhYX7BMl+0Uzj0GKeDddrOVR8Fw1uehTQBm6DnmiIinK17cEYGSaosvq+COVQnJV69grsyXOs03TDxA8oWA/qIQChu/1heK73eipR/Mcq9dbwiAi80ZAyFHMnfiCRL8+y4kd5+lr3G85/EYd63+1XO/T8/077ee+K2izzjV8BxHtLlgGOU3Wn8NfRfb4iUkm5QmWhnuEWMxAesFvx7MWdR3qUFcbhxhlfIBXdHQrQjZTzNchyMLFilQngu3KhHHiZ9wQanANk1xtBMX3D4cJbgsdkA6Z9s4dX+kBCBI0Pg+++KOAIDJa8Qn+tROHFvocRkuVMXzSsegpOXeWloSW83PiYZotDGzzQLAo5TTBFXMshHQeZerlu7CQv3xxZMF6cI2UGVzmQ8ETWuO6ul0ZRQQkXBJ+0/kzAWjipHArBR9F+dx1IJrunJLDwF1dLyNJsVDFJG0fcC9Ryr2V1/plKDTN9R9aW/jJJWeZT3s3QePIpEioRahNmfLAWFYpPlr8eChryK7HKr2TPxsnedY6lnmUnko8B+DC4sILWd9sZcVgLlpCa4NdyENX0mFMIKIgLskmBdY3RDpqpAD3PXkEsPtP1Ufglf/ZsAmDIIgBfRFBSzH2Y2QihIGMlQTfhaPueZFxNheBCKg1V30uSLP6elf/ds43OXrWDjztb19sTM/y5rj0pWioikulpy6X/wXohogI5NLMuoX6y9QisjevuRath780PahtSnhfcZvZFz9xLh+uEvfKnm2daocT9Eng5P/bVOhGpAi9OWI0g/1/NTKnvjNU+t+Lf1wl2ZOpASdjxZ/gUeF8M0aWouiQGYESSRdKXbfmrBN35NmoY1d8p8WZXxHMxIQZ5jQcwZ17bzXEd6I9OGEKM2Clfsaq0aX0bRpx1fRrYR64uzdBxvL5089dvGKskQVB/XJEXzxll7RIbzGQD0jQkiulCRM3DF1PBmjC8aV+ObiZid/Ry5MOctdQYriBOk+wyPsFIXjvxEVCTtgiHus+634E86X2gxtZcgxJZuCSIS1AL3aXi98ZXlBCDQ9Elr+mOJ4m5dGmiDKx7Lm0SFPolZolqWags6LhzipPuISPic83ZfPf72mTv1s2X0ync3ZaODr+SqCPW+lv6gT4RcEqdPtvZX3/5yJX/34R9/jV4aX+n75khnEl5U3hm9wT+M4Uh5yJeEBVt5+dRuqKhMwLBVITkXZOCy7CBVwEUJzwQYH3zLZILWVTbwobx75xeuwX9fFia0E5GCADmaAF+kLcdmARIFEO9wQFwR1knEmYLCM39N1NcILgJird3NKjc/0OWwOEw3OSa/bjakl6kReOODeqIiD1v4EEoGMLYBRPXM+qWq1XKP1QNhREg5/yfwKncECD4NWRlRhFttfP7zZjpgHQ2590k6KI0hHApOyX5TYYr54I9JnAgadDgAc8Jsiu0lZv24Zh12JfEqlwLctjDbudtE+1Gmvyocyb2/v2+r+9vy3MlIrRFNdCHiI4wDnckYuEocyZUqsu7PV7PtaW7/Avbz1k11KP9XzfRsBz3jXFuO4A+LwaTo11sFGHGeRrsyyaku5xFBYcBJC2MAMVrc8XtU6nUc2vZ+WGlVXkLBLMaca5KLSlYNtYYYNHRVPYJavSmiL1KbmLjAX00T0CIvUQ67W0Ti4pY3bB/xSKZ7xMBoW0GW/1jJWxNRP7ek9+5a2P+c9fmueH4yh9994oFDDrdWC9ExFAuHh0oD/26yEEZnwvuwiWSLneLZxWrdiYcZ42Zm6fcbvrY3DXdaEWz8q/P1IrmDbRehdymo8JePhahxSTZBfsW/ZsRhn0T1+eY7eOlO+lk9/lvJpwP9ovo7AiyBuvddYPsMZYy0xdn9E+XOm2IIkFS8aANl4CJlLr5WQfkTibAAAIABJREFU3e5F5D5zYjkaf0fGnTVncMWddFzZjLpKPgPM6PheKDoZdnymZLjqT3VAPBDGu5fymzTTRH9GlsG5C/oX04B+9yzR/8XAREiRQhP+NTycKCp6GtB2DCvV5Im/RIIgLhzTeD9EFoThorfqcgAQiwhPQY3dMZSz3ggbfRoxHRmHsIlJxZBXbPdFIFG6eALpJL7J0sh9VpEoTzlCHgz3o/ocUTxHivHQFbxRrEpieZjs8wVyC9SrtARny8LPnSBqYSJBeMR1qTDIiP2nvsevvPu/fuxVP/nqaR9/LfVD82hguY0x9WcVIg9lKMN0wlpZLnTTLTiqBus7BfT57xmUkcwfn4R1PoiwpCMmWqs3n6kGmYzYK4fUJLSW9QkW+RUkEYbgFlWjLmBYoAHBRR1aZbEpW0+mJz8fjCDI50D3UVDGVGtOD77BfUiSkJk4xmoQUkdjUMYNzLj6dB9+Ff63bZjlPeOTTE8bBVVSUh2yMJmwh36XEavpbJEgb+dBXIruI2V93mCr6eeLBgYziaiYBRFvtjbBev9+0XBRrTtShwdTFYc4FE7MyjBBWo2/L6Xv8fu5H9T+9qU8frrvj7ctCNzQ9nTKg83HlgiwVUvdopLnlQUm69+xGuJeF7hPkOr9YQ2RWBxlVmtQEcId0ar2sDMLIiHImuUjoOwo3Md/XfUuxTqMFQ9ddyOGWpmnIIvxDaMKQ4hfpmTp2L8bppXsWIsnKNWozsgsCrqKjKJRgfug9rl8/n040J7tlMcvRSxShhlDxPHF14+McDoKcEqxA+DPJD3gp2lGbF6kWOQjUcomgIRBMe3BJNkeIt1Gvbj7kVbe/b1HFL2U/Pz7a1dbzJPPqNdTTnvIiBpNkZjJu4hRr7y8da3sMIzY5uPv/eTVoxZwYWalYfLgSMMddgLiPoXL+fPkGuVsTbIyLwqnaVhLdzE5zLlcjEiJJfDF8LIVnspjUCdbGRVJUZWWF0gqUf/FSTCqmZ5S7qIKjtox3a8wtIqpCzoAoOHvxrWALUhFBfQ9McRV1xZBQfPQcYMBBxPQm52MyJUUwB8mcS/mZZ0+e6VNCuyNNTx1GNDWg+jfawiI4IXURoGazcFJ5A3b7aPsHBgBuaPAzucVb9nwxZ23IDFTUpRN58IvDyPg38pjYTK2EUhOGOaXfE9mOSOZjHcPAdgp1rIkaIUF+DiWcT5Kn5p4Jn5/77v7xolk7cOvrbxfTstOpu1V7dAd4C8S2eeXMt229Nw5+GRYSFkygi3Ls6CfQyvw+tMoUWglmgh6oS7/DAGuvGRXfRUoIGnEwSrD2oEAJCaahXTIxSKhBG4oU2DK3WGbgfso1SX7jxJIyZt80G27WZCM5WBoWZjdciLBC3Ronc+z4xRx8RTWbax1p1zCR0R/xO+KLQpBQu3DfbCXsm9vb/N34e9gU+U2BOecFcd+1tCxyBZFNGtQNblV6drV71TMiOxpG61o2cl9ClJIZFYr1JQVVj790TOteuvTfc9E6+6J33u/u7LKoEg0twNH4BIhVGb99iMa+jSP1wh+yqf67pmI/jSg+ql0kKiUM9+Kuh7gLkpqRLA94SDVZHjxdfHCAu3FqgTRPGpx9Scayr+MYarBJvmkaEcM54w40ljIpp1JJAeaelZDgRZpPd9vNA00EdOwn0uw7622Rs9vPc2oH/uSwh/+HInfn+Xtl+5hv6cCIiEreBGdeYWd2HZDkOKcaFaoN2ZoGBBmsRJ5J/kqt+uLrB9c2+d6cvX2jx5R9Nm2v8qHX8v1zhAvqwE7IKTD0JQWqgpEqDcDw0QAz/sYe/x+qh+/lidTxjaWuyefU9qhAHegDGzO2895Ckl7IuNGE1HXsioBDLFaPo24NQJ1skDMLLz1HRn05JzKXI510prMgv7b+z2Yyhcz5lA4QOhH1if1PLGPEu6crwF2WqQgiXSeF5DEEBcDnwHGotdqT+Vw3TgnYaXLRPYoR/RZMMkhRGBXuoMN/W+cRx7rAsBQRhlNasnkBZhhl86lwE/hqT6XGKQrVQAwTDeUkZWW3gwHFe0yISFdvRk1YBAiG+uNF3brGFsaC6mUVe6yvZdCf0nMxmdNfdvQTg3QGpX55SAvhBlU72CMTpAiiKKS+bANb7ia6H4r7/9efvjaTeTTUj9tdPlks/S2H4llj8z95ZwtRHDmb0XBOKm3cgzPCvY3Zg9O+1fK7cYLW3y1bIsbChK5E8DGDISFM9w/bgnbcdP/dU6hEsXGrSPgCdgkwEXinADPafNvRyBC9PcS+OVECPlpNzMCdecYPV+w2dJx8cOcRbrAAasNYbuXl0jgHBfVfTz6uWAUNIYXEE08DkR7mJWRZw21NWRlaIYT7apraANmFV7khozLFAYzCFvOUIA5lq0y0XEBKQwXKqVd1StHlLT4nO2pTHTWuDpsPMKpBEdqbCA/qsZJIu2gRGgBxrYc5RS+RenE9zChfTxq/VDqSLHefu5LK5954NEco7UcXezeBbAdRg2nKgQ8IWM5krPP3Bbr9L/PdpePfW6hDXj6QaPvaFzSMthYITIZXCtkKjN3QMZU5pOw5bCEKGOfBqZJohGvLqlPwQ04EoOd0NJfvGnEihIOOlhctkWovM0BUE1ykQkifJNOwby0CDlkm76RzHswURSmmB3+vtb6qX36tT6zi49jq/yc8TsfCj+y+wIyAqOrEER0ufOi+BY1ZDcKA1UzJ4tvIM5qk3KGlK5ILIGlqGT9xrKg+aVXk/vlwP0ev09/lfe/lnnf5hquiWHE0CVk20c5WcAQZqHANfK9OZV3PEr70gHo91Q9+fJ7q5/XxR4S6R3sES7pk1TMHjZ8N35lYqIxVMVBpI5AJ8K8IyEr4g26Nj/h98ff7xyCutHqdl9Jc7Z6DuSoaB+3scJCtSlioxNft7mcwcFsdn22YnyEv2y+kxFpSOgwH5dSkxiPPomNKUSWQPFjBBMw+0fM8ECN1VVWLaKONUyzReFPHxH6F5eJ+gA0QSyca+vLQWDkT0VcTqPtxcRHyyUw9C9P7wjGYvwalzqGAzblwajRmmnog1CxrJKITrW8gAhoYfsH9hqdlvUJUlnVD6KYiFBWQn9lnYQxs80TCIj6wo6zujyg+UCLvJxfC/sufMncmS2/982ij1GfeyL+TPzG4S6fxnWrH34r/XCCcffR9xBIXQwMfLdbbpMuoH6JBTfn7YpZhSAXUBsQxIlN2hCYIxXTrAqUwZ02BC0A0LLKo9lFLoiModlEtgKOlRDx7XaIlBlVyAyJkqjIF/BXuA+SjwXCux/+WQjmY/VJlRdWHJCldIKUccdlW2pqRAqWc1SltVUbRqy21yhDRWIDHCRDlHIVDOwIHnM3S2FPuM2INiWGFFHcloxwWgkJ5mhJploJ4UjFY59PpuRFwICulSbnLYlUbFcyO+OSjFHh2XtwANw2OoIeP6FCeTP2R4IakeLCEQtqSu/qmWW9fXlmWaWv9vypXW/z6Cmzb2ReCgJp44auwejQGPbPHMGywZG2LPn5Np4//x1Fq/Lxbj3xm/OQT/upFp77Icch0iVVUQ7AqN7H1sDpVl0CxTNCZEKUIfOYABO7ir9eQTrrEB2rk73zrt1+AAFbe7RUWartACR1ux5QXbbGxNUKPQj3SW7opFECL/NoGg1eoSZLyL8fp5iML/0ev/bDWNY4iqef/yhvX6pPDBhIQV7krBE54m3hCFp7JDKSToIiMZvXQkqVERwinBAR+mIgNdqeHfzVQ7PWJGd/q/Q9fp9m4vdn/fjvMtY/jw7H5eOncoqiFFEc+eli++lYfD8bNF889Uz8xpUSf8xFp22uDjggznR2oMCHYMwTCqLw1K61/B7nJMJ9q0Fm4uyQCtsryg5qTg6XZTUOxj+Iks/PdxYfwPQxulWUHrcdThTa0lMTm+ldDez6v+k8gwv+Sj9u3Yw091zoHK/Ddr7TRBnknpkBA2XaeZRwABYHEidZh41YLBHUwEtkCMdidrp2kW1CUmRxARXdrOoRGNDEJ2EiCZNOkvXEPreyWwV+Nt/x4vWif5WcKEdVRETECU0bogwAR/iI7D7pEy4tF2MQdxADdAMCOVHV8CXKiDm4mDtSmLwU2qkLeF6liVAjOIVcGCWv2Yx5XOdbffvHWA4xPh9+nVfurHDqWrGUlmBOwIutR2FcCFNmAbn5sxbfD0zqUwqk5RVTsoN7gEtEXC/qSWqu9Rc/nAD1AtM2UJyK5N3acRA5MnRslCSB3Lh/kW3QHcRXbIUDHNuhD/4JhRxF4kgtWQXUTmaeXiDDkuck44ZHaJCenvar0+SK9dthtLOMIXlfGWqhIdQUKL86XN5WTb1IzyjSYPTwPKp60VQhG65yooRfQKLRsgkKi8gFD+sSTUQLvzGSJzfj8qI6hasWnLcPj6OztaryAC1VMU6iP8pkdpqoNTWZcXul9amDx5jxazPL+uA2yqYUBi++50ENkXqBtZf63bayIyJ08PdhdWv9VOZt8o9f+uEu97uoPMIhFgXGDZQtiiBMRWgP4C/InqNm4ZAfTRRLAFTFcKBzmQvBmsv68FBUT2iF3MREggBg6WLZq0zqUPZsb09i6PIFGWyMoNAQnfzvRZBTV1cA45eBCabryVMGPvw29smPTWWPL30pzRodNseezA5TmY2NOuIVjE8MKkywG55d50htYrlM2x03b1zdKmAcxJeKxsEsW7fhfRnRP+oz4+oH3jyDin5H1AwqTJD8AommbGWoqtkK50hoNFiP5ukAANy5MHddfuwXuNfyw3hlZJ4h2HyOCWhBwfAeqWRkJ5OYp47w34SgzwdEzwd8ThqLmCg47pzUd6Ih4mvLFdNNtHbx4O5YP4n6Bh9JkmnX7SstT2pZLghb2RJ5J/d0vViwP7gZmoM8x4qyLsFWwsXk1ThtnfgrDQ7egCCDSy9n+ojDcLOCJGVzTzEoUAOfu53aIIWiZgLEtq8RR5y2IiegY5ohoxyLswf9idXCwg4guFgrCbMo2OLRDf5CBAEXKFwI4fc2R6Ib63Cx+INFtyG09eL6uvgJNrVBZ/RnaHC1h0YEAbKHfXG5ZUFSr7xdTNJn/EwH3z8Tv7+60+prM37re1R6blDW0QXfWzPWxIrUI6MJxZoTCHUpjiTkdvavv4uHbVYkqUiICBhS4wBQRTvcbvDsB4tcqdAJmQ58OJzHXhM9K0DxQ9gO5HhSKxBIip9C1+jiBNd3XKtPEfbR10IL47DPOe2GVzU4gkLhcNgbq9U26n8ShMQOZlnIwzYzScT3VyjtwREPbEkx1rLqIB4VRfFKXQGX3XxVWIqsFj5JDlrjRNIldTjNiDBArMaXAElgATJf51U9R2oWaDZ+YvB7gMIGNngqtkt1B1qGLsA2ZlTbDYIkRavxXIBQPtS3X3rW18ZOv7lvp7enw4r6ucHfg3yGypB6+vN65QXnYbhqyMZG98v9uUNSfxrHjf7UZ/xCbFRxxNnJKhiJJnG2Idh3MY/CcTclI2c+IS3ykFNKog9qqyivaA08rAnmivuKRTvib1EYxN6iy2MAgoBTaNntkgPKxUpPYO7ooV2csfusSZAFjj37vid+9Ydxg9/f/urzfm9fxltrStBdWBWkXlmqXINA7T6oIoY5+RQDKQANfP1GpXCmVYzV+HvPk4QPPIefLTZbEls1HTlMX1HyJMv7f3Y6fByZ8IcRVNyTXLWOWfoqWCfNMv0iWqn4BdbA0MMKQE99nOXsuej0/jSXRcBMvmV93yvNKwq/YwrCSV7D1Qq1G5VCmC6MtrGo4mCaRZW+M6GPCjv+/Q60bnV3U1QRYasdv8kmG7UU9fAiEuwBQh/AFqdeRbUo2yPwDSsiwfsJ2DDFKEloEJHRmE5niawG9T/jcoSGLLOyuio6dFbX08gr57OhECN5wW2vQU8gjqB/KKZkWdIanqBttjtJ4lXUtvq5Izh9VDbUeoYdZ+MVLkfgD+CLcD/y1Q0MUWhw7OQCvQ06qJwny9tOHbTNljhZ4cG+qFoNmWnegEd3aTQJKZ4GoHhULO74KuWzn483QpZ++Wx72ugf1uEu3UZf72vflf5W1s2tfqRVLIISTTfxpr3RVrUxyp+kyJqvHsHHEIYLEASDgJWLHI0BZ1OB+Yp/JU9AxW8gq1oFxA6x222N7OTJH1CcirZCHB7GfKCzZIrdBB0hS5vMZ9NtUBjS2t7VNFO+GZWJAwHoxvI05KNk6QGGwez67kJun/0hlmG3RWZYFOupsoHW4z5iAafPOrYsh1ksMy6CFJIrW5VzI3s6nK/tPApFdecWquQ9cbgcWLBgWyRRKhbOTkZBgL+oQ5FwMWJMCrwIrtLWYh86G0z0bkDzJbfPTO/tp3F9wjhJpXxcBw6T3eOtXPZc6iMB9rVSBcpY4PXYA3Yo2N261k/l3ZeeiD4GSNd7eh0xhf7DWRuEVbBGcTISTQ0Nzw5mZNrb7ZEw5TQBE+NgLMshQViJi4UqaQRVl9KKhoJ+jSWngjTeZ9pwZMZEZQa7khr9imbBTSShqmEo9II+tCQoJ3JMNNq350+PaRvLp/Lp97GdrLvRPvd7PkpUVfgOWxZskApuBrbdx13ZJmrixVCJK1zkgroq2xPPgryeXm2XKWXIKDY4o0PsbiO8H8HD+3/0I1XmPQr9VM8PuB2j+C4V4NoNUoSGS8uvmU1kGNsK9p65XHsmfl/nNr/y6Wu/wB2t0GG1JMEO5HMNhOosMonm8SjqwrJGI46GFE0hnGZwTA0j4j1BNogvMW7c3OApxI3EugiTMGejWFJNkqwNuaJ2czCEsx+sk2vJ9QWwQuhDQi/uEKLAOurQ2fWSaYAXt9bZxaJCD36TKYn4RTRxW+aiFskzSmFSOe/Qs76wUFdq7wQnG4SrnuAnsnp89ZB/Seas2r1SfgRLEcuYBdSkvAKhRPeM0bFsOvq5mFB4tZ0IDCrJwU8yqABwcBNmvckRXnCpgEvjSbCpfQmRgHoz6PC4r5aAjB6ipV+9TbQNb3QxLictcRybdHElJx83jIOSw4AR0fQ4YONUj4Hao5o56xeqvv/7WqPyw5912Ggbzm4icpLezNZjGhY9WMWDjMqrN2+Z58+qlES3YrMj+QA0RCJ1vvcYjcZsyYOGEThg0MuVBYQ/hUEubA3h3BXaUYPqRShoUCg48nRf8BTVNpsgFrAqFKOyztrmihckRFR0cVfCNTHLqKrkEedzCz7C2kdmrlePhgGHHYmAcug7wsbNXItxXU2so8Z496KP7ymgnlFz/dcXKzgqIKLGKhuf7VSASMWlHx2CzZeCKoPuXFVmZShdrmmKrzkSANfSC4dTHRNCCCTVuOqExWDfl57p9ZNdLMu6P1aTYTVNJxMHKCn0qRl3AGYGi84g0vROzEc/1fPtS78tesz71fJ+Y9+YpCi3VYjjsIFbXzriBfos7SCQhU8QrRfBvHf6IL2OqQ+NRRMUP3Pi3XTEUWenadlWQk5VuvssMrOqSJFcbVxhHMePYiy7ezzlc913O3DG0PjKLhl2HNec2FoU8/y3fu6J36e/xhxXP9wFPAUXZMFKhJD0buGIshgRyMIlNo1aLxYh/8tmalJAq95u8JMoTixoPfABpw2T1qwp0P7r/dZP9Vz3KDw/v93Xh57aHXdxAIDsN1otzLguXUrT8n74NbrfBVqWy37y5WklZmDTP7+X+sNgHK7x4R1waChQfyVgEDu2GsQpYlHq4j4rc2TZgWzhXbBDGPzcTe7zqDgF9Z2z09co+gB0RfsVZp0Vhpa0ORDtbvPcmBwhFTt8z1ni4zZfFSOh8GF8dX6fnCuKb5uj3JP3tHoqqIYBh3sRTA4hEMGNGbblyeh2r7sUC57t5rCdBE+9aoTdbM3xXwgcC6JswAA6IoIiB7wUZ0JIdgpBDe5srIDTp52xcXxdnmuwyT7aJvbFQULhRu21Y8f3L7LxaiJ4gAjHixzlS29uuNFkHHvK9KtdUVSwAb/VW64haOFiA7HZqK7YaDYWm1rARXA6TyFATNVTUIFtckKwnXP25lEjTnprH//1+OHrWO35tb7/tdaxeup42CrrtFAzs+biIcaXODLnWILkm+/5gnXVqTWDeqvsbZjC7zbE3X+a+nWDmogpMJWfHcbSOMQxFBmLFxFDmzc1C3my5XG1ZXIp6RhmfGtp8U1uw49aqSgAsRi44Chuakg8hkTVkwbSzBwRHPIgiLADXk8e90PVZNDt9kNckVPmDqIH0ZTk+KMu+UoUDxolDrVzMrr9PP0CCdh/eIYkB4I3dl50xFi5V0adi2ZCCroY9INnkls7ZfGVfhXBPV4PYxtbbkj3gewHiM1p6F8PEVS8+BttWuhghIwcQqEwS1iTcRHZM/oMgFuJPc+t1L7Hr84bHeqPfe/QvHUGtRs6acZxFAC0qParWrmGs3z807ri2H1H/VjnnsNxj19f1TZBPRr0BjG3kHFwSvaSqHbgv/eDblFnBY+F5RfJQ33qo5mLtaYRMK04RD7q7CCSkmZNEU3qL9aVemDHVO8kYLKd4ZUUmd3GWjZ5f6aSGA20NjTiTe/qqnXs8BjTSrMwUT+Vj2PG74f/9uUz776U623woknAEKMj3S5Ceev4gF8TyEZgewTuncs0OMaNQMNIJ5C/F/SfcsWpTW5S6vKbHVmD/K28+3f9od/eXp4E+fBrOT9MCBvAoyIh9Lmh5QkosFFd3Dmmxj1VoxvecZhQa+9+fswpx2dC/sNf/a7Fw2zFdiZmSyiQVQxiJZ+SlMT3HJKXxOkolmc0R2GdUKRFd1xu7dfvDAKvSQDtxOVg2JotNfND0pJVBbz5XXs9nAFiSLOIVBj25KpmoojROdkly78X08vbsF6J7Zhfbi9toiq6EckOG4Ah6q1O6KgJpCeJmsiWRTkMbds0c607YS8EEjZUxaxAhvnkaaJMPVvg6uUxLFFvneLL/k3ukXFhcWAPANniE74g7uYvIzUSST6BFGwjQoZxHx3NIUAoDPCQobm4yngyFuPJ7eeFZkKhL2FdAPDMsmSVdM6yPBSc05YqMiLiZ7f072/l7e/l83+70/r0V/30Wz8w/WjVjiUYiUFbq1bgQj+y3Sf/C3MmpH2BfsSI6hddo8+2YrXVUhd7xwpq0Qv3HEaQOLfagIdQA7LTM31BwcAY6woexQdEznQwCorIiwrWSQx6hdnpDenQjF/Qm5i1Q/uv0JKkIoL+6FbjMLSEWxQ2BtCOy4chyAae8C+ppHOfOzSMsqZUhge/RN1TCBVYNCFvu2A+/wL0jyAI0idkycHG0MHZkcIIAZvs2xEiR+Q1zxvFXLSirjhu0MQmAJ1DRAFyYgrqI7IG5CE7azcL5BrQaaKMMcpoQtnhrsuLV1dP6/SYR3r2RKuWD07J2EPohzZJgcDMPokicvCKh2Q2QVBhxqytCYT6eZ3n2W+WH0s9sc1OH8WUCbUx7IuMxXWEuSB2OE5YBY3eIAJsxWJijcUaIMnb+DjXsJCP0/rhunE3yyhy+HoeAsWGtaMGvqRBoREot2jHEhlplDS6u6fWM2eNyFfa83zST/X8bR2Q9rkf7jKuK3wEoQQXtwN+bCkoZqgPcvbkA4QdQefjCV+QpKPlDaeXV1z5RdpXCccjXq+nQm4TGH44iElR3y/36HdEff5jbiGpH//TE+OjFnbEZZ28nUrnJ6OJYgz2kL1SA6z7MaT9zvTHl77W9Ie/+lKmz7+NGb9kZs91HGhnFroPsWmspxqVSaiJ2nHQi2KLmmlfXZIgS9bZBSDx0XTMub76yp2gSrhuu+IJLVhoyIcl3QtK+RAHv3tCtwkkHw4Lz9S/GErmevyLDumgzv9HPCE2Qh5iS7L7aOPYlgmzGQVW8raFxGl1++Jb17HLTMArXpvRn6pOt1GR9XmxPOYCrFGa2ferHmIDHOhiq+EkIl5sIBnNeGE66tJZCOVLRSK8/kHc3+SQWzlE1Rr/tqzA3i2YwjtEwlaXicUPh0EusKSz3UhrQEGCsK+UFCFHBQF9HN9nKf3RV2X88P+euV/r6yJ+q/eY6+v30t4xlueKWUKsDR1FgByXQx1g3Uv4aees+9SMtbUhJh6MPqhkBAeZ465QbFjrDn7CmmlLfoKpsVSMAUYfX1GGx7i6GRhQFg3dUCD1Hz0c0A/KrcB8vMY9xwdWEtKxLu5HlDSPiC/KWmUx8iRR7GIYNs/DYyZNFFYE9Qr663MjYLupk8pbkoqvXgH1bGSv5scqSlj0gboe0VOslgV5jd3Zqv05PZH4TDc9a1SacTgyf1pr/CJITQLZ/6XLmcpV42hWaAmo8TFyJAAsJwe3OUcFqn7o6yrffqkz1+oHNqhhXJNILhLubdFaIjqnmd+DqXFuOiHCjunr+gz6x9LT9rAL3L/3ghTNF8FaQejzAvoMMt5SNXbZYICXedyWy7davJMucSWS3le0bJBLaOwnAJzVtnZHaTIuZkB4kP63U4mBPPiTg5ML/u4ZB5uvtuYRSYfccXxh3009MTeePvQplj/UfoDkX+XzX/3Lu/+b3LcTg+j8+Y164tBIRuE+Wr8EP1YHVImShSTxkxmgLCqip73PQkpnbw04H+V+qx/+0avJn/4oP/5VPv1ax8bXsU2m4T3V6E0UYGHHFjDnjgjwMcBoP9cf/mqf/5qrmUr5YaaI/AkAxIA7Rn4GWJUhkCCg5nuFQl6TTaihKS5XiOkR9IkkC1jznV1SYZ+52KBX7h91IjmL92vrzmpWLyYEPjzwoUnweFLl1/nwgtf94flYY41N2O2KZjKQTV6tJzHEtQPviicVkMXGdjJYU+OF4nUa3WFmj/JDvp1GbaX5Y5wWoDbZE4svOVmxRW9DtwtkO7B1Kvc8PnQbVRLQcqYRD+0qAo4MNkikwnnSk02E6u7kEkrSeS14Se7+g0BmG4FZsYOKxjQb4jBqSQ/RB7xKpI9x6s9BIxKRDx090gbYeU/yKY35y4anDhiYGE0G3EfOZSrXWz+A6+m5z4BsAAAgAElEQVSu/vbXunG1n+rZhry5WWy6Ff7Q4TZnnJ59EZ3TsAEMGzih9hRPxA7uDGJs8AiRa/VMcRLIHj3h8rCqKlMyf19VRqQJA1Pw4D7EGi6fUGrAGrywMCiiF8OGXgpF9EzoHzqQ2qsTniBrtiO6DJxprGP3K2qiF8tNRDd7Lc4XvYlRVXuLN6w2S41QtW10JamxA3XnNN1E24J2yVK+Tb6NIVrUxblYIMh6S7EVQDG2ulwmOJTOJNss8E6BSDlckYcEbsoQmUGS3IrkHETGBTD3SfXiBCp9nya9jj1+jy9r0u/6YDNvrH0HEwrBYzMeJM06zk6cpmJCqR+lfC7jAvceaI4Zv3rYrWJWDqs82aUqDCOOPW9gGYQIy3XSaSiqg9euZ5TG3SubPe1MELKo3P4GQm2KQWIVDzUpcrILWgkJP6JyEUxsG5khOuiRYyYq4dFGb5g88EIA4Vf45baWw/RTPT/XT7+XH76Wz2N+6d2XnvV14GlBqQ8ne5qE2pWdQkQRF/VDMunJQzICGxMBUo0jUikk4r3ImSk12srb/Pd+N5YRfR1rX//qlOnXrjyMth6xs63AGOkb/Wek1PG1BfPblz56n/H7b/n4R1/qiQdWe/zg1g/hQck3kYutFsgLjPRIQb7pBJHFQlVk5akEj3nd8e7K+iokcvWEBOlYtF5pmGVQZR19a4nTAZ140hirX1pUOCzjGp8HJnJ9iNXyEQnbEX2GwhyQiMKgkXMeo/PT6wQGG2aPh7Rv9zqCBXqj7PSRc9RFqwDPqLSonDLng9PR0zC6Iis2D2rtGVnMq6t1W5FZDDa0X6Wmig8lGTbSVc/S1+0lNsoh6fdD0Gnr4UOTcDdk3pVbE47GlioeZMKm824Sw/V/af9nTIaQiwVNy7X8i3SSPESoyjxY2R0wry/N0RUbQTeOtLY28J21g6jtNTbfAmrsaEfveDkMjdwDWLcoBh8BquY5hlGFnsHXFgeg3e/qh3/Wvsfva1+YMU/1nBvWz3Ef6/PL95arH2a4E/rzu5cbArsIsGhPgqRbwSZkOvp7lx+38vgcJKT6xqSD2Kru0Oq4JietePq62sAJPeKKoBAYv3KUGRfDnH6rcq2x+Jnuw8VwRGhbzbuT+IV34RvtJVRlumH6UVLNFYlPkg9aNldCmtbbdvYj0cFl7xCCmweFqY9QqCXJDeEJ3Rccwfm5YcGFuyhgIF3FhB8SMMCXkgGmRsRGB7c/0+cAwk51k8lMXMfujJjn6xxxk0RN9NcZ8quuU7LBQKmc+xDQEg1FQCLjbsUD32XJlxWDsblAgjlUVUQQjDBJb2/p68yfkv+hWdZX337qid9hdxTNd2c9i6SCO79MHbjKVi8iAtklRD/szGO9UvvhLuOg0S/jHr/3dFQg2fx4EgAcRGTycQj2ORWwK8gNJ1ehIKFJQXtYsbCIQp6U3cwg/7SzBtMK3Uccxqil5OwgnA5IyVTC1mmN0GLyKVhqmT596cLFw2GzK8HDrrPGLjXGdw5xKEaDXEMMnknF57WXrH9pX2JvqjARkRoD3XBvUPVrrlA8cAcBPxcZi5qO2CXUJjTO49NQivwol8u4k6woUSZo67MvQwHf/aN8+m+/QO/TSvyeeUEfaJ3qnK7v24oKVyhqaETBKccJrdPt/v4ZhLR+al37ed3j9/mv9sPXOg53sdP+2irNHExMlnlXT52FO10qzMBeTBP37CCNaIsgHCVONQmcnO9LNujhd5EC9dMFdvNpnt6cMflWMNvB6TtPAjGjkA9kj5Alchsf2rK+ZglVlcnJa24MDSwcmHHOSvSME4aBHaayafShzI9IySjhAXQwpURS4MTjbDaSZwhQKGfTScjxZG42JSDTEPe6NAlhe7T7TRPdk4FB4tyPKjRMqSxm6ZQuOrSvOH5Fg/jCJYN5PYDn0pHtT8mk7DFwz8MFFkfNzGphYqw0sJN/Eg+XHBCVBhzZiO6ZkH0KMOTkUR04iDsVuDP/fYqfTHRL4l2genIfLEvHVBz4l4VW2SFy6xUflodlnfunJ37lh//2g4/72oy5D7useGveyXPAcIfpqXF5IDgp/AhZxbLLbHwba46Qjb5xwiXZpOjukc18/YFMTBQj4reY3g8JWYdEmyBhD2AnKX+ACKBFPDQ2HHpL2SDhB5b45F5lj+Vb4Ys1o+vm3T2IOz/GxpIj/bQN+MS75MCOcaSFiNi/vGi4tAzqq6kGhP8yBy9vea360tMUCFQMvyD9i0NWBo/aOKAF2bfQcZZhGM3NIrJ3hgKQetKPZ90pvHYC+mkimxjiZHSk+nMucmlcDgHB/6fuzaM1S6o60fzPe86J4dybd8qsysyqrCmzsjKznEBxwBZpuxWVpU+LKkREcGql5aGoTxlF2glBRcAB+tkoCL6HPgfQ1qcg+MS1mmqloNupQUQEBaEUQV048E5E7OG3d5yL5s1Mtb71rbu++33nxInYsaff3jsizNmn2M6IbfJWJdVbzbgiZTB9VpDTQTLv3pFrtUIKs2HDlFI/EbCrE06Bp+Sa11X4f0ODOEVJxu1ynMNmW+N3bY47pM0mGMUaw3v/ddA+mw4McJkjDsawmlZpf8txDicL9tuizV3M8SfsFOKOLBHOW+/plhCBoFT2bGw5amVTEKR/x/YSRkmgDbLr6mjoo5HEnpFwvBiuHSzBLfKsvpmnDIQYcrTswf3UKv2VVKRlPxxjRqEe1siCDN8FKA1ZhrrNbP03pb2yuctu3ctkgX9zBX7jvIJt+EEr6mjgIbNQB9extmtIMwo8L6kbpjUTOa7OlN3oUQju6ptwWSD9O623xu5EKkGu0JyKul3cfnUqSsYv83JE8UA6heNk02ymxRoDeAxEUrRcYacc6uLb+WQ5S7Cer7j8zXk/Ui6EDu6LG8rVYuNoD0sX9Jm6yepFDDqD8y5mji6u0+fjC5arMcKYgAJ0ZW3qCLg1s3hamqRCh4lVlct3GbSDWTKbfwMnnqs3e0+XXUCR2MRZowj5OuNb994/tjmYyxwGM990HiGmsBSeIawdtZHmeSsdRnuZa3BaRywG9TE8WM3FAU1m+N747iabKteM6uPGsZtBcNCj5GMd6fBZE4MrhDqCmZF/3Fy4SIG7wNEcBzvplxqJGIEUpCLxe+kDKY7k6Ql9FmiBBEEEImhtBKCCbEAXJATDBlbB4xTFCcbuK5YnGcXsiBMoamix3BozwNw1bWX7I11CPAwEt/Nbh7ZR/13U0NHr47HzpSji2G1lAy46gBiS2JOZ2eREzOLzWIEu8lLquzqsh2Dkyxb1UAboZP8g0VuZL0DFCWrUE/bEaYmRNBgFs50qcBwFykFCCUkKH/AaFJbJP1G7RAHsjuWEMRyjMjOT1HD7UlKRUF3DbCpvGPGZGWZbfSjiIJxsu0dFFqMEL40ecOpd7tKyBdQtyBj8pcTOqsjMyVIeCZsmZhirHo31wegScLIIY+jMihHJ0d4IejJJZMR2L0mdi2Mh6WqND6aRCTv0jKFztNKTxn7oBsCDTAv0K6sRRxMnIPC96Uxjj56r60+9eTI6E+QiraoI5YpInzcS6dWyxm+BfCcL9ptPpLDdWFGPWerV9ajTitog1pnCYpYautIKo9S8WBdeKeK5mWhf+PouB7ifrOm+a2VXT05W29JWdB/HtQ99KMG5wugIjvCW4o4pO98UMrqFDnS0CSJkbkQP+uvwXsSiA/SDx+YrU8/1NDZ70HEY8TwV023v7uOgEA+0QiFEC9wBkzV1/UfM4FqWsU+8SaHDrn1QYMQLwHZMsWSTdkvJTCks3DmXFn4Y+OQAB2wkLGgRqZksoIYEyGQrgYRYt6fGARSIrkSCJkJ3cPX1ApMZMitPvNcAMMV+5XEhbl2f9m6rCbfzuWT8dsV5c9QwDOwxsHZMZ3DgsweBAqFRm75nqd86wahvAZ9n0qI6pk0QrpxGyzl2LiLVSohHKmTJhv8xNY07fxIgzDKPhouYYhICYG2j6585bG1ls7Z/pNPmYD6HXu2CPz2JdutMyKQtGBMy2WvWbI96b1bLe/CD7YydcXJtjvaavhHsZNPgbhUiOhYupwejo6rXsft1tF4CNCjOBJrGFRJ13gkzsWkq2tYcfSJkV7CfjeAlTyJTAJNuIBBOB37D1yOkNGMXn9KNS5yz3sCvso3MI2Z9V2fTUa9RjAIcBlobOkCbxikBkHYg28Bn2zfrT/AkNngT5CeYX7M8ddAGk3uQdYPEx/VTM653G4xZx2nuKQ44aWAl1TV+N1TNeK7uwXVzCnXZDAEACW8ncv3tU5TIjnSOxyYzIh/lkQm1fCsIMw1G+pCMaeqejt9bnvxwjIoSTYNaATB61yopetg52fYdH9YpSEKTkf91Ezd6sngaDtxV0AAYUlGpcbNjxGfG3hrw2Yl8npDUErpKawzJ9h6p1AudZWBnC+T2MLTtl428p8mP1HZbosUgL725cQQ5ANv76egUkRZ3WIvjYyVjNgzPTmRypOifPpkxSiiT3PqunwE8IU9tKyMeS8vkTkrkVIsXHOcgoQ6yLJ6YfX8OukXfdSB1jV/K17TjE1LL+LWVAnLN1Cl/HAvKETMShpxkCKvo2ohV49WyqyeXepb9Zuoa6THSSr/ROF3rPCY/ffgZH71Qo0o5yKtRHTvyKpg10Rb1ZSQUyzd6nekU0Wiv7IfsrFifRRkVpRiIhVBB3N++ZrWHItxUmnQDpORyMqNvIfalfc7RJ1deR5Gm/XpQ+G21sPB8CQQ0rdiwxGD6LOgi96iPwJieCNdHCnSnGVt/4aAptRkMDrHg0BwI7gG5mx35HiEQYBi+nZ2KrdNxtxRYlrzfzi1FKEZxI5P0vzDDRjYdhlnzSHjoBjuaedGJ26iVnIswLi5NOVWi5h4XOa2wrbKf1N5nD95kaEPXAeYluR5LLXoSie+kxbeO1c1zzSFApoja8vmRxAGqFp4MosVAeQVreFoZldiYgFZ2UOST1iRcdI2aKOdQTs5mZGOhyUUgcjtrLRa6NaiBN6eDOvVhAF5951UMOYBWdS20sVeuNcvwDtJlLhuDPgdeOZnuYeyZhcp3JjnryxYXc7neQtCyxjr7oKZ51aKoTvop4RAcZnMoVD8nM8VoMByHiOWQz5xAIFIzNzruUhcfe6JP5OQDmkDotpmO3l0e9CkeFwlbusskSdL0lOWcpFjOUqYHZgMrNZ7THinJlWSbee6cI4iZw/ahOcEosN69dpAPM5MbLIyLu799upTjlwOIzpd6lQX4DbMOaiMh6frloPqeNDWXuvnSngzQFA4QBMcHBQbVDEZqQPoozYgkncwFnk9qB0xAx31GJsQWME815ojPRdEASVFYK0I9ssbjwAGqSpJcZOOhG5Swq+UTMx1O0Hod0qkgw+d27E2crWZQqjrvmR9HzL8SEbNeLy0+R9cTJuJAkIYKoctr5cl6umJfrPSZKbPtG93bz6wlZoApQ3fZdAz/Du0ub+b0cUoiq//BnEGcwlM1Ucrayl3HzF6FCjPASCX9m4EynqkslSgcSbBzjlJXAu07vS3CmCdPAbVB5gD3BWXtqENWTH9SOqBicbQdDIMlp98cIyGR6XpdOZLa5i6tP3V/l6o/JX0hRO6y605Z2YmLI5TGuFukA8BFZlwfhqUdEfgRWiDWM8Bg+qYmDKSycXhGhdM/Dm1HH2UY2JyJYnHiZtWF+zU7UgCVyO8V9gPfGHnP84bj7cEMxEhQuT6UHSMX4NcO8du/rW7ukozq6AN2I3ZS6sKSyqxQdVzrHpY1ofc4mQ9IJY0dOI3B/J/dOhon2q46ZgAmGZkNWnXrMqit63PZK65UEsW9trkLW3CVNQHPMwqCr8FxugVNIbKrSgE7vVsnY93cJbWVLGm/7pc7c4ZNbmEIKmRcG6MR0oEfhHAOEePAufceHNo9WhFsN0iPYM/kchH1Jes0h/pevg+yrUh9B+L+Ag8Sa7cA7KIuY202oOEnvoQqCHiHwXxo54SGQVkZW47krdb+VGMvRjEMSvHW8wBU5q4yf/BdWQbCtwisDYPpZ/9NU3YJ7k3Sz8l8YyRHYquDviP665Nm3gIOZNKRBqvalNXQ6ZzsvzIdTt5QnQ1WMIYOY4uL6UxCr+nwpwFaZv/P21SwN+oOHqSsnfzYb7AyDcGD+tyILceORAMQcMymKZhNy/ArEp7GvGIL13wFo8dHQ14tv+l7K9oBKKkFZpYVjSntLLFhFVI90JOxa6Hqlyo7Vai3bqSM3/JedHQ5uj0TICkaLVIcHbXBuDaJTjtj7gV1KHxWppW3a5bMg/VfvVTOfoqZEzzmtN2TJzoLbSjmWEKnxjDniqTw9xm4MU3dKDD5oH8TPrcnrKdVJwWmvBMYSZkTp2OyI1oTk96+Jnuv8oaLhqyxisaDvCntiD8YOqROkA1H0Yw3GwwrPNG3nsALZIIYgBd8b3GAOnbLtOSu4fZpSEPH5DAusd3rThV+GHWwiNm0P4OdpmndhUprI8J2knaP6zmLUzLHwMwJZuXABPWgycbUOcGemNI3p0nanNL2SG37xAb8Tta6ymvboaNUVocd7hnYxkFaiM0JkRGBofvbKG/uqqu80l5ZTTSX0tPSq7pzPYf2O82AbToj4qw/IEz5Xg2cTh8EkXuWQwr3YcfVnnRqUG9nX0XTgwTpU7CjQ01ihKVeoOurxeFkURU/06g4/guBTlgcbgfLKl1aqC33am0yNPeSYm29cojllnpNzR0t4L8ADF7jt3mC5ytplslO9Er5ieht7Cp4JtgChpOIaL2SAVXj5EJNkhv1aH7y4jNZKiGYLP2cOVe5mbZOp70F9dXa171bYpiBsGLd1MyhUuIYqA3BjP7pK8YRh7w8JZ+s2xbUA4r3bg1pnyq0FZXB/E5AJUdwsSyDfYvVAAcVqIFdtdpvOGAIcv04m75x945olT+LCloOwj+TeTADvFlEVNAd4pMwzAgpRWsE0vWzIENGd8tnhZFRkoqkIGbslW+zfTnM0gFEjFGr7RV2ItaSb2zmc24YLBhk26ryan+g2VgHgrPicGNi0Bs8beuXbd/LaVakOsjwZ2GFNGFrOjWBIxP6vR0UDdb0Z/bTypyENAxDcoMScnGXcGHhLGNEv0oBrQLdWek/wL0ckJbMs8yRkgVowjzgOS0yVyCvepaDUAVD6FnwUpDohhXagNoTpbS+OavupVp/GpIYXboSDHOiK1WqF4JoAhbsEzEqqCfYyMQ4r0ksFrvRwRl1UB9BYg1o7NHSoN6v/Q+1vqJ2bzNsnQ7NXO0t+vFsCc7RyYqzWHQaI1qj0U4oFxdEqDKItFIOXck6caIuWgzIpmJ0LCPOkQ4cnfVAPAxtsnVBkIZuB5EdSET9R6U6zi4Wm3SaeBMmyFGw0pCCBdDXlMFoxRtgRexstp9otxtp1thdbdyaGTL5OBx2ICCjKM8SGqKhBY4y4HACko5AVaQncGaamBtBiHD2VfmgNXUzjtxr/JtmVuZWlUrar0fg2GcrzhGJsObEmDpGkHEnccwk0tRcIp6iZt2DULqRFLqQkncLA5Lql31qDjHMYKfDXW/pgFZJeQPKOHVQ9RvI74ksWAdO5tE6nSp6LALKosZVmANeNsIYR6QP8d6CslLabQe4l7+b15bTHYyiSFKj7jsjLD3yr8aBs36eCDVQPpp2oAAh76WtU8XXL8sOr4ll2WHCDij3Oi0NfGiiP/J0ZGDHQiOIEoIfqzaB04yuyKIiwEtxshwxUUZZCGZvFHmIF3hxtv8qkavIGDlSDTA7UpPZleVbo6WGgkA2005M2j5eA/RhVOY3QGvwmjCOqnVNP8cag9jgNNFGPcdvr57lsKCdUup5glblIYONduKsXnIzrqwy2CwciHzqvlHNqRJEi4NoRwPbH19bQWTE6YPAmfWa2i3qZtNdVSeXjQOuq5CvHhNV1tftiAgr3RRYJk3po1XFzQIm+yvqt0kpxjNYZ22zrfGrxznsnc1pnzN7sJpxQz1woUlij8XzgxMrFC4s4sOfQAEmK4xEEGG/pn4dP4AHeCRatBPZ92VgwwOYjP9NDvQws9Mzi4scqKiUvRxm7uZsBRdoAb+8/jtLByL7oJRM43ZKr9hlR6Aln6VBsS7UICgIHsuMNxIuAjTVhmBbntU3wmYJA3d7ulh8m1ziTq/RixFmt8c5SBM4CG2fNeO4UG/SKET5uuiLMAp0uA0wCCUBu+otg7Q5S9EvhhWTQAgAgTyQbnZkXsAIBebd2s7c2AyJBrhd+U0mUTgtAGAWKgX2HmzSckYaEmYGuIssR1Bh4o1PuHsyUsONUE5p5gJulO7pGAWEG2/JFCJqtyfTt8Sjo7VMCvuTuww5IWB+UliRmE1YcWbmbPAj0uimrbhzQzm6ff9i3D4Xd8+EuFsXqMxIE5nZxOoJhUL4QejPfoMGoURjCExNo2JClGiULxRDHIvl8FkqHRqXBlCg4m+JQpfVsLXlJq3yjcqL5dtZOiMEjxDrsbwhzxLBmeMowID4p25vDSIsakeGD4ateWCpKY1JbWGQxAU4FupMw2X4IGPaMc8MjlrTP/3FKMj+3gmudBYa34O5XkNaRs+Dy8htimFuEFrVju02mFIxcGtPB/+y6ZNs2pk5BcEshEIHro/+FR+990tQlNRUEYmSm+4RvuyfKGgZlLYfu71Yk5AckNV2XLPOicenD8w8o3fWDUCCi3GMSh+R/cGGeEiJreXep8yHXiwAezfNx0osv67xi3GH24eK+hGJY/c249kRR9wkwQYdOyiQ2f0qbhyNtJ3j14Df5rVtOZPPrqyyh3ioo+lbe+ewGZE+Vvp0CEagOL/k2AB74oY2rhBnBQyM4KFaVXDQ27AliaruCG1BILOWkyOkDEcBWLfMpkF3sWdjs7Im4IrotZ7AQ+16HJUFXpjdyhqnmvUtm7ucj7slhFpLPdniD3mlEaQ2jNFo0QH40zWCTDV2nQciJ/cIJ8i9VwnUi2Myj3acjA9qW4sNtc6zndK+dWPZ1mXxK46djzs315LszOvcMtY68XI+PyLViiitE47OFjzrCsnlp1C+3zqRdlodUz1mY5HTEX3dZGZnFHl00NdT9R+ZVhAQYelAUNO6JVb96lzY4EV7HxGXRT0MUwBpnAmZYNFlcnvEpJb466NxEfDtvodpI79Wvkn+SuOrYQsSr2p3hc7eKLoj4oqLbxhXVDNglTWXd5Kugu84gmCoGCigJXgGvzqY5/xaSSoKE4TRoKkIUxYBOMVJkj+z7YybRHbEceotCEQ6xLXLgqRkLeqLALeAVjrROI/IePAsol4aobJ3QDcRMq5Aluq7J4ZkOnZJ68UWVujETAGJy5QOnjLIyYxVlMEsDQ2tHEPG0TMz3MXLirgFQomQgmYGM0+hiRv5PVm2HGcjgINqxsTpaIhTpHXGIAlSV6Naza2yq+fe+ai7eu4k4vAkmXNKs4C9RPhkiaDV1yb6s6IHYGGJpKPt7HsKj5peJolbQ8I4IypNzmESxdLdC8zQKQ0L+JWwVnZEDOUkTOiPUkMYr5cso9VJTkUpGWZO3RRgBzznKMFXNK15ulCVHi0zm2JHhGAaxMgXDiozuuPiAh9Nm1Fs1wdl+q/xNTcosRcRFSyfDhK64as57zGY0xuMJJNoYAAD0ar6IKMW9S4/ObcPwDmpL7xl6p7euWs8NE00tUcErncIEr2ys4ajW+WTyHf1gknKB5rNSMmgKfQVeg5AKx5FQPpXBz2QT0leWog7oWT8TtW838kw1V09eeVMGEyzbVkR2u5ogyCBp8wo+VFZxXNdiwW0DULGBgDmlPfjfCIU4HeyHDWxaFRqPLH3nGS82g2rHpXU4tQKl0JEWBzENY3HwWVsymonfFAa+cxD3K5DfPoBahR5dsTdV2zcT659iuEW8KH13sl7jPKWhLOu3+YRJfvBPB0wSaVeQgDD+46K9TSyry1YivUfhMGqHospH4vlAPea49o/n7faOX5YdhF1tfNkJkha9tElJF3/zbQuVhEHaBu0PrNTdLD42ZK65zpDNOVPOSq22qmjN5TzDItfcT5v3xjDroY56hF8sJcMz4Ub/mR6gt8n5BnNlBLq4+HEUhdQcrAF9ZUVmAvwU65LuoREPaLk6dDL5mCDUwxGpPP9JErWxwigbVNkYYWwtcLTsuCktgcrDGF2bWhc3S/bM3F8jflJfniW+zWtMbpxKp9RSg2rO9Cu8xCEFgHpqL5LFiQmUIRcXi1fMUk2uV00u3UUjFfB1WJIOiUpsVqYDRqEPKHivXFuMXKp/EyjFigGpLM8xXmfQKUexCLx5Ub29ZV6cSU9om3GEfoMkBifKG6HVTSzvTfz7eZLqn2F6y3q611M5y7nxKlOfKK4F0gK8ZDaBVL2GUBPcU88bjQppoHPoEPBGZVvZeIgBmHEp3m6oa1Qt4uz2dnFdwUSyAkjEEGNK6XoE4BzkUdBfcKo3FXNOwWXmIUKcBlO2YBr+3Q8drGugT6X9s6kuJ3aIuGJak3rEDRoyv3k4p9BM8DBCpHRNoBwgiYGTWq9CSP/Cs+yzhmlC7T4nEgdBnNZB+ZJXQQgiFGSll2lTdAqHLMwU89+NghmhAkVZzRB3E0GSHoMc6QoIwNFxNjZUoljVWky8Kgb4a9RCE70EjAJPgUxmHKLGXtCWqF+E0nBxLtTRKoNiM8Z/MOcBtONbEfEw9G11qnrOeo9Rl8OCYxC1RXrYPCA4VUk+EqQxX3Tuh0o9DsHuFGVNrNWAEMg0QR1uRxJQc/wPnLZdV5UmUrKCCDEsj11ozPT2iCahsF1CXheDCU82piAKTvSMbes+zDkTsSdmE+E5V2qPa8ph6dX7ZRkl0Vd2a5FTEyf2fVTxw6+h9hr14F29A5pHjRzabf0J58saw6XXsXtsBFr1MywKA5frY9oAKsPvfDinILaL60FmD5B+5YHGkiwDkCuCKGNvZ2PshnZfVd9hX4F+Gm9lJHVRt6Y1KtJ0NqhpjYAACAASURBVEMrICBcqNgBWAoRAukcDWuqpbCirVw0+f5bfWjdTvHCEQrSv0lDKhYA05d5v1Q2luUSF9Le2ZrxY3RN/oDs0iH3wqo8NP0g+NSNwXyTsBsgiVHcDzCUvrUBnqKPs7tS4QyuYhK4XfRDmhh9lYu30tHTCyna3ipx95ay49FGpECJPiKZxtXBs/wmP4124O1LJBpFuOrxIcvnfKIgz1p/G3frrp4yUsk9tn1TcC8Mi7DMLCszJ1nyA9psjYajNKJ7F3kt6qbDMsaRpsuqghOzRBuGth2uW9NUmcZnwzedyGcfNROr1zTjLXzZgliNy1uAv6XFtTV+BEup+dyoyc0SoBcXTZoSI53UKqhINHeTnXh5tPERwTPD1OVMCxSZ+s5rF+Wywlu2XJCnRPVvgJpSuRg0KWVppP3AgYEgdoWmaRZD7l1wO6IEq/6sYVD2QucVWwDjkV3+cNVfQScggFDJQ6N4JJae0iCrdU0OBLV2yeRLicVpaag8VEfhXSsdF4zXDzbiTIGhLQQMdIE8JVpQh86cjA771qY4rg0fJ91hFXSswdUAPmTFgbeEzktIrPVkgCoL7H+DPcuyTNcMkFmdbq9x9LCxTMdmPFqqMsLuhbDox51bUjwa5FQo3X7aYlSgDD5F/51EwI3nF9VaG59Pr2QRs+JpuNqwzSAWyKjRzpHS5I9y7EQBvLDmKln5EvZwyNaJJ3O4RSnincisiSspEgcpHQsJLA5BHsvoQYI6wgAfQizgkGy3/krBti8UyJjr4y+FEyIb/jCYeFOQckTlajE05PEk/sDPsl7vmJ27HO3TxaxEZQAVydggseVPAecH6RDUAPBEmQ5O3RtwO7NpUOWDjO1EOA4EP6wLbkUeON+JtlHayHIYYvCgl8mCWkgdX+UuGC//2+n5yHoe2RsHwqpS7Sn+ZGwxT3Riq8EXoO2QeAo5DwX41TV+C9ZKmydS2gGtKNO6aLaEZhGVoevDQbMQlJ+N4cOMLmWcYj3Hb0F9W6fS5rWpHOeQkIGjhdMoyzKniSOeTgB5OnQD58KHKMjTHIGfkUkC+TMzyyBNDVO+hvbq97kogVjtwmYAPZBg4NGKBvRQZNzIILIN9s3p5Kp/ZtR7VgnPwrT4aP0Ve+jZbIXUTmk7bU9CZ9R7U+mwEoyNoJStNuC3QIvQjozbvy0s/Fn6s1lLAxI6FfhZ2weWixPUvokwCtpHpSo3dvo/Is9MfuKIEwSqKUlhDzCbVBAVqurCRFVEIdeUeDgatm4Mu5UUu8WpCNPRZSy5Of8b3NqQZBGpirwQGcsiJu1bBEimg5LQQCsIb6n+srnL0oEFf14oK/3CLrBxQqMc2RZrwB3Zm+FfcNF/slMJ5Muo4nJ7l9hXv4KdYRwFuhyxruvT84siYLBELloWENi0JII6gW2x3ULL+RTROWBG6dcpY8vcOW2/prOoKRgetVD/5aZolVTibUlnAJOlNjUx3RMJWOJ51UibjLp1QLL8gY+8SBxfqTk3HpSmLGR29aAM+jslnXi+kZ2VhIStRNCUTusPKCxtlkWiTYG20Hwp6QarLUf/jCsWmP5MeYboSQ4toXT5zMEwbZbeE42izRTPAgYIVK8Ba9bgNNtdYzg7Y8mKUvEG2V3n4DJQEbkVLgd3mXkbZC8wkEb3JU1qTUVuI4cMVJfJr8675bB0mPBB6qE6M8M0bElddY9UvUIURwIiUSpVnIExjt2MOrT+Smkx0bYGVkE2xjWLarqpOdU7GnnV2Swwu27A1Valh50zpXqKmHaz7QEjyTq0pknjMmxK1RnSMtoo82XrzEWbGy/QDjl0UZ7EqV0MCSMNxelMEEI2viyCQAQMk7Q5Y7NOj2t1wCg5/1m8K6ZtQu+n9Ur4UD0A/jcH44Civ4IfhM6tRDaBX25d1awUsCC5GntNt7ZvMPuqAmJrNcVtiiCn9Up1yzqnbWanTcOO6AUqczLzCMe2zAOoXPA2UI5GKLAUO0oOdGLrgKlmO/vikaviIrlIzLdYSxYGsxhBHG5HfPUprZmXZ6F6lM4Qr7btDdXuSNBkljAikoJ4ciIXROoszNzBxcBRrC0HX0XWaySSKVKAZKzVD4aaUstsJshivN6uwF5mOcBkCZM0H5FmKu1weq0dmrcTNjIGjqnkbBT2871yrrb569GCiw9mmQLt4XJx2m3Aj7Bo2A6Mx/rhN6bKKm4JJyiHGbu3qgqc2ZWgrWg8vQx4DK6ZS2ni1KrW51DWTF5blqiRb+Nv8QYFpgmEcUbmR/qkUdFs0My8Cesoy419Ia76sTwiT4fQzSkMwURdy/egnag/k0oEukBpEHeCLmhzFwYFWgK501wyfm0fkbR7rvBDTe9ksAW9KksTxhHILIamwFnhAzWc4BsrFtxntrCdke2XKoDdtI4EarMIngwSH/UAm6dcyrOPXh/KXnHn0rEFdC3Ab4doWBPyrPwheWsiMmrIpNuSfkwS5ffxjurMbDQUUPu8eW0pvm1QfOfWGHdBqTbopMQMlrtwmNI+OIpG1lDPJ9jtki6WgAJYq7iy0COjuo4N9QmskgMEBV00Jx5BF2XtiA8YSBBKaQRKzvBw6apgszYScJcFKY2yJjJJ+0kRI3UmmcJxyEwqBJoRYbJJYOQ2qZgVvGpPveASYW6TPE76nGVqRUc3DcuIAgdocxcwCiY49xNWo2IRLHkAPJBmfWvIgRUfLrjKEaepqRuTfaXsMxGfnC0AfoMAPya1yyDzfio8lhyZUPhoRFaxpVg78K8+qC5xlqUUGh2w3r+oyMSymrTnOGpVYSZFnCZrxfE9cDSBNu/CbRvlFh2FtG9Afrt4opx2nTKqI+LsVpZkl+EHZkjttvZWJVbIq+yqNo+5iAUqTsKW+G49Zy3vnTDtgFWROSgjkfYXxkYSkUwN9TiHcsDrZto5nY4tqO9cPn4h7t4cw9FUor/M2IrSE8yvEWcx5Og3hyEjF4mPCF0yP1EMReMpag6bLAhLszuO0QphmFksdA18YlyGn8XekhAQ+ZnIO2HPZ5k4GuAgJhNjgW3ss1yfzE8iL21aE5h2h2+FjVHJiOrI4HkDRgWfTOIs4KtRdCwDz8joeK4NuIJ5IaJV1IfGEhlsdreIbsxguWEF1zoyieKvgHPDP80NuDrmiejDDa7nPrdQ1Yg+zsEMK1/4XK+LLH4DMvZaC33uhRphU8y/m2Jcb8wOBF9gAz0IV7R9xavs9UJ1CbMr1H6rB2mE17in5N/MvLU6Px2UknjerlcBgJ/v8yB3GQSIDol2W/yn9pQF6eVrK/arZ6bH3cJXG4nPA5DsiiYNWCVK6MoHRGgSHQg0AMwW1JB3kVrRxIKa0uapeoD7yQr8tsqu8c31tNo7cRVPFIssDDDIbi6s6tlrR86UCUX2aCUeyjxGurPpeXPYin7YilvXp2Pn0qLzF7hy9IYYtmIDhL4WI+tEQ1MdYuE8ieVS1aiK+iCBbOy7mRTQXUy6EcvwwHGdugmCWBjKLH0PxHRC6hqR2mALVjGEQbY+LDywcy4U4FcKZ1IBfstlmxEUMsZ9AsdKAgzf9Gd0s2ADRvyBTLMdiDItRW2McOHbYpvZNZIm/RK1Mb45ioHB5amIwM7NdS/N21LZ3OVMWPht+WmjwRPWV545TQ9VJ7TqJDYBGPxCipVbNjJsopbKSuCSg70Q2o7l6Zhlb/IrOGHjx2tsiskleFaJoxGH0KTYzKxVvNaG8nNNwOsIl3dmASS8PhUcWQBF7KYrNIqcDUuCXnzd5oyeXOLj6vUIeYV8kiFMmuACh55zWU1QtdusjhFRJMkj4dCifSf2WiKp9ZppVPSbGSUqcmA+4GQuA6Soea0ZHkGqkM2MFK8KtE5tq1lZMisIjTP+M3vAM6Mpzq8qss08OzLTKXAtrnRYESZDC+FLuEaGrBZL4lUAourFzK+BU39MGeonVueq/NAcUfIwcOFfg14KhwBfgQNNfeNacw/AkkqI5ITd9BFT2cVypFyS5jwlLi5AC/o2It2SpF7bjWwqqLY50HI1Yf4cGTxw9zQ6S6IHQ06QMVagMnKaetSQihgAge4yZGFjRvIgWQYQ1nZkhyg7UhkXDZmzytqfjWRGNMWyFcHm6aaji93aPpPSNumcAv8i83BiHKiw1oqzWAKtmIekNC0G5tIIkVPTAmsPOMmUxwsajxkJ4G5UlZhlxqUDGFxI0g3SnNJCdpdx3IeHT46s0tkSQZAYfkgiO9gsTwccFzFKt2eoxRB/UXmbcLt59OzIFUELBSV1jiAsGOjhL3PyUiOqVdmbDaSqcSDLnGBDCB6LhixFNnPlJUF9yTBzhunIoFGNGiRBozX6JtQlilGmI3KIDUktmgp6O7NhVhJZxqiFFWMSE8wtJOIQtgtiyBTcar20+ILSvsIP6Tmtd7A+mZM1iNaDqwQpaOQu59ip7zKsfTky8Bj97XzSCfo6JpnPlhQA4aDYUuIdCIcc6nM6nxdglwLOsvVU2UOlor7NE6GcPVOBX2OAjchmQrL95GzBg4S1VIF4pxajD0wincrWE56CAj7nEwz8yq6egVEf4gScO8EqEHTQhQzR0jxNuCZz9r3tkCHMY4qjTk0Y2NnYPJWPnU/7F9J+Wdodl79b1/WpIeyGAstRl5YhlBK96sA8CxT3YSUiaXJQjWKY3RL2cJ1JMFkSZQgwawBcoQWNw2q0qEc1qTIVKhPpcw6VkkNTp/WujRjjfty7NRQbWnc02TzJKydNQpunaW5L2S2FmQIT9krZQBuxXGpmDWlrKqpMGjZAFlTTaDAFIKGwS7bhUvbHjMkjbF9u2bphgVupZNvOp51bSrxmgyHJkDHbZnjAa6RZAiWiPYJVGlp1QjEsDugvPV/ksa3x278Qd8/kvKssAcyGm7VY94DUdew0p85IF0YUAopsyq8iQTrXyqgK5pf3kcTwTH2gkY+mBa8XuFPdBeuSGv9PzZVEptk0RoHCzTrqo7Nt1jj96kmo60zJGZsz4VugEK71EHN6ifYeNE48xPsh0yjGg0MIka0vuyP8hnLHKF7UxP4xJPriwJDMJgTamYRB4Cil9WbrjKrHaZSvZrRmmVNUKACoMjpe/EE9Npk7JJE6YVK7TNAxCx8HLvSV3tKUjQx3qYUMnj1t8sH5E9aJ4GMxMpmpzSmri6aWVaBgwp4TeackHUiCBtVMEjzmEBFiVEwVzmF0NM9Mtxa6g+Qwhzx47hQegzemIkbMho8bgSwUwVKXOjEaD5ztTIpV6HYaGqSaE6d2zYpwCunZWdNIRyZwNdAafRAiM8uic5kx2gLousbj6A3lHL+iIm/Ne2dSaG3Gsm1AORk5UoCgdCzqNNVzimRQSfJ+o1ASeZLIBT/RZewDsZjb+udI6o4BP0BBw7RrSEaoHU2DmWvUMXyQhbzcK5YpfYq0xsjKKGEOFkyJTwXgnnD5APSwWUcuRlXcyIQdMxdoiDJBK6AgMBk9IIyUOdSl1pH1iUYfgtaQg+YBFUS2BkJCnI6Q1eCSZUr6RDIKjHsRkHMVBhN5RmG0Oo2mDEjHPIa4dOCl6aIn2USKqRJzxuqOyIIKWVgxGs0AYQXugFWPysyi8IH+7G85nTkamreokFou+GuNgjjBBJiZw5viRXetKcy5hWCS4Yps5hoWJrTZiVKJJwp2TLxPOhu+SbxGogB6I0woNXzSFCtJmvqmxxw/gyXlIUwKqss7bMfNa/NWKaospVzxaBxD2GgnR8/EbBusV8fY8HNkY50k3sdSmUQXqZMwt2hCVIs/cwsYHGEGWMBnwaLXpq2TaT6ZpqP1ltj2GAQO4fosEgFQ+GQ9mQcmjjILlZpWAcniz+LIYnyE7JFIaPly4Lzc3i0lJbUAv2O3Fex37GLcviWMW3nabAaCTs7QEpW6K8SYpnoCEOgxVbaR0Z2DKF0CTd1fNtCzBAX4ew1bID5hAaGjuURbBi5qjQx1EOfI0+GJijlD11XiEG2nXT/DBSiJkJOPx+jMgL1zZVXbfKrd2I5NgplqCkHdG8RjaTKoQEmEiNTGgNT7JZ1AmLmJD7TPaWRoSpYr9+GGNeSvwxfAD2APW1g8sc20e+PCWoXHjl1YgF+cNpuJrHMUS2qu0C2KJo8CtzoKQMDIlJSHQWfQkahZxrLmtvJ53Wr1XIq7sOyLxK0h/NofhU5IKxsNIbDXBS+Uu4A5zZl2yGDKkAZm02VHwHSxjjadK5ooTK16RzVIm3vwMslFQ2sky+pUl6mDaFIW6vq3YCfsH8NYf86wC4saYG6WPb9KhVZZO1C3xaaCzeAnYoycvMxye8Z/Rx04l7gko989cdrprtrVNsxcVRtfPCeTrMNuaDAeiSOdB9IpbFibnQaQUpu+GjCj/WwizRROVgK2U3uJEXc1wGrg58TFXS1Am1vkRp11Y7qMx8BBdAEJdZuEGV0ceYQZEQwcwSoiVXWVGjPURrKARvYLYbx8I2aeB+U6nCluU6mRtE2YlDrjgYkZxF7CbAoBZXTOeAP/Jz9TA02i+hCTen40hIn4LQMB23RkzpOIn8oznpmd1KliKRaGV34QWQiDpmqjoL6BxT/Maft0VdAXc1kDfXPxYzZy86rrmYR18+VFlY8z9C3zRqboy6pHa/oGqTaZDphiirOIr0PIShke6szFaWvSZ3lMdJp5XOuJ5GxhvpBpEx9qLAl8K/viZwvBdYziITVUEBioczASYIzcyLXKwG+mXkAgGeo0pj99XyPcqh+UEyD2JHxL1OOVFWJEAgdrjPhbtQlPn6FNuj7zoCLYlGDdU6rRICzK8EkZQ+GW9IFZSyJrGSeOEkFDggIWxZOOD9VqrKlWLujixlnEmqTwWQKssZUlhPKoDDOIsGo8ISOLfPOtZwUP7NyDHKloi1lnryXrv9Y0dBO3SlWCajwvs5kpxmMWoKoOBGZWMgJnCjWIzmJVhYCW09Q0oDIUw2SIsOictF12dpnbZionynnuVUfFgvFi8SnVRiAnC29kbZNBEen/OsAsYkgMpk4zz+lsNV5OcT+Uo9vbMr9rCvDbiBkAv0SydHIpMUIEyeiqgX2pUyxqXLEikJGdFghT8mpM1TC5+OIxhaNp79ZQl6KV4rcF8u3Vw7VriWloJ7uW3Gls6SxCfbRg2IgMj0Xy/7NlEvK+JMkfOB7d+S0wTYOJ39FeSjrMJGYRjXJAZ0B3bZ2bQY9qx1GHGI9lQbyo5SJOE4Yhah+A85V1y5Vpb6FtBdIXymK/rZNgkiJtnMNhbjEozr6ADjQSBPyQQU4VtgmiWMMqs7uRZUGhSA54o0CRJnGIpbN8QxfbZoVb4riVt29M+2XXgEKT3bN1Y5U5aU1cc9hKC6If+ClCKL8NhDVAs+2Y4mQ5zDxtXVeno07K3rlYd/WsUyx+CHd7g4Zj/c9SmY//En4zNNejs5NU3vJKZtmQws6OPiJ0jzgSNexaL+XyEqmDCvpu/2oFYBjJtOj6dQwVSNS2cVtzLikGkOSvRsqF7STlaKPv/C8HU0cOu4KL1vqT+GIoQILVdLWKJsEjJIkB3pXgSVLEn/NZD/3qr3rs05/29Oc/9/kve+lP/PIv/8rdd9/9tre97f3vf/+HPvShD3zgA3/6J3/65je/5Z433POqX3nVS37sJd/1Hc983GMf9+mf9u/iqKE1jhbPQXueI4zCUoNVMNSksSHB8s52yyzEcQRMMDtxzLrXi/7qPBWqnpUtcBJfrK2pN6PLBSO0HJnCkh/jYCE5AZFSEFVDyS1TZtOYBK4Db4g/Udf1qn+gBh5RQTS8IWaeiBARIA26G4342YpXR1lukWEuxOzpxCWIiUpYxLn+0EPxRWYxxmIGuDM6xuYgdnACSD3geKVEjRU6N5JGcwwGmS6REQ4SSz951A3YIK5O0H6ilMKgy+fqv3ys0FSP3CkrE9rC9FvKAcQF7LVod+SazxVzFUcpNWFtzhE79N6EyHKN0mdSrQW2ViZOkjnooumM2FwKp2Eh2S6uP7eghicaFJpts7NQWCGBMMCg/pyUrIAHUzb+0foFxYpJ2md+oFkTZSs+EA+5/sSrr9lBX/FLlveZm2/90CW+FpWID2XF0iyIOnCiotssRw4cCJATIoMBJlPFMyjibIBNNHOabzh1wyMf8ahnP+t7Xv2qV99zzz2//3u/v6jxd/3pu/7iL/6idfi97733rW9962/95m+99jW/9oqfe8VLXvyS53zv93/ZY778lhvPYrwMpFilifOxWfQ2MUYTE8TYo5ago8pKnBajMY5a7806FrJJ1pthP8k4jlGVg4dVmKaLnOIGrJLxegUhqm/ZEOjZm2ZCRdBam0als1g1RzwqSbNlPCGm1E3ZX8fErKImtepz9YFUV49O/DWCQ++NSHQIZVfPAvw2K8qKuyW/R4oxVvSShFEB4+G6AxBAkD7UJ2wyyOYyhwvTqi0r1+S9sn3/XAtQ87WxbI4lJEpiglml67RCNkAFmX0SlQsmglilJBieD30VTmtNRXWuypexVi2meft03L8Yds+V7Md+XZC2d65si1o6tslthsR5/uYSWGkVQDJz42qR1f01+lBNqshCFFUj02EUSKWVBCwMJVkwJ1K/UZIWoEmEpUE56yzL32SikGjarEQzkCZWMVEA3m4g79FaiXocbgF+xCeVb6kSh7g6QhQgqXZV8VSXctIMc5iwFob+ZV7VaAW4ENIU7pWVohJHp0C41Cp8EFLWNsj5yAONG+MQ6pdbYet0XVxXtzndKWdEsfIkJieqQuA1eVvJaooSJPSZ3VrxeGeJYuu0Lh7LsFlm4dhtYffWtHch7JwtO69uBNokpTmT9YQJemIVcDbcVKUFyha4C9wPoSqvojLSGoFoIqEyUsMGtbUjEVzzxLVMMp1oOdh5Em+mzdmssysGe9R2hHHBu1IkGeFfEZjI3ZC7CB6INkRPdNIdcnBxPHsDnc5FWFUjN+LjItBtHz77IZ/zXd/5zNe+5rV//dd/fam+jrze9773LTjw257xbZ/4gE9uXnsgwwnuFCDApOBNZEYRfP0JFyjq1PJdYtL0eE13vcC/xi5gxRPO12f8u4fceced9f3wO7/grofR+05+4793PewO/v4O+unOO/Tij/7Ij03y9KZ3mM4a0OIehoE5BPxs4QQhBfcT/SEx7WUsC8Fb3+78AhrCnXdIz2UUd9ahLX8fTv/ecdedcMFyY7v+zjtwyHeVBu/Q2z1x7riL7ypPr5fdeSeSq3644/MfJnMHw8xieJghsww/y/RJ5aEELwCDNWa45YYzD4PulQ5Dx+gDdL6S6OH4a6Ve+fC/fe7nB4FPoyS1JITv2Ti2AGQJ6EZS5eUcvxvy/vlitEpVxpm4uFZ1OXXNsVdfqvP+SXXKOp8h8eINVVlxlAWBitzYCKmdq/xwV+MHHuOdlhOEFHd98ic8UIGleuQaFYIT6lHPkMQxVDMxF9VIvgA4A/XUzEeNO6QWDSGPfMp0vKeA+TF9zEfeD3mssWuTXzfLy/vBD/p06wvyDNqsY68Tzh4K9YE3ww4EOPEkvGpTtIIDyOtBlBpgDMmz/lRRqmS8/fxHfctTv+WVr/z5P/qjPzq0Jl9eCz782Z/52ac95Wmf+e8fArPPDgoULiYtjKQzwZvFkfLyAMAgjbrducQf5Vf0n7TcSCGZuAi69Zd4PGgdPu5+D2DdpeqOVBlLOqu7u5h57mJtdieqhQd/6r9tO9rJmTE6C6MucVf3bsq4tRjRDZhfPHVw/bVIWCC00KRHleAJ8bGfmPkHzwlYvaVwEzZLDvTyt27uUpbSLe98TVnyR1JQMn6xBqrEzVL31PSwqSxCdOLgJg3PiVwjcUw4T5l/qpu7bJ2o75MhXRPGrXpBVFcNDCWykIVMyk7qtnF0ADwK0nLs9SX7fYO+Wapzmchz8by3b2qbHOb92+qOi+fLwqe423pLSnuQ6js8Fks1LYZBRc+DapIcnboQzt+VewH8cGxLXFaLWxBpRx0yKPlRBosSmhhoJagYonsTow4EXcbHNiJgmkVYWzDz8mvaX6BFQdTH6qKJzROKNnmBOkYBQMMknT7sHmcO6KESUOOID2f+yVcE4qiKC4PyntAcZsQEZBVzAvhEVa8tQPmMGgLYBafsGLd9Qzy2eBTn+Yyo7TjMeWr1z7W3GxF1EfO8bEaI4sCYHAJklt+YCDVCpNO0AL96uGJoy1jybi1fai1HYR7izEk0JCE3Cd8Ia0F2kSpBgmgbUAgaIwDu4p38yPwJViSNN6QjwRCdYQOANwhgJEYIoiNYQjj+LS0w0lDfNCoOSa1sMqqi0SvZIqrk868gmYgzVQ2xCVFDwoNiV1K0hr2YCkHb54/5qPt92zO+fcFpf/mXf3k5/sHq6+67737cf/zfrc5NOHMSulb9AgSURKi9gDoP5k3K1WR3EC9abITUSEhCsl28t71/OVjXvV7xildGQPuJM5OC0NQHHWk3Ebleuh1AbgUZwpyauNHy+cU/9pIr1f+r9Pq7v/s7o+IlZjMaBIXDFEJJOADw84yCsFzw7O9+9hXs7f0+5v4SMuBHzGpx9Xtms4LiihXJVByV6jl+N+RjF0Pb32X3bK2IiElvaXOnUgDhHvyrKoJ1QtJdbcTjsTdeEj+8+13v3ts+hjEsWVwKKlEdiGinLIEOjAhCxlZVATwM0DHpdGsSZhV9qdblp//2//ztf/rofvXVv6pG1ySNqQOkn9HHqhecvfncpbJNy/VpeEK5faayC+vSqXNgcakUKQjqY9ehfRbdqC7+Jz3gk7/7u571xnve+A//8A+X2u1/9PXnf/7nC0d99kM+W2QW2S+NRlfTBRM7ixjA4jEGTeaDogavtKE+Csuq1UiJp4zjp62YBZL29bJf//XXXamxv+tP3xWgV2ipRUD6SDOobtHVEFkGoajeJ/PhkGwUgBxcAADkk8mbYy7sHTYmH0WU1CuAFZg5Cl/VxcYFYIedgvpKtefy95pSniDub1k7FHVQI0MAgAAAIABJREFUMmXN2RhoEaM4jkwZdh/BGwGgknBVp1wmO0kUgizYqSzwK2fKp82T9TgHjRCh5jSKBVNn6oMKQhbfmtUdu7yMjckzMfZXFRQ7xCKnS6/ytWHzVNy6oVZ23FYPNzsT005dxT0XR5zWd2hKlpzpwbCNoCw+O6exSlbGAB/PvjNrEilhbX6RCJ0OB+KDhhqiqB2HU0aXAQA/KAn1APVRcKGRWjumTKj2gtgYrIn2YQwi/jEdKxtItrPCa6lnZZtNMRbEDyajA+6ErS91cQfY4U+kexYuIrjYpp5BCKdYNZ+foOcRgjKsxEiDgYOH5KWF3I3Cwr2Ro361qSJ6eQxVoxbgV7cKv7VurHJzDLtxo1YPER1MblNDRdolLvhk6C7IP1FiWYGxOKg1ot2qAwozh/lk3W7nNk5u77aBMOrTiGpNKopgonqnUBegPs2mtlVaAKF1apS1NLohoUOMSZEWPYKCISYEstiqvsWldhF9EYME/6YpO8MmIIQtE/g3o8RotdgycooDnHsaZwI/IErBCUUHZbcJcZHVyiYVbJUrodH97/fxP/nyn7xSdvHDvN73vvc977nPv+H0TSQDmNkbua5SvHn17DPv2Sp8SeVSemCac7vFACgRWB0MMgsCvWaZi+XDF3/Ro67gkBcIvZWPCvMEriWLhhnob8BJ541rRY2CAKuqBQzQWLQU29xHUJ/OTgvWAmLBcIaKT2SBDer0E8MkLR4rWuOee+65gr399m/7DmHIqJTPKsKQJgoUY6tx6LrbeFm/N05h2oo7N9azbs6H/dvC9s0hbOWhiW1YrqTFKs28DRHGqFJsh5xFitOogtOcbJCp9JIXXxo/PONb/1NC/gTrjrooylt7AuaWnWBQm7ItUAL+J3XPIjzjANvjpM3AkFL8vMc86jGXNLQF9WnicZQ9hNlrAWbDaPfy0FtvOQzqkxkUCW1+PMek22DrkjMb6OHp00gzxzhnJa8WzKuP+OQnPeX3f/9/XWpXD/d6y1v+4Fnf/ewL5y66UnyWR60iEcWOCQFmaXE0taBdgdNISMnyQEpoOybh/NkSvLxPHD+5aJsrOOrP/IzPEjMaQB4jR2pwnUkYRC+Ry6tFQ373mgwnSGU0DaT31lEfuIzUjnoU5OtPsgIWdAiH0ui9/LpRuVH8pLgTyrYup/JmwX7lqGhBVhQ7j4yd1E3KXPKaDDVoh3OH+iBzkqPwTDt/pU3xBgP+og9ziHutzrNsN1qxqPivko5opgQhZeBKAdY8M24xFRisytBknbZUx+lOQkpqBrq0NrtVdtQrS1VbrYPdvj7tX8zl1NYLafdMjNvt0PbUkqUb7cbawoZsTAIOjG5vPkt0I47SJZ13iEhCqQiHR1Pb2sBslwppYWVd0MwDqFxALAR7MLw4sM5n1NQSLLwmXDamSsp+A+qK9g37yQCWMMIYalljbren/VJDW5fKl6Tfgv/LxZvEZprz6PbodgWcI5d0Tnp4GHCResusviBmwbtlStWYpGHU5x8kKof4XBEBlgsJPpFp5RUlkLEUvVdWh7Zi+DrkozdVatQM885NZefbpYWNRttIHdvINUFHFdogMhATwYibr3wBlqOYERUMplYjsHkqVdRXVhsuKLStByZzVqPe9NyobrmUmE5yiEDiPYFUNpPSH4jD3cP4DpVUkLoAqk4UZl2aOiK1doKd0BERsMhhEu1rFM9DTJo6qSZloXEsigdgUDwLucXYs28nIC0btgDXBOMrAsrdlWHQmBBgidYCqeaPvv2jf+anf+YKWsR/yuv973//gv2uO3WabJvPcDIY4Aoorg6CJYKdjkOnDRKDfIvBS5rejIY49PmlP/6yKzveL7zzCxP0DTU7JKk4aalFIzOidGFR9pIhncJEk3U+9wnU19Ru4PofiwQwy5fZx4XhK8OTfhddtkjoLTeevbIpjrvvvtt6nO2zRmpl8UDQQHWGieOIzLQZjl4fKvArRfml1PMoTD2W78egFcjk94vsE1wZfJfEh2Nubxfkl1wiP7z7Xe/e3znOPMbZ1FFWcideasjHMPD+yKjEZBKDKEDVVBYcshYVgWWMLYTlBgcjs0tTl5To+xDl+kRPZsYYvP5bfGVVttSlW285TIUnmgOZFITofFYSOuLtGiEjOn8U+JMiSUlN7O8ef9pTv+Wd73znpXby8l+LLL/kxT9+5qaz7HBnnCmZPrGG4uJHoDaIjNovUQ5R1WDi4Der8UFkECwCBDe/5rFfc2XH+/zn/UCw7A1zhJE7CV1rtAhNGIWlFeeLcVcw5poVkgahhkalwWNGH1SXijGFsQJIXYLEIE2nI8Syxq+4dJsnQ74mlPRajFTkyTaUMoRquFljCIRziRfxWGZAMmD3mdsF1ZNHWIUl1s1dQqk+LcAvhK0a843MKpGlgyNENvsUJVIw8n6D4ukiVLaTYvU8+yocfFfkbIp1i1XKm9eF/brV4bGyx/0CpONGQ1yhXlYL8Ia5BgcZITNXiO4FZ1J9RdYV6lXqgR8aTpqx+FAmF1lXobLWiFZOmJSHA/tUPIkYi4HQLQ9BPM9E2VSZ9BQNAT1La4oM4kQRZIpcu3ysbu5SN0rdO5c2T9Fh6FzZGEddLcX2V4QO3C3xkw2o1stQtOm4FA1uQhEHCCmSuu2GpRF5AIEKIJlLRQriKPsCajAF4CXvpqtZzc1UDnAvm7sszBa2byk7ao6Z10GwQ2Igk2pjLgeg8Iqo7sC6xWAwDvhqELOu8Sv7iG6dJK+mbGJUSpkCVzKLkapJyNRCOTIvfTRKTaQaEbehkcIfDPpwOhQyyQLga4NHbJyM59sXvNI1dbUuLOmBGereGIaRZ4OHaiDivNYB0+NV7WO/BFw+6pQE4Rs2CSqZY97fOfZ93/ucK1jKeKmve++99+uf8A1pZZgirsIcaPZUrkCP6/eRVR4ZCfWNWKczmORFhka8lye+60/fdWVH+qMv+jEZnVho9jhxdjJwQhYPG1VSMIUfCZUFKqD7BOprplfNmPqCarAje+dytgeaZE0lTfDTNH/zNz3xyvZ2wZBnbro1wBMxX5RGJ93OWW9XtuDcguVKqWdxAvYulKRf2eRtq8U7qYV6nAMFvZp3wh6bOlUAjOka1UgJFx+2wphD8MPTv+VbMdIpAsX4RGtKRWwT7/cbRrSXZOlV6YHWCkBGlk22u7wbGJNFRFtH+ugvfvSljmtBfahb+DMt0woMMr23cXjUB4bT+e5l27TNBNxu6j4YLwkBAUvkbJJC81Of/NQFqF9q967s6wMf+MCznvnsY3vXBLWhbOzBs3S+o/giPBeqACUCAj4oB57BP7DOGWNCKNB9xc+94sqO9Hd/9/fApguHgHUe9FjUZHJffcgD/FrOHgjs1xMFwOIDbwijJmxWs4JAagRgmq5ZoRtp4DRySVsBfidDgVjlRIcUt+smNLGkESbKHpSmNiICADFMoi2Fk9F7AR+MzTFHNyLGeth5JXiZ9muur54rOF9b1viVvFzrEppUdnkxlGxVVhgS8BKKJ9JHfXR0TuSz5bdml9vE1b0lj5atDuPx24tHvnc2jUfboReR8HmMWqUFcgHqHT0fCeJbW2lDRZM4hJl1mkFNAKIyNItyyiBQAbzsVZaTlB5Ipbp1Snu5juLH8xAE1NliN0VEyQyWr6QcTEhpvyyUqEsoC8wou3o2pBf1iCPUQgCxJPhoYKcu1kDL5d1RMOsZbW40XVWZsh+MHUeVrqpgkpZzQBXabDoWW5af2gbgobgQR29uB0XWLV7OlM3DK6HYJWh7B2Ta2ZibZafXLDcQTxj0DAbZAdcwqA5jScYWLbFfvZry97ZSLDBKci+qG9Ay4cDJ0fAkRhAAGdHtGKFoG3XCrDGADINUttNES4WnGs4IUxJVYeGkppUrjZuuF4AvjqyD7xm3f5TvO7hoGg8bIki+fXCGXJ/z6t+P/ej7/bNVAX3412/+99984Cc+EGdXxo6I6MO/IUOto4aosAwca6z5SzlPqV72kM94yBUf4wIjcSpV1WrpNu66hvodx5iAOd38qrvc3pda0ffP/1pQX1WFsm9t5lGgBGmILpB+MTpC4FbTUGJKX/2qV1/xDj/h676eTJEuM1OTCd4Du26slaJE10itp7rGrxy5UxZ+HLuY9m8txzloPU9VyhutZfZ+ADIlqw2DtUDi88lly99LzfV9iNJ9++iTqQm0hQ9qIKH+UMMTEp/miu4IsxbZ3w3MxjK/PPAZHqqi3S641ETfhzjX54QrirvM0XoM3EZCfYeu8FSHwCk0rPUAqmZr7TR1g9Rrv378/R/wpje+6VI7dvVe73jHOx7/uMeb/q/p9sYtrI2zamxYp8D8I/t6o5ZjJ1XFIcvF6LhvzUevxjL1i+dvh35mqTcB31eEURfEss9ncmJtisWp1cxbO1KPLjPuadK6aLTsSWSK/cimc2TzBmpKWc7eK4BB3HSqyKKMXznELy0f4g6DhObSxQjWxzJ8nZoumxd1jIDQsAS6A2nqcU0VMqW9xcUsy7oK8Lsmhe2qMFseMjMZxV+Xf00BcAMnGIdFtcD1UMrACsBMZkb2fkwWESWq6ynA73Terwv8ynEO58JCwCHR0r6BivlRCeBbjBr6x1GTfkhzcBXallcTdl4tSCTK62J4TuhlTcRBhTaIlYqwgLQE+MTBZnd9VLRMFb9IcGRmRn2q6iWqQvO43Jv34+6ttbixHllegF+F/bYeRIrAuVkBDHVXi8HML7IfUo8nV8GqlCFIhjPyDCaYCEHXYdSslIPBVO7RUU9dGuUu48ryaa71yxpNLjvH7tNW4WXzWN5Oqe3Qy4l69VU6lYVBEEHITrGQ0lO9LWcyL5dtXldgZ+P2/XMx7YZRlrrQvp0Rq0xBKQnRMIASATyLiGkuZKQFkCImJtnOoFSU4ZEIw2M6uqALOuLugzmI1qJHxy56l/gTrrUWIE92V1kUGHoPJrdj1X1/S3cZnfaY7nrYF8pW3f8aXh/84Acf/7ivdUReZTUkI0xTZtS3en2CeUQbI9A9ofp73vc/72qM8cEPerBjia638q5MOKE/pDrI5rVRrWfelLVQ476R66PyDwzrMikGHKYII4lxNBlymcS2i0BZxrNw1BXv8C/94i9Zy5qNuvAaasY9flVsaX1IHfX2jfH47bUOvq76CEfDMMUSM1PO9BrAwIbMhBJrCvZgzBwkKu/D8cPTn/Z01Lyio2vLaAAS61mWzYGusTHCpqklYJwlKYq6C7CiltnLvgsBLvuSL/6SQwxKKjzJ3A4ZeEzjL8kOcPn3zKF2c3H15J2lkOMcZqroZgAva3oloGB1fvn3yU96yr9gscaHef3u7/zugz7lQRTWsbV/4uC2zTxDWxyi+ROJ5rBmGwwcitAOT424kklZlC+48467rsYAn/4t34p6KY28U3l7tBZe4vIkSQRxP6UIDRImmKaT0bETluAUgaRCNEF6QZwK/jcxnglAlmjTjFg5QjfyOrfmKaZ6WnpoB6aXjN9OXZMmFVy0ax+0qf8mEOpVp0WyLoIDw6ARIvlbfpXw0EaOcTdtnaKM3+a1YdoqmyGPrcJT1IVJ+DB9VIe4f11Min1uKTWn7FbkZFQYTWlDlEmc+Ngeou2i3W+Mexfj8fNx98KCVcqKxHLeQ2wY0oI9TmppeZuZ60jr38gcIM+wHqZ0K9Nzlmp51mxOTJTO/PQUjHeROEno0mj8K7SJilrr8SzB6fBkSHxJHYTEQQD1oRNLNCfbkXdCwdJtc5fz5ehwzoZhQiWxLoXceBsOhxR1FNIlE2IWHyzqT9m+mZ6TpYaYEnFpgNkYE2pQGGaTc3pkAjSgzEOoQxtmMsdl692ttHNziSwcuy0fu5j2zpbM/BiohnMgj0WQZB+HCqQrZqdR27iioQ8PpPSNJ6vtTrdIZQ1w1G1mzodygLvsXqsaRkTMEkq3QU4QU25KsuP5lv80TBgFUjHelrlbJv2IpM5oMtiVYTelz561PhmdJcDUfpPTCvAztzhfB3Ri/1BpLfd3oSfB6NE91zz9u77jmX//939/NQzhZb5e8MMv4AN/dFBg2/qBw6QAjlrNm3V0cA60PvR3fvt3rsbovvd7vtfNb8ckyQ5E5h0Ccuouu527LA+M9xHUx9FQy7GWz4fsAqvGdcAYMzfy5V/65Vejw4t7vbe9r3p/MlMpfUuwdGf1XYvaW+JiM9azVms5xIW4c6asoqFROxUBTrAXanEUwFypc0mq7HD8UDbzPLpf6G9gXmUzVp46WN61z01WN7kogOZiUMheeQZDkNyCbodI9H1I9vAUkwal+zybMxI5MII97Hl9Rt4jhyc4aFj7oMfaqm0LTJDVApDbztz2a6/9tUMM/5/t9YEPfOCuh90VBbjyAC0A1nic52cD8xqHq96G6C8wElcXo7i96EdedDVG97rX/UZUUIf+dH2TVzDbVdy9YSIvMKj74dhPtYo4ABY72bQwFjsp3fQvEkf8IQUtsLNRqwervBdpd4Ca8QubNb22eU0K9Rg62BYiqj86SwiSHdlZVH3QnpgckTNkUbI0mHUfKFHQ/JyU9sqarq16uuB8TYpHA5KiBQdlJZtZ0ia+oFDV8CHHpLx2pTkF8iqKhiRD4AVd9Vgzxm9bp8vhZuVk7Ytx90woWx1yshR2O4xi6C3uTdbtRlQvtJJfo0Bo1ioJ3GUoILT0H3rgIfThg9p1lonnkZEiAyofvMBVZODTJou7cE2vJJpsmUNj1JY+ynnpUt5Lu2cXqtb3bWW157iJg43KRRlo0lKXfPiKCbjYcIMW52seSDB5Amor2XGViv0VsajQBw2l5GAlCdTiArrNpGKYRONiDFz+hrnGF87XFOiFtHcL7ajZVjzi8RgUTQOIbn1pkMqkgL9L6dNk8YruhkvrOX7ny8LL4xfKnqtpFyoIDEsjZTQPr4lo9WSS9k2frouWmdqqcFSdqmQdAQVqrL48Br4R5TujF87983MJoXpNTKHX4rJVrQ/NHaRkulQ6bWhPktb4ZbhRFNy6+WyuQ+vhs5/1PVfDBF6p18/97M+17S7BvCHpMg4cnIbUvXs6ZJgd41IjSr/9wkddpaG96Y1vEquGaUbpJH8/pwOde7FnSAfRzoZp7xMVntUky1SmqKIkM7Xqjnu3yU301duN9ku++NGrMo68an91PxkUVARzakfu3F6XQd9WNvgO22yn642tPH2DfR0z6g9PCkOWQ0cBnvaUbzGSNbhE36wUAGBjO1YD81BXY8MfRqjZysrsz6ClzfuRjzjkRru/+urXiOXuxLCNMQcNP2ng6XDn9YHC0XF1gUXzOD4LzvSq0pAI/vH3f8AVX3t8NV6LjD/ha5/g5ndNM0P12obhq7VgX+7/DXwAHfOP3vLHf/zHV2lo1586LQW6aqEm9s/UX0lr5l6+T3JZpyscc85RV3qrcccSWSd3jbaMRhz1ehlU5uyyrOxmxe26xu9E3DpZ3Gs6GDqjSW2hZzyOrBN5/9A13eVjsriGBf2BeoD7qbh5KuqunkK9ZS6iWwkMTgVWQxBVbYxVSnPN7gDseCQeO/nN5j2Qtkx0BlrOtamweX04dqEW9n9k2L2lhPkGYpuyVJK1RHX0a6mqwjbSscQwPECbMmJUMykaBD4U+CceKS05Fv+nufWKijWjqKBLYwRA1QBSwBEZNX8Or4rIQ2+zZOwB9emgRMp4eacQqtIn74f9c/HYhbZNWti6riWXQiucGea2rYisaUxAK9sxkwdDnhHgKhAljHI2prYJ9cOKUgJMHE9ilqckcGIFYcpWRlADxRLK3eZgUJXZAZIBy7/bZf1I2Sd8Icju2cWpEL6CXTR1bbAud4QsmbBN4+cEgskMxja96b26o68mqCvwq0m/C3mXSj0DhTWp3DRg1Q/vVirlLTg7qPQip9+BPbQUlukmV2aZ1tDW9UUNQigTow/a6VMTBo5AOFFJQC/UUE61qf9qtfYcLcNZjexMpjwCFahRrBhrfNQjv+RqnN10ZV//9Rd+sQI/UNwtemQSPsIH6QDipDVq2InwubLy9+lPe/rVG9otN54Fpur7idZuZZbZAqkelJ4jcRo/3ydQX58uE/NjSQGa1BbIqdBppDzfe++9V6nPL3vpTzDn9BPkZkr5s/nxotpQost72iqlnvu0xi/u3lLqNIY5BTnWKUZCAmaWe62yxjn099Co793vevfu0X0bBVuBdozoTERMe8V78FLx5FrnUbqhWFQ/gOtcdNrhEn0fggpPVs6dkjeoT3t76PP6kqKRdW6J3kZku9wgA+fPn/rAT33Pn73ncGP/F3n98A+9IE2b1px5HUh1nr5yW3dy1xuH7hsbG1W3Y8qf9qkPvnrj+prHPi6qSyEPhRDwACfCDTj12Q/TW23RFY5FUUMe2AgCm94xgDC0cadwKTU93ecYqySWUs8TFWVdGzevKWWWU5ZUVT2EILmREvdCNMemK+06mj7oqROKPU9K7bRXIN9m3WxmPpHCjtwrgfIwODKSl7kaUQIZTJbaKIwZfl2dVvAkR6qaK6mYzevj3vl87EI6fj7tnl8I2I4liDVBQXxiK1zWrB7if+U9M8Xd7hKZV5lCb2e4l9barepkVwFhdWPG8XYBUC+tbiywdoO77TcvkMepOIDIV/d74YFyZl2FGfvtOAdlHlz0bkTMdAbEdkTGkOEnisNybwWxWLaUC3T216R1xRYgBAKd7wTKML8mCTG2OB2NBPwu1M1jby4LX5tpk4Ia61EH6IAm/JlosBaRBwu/qqszJsC9KW1dt3QgHysZv1LTFPdYSySBl4T5B81sS38YyBnwHzGqAuTFvC7Nu8JXBYFHQjsb3qQXPHcK+oxgts2+AmZSzSrbNImoyF1ORHM0qE/bsVPuJESPzoAyIZR5bbCx5tKlB3z8J16NRe1X4/XKV/58p9xn/ndljqxGIO2DuMgVeStbGKkuf1935Q7z7V9P+uYnsS3R1Jw1zBm+cVNvLCi4R4aXRF/cJyo8HVC3WzUoTcQFByh1UKQjf+5DP+/q9bntyhMGnK+0OlNrXTVWp6rdSOvOlwuOnm5RsWK3FuBXguiRuIXPdFrlfHDdUPDRhJRvLocfnvqUp9kxemPP4+3hHPRk5eKUJtdnVJUpmdQu6sP5kY/44kMPB1AfP3eS+H2bF6eE6X1Y1Of4JLESSN1TTEbIIc82xZ/57z/rX9WS7H/i69WvevXxvWvFCEI4z9k+mZfZMXP0TpX5bG2lasJnP+vZV29Qr3jFK22HM38wJZrW9Hh93mkSY+uNSrROPLGErJuy5q9TklWsNhyJ7EMlf6IPYrM7gL5aGom7BWK1dN9m2dwlysnsA0sQhO07GIAM78e+hnB69nADnCvwa12qK/2mbaupetpmK93eyLbhO1iFig41fNfV3oqlqGY6xQX4HbuQ98+nsq77TDlZW3zWQrqwrkKtT2j6Pxll5QyrIZfYkQ4GO43nZKpjY08E9rIMPnQ6fE0TOpb2T7FXUvfMGvKCZuuv+XhZzFZsaD0ufOsUMSSkVdZgqmm5I2+CgfgedlzkhuNUU+LzOd3TqWO11s+Z0UpYU5jtlIbeTneVR9TjIhfgd/SG2PbSLAe4n6XMPPEYt6AhFekz999OXODjH2yaypGOP8jh9VvXpeNlUtJ+Xc6a9wk3Up12tHLtFSOE8GzwRX0wH9BZE0AlJub6fCV95PAAgCslzfJhguCi1RfGj2EUni27aNLmgEwgzscKOSzkQ6UvF88uFHFlD62+2q///ML/08jPqAUAwAF+S7dVBaH6zij0FbE/fer0VR3U4vq43gIXIbfM0G1Uu1RnMunuiDZQB6r5PoH6JthuhKfMmqgVNSebYjtzQi380A/+8FXt9kM+47Nsn83buaqd0yMCm3jjwTg1SZ82484N8/GLcTFXxy7GnbMlB1j3Rk8tTN62XV6xlxyDPMAqtJ8uhx/K6r7tY6B8RKvMsoCn08uUvWlM7pJdaFAhWO4zGFCnkKM1om/4rTcceji8rq8XvRmSCXwuKwjjoXN91g4ZeyEnF/XqCywF/fr5n/cFf/VXf3Xogf/Lvl77mtdyyENPIuFZRtDiKOCAwerbGVY105fDJ//oa4HfYIVnZ24sNujE34d0jWUHZahvW+3CIt/A1YavB7atGZPXPRTqS5t71/WKYyKQ6Eg7aUsyfifaocydgsoSWLcaydBKOlAr3ntr6FQrGgjWGEN1ItNeOlrrPJd3vibFLb64T3ytuEw2RelEFR+aIV/EdN7or3QcW1dVDc2Ch1KDt3VjPn6+QpS68Kmc2hplN1TE8/isDpK5p8gieU/zaLIObqRGI6HfiNkkB1FWb090+MoMQW0BS+6Jue+MdJ66qguXkO3lAl7b2fKo5aCCmOdr4u65WAsLy3vzhAulRWN9nBnCSPoM1+OkJxg+dZIrcdalDKkB86IX1OUbKgX2WS5A5u9d+RcLuZep3LmpkuJc3D8/bZ9ZnIpUdy6tIDPGzod0UB9HtKp/ON2XbdaUktVtLGnREu2A4mVeFvgX99auRwYQmRJWt+DZd8MRwcyCk80jWuvM9cRBJtJXcirdMTWHbquzZPgkWa3nJGf5hl0i856k34PAS2QmJ7RZ7CjKPNq/J37Tk66e8btKr0c98tFKQE3RpmiNmdXddE2l6px5uQgGY5CxUJKXfx/71f/xqo7ogx/84InjJ0WE7Eo87TxWyqnaHbMbZjKcKaaUrnnxj94HUB/KZ2dIXNDLxZOSZEtc6OTNb37LVe3285/3A9LJMKy4YgvvrYB569YbO6o8sJm2b4wlWnl7dQXOliD6GJYLpqqOJm6h4xzkcKeLrgDqW15PefJTnTFYAypGW1p9pWeHSg8d3VxcTLQo1P+QbX7kIx55OWOxqE+4S9GpY0L5fOh1fXbq8+oMcoAggxnG3aHTAz7uE/91btf5T3/9wPN/sFd3EQofsK6VI9+JhX2dtdzZ2ZJUAAAgAElEQVR6ZpyyMzedu9orGh5+5xdyZ/zisTRlqx8SuzLiYs6OA21EEsVEVFy/zLXwSTAxaLm9J1pq2yAJwulNJ70nqKCrsK36pty9umgqpe1USj3pHaZt2ra3BrOsIKOWplIX8DK95reblyhJO+eqjSVqbeoC/CgDeaocNRGOyoiC1kzKnitZg/Idrbolf7qkuVEjbDjqed1lLXKNKLXgHZ0knuPWdaXsrWw+edui7UPJ+NV1aBDhIkbawCWFCajB70F2pTK80TNA5z27nstKQrOEHrwsfLoXPVuZb944+/1DreT2TJujD5DBvmWVMnmqFTELbfN+QdGt1PMYZ/y4nQ7b9+KGpfiy6HGFN0i6p74m2cu1G1TiLVVBSJ3gC8MbMbdaztMnAkEqs1W5KKWe9XDgmvEL27eEaTctnsaUmpDa3KOGWWFvbfM9PWKjG1H9KTg6FEqGOG2GzVNh9zxhv4XhS6lnmzjdS8byZ9YhF95ezczRlDkKQ7RI+UquOdKFmfHBmafHPCbwkg+o+cQLXEmATI8P+OEkTcBDoobaBeBBZnAIzEPZ46/jJBYs74k1xZmbzr7vfe+7qsbvarz+4i/+4qM/8mMjG6FOVemUc5zeUBW0VS9ULlhFPHHFD/PtX1/55f+h0wIzTKVRytaV19nna+ZOh+oY7xO5PtBuTu+vaAEbOHeX0b/3+5j7X+1u/97v/h6uQ+gcNTcX9GHS3vL3tONlW8Ff9GMeQ5624s4NJdd3rMbnds+keDQNTQnEZNchdJnS1JHlivGDTfepyIB81Z/YOYASzZVp6pkci0barxNtAJPgSlrce5kJHEZ9GDXIvegl3qUt8NKs09fd+N/+2+v79+vXvmzvH3/JS92kLM3mNaHuuMjQ7cTxU295yx9czqj/lby+4su+ctpA3kANIDaXiO9wb6cZjAnu0yBP/KYnXu3h/OiLfgxnFhVUMrKwrtYI/KykQTTkjxFAWIXllYwh1GQCo5N30SpuIX+Dd8Brj/Mg03abyw3EaamlngVipXp0Xlu9GQaNhmP4yXbSBDGd9wXZldneizzAgkM5xrJFRAop5dalE7Hs6nkydodvreblwElAdlphOY9MzGIf07JAoJq4g+GXJUxzbj/t1DDf8UXb3x53zy5AMA1tcV0Ay86dFC+UYwcHuZSWvCZ20CUkvNdxAEHM2mOMxCHfhpHwsGhsZmCZaLYIcF6OmZFJ9r91HIi1hUka4QFuxgbACqIOKe6XrdHqUvmSX9q8Luk0zUAEGYL8pEeDuqlXlhtc+ighhW31Y4Z17HqLXU2q7BRMf0C0W4PTGvuNuYP6RQpIIhZStKza9k1144AL8fjFtHtz4q3Ca281QCP7PrpgULBR7I7rkJcypanbfgSNmYdQIOgC/PYuSNIvhaPSefaCiDg2Uqburq1cSCyP2FVwMKaa6uyCSkfIqDRxsuUZwvpJy1HIzUpatqS+gqzuA5EzqspA2JF3WWXthiEcN7Wwc+6ql4mK1WhGufJq1Lz92bv/7M3/68133333PW+4Z/l8xdtvr1oSyeGuQUfn/F2L+rynCBPv8uYZ/k1b+aoc5uteP/WTP9UBG2dsDGPY77EUKtkFJMgJ5fr7xG4uYEp1Xjr/WwQtNRVG57T4SFi54Nu/7dv/GXp++4WPYtYyG771rlj3eZ44Woz2GG4s5fhlV89msfYv1F09d7gR2rKcV/xHfPpkopheS1w+PzzlSU9xImMTdGgwMg9zxWuHwodkx55sO7P9NTfU94iHf9FlDkRObgDg6jWGUfjGS5A16KixiY1lurtgU2+fZPPnGXhes3xuHn/+lb9wmaP+MK/3vvfet73tbf/jTf9j0ee/93u//453vOPqRQn/+q//+tMf/OkwXi8mQv9pw7CKS43yFJiyYacMF/NxlUYhr3f96bugA8ZltFzkPZUmsCKzYUhQHplZdtxZf0mgDrsNUmqIvmwvj7O9EfnZoT5pudddyYYdZwI8ZXOXa8s5aVvXlVKueHT6iLaHTawZgNRwjl3P6ZQefi/gWbUHmACkpwqgYx7GonV/l7Kr51b9SbzbCPRU3WI1gKggN3FzmrL1SpVcgPrIf+1aBrzUQn5hKx09XQ9YO1/g3/65BbXqPhH8oLKx7eAoZrQl0oH/dV5ltjyDOjzZeeml0t2ofoi7uG2fCJfJDNJieHy64ATHY2tzbX0As30dUJVBYEEpNeOXjl+sGb/z9TiHrX5VCHrUlkqZnQ1DClL+wBJwr/PHlGhKXkgywePqFDPpko9T8MkrK5ulZQFO0ewxK90ogp/HTc74NafifKIyImabIcMQ5DiHZN/ZkgLLcByb+TJJbnkzHT1Zw9l1RvZuzcsclW7PcA4Cp7XrQGx8cA5ajOO1HCioxDpktdKhrOsD1Geyk6CA6NgHEGMtUUDV47Yr8BEmvhgtEyo4P5e2cgxPTUGWxXvdBXrve97z3ss3b+985ztf9tKfeMLXff0nfcIDrWtSnnLN/ol/88BP/ZrHPu7//aVfvvxn4euLHv7INlLcSicMvr4RtJ7ZBcGyCK6Xs3I15TvvePiV7fnq69577+0Ap9F6OBB7mXdr+lMrAP/fN1BfN6LU6WWx+qmjUq/+0utff/c/Q8+f8fRndN1GBedQK3JjYuPn5pfHPjCjNh3d3rsV+BXnKVKdpG4jRu33ETLnWl1+7vfd73r39uau5dsMn5ED3WInazzW46luKrPrv+j0y1+pBagvY5/tVGpJKupYpzdYWpMM2R6+lG2baFYU9XWXeap+69OfcZlDdq/Xv/71L3zBC//DV37VAz7uE4EV5cB66vlnP+Rzvus7nrmQ68ouJlwQZhfVSk4cxE2U7zv2doT13584fuqDH/zgFez2Qa8HP+jThT+JsSnya9zuTr0npnZfKJ7ZrzLgv0N9KIBz70BbkjKbGT8ExVb4tmdIFHlD51b2mQrKamcnnFgQYAjbvLlLbXNk9DLkblWCyHgnIOrlo1fXy2lKdkQV3cGunls141eORK+enu4eYfyuVdL1juO62y2NmOlbY1HQ1Yn95tLg0RtqYuoirfGLu6mkR2TXjdArH5foE3cUU98YJlbEzspNnAobaO5JoUgMKGPIrgFHrWtTcrVnTRsuU9ebP+mS0g2Ww2X4YJqyvgHMRd6rS9rKljmx7epJgpBAsgD1dSxhUV8yWmiFYXRcdlmjcWCkSHgN9eEsg6Q4EfYCnqVvayU27adYkt5HbyxnRC2469jt5YTDAoNzXWuqTIXbZ9ihGeHtGRKESPhQ6FnfLUhd1vhVPi8xjtti29VzkG0Ochw1f26xvcn1rXk72JkV1mofjshMR7DxVuyNfrR72vSkQW1i6L4G7VA4sX2mGtwLOMfuFwpigE/H7n35l37FZVq1t771rd/4Df8HSAL1wYXcZDgnjp98/OO+9o33vPGK2NS3vOUPIhg5PZyx40vB991iOSdFoqmBXFP+Lz/yXy61b4eLiH/uQz8PpAjUmWEwpK3h0u6CLMPHAd4nKjyd6eqHBsfmON2qp3AKTW46fcshunGISXzdr79uVfBRRYJN6gco7Jr9lWIqyuYuN7VQZT5+Me2dbWcik/Zv4TF+Vr+0iZ+rsnBF+OFJT3wKDGpFuEDRCevOaAaiiYhlGyxLdg2zVy/LjY94+CMufxT2lHYnSo7TzCSCV5QtndnoquXGqKSGb238ojcfJu7ervz4+z/gb//2by9/1B8quvQtz3rmsy6cuyjPLQSfZAtTGgUYFOrbgvYf9cgv+dmf+dkPfOADV6Qn3/e9z8Hl8Wg++POMfHKAlCG3m1lb2vmyx3zZpfbqcKN79rOejRHoPj7l9EAPcnAIk65m9BzoHF+oosQZVDZzuWWyelN/Dba8omlXST3hMr+xlXpeSwvqFuwXd6OJU/NG6pW7Ji2QQ5jRa85eSEGdrmfq6FnFOuSyuUtd5nddW+PXrEn2zOaUTOo+02XSbVyM44T3gCnmv8YWxAqD68HZy3vrdC6nWl8oST9NxfD1A27/6DkqghPcQgmIuxwN3SkCAOeSma91yrhBNZ95JfqMn2ELA5xER/z296AwkJviHP1+ir1aqLUw6VgqG5ncXtNcF0o6mh4du+vLXDjO7JgfQXUvI6uKyG3nobxt8Xay37PdXAtH9kKRvUkyvVL3YNrKOzfUBX7nF6ci7Jwpifp2ps7Aa01Hsz0mEnxNFyWJFh3QT12/1rYpykt/5nqA+/ELtIwl7dsq04h06KQv9Z3p2RIlwjlgRwyyJ7FE1reD33BNeFowOTBl7IIHs5T5Jj6Xr0sK1xZs425gVr9rPUme5iwlMXzjT/3kTx3CkrXX3/zN33zd45/Aq3sldKTdJjVqDRJzbf6GJ3zje69EmnHBkNi4jB1WPCb3dCPMk06oBJxwOO2yQxzm+6RvfvIhhvPCH34hjCUr7xm92S96dvRXguvY4ZpDePmv+LlXfv/3Pfe5z3nu8re8n8N/n7N8+bz617y/H97P7T4vt8DFz8OLl2af833PXTw/1HSkVUe3kBUFSm1G43YnF1/3+K+71CG//e1v/4Hn/+Cl3rW8rj91g6W/UwjZqnKeHU1d6jdtxybeGHOuSrzZv820c2O65iNrcO5CqcoYt9MUypIPGjtE6fS5c/OrWoGcfPniK5H7fcc73iHpvmx2sjYhUmewHX06E+gZ2PI8CUjTbFdkS8ZfffVrVL5AoIT+kI0kjSFjRPUOkSNeeUUZvIzFe5Yy9AHiso7PkYVKH67IWTK/89u/8+hHPcZVhSXaS8xoFSmqEWghSnKa0vH9a572lKddkUr4j7//J2CNItNZno7nPknHfJki1RCC/yHz9fL/++WX2qWX/18v/63f+q1LvetNb3wT98qtuxbvsPetk90BwoTb+cNsfUFMyGQ4Sg5LNPVecMUyelG+KGvUxSZ8i7Ge7UuM8OqVjOJSKVyPMe0s/txUz3Av23sW4KdESLSFSXu7OtgEvVICTpBlkoSVGy9TCTVG61K9Ph8vqw23KhBdgN90NH5E2dS+cTWwXDY00ZptXL9NWydAiM1ZpbkV8IcBZV+7xzLe9uqjTnIWNBXHd+v6koQp5/jVMF/arTdGHmyEVZcmtZsghYg+oWUGB2OAUZWMSGfqsOxWYjN+nmhIrknTWcIwxsMBh00YINspFgbO0+huL73KfowoKWITK1XTsbJ9SE1wlcV+m6fanjqgapADVeGIXlIetgs6oo+3Yg2LUEzdfjv2BBfjAGdZrNQybyqnUBkeaKNXA+k7dgUpG9txqQsLbU6bN9aVdRfKiZF758qeTLXxLAl/1WCobJWF2vzmMUOvzETY4nzWVFTKVFtbWL0eJFhqm/dujfF4BXs5+hGZWTDG18LyvrACqYHsekRbH60w18T6pL+uOnbqDTieblfKIRsOpDY/b62iQz1dyjpO1A4+Xd0Fvdg8As4PLO8//MM/vFQz1l6Lh1drV5y8ZSgRweG7bTbp4pPXnHrZj7/scB2Q12//z99ee0r2VB1dx/w19kphnfL3QZ/yaYfo2PWnTv/aa3/tUu9a4CXyDAIePCiTDUM2xLenO8K6I8OH6VC5vsd8yWOiFYS1eDz6NGnty4yE7W7vW/PObujkRaxa12B7EAn8L/7CL17qkF/0Iy/6nM966KXe9SE6oNkToRdk/B5OHVSw5FiXb4lF9Y91A66dm6lGpZy1eibGnaZAaXGj0Y+io2egG72vVO73Sd/8ZE9/YBXz2QVfRnMMq/GMkR9GRzTZ2TI9/M4vvCJDaOf1UfUmH7MmG7eIZEEZuVG/a5yMjAq7FHiOxaGt0AGGT1N5+ZUa73znO5dGIliixEUTUmuwJqrr/zb9f/aWc7/w8//1Mjv2G6/7DX3uZJ+ipTc9AY0+ZA3Z9IPJG997772X2qWFUM/8zu8+xFhuv+32XgNzeZgRBJFTEPwEUQCjGy23INcd9KuDT2b6sPav+1Vv7zjcsCurrxR15Yug0BzjdtnWhTZTubZUfnYK/6AxIobpQkgHEcQPwcdPF5bIx+JW7c/Sq/lEDNv0k4/FOFZf6Sp7vX3awX/oqmQ7BoAFvdUbrGmAxaGfb6qnDhRtn3bPRgJ+M5/dikHD+QDJ9dppLX+7PtI0ZlfQ6Mk+pLUWctd4+yxBEINtGg2b1wq5tRTVMuq8dysXWF8ZfIuHEOayrLQ1SNW8Kc0l41fyS3X9ZNg8NQ0+cyiP4y9nO0xklRkO59S+YVcbzcVyQYzPYWB8+gzoXehmFSOTDtiJP7C26W5kIg9M3jCn3VtSO9zi2MVUDgfeqenxyGfomYH3wQI3axETekZRZDvYuWYUIzHS5nV5/7Z2xkY5vyTtwf5MbXI9uWj4KwrBxW5WFiUy58xHaOZwG1Z0Ll3ktWPr3qijtsLdSHtpVBVsJtU5Q7TskHGd9CpFsNmWIyu5WbOfv/XiIWzY8vqTP/mTm07f4vSCM6vR2rM11UP9eepTnna4bsjrjs9/WK/XAma6+BgxusZrwwPnsSmOZ333JR/me/fd/3258clPfMohhvPJn/DAAHtYOXVsHQhH4XWus/NyeNQX7FRy0I6Yam2iYQPlFUWmNE/+SxHXWUdh3RHHbDjwwFQKA+1bu7d97BD72t/1sIcvjRzCQXzlK38eumQmDqpSTZTELjd1U59JFdoDr0ox0rQZtm5YzFXd4Pv2uH9rWfWht7cNXegvq1q7Yr5240qt85R0X9GzMOkuGIFGEV0xqVTHBZww9aDHvSzkN7zhypy9xqe0a/aVZwfWWdU+8PZd2gfov1GDnZtyoP6JYNdZ/4he8iGthdqXM9Jf//9+fVHj0jfMW3adR87kC1by2GKbrsA5N1/z2MfB4j0z9a4OzSkWE/Fd0w+f99DPu9TOtGN1PuWT/s0hBvKkb34yqi+3xCBNumQIdb4tX18JKHSKfUUfuvUtUvSOq0XwM6j0FcpLs6vLN6zetuEqUdq0oK5gvzSfSJrxA/0wcCH0mlvlGlzRk50ARggnWUtadpSpa/z4HL8C/LaYh5NbOyriYNWRY7yVp0cwSdD5lYvhGsrY1J5zGmT5aatt7sIrutOuU4PcDvf2YBpGDomuBuOCvRKmw4uYNNs8QI0w2kF1Olx+hf1j+IK1nKEMp9dFLutFUKpH1128INOz8vG0V6oKQ1tUtnWCMaGs84xR6oz8xlHapvDGWk2jvsOAxy0Cxbx1TkJYnFl+EG4OogPEQhJjRAbNFhh+001uWs6pHg68fWNs5cSFzW4u0eQgDRI243x+PmiY/Vx3U4/5gELh8BEw9Zun0vHb6xnuF/Pu2ZSOwdHtUccyyCk+OZrNsZBWGBBRxGgibpVjjyA2CKw4jBqd+CdjnNY1wso66X5Z5MRvI8OrBM3agVYY3aZhss9tYcKx5ka9qkpf/VWHNMzNG3ZnifjMz+TKjhN22CmpRz7iiy/nsKlX/cqrLLlQr5W/VLo5HdTbg92IMop0zxsu+Qj77/i271wY5sK52w8xnO/89u+yrGKkFFW8KtYDrpfhBNrRkd6HQn1fGlSb95zpbV5V0K4S1bBBlIw03mWLV6WeuTe0wXgexisK9GjWsGN+1Bc96lLH+5d/+ZdbeXu59yde9hOHu7dzArxci9LvkLxXIFIZaC+rY5y2ys7Lxz9q2rsQl/fu2UVrE2FD4iK3GRbS4OrWisHG/JIrt87zid/0JK/6xoz7eq+lC7zY9hyOb8hLtD0t8qKRrlT/3Xl95EMQN0oHIhlIvQZ9rHLxZGsuqNuDtOA8SMP86vx1+36J0D3vuc8/9Bj/4R/+Ybldiru6R5iFzRqkAJE/eAmxqtM777jr/e9//6E7+Wfv/rPrTly/xja9wnF9cNNntMry7w//0AsutTPCFYco9X/Nr77GEmeOwCcYkJUxyrlKB1E4dvpWh0xRTuPexS4gmPoPhhWhqKQTQ3RDe2Ulyq2PFxRdlHYayiLgl3ZXzG7XONcCGLXQRVga3dpPZtmni3taFkqlzG/rOir1XLBf2W8mCQiXRXqJky2Rn96HeNAc2xmEggsYrA1MO5Nd//pJ3yzA7/hHlU32S5jv3NLbRPvgy/InY3lXVaijhtXJRjkbMNNNcT9Ha7/2rIKMzQbd8Sd517hlywordtYTptWyU1DHw6q15jOXNX63lcMDjtcTcbeuo6nn/V2SbBnotwNUQqHagW54+WqojwIophIndXQ247JBmWRDRUphrvA0/XSZRnmQ+GB8QQO6m3nnprqyrsUXziaKhvBRUtQrl6elOVIBsQvdXcDL1rHDLNMGNjnXXT2XeUnlmOLzRU6nBIlWNawiobxGEXkgad/synkUyXbjkWg8VD8B8hPBKseLvaT5DRXcXOrFk72xLqnPEmA+QHQbEQlrpYlXZk9cGWid5jYx3/s933epBmx5/eTLf+oAyqwQZ/XdF74v/fmKL/vKQ3SmvRYn5uzNt3bdUIILK4AKqDlSJk5AxWc2ycxnbjp7iMN8P+kTHlgjBflNb3zTpd579+vvNjPlfX3onuiRkQd4AH5wKvWwFZ594zDpEINYuwyut7WpIEe4oKWPgJg2+9pmvMyeq5t//CUvvdTxvuIVr2x64dGPevSl3vuhckDzI/qx9xarH5rHt5O3AWjn6KChqezqWS3WR0Yqhd8hsEcuZnQPFYjSKgWu4O4+Nd23Y4ZgRLLj4Q/rkazlkOGWDdJ7V2RFX3txrq/ncD0ftc/XQQITJc5RAHUgTqWh0joOtJ257uTpywmTfWvZZhaZbZXIB2bgRZ90USfZCZBuefCn/tv3/Nl7Dt3PZz3z2VZqPGHTtNJtoiHmk6FQfPnw5je/+VJ7wqXL6YUv+M+Xem/LE9rZ5/qukSOzGLQC7OdnZCVhIt8bk9ezk81cIZhfadOufgGqHtif1eiVa3MOQyiji3u8s0uprpymHShuMsXnugTOaD9epcP72AnKmpxbia62UUHCP+3izZiPJerPqbR5bYrbzEJ6fUf82Qqv01rt5D1NsDgQjlMs5zyvaznzTdXkW9dXyHexrPRbfOK43/qjM8U7yXs/e02WD5pQILjif51uo77kG9VXLqR1wKOhA4NJo3FCTHtCmMdOqyWsm1YvEVxGkQEvScCulHrGvdvqGr96Iu7WqXIqbN2QBhX1Qds6HjRYy7r6DaWRLHheS7Z3DXpGYg7XLSdN/HGNOHpZ9Jl51rEtmly3OV0IkksZ0bbnJbtZa5+Bt5Sh77PMzoRPFykTiaip+M0K/I5fzItvszg2pdSTS3MnH/eB9LLb6wtRX4buzTD28vQj67KnSbP1KQHn1bwhZuNaSAhMlYgr4QoNmet2cNzdBg5XOkxj7vf/SD/6oh+7VAO2vD7rIQ91U8ujsN/IetbRbA7W9VBV1U//Pz99iP601zd+/Te6IbvBrs4XOgeA3glvTJWqT/ymJ11qZ97+9rfLc5/9rO+51NsXkPn/U/fm8ZoU1d34/Pfefrqruu9+596ZubMww+xzZ0RDTKIiiCLu+74jAqKygyuoEJcYlwCuQNyi4s7mhmBUEAExERMQESEKeUVFdFSML8qvazv1PafqudANE+f3fPpzP8/tp7uWU2c/p07tuXZjkt1UZ013d/E9zZHss3pbPy3/RS84iFMXtzDLgOEZQRifcV/SYozIdHTpQus0He6zKDPElcl04iR2689u7TrfV7zsCHeKaL/sUHtAMxmuEhtFDsZQQRjeKgsKVkd2aWGuPKzK0WpiD5P8Y7QBU+C7KifCMpFDTiHHwI7uk2ou9HnVCa8OeRAaD7yB85r4CpYiYyK5IuYwHu0Q6b49VYUyPGH5akW+M4Z+6UpxxCtNupqvhOlqESGTYUSdy/LgaUKYMXVvTms4+xOfNO07pSqjx6PuGKfJPLg8NOH5TCkZlPu7/36P6F1l9JZbbskmMimwwAVzG8YtaaYPuP/ePUaysGW7a+eJj39Sj9cPOfgQTunxiwyY5LSLNMbiFAbhLxZMlUEs7nKUcTCEWzZIgs8IzTKgRHgGBz/icaYOxQVs48EZpyaj4desIIUyCRAJW0tKCsDbHGMBACazjs+X/8dmv7uIn0tA9Xv8vH6Z3VQpTFzYZRSJAoOEfKhiRllkQPBqf6q128VnNPLV9nS1bWrWufnGPTn7FNyKk20mGyjrQYCdYNklSNEjhTwj/0W2kiIE4OBr9swwHSa74okaENYXMgDFwlEqrJGShTLn+Lno1lLjPzXnTA5CuRo5KmcwNOGBxS82HgE6mjiZfFl3MC6WxsI5OQUjPNak8BeNB8KkVXPbREON0Mm1eumCnm3troVyYoOqRlXhg3jKASGjwAgkSaky5TCQ/2zdOqF8w6iZwphJ9VSz1hqf2az1TNqL2G2xqNlMvWQeW4LtxlCbVONqxe+7JyP+BYBKESWMUSYy7d8yKBlMkvklrJLQfyV7rBUPvFQuUzn+qs8/7/weAswYJHKNU7SrkypGQbeLmErKvXd7rJxf00M7d5+LvnqRIAwl4aPBlkhwMfG40089DvM984yzqKmH9qoEc+wxx1eUyp+ZyD2mKJmK47/3tfoQdCKAzFQQXGXqlwrS5PbEMsbBQq8ZeZleOQ4YhnfgAY/qOtk777xz1fxqavzLX/pK1xZaTOZ0iqPiYIzmkMBextrKQksWYdq3Nbvc91YVGN/DZKfYUtSGR6up4G1pFM+WAag2/fBhkU+rrE+OTqULVLGzNNm6RwiAbx5ZXBL0i9/vw0DfXcLqg6tM8Nb9SwPbsG5j176+9+/f82ywGILkTB6TutP85Cc/6Te7//yP/2zUWLI0tLmg4YpXegFAHL17OTUkl9veed1rT+w32vbzbHMiKw1PJzAR2Q1B+vA1cl/c1N50ypu7jiHU4aydItVjo+/nPvs5ldsewkCa0/hVXvFN3Um1Amkbn48ZxdmOKJckEZc+iSCSoZYD0whbtug0NZ9sSc3ydGV7gJXY+IQAACAASURBVLvP9jRVPSeV7MKTwzC2D1ECadSldjLVr4f4sA4gcnBrzDY5E+uz5qipNzORkCRUyOA5QXB6m0M2BnCxRZCHztJ1Z3dydTvsLobxPepZd7jZgjlzvLZhkNKVfW5gTxofZ2JR5EKCLKk1B9XsphLAjRB6InOrksuUHRUyuhQakRZE4pvm8yINnILqAExALYoceuulcVU9q9aKNimF28zZSOYAdyrpHDhwxm+STytNZ8TZO6pM+XD0sDu+KhuUURX96iiexMCkDKW8WVQP7J1KlWN6Yp1VKja7VE9/hl5JW+zM8yVPbKkyuH03lhhafeELtDm2UtuQo4nBTptUTzNxWfwiS0Hyp+irKuNoqWuI9SFGIoMT4lkwU3FxuqqKYR4CWJK0vBJTGTWpCyYeykYYrCmg53Q33aWXXNpVev32t7/lOkpkc4qnKFSemTJztKKCB8G3gZvO27+99YM//OEPs1PLEmIDRlB4W6LKYIlkefR9+eyKHof5PvmJT6HEvLbHm3/aeSvIhV+5kI+qccEQzbVhthY8G8df6c5ji6j3MtbHsdFfiBVBI0RgQhmrfLQkZXmJDCCToIAN+iGNWbpCQqrzaaee3nWyl132bUzkOPqoY7q2cJc9oDnAJF8TLCVkyZpFICifaKBNhpKRW8ry6D3UrDuAaIue3qT0pK322dqEFM3OlB2+z89vfOXxr1SwQHLATFDpwOvYw4ynscnCuhf6aU95+n078nheX0YLR37CV2dQ97H6vpex+hTSeOopL+vnPOu5/abWMsm9H/A3SS6ZtGZFwmFKyDDrQM5hnKhUQfxWf+GCL/Yb85e/9BUPh+go1NSX3G8/TLGA446uvPI7Xcfwzne8y73rXLef/tRnurbQGoq5dJsUq/1crCsn/1iSCZ9dKcFJeGGSslaD1ErP4YBTHGGfCEMMplbWfAx1TuVwOqLr2n43qZ4rjYnlCmmW48nAeBcF1GMcYiTLV+K/UfzxyY6qcJCd+VfbIY3Nm8vs8RvjfXnypGlWzBlHC8RDzSV63CL0cJCkmfA8mlR/065KpCoqW3VjtZrb7qp6muxEUxZV6aJRXqGKmlVCtgLrUDVKuZ/QImCcQGJJ+wJ1/a+V0ElgppV8C7MWGS7ltjvFf0vkCQDMVPAFXdRFUN1uiKbSS9VSY+TYA9w3t5ig3Z7JMLUkIl3TzcrvZ2N8O+vUozIceoBkxZSfxRIBgKJ51qIHZpoImg39CRwIFiDbCK0m1tmTLVq7a3s1uWdlw+CaABigTT2WHksD2PMVy/3rmo8nPDkacy/NIfLarII7WXHpdhPxU8Ar0rQ4mvIADRONaADZp/GtJYFP4QsN3Rzu6kj5qZKoFisgK7xfMWzWfA4pLTkzJktjqrKdVgVLyRAN9thy1n5mp5dlRyXN/RhjDAKsrLn2UEPemp/+HqvXdRrMT3/6069d/LUzPnDmsUcfNz83L0RdHGTsoq4y4ArPs4IZ5upRG33nzp3k3HJcrMcJ73fcccf0xIxyJBGkiwx/lTWTEwLxpCOWzfdeW3156IV1D/RfSuHhMJwX10o2hecdK2xBhYFXhfAgobpJBQy9X3vNtV0ne/IbTwEPd71qfs2dd97ZtZF3vP2dwVqLQy0L1Ofi38QkTkVv+BcaLOVa2AJc5jgHk6ZiuOTUem3LkVurzyLJiKvoxZjPfW71YbivLAQl4twF3rpnggDjxCvUFCel7ttA311phucQllKOoCu9VdPVhj03d+3Lxfri4iYckiOJf+ziiy7uN7WTTnw9d3sZWnMGRpXh3jAMpkAgZGhUjURdbs2uXrnHb37zmx5j/n//7/9tWLcJKL125gfpWGF7TJIsg2gW1nHVyjU9Nmnvb84ooknpg7qf8N5+nvSEJwfM4RiV4FgVhWbKbNmKyAB4mVupKA7wXYFgQxRBEM1k9Yn8nRwC4xnZi3dR2/Dachvxm68aiPhZXbwaSd2a+G99Ty4vbsp45TJoyJvQKHOcw0priM6bqp6tflk2YLIGCkqdWfZvNJiFpptAlV6MaGwLEmItH57DBVcRqoz4cou2zr7ZfDUdZq2JtZb/p3YnnjHTLms2pxsoWDVmPRSLkpiHDCGGRipCj7TZZE2raFeT/mC+az+wLJ8kjIWxpXZaCV9SX0A925oW5dQW7z9t8aEaCyruMI+JiJrSSJQEXRyS9juh4kLnHssIhZp3NIS4rPBN0mTE4KVUTQbQeG+y2eO3tWovXzxW0JEG10YNG9mQyw0ZaqFjaTSyn2Ucr25XobIhR+1MUD0N+aWxcgGVBXYmfYX/OuSJ5wfKpGLM8CT1SKm4hDh0xf8ddlNDO74bS40hfdxba9nlkUQFDWLQnGFYFS3DDEp9+9uX95Bej3zEgdBInGMVe2eky332bOErZGoWFO0KDfMKt2r3jTfeeNFXL37ve9535CuOeuTDD7T2Zwp2Gli6RmmRq0bOgjvde7h1z/n8OWSMudk99cnP6AHnFzzvhYKo+IzSCS4uBRk29rL6XrwotocFjYVzco9ZGqt97rjAIp2blJivdKAARTABQDi/sGV7D+Dv/YAHii4uv/yKro2YxLCyBjnqZV4uQTpIqYwTER5OVLohLgxbednt8fNZGZPKHfo0wC3yUYu6z62+9nPCca/0U8ass1KcZ5WTRhl1RPzq33rqk592nw/bWn3peQliqJpS08mb3honXftqrb5SeKClDeD79Rs/Bro1n3rYLe2nZZ66SmLOpds3P6xUGKOpIQlpMNpFF+7t3c+/cZ+3vfVtHP8zBp7Lv+VqB6xaSDM5+sjOQftbf3YravltO1PjMz0SQM74wJkquOGHALCW8Mzjf8jp4kdRl8OeZ1RTJ40v+pYYmNfGMlEU+2vMRBARsIp2uJB6jQXM6ykf8XNBPzVFepf3kd19Zm+KgQkvBeSp2I6bFP6Nreppz3IwQb9l4TgHl9iWz1FUiRKcMnldoh7v6yczha2oISNp2Ajd1UROPr7ahGKW2mpe7vCe6B9sF0WRoeUJhCApxY3mNt4Qe0nODjEhXpVwVcdsjia7T3Kx+SKa0QPSHErbhKXPuIQ0sg6YSEBjPVNNuqxCa2OMz4O0zW42zhq64tQQcjrohCSBXqid1Bwd8gouAR7kVskp14pJHAF8BkkWArHHOWi73dEqFZtUPG/TVxUxKz7CRsImEnGM72XN4HatkrwtB/aqpcqlC35RprfYPX5gTKWhkQRuTP1IwhJLwrjbmQjc0mlbQ64mjGOYoqxiL4VKJBaHAm9nWMkgazrik5kBO4BecMEXuoqu9vOhD37Yj5m8R0PrRGWxM3C3ONmo67c3n2eL7Lc23g033PCVL194+mnvfvnhr3jYvg+fmZwxPUadVRyoIvFsiD8vQo/5LENVDDupQBu9tnAcdujhyhs2bspqrB7fuXNn13bO/sTZPjZdqPRQo8wEC7Hi8eTWBOXUvYv1LbK4AdQjmMzj73BeP4wi9KK/yhN4Ai4hNTGO//qT3tB1pj/84fXpIE85+e+7tnOXKQKxoDLbANjsaoTSUA6gFEvC8a4ir7JDHmmQKDbi546dbW2/6Y2qovqKo9ZPrNDlsSusvltuvmW8mUREJRYHNQaalDul333OWyFx/vJvdzbF7/bTWn0854Jdqd+UHu5n9Tm+5MKhZfBk8zV1q+Z7fNlLX95vXkcdcXSW1sBjkrLxTA0wCRZyl7YDxhpFyS6AuZkVv/j5LzqN+aabbvqXj37s6U99xjC2k7p7csJekVb35S99uSvcWtIgZYXgcNFXL+7azs0335yDcE2NJxvYmGqCW2US5SZIz0UyWZjNA7pOEgdj6rJc+tBU5knGdYWqqkO/6P9l8Uw9ZQ5Js1af2eNXTSrGGRJvoPR/SWigwsoNzqCB5GEFyVPG8PNVPVWzXFfjNoW+dmfoQZIt++JjoYAtZCHrQQo3NgsdkmkRKyRKx8qWoUxDy+rbRRxfp2a21iYHb0FPb1HVhBG4I+TaztJFFoZ8815Y6zKyRAZnxj1kbCd7yWEkhc38fQoYUhJZyS0KKOkJ73IlPgymiSYE28WK/aYEpU3Ud3pL8J+64xxCLz4dVKiRWfBGr1P8qWCH2kc737vhOGdL7fA8ItXxGXw+4QNJKD4lojokmbu10AaLqjHrTV6g4xyqaqzyCIaYBpGn4H3gubVpInqKADWcsO0w3wFcq7FVdgxbtUtsrpf6HXplCo1FEC9cQ2p4ZoACK42hv8inch5HQVrUGmlvIppBtbZCJDBGBYddSkX9IIVj3BPs8j8/9M8f6iq63Ofv/ubBCkoDEygSL+ZQuAf9j4rLexPOWQsP23d/GHw0Zky+x4hKZMAwUAsraPEhkbVML6on9DzMd14FdkDt9yhP2hqclkOZc3iqEcxuz5J6q3LJ+eacKF6N++hHPtp1PMHqUxyweZaRMnG74hgzjzRPKBSwAh1pDRFUVfha2Ipre/YnNczH861Lv9V1pu99z/uSKTQP2OuvurbTfl7z6tcIzpBAzKGKN1yrkWEErh0HoHQRD7ERWmW38aAJILJ13sbXqtmFasoWv5reEJzobV+4139XWX13maJExyHiDXFssSnDkRu13a6dJJWFhKjHPebxu2LMxuorUFfznju32wE1bxW2ZLix9bb6hrAyrLUYjfzPf+6cHpP6+a0/nxidQpLJcU65HEO2D6RMPseURjRfWTOXe1LQ+Je/+OX5519wwnGv3LGw1xBaCOQQhWZmnLCr0Ds4pidmehTjfc6znusxARTK4489occqPMjIzZRDsg3JIlxJ+AaZ4cM4CWyc5tyY1JoKw24BvZV0IIr11cSlh4taOZ7kvDif+ZJs3HJkblHFneM3Nu8Le6op/liqyeSBkBVA0eKSUQi5Flhl11T1dKe3j660B7iPezDGWByJJ/sKGSSwb6VEuMW8PtqjKKHKEKBM5xUbsU+CrBxf3arj2h08MGVTPWMOIWDIUJri5EPHTmTibOn3YXJfoFPyokzRDL8WAOToocCoHW0cCG6LPD54aMcaeEnoMpfCoI2T1OUBtkaFMfwWfIxrzGp3pU732OcCmDRyGI8P+EMWfTZqzccP7XBESvC/yrkm7TqGUtLJ/lIFqfKZwQ/qUDxWGxIwxzmEGkIzm4y/pgx8uAyPlXyQAKhYmUIeIa4BUJKIJGqNrrK7+xZMCQMzhpn4uqNEbolUjH3xaogc+EsivKBXUkEAdpTWmPXZC5mUJY/M4hFP4U7fLDnRd6rMnumR2iGN+W1vfVsP0dV+Lr/8itnpuQCNqD7C90yNI3afCWzSeumxaNpxNbGJ6e9J/nRYgqwoGsaVUjKLd97/vvd3hcwl37yEXsdjxA99yWE94PzoAx/tm4rqcparqiTpN+t/ilff8/o0cIcMc4FLcZAKbG/QegSrL9RSizyiAQhgSVKN4WIuwuPKthZ4j/14j33047OTuu66H3ZtCg5oHpa5rcFqHYa0KQKrYB8CZ/dHsTeBzNufxtXUurqVVbM2R6VVBVrValCJgnLtgu4iq8+e3TeVzmuxQxoQYQrNkwL85ZCwX4L63X74Ke0hxOpClJCWRkkB3h/RM9Z3dY5AsjCx3K+ob7vtth6Tesub3iry2Dm95HtHFr0o8xT4KdaRcFJv3bQtO7zf//733/j6N950ypv33+8RKLAWdaKLB+QXwBz/12WRdPq0VuJYPUHdkYTdsHZjjzzbt7zpLdzhpdOJJNYImz7XUIfx2KyC4UCqQpU1SiEZuvqAAzT9YR0thkW5ieRlsdbTxrgac9mey+1xDmwH+DB24ZYmaCNBAibJdSi8kmTgACLTTuX7ah8wxV3AFq0mIIgH/mjalZSpljE0gyOUo6zB6cnynnIQY/ml/pkiVOAYN/kdVauRtwx/erPdfEWgw319Opm+GK0Qr/anfHBJvjsk4CFWkCkSfAkIV3mFwpLAGx5mNvwio2Jd55wXOaNxxO7+UuagAtXMWCPHZhWaiF9r+I2lNaWxZVe5I5Yi56HpCqZ/DxwuKYtzEaom9y6rB+7DhhAedFkzrLWQSsCJJSENv3Pb1I1TU3tW09vccZHGm1xNVkVT+4DbKLwS6JrlokO//kvg9qJ3YRNGyrL/jq8yKzJrdZv20kvNxhZqs6gFzMHDomU1BHA9LLEQTBMIRWoiwmix7UnQlAZ+XQf112LzSI3h+8oFoAq/kMmqZJnCMKRXKuFxxx97fFe5RZ//+P5/rF+7IdcXfRfz5U9yMEKSHsGZWDm/79NK8T4CfFj55jSXTAwYQx8etj/60Q1dwXLSiSfRSCLTHFHLZ5f32Ary7tPfw+ciwDjMxPWImlsL31TvDE8bbpLLkegBYtE9ng9J4M5APrcuAjFqjjM6h2bq8Je+rOs0b7vtV6EXyZHb5ejaGsV+h5Fni5Z1mf4agZAgfGDuQxViziXMyU4u1XNB+4jfRBAYPpWg2mWxvvZz7NHHsfEEeseh0mbmRauBs8XdRYG+u7CGJxu25Op2CjgkvXFdv2ouwPBH1KJk2zzmUY/pMaPWPrFxMxbEc/plQr9ptFmBfpPKtfROisbMPUSlaO68886rrrrqtFNPf/ITnzzeTHF8ZsY2Uj0WpgMGK5ywwrLyc/zYv3y8K+i+9MUvI+fBSX3nO1d1be073/kODTi7yunhwgkeii8pmWTpSAF39do/WH2LEJ3QklPFI0UGwfkX6UJHzSf0UukJF1vTbpufj/jp4eJDEzPkWkFiS49QsNGHzdXQUDYocqUt7uLyPMfMcQ620GitmNUn1ou1CVsbZBGBAGEFEi1Cb3GXhzYAAWwpXA3nuhpbVZmI33YTDJmyp1oXghx0IK7sAgUYRg1NBVuxBsgEMQT7iWxaROod8JyN96WVdOdl21fJCPMYOMSCxeVoArT5A/nkGg1vKZNbWM9WU5u84eePc2D2eZI90bhlzQ5seCZ2OngESIasoAvhBQ5GPkNyHUWMs+GBEVWxkRQUocfCkqE7HHhmm9tKqqfWKjWDKJTgOd5EWoi98Cg08rHwnSdumJ/GVlo73J6sOL3Z0GnWMSHTpDFXOXQXzMUlQSgOA4QQeFlJw1Y6Ydzoq3MuH3cQZyB7Kuc14nadKUiczYYOUihzsFraoyI5z3/uC7rKLfzccvMtoNLhQqpkzdxEWI6fDliYHTn47dhCmkaCCe04zvD9kPmWeUTUAyQhNt0vo88e5lsL+rRbQ1WrTXZt7brrfpggXmzcLqIaPtk6rHidImQ/qy/RSklKIRWRbPOLkpZLHrJGWsXUIG1PQfVlyvD5RSMA8v55557XdZqf/tRnVGSXDMKPeuSju7bWfg59yWEe5QJL4vgmElQElwc39oiXrF7xjeeVe8WiYlVSQIM0ht9aNbvDnuFuk39KFwm0fVndZddZfTfddFOjhtUZItanOEAQE/LIc9ll395FA4YantLo4vgsR9X7vL6oG0ncRiXPQOaf3nVqjxldeeV3kulQoBL/1YGiNbBKkrLZvanaa04FPSxXORb0s9LnGU971gfP+uALnvfC+WUrs6wpka3KptEqJ/XF2WUhAbjmKjjNLm6Gb8ff4zDYo488lg8pjvbNf9/53L/W/F6/diMMO3KtymcRR8MgMFsGjaA9Z1XVofQVpK1QG5j2bIWpXLVh/6YXaEpRxGcxITe8SF9V+1dN+8ouMeKXragksIXtXiN8Azwh9lLz3GnfSDDPcrCtl8ZwX/vXVkVGhM8dAV9T19ARDVUQuFDncCJqeNq/AKw7MXxMja8xuvjMgppbMNpwNWMOXnPNlvbIh/C8NwOcY3GEMZ+AfkK4Sz7MTlJhk2I8xCuxi3kZFMwl253impvZp0CQyYEoy1gE8MnxIQwVgWYWM/WMK5TamhmtwaNHV9IgnU9BDBiHlITos4uO01eoCw1XU1Gpztgd8iyrgI1xbMWQNuOWojgAbL8qm3BG1IKpITS1weY/56es4x4uBGxKyzn8D1ScyWE0B7ivahUba3yanX6VmqxaVKfEMaiUOYRnIlWav0toqjlhjOsdZAy4bTjoFbfsM8eGwKpk2TpBPHV+SETnY9AcyfwXI0FHVCuBusqt9PNf//VfJ534+tUr1+A4hylGyapnZ4HYbH1OI+kUAj5JddmXEq3irhI/JNIsIyoUseRAakv0OMz3mmuu5fikIG6uXv3KV/cAb2tGCqSCQq8ZFpzyaL4Wyq1O71PaRfSb9K17WH42XA1rIRIeaaJRX6F1zGoeQ1JKzJ2xeqJHEZ2DD3pJSr/0/ee3/rxrg+6A5tiaFH5i8MjBdW6ajtWE+H/woQ7xTwUlshpVk3t4P6Xj0WoyZESbZ3ad1dd+jjnqWCmNxGjj1vYasn+ZjNcROLsw0HfX0FPas1y3QfXxvtjXl73s+trl7rFJtf287rUnBqdA2rhQdzCYltOBQgAcElzrSgYTskAT6qPgFVatyVRicAc6idFm9JscKWFf9YEHdHbZtEbaqvk1vOXY6QP22rvHWhx3zHHDB5yZPg+1oS4ooKGdeUCBF6y0mUZ0cXHB3lO5UalkwDr5kq6vwxZR/oBNM3jWFNwJQRs1ZY5udyU0R5cHZlWJFgBR04EFYyMbbFksITBbJ89V9VzeDqYyJ0wsszouHctufZS4IfmemuWSTMRo5b9DzT9cOJvfYcIgW42Pr9WJTarntLZnuvLgj9AqAz6M4Cb5mv8NIMqcXjB0oRNZplR01mcUXR8lC2mo1tGfpt1pGIxYUwWTGjYYDdM3caQwmOyL9t/CGv8zW9SsObbOmBn+AHdj8uUye0FrLUQVmdxEZMZ1SqrD5Hv8FbzVqXcyfd1rgyEPzq2LlBTC+AzB+aBUzNiqnq1SYdKIxvi8mIcOlibiM/pi7o4f1t5KL2gY9ovZ42c3XrrDFeuZ0CCJJ5Htz75gnraKNTwZW0nhKKZE0Ik9+TPKBmRYZ3lrwHhJ2Lj8wxZPJ1/E0mZFsrl6H/2Ufr5wwRePPvKYTeu3ADllxTCVQEgmUmioa+SlkZYbKdPZSSDkzQNGRdYuLbTymxxIPMQurrzyyq4QOO2fTospJYwrme/r127osRXkjW84WWxt4pXQak+BHtPoPiZSZ5bgX3ru6yP/BXaHU85gdTb/If7qjguDUjqQDaL5gi7CwSU5tK09/anP7DpHnpDp1o712CNJzB3QzOvvqUSRXQx1ObZHch6yL59zA4/VlVEFJtfq2e1eYk1vtE505cqR7VKrz4b7RrPaQwJkLe+Xmr9opv+tb/Uxfu7hh05uECUHcyNne7k39rf6hIzXKaycEPm///1/e8yotU8S9BCEowH3FnUsJqmJPCmDMBzJsxbn8NZ+e3ZOtcqAOg6yKjT3AgiEEW5d1s5pp57eFW42RurLUGUt2x5bAC78ylcR/sIBlMQEUmaYEDj7NTqtIbqFAKRkwgiikDuj6Znh/EcH4DcBJ9GjzQBOZcnBhBiquMficCGjwRl+YY/fMvNvplZCtsGoWfLegZRGhqkTojXqwlK6ngmFRl1xlwkAvsBegYHpSuVlmVD/7jbKxyde2TqHo5arNzbit+CjMdNblZrWrFA8+tSwF1WNpMOuOSj8A1wrU7mbxB9Q19dCkAHPgce81aeEYpZimu+XwSqrGNQB8yWr4SqKJ8y8c9YYfgs+sbA1qkfnw8NZr2uYXSGianiFt0iLSzjqcN6Yzi5E8zK5cpo/OSw1VOylFzTFHAQ2jSgc52C8yZvCeZuIVIvzkyyrz96x3wuXneQNPydr9Nhqv+XSHlyp1TSlMgXboYbJ6oBgWLTfX0uqUEeIuxnSkaXxeo9e0pkREzbY7sboxvaGLK5fut70JS3I65j4ImWaJNIcdujhXeXW3X6uu+6HLodnbmYZh0zsHax8GE9h61V6tTjM5W6svkXWZRiRkGghLGeF2tuBrVyxuoeFduABj06sPkZvPU6U/ta3LgvIELE2pAMFTLPOuZrV+8oSW0S5Hlr+C1/wIimTZLMC5gTPRdYOZYafC28n+GxkjamA7Tm57p7vUaIW4zwVXPTvc571vK5t3mUOaH5SwhxqcKkyuKWFeeBFBfw3+2vNGwxuOccuWh49taea3WEOWp3ZYSsvj/fGh06fo488Jje8WjFNV7A4zwEE6HZpoO8uwAHcBcSHnap05ku/DM9YXGHogXi19bao5XPzPaZjSgFL8lmEZlOeGcXkotWbqGXlpSxbu0inVhdpMDEMOiXaT5N7PbEntFDnxqOTCaprr7m2K+je/PdvVkN8gu5633vf17XNO+64Y3piKQ17WA5RgIZKgJACPFBKxj6UzZJBzk07fKtJ4mCxNUGqidXHXgkudgUWJuj0bNMdwYHnSbYapDX8tNtTZ/b4NRxK1KwK57nr2Dvs9mTdRb1WCErLfsPJYIo0wsLVHbBRVhPxW2UN0VDVU25jS6kJecjdasDp2uGU41B5vg/8xVN5Jta2qnDt3XzugDX31mhY66Ep5fxfQkiNa5TQhQ43gZBl9rWWqxxbzux249ZL6uKvE1DfzcXtGRx8qBtHhMlcVy5sY+FWz6iZzbZkjjX8xlZw918KQ5Law3gsfytTwMw+P0JAIPU1jaz4HnGDZZZvg6Uaf/L9FmiqMJSG5QilE8txo1Qs3WEPT7dbSdWkupuow7B/6xxuxO+8gl006oxruKXKGWt5GttvoaqmF5ULtWKGUlwXY/Xpwp2gErFWJ23l3PMK/0K+OC0Ducq4hxWL+SankCXOjDz2CPdb3MCTGbCeHJv+3e9+11V03cPP//zP/1x22bff+ua3PvxhjzDhDtxqycLxUKdrxHtVXYmL1NeV1tdBgHDmniJWxF1Rhx1Xof31qCOP7jrZW392q8Bd7o02d9721n/s2uydd965an4NzSts9WQ5KtxtIxw8COcIih6xvhe+4CDwhwWPbMRPScma6ZrxLU4jPjWUnM0Jv/Peazdx2J3iJ6gLWk3BMpqb6fj7MQAAIABJREFUb7656xxf86rXAqbVIQgZsMsUf1/ao/j7mWecmeG5IxRAGKoKYAmfpJxPwpEjKSkfJWC7thyPNnv8qpnt1dKFanZbZVI9p3Sxy62+EO6rhRCiXSWcIzP9VRBpvyzHe/4ZkuFJ6iBzDQLqqvU9rb6IbHAqScrc1KMP7LOt1AWXqOhCkr41dD9SQNT8tiLGMGNFB1DgfLYh6RM+hyp1AKE8sn1lh6RyuMFCf+KwOzgbSS9s2d4DdHs/YG9kpDrO1/fbzwHxwue/KJlazZEf151+UokOUKO4j7r1iMaCdQAoppYMWQJyOqcJGjWOM9SfzCb2C4Grk/s+hSfwfJaDGlDFqJXanOO30phY7ug8NV4N8pEQLOXifMqUS28LKuZ33yimPSsHqABS2r/jKnNYBmuKu0xrMyR3osOKyp2Ml4dVdh0Xweq0Yk0qW+O6h1nnOvUVO2zEr9XIZ7cahj+zqYWn03xCJK3hr2conRR94NUcA5MNe7A5jUab+owIXaN3A15UIW8Ttywx9SMZMPMBQWkZhxJ14jLQAP84fso5SlR9U8Gycrma9Vw1s9lu87NhrrjHz7UgiAU7qoMywzwRelDTVjoMwApZiThTZ4r56cD3UiwSqoJOJ+7T32JEV7asIhs32fg2Eye8aPwLdtNjSCPCXbXcJGYKYbohluoRZJT/EUy7sNlD8eSS0VDcxVTcqdox+KpLmVmk36uQSLwEdCmFa5k7c0aHZ3QoNBKjBEwyeW1YaHuR5tEvokumAYTWGMbTIWYUYoZcskhLtaTJ2EuPyoQ9Prff/usLLvjC8ceesGHdptSnm9hyDeyZYcTM9QyB2ezfwLLxxZRnOfNb8TVVX/pi58N8P/Hxs7NWDeLJPg/apwfoXvGyIxFHQ/VFphyAxp+KlowWdd+d0g7DKLAiFnhiRpTP3Y3HqjaChSVtog6USj6VvChVmX0fsl8PUG9YtxG6yNQzbP9+4YIvdm3WHtAcqTgplpWtk5G9FtfRLQ8pm5qnS4VNdM4TURlVYGq9nt1RORY5vamV/bva6rvLnBJ+VDLB7Oo3/GKunMc/9gm7epz/+rWvqyFrUaOfOyAn7XO71/v6kN0pjv/m32OOOrbHdOyZDQzChNWgXiyCcjRfZLnDyJY0hsDYoZ5K6BT94h4zxUiCt4hJybTCG84Icx9i40FhPenE13eF249//OPUCBeeLF3qX/3qV11bPvsTZycQ85MSJ9qRWNS5KefgDw8UGP1LnwSBUqYxn5SxaJA78d0hLyq+4mmDi+Mb1ztNcZflJrVybAVU9ayt6dJQgTox2kV7r7kB0LDuMk+ieu1s0aVG0Te2aPt3uW71y7Cty1mbSacomkk/JEEGOlvAK8D8u/HLJMsagF80tTl0rqlG97BZ/fa4OZPqOWErXtDztW4fKxpwEWYF7iL9pvRuvpRD0lMrNk5tmSqduiE1w1zhU9ajihrRULxKRtLA89lsPmS/iFE6vlvPaX8k0lY96w5wb7wpQngiRyKtjjDyYda7bEE4dlVgR1jkSbNpZsm/ARfD4nQqsCuvqNjTC8cqW0PIY9r0+mh0lURBUjoko7rbAXAWFyPefjDV6Cobg91mVmRuuylg60FdV6WjONScdVhQTWbFkoodQBcyRAcas1MoyaEiC96zbwUcnIE+uMeYJaniu1wMUMKnE7q+gmUtcvwUSYjkvl+YGAEjF6xveWZy9qc//WlX0XVvPtf94Lozzzjr2c98btu1CmHWym/qU1BkBQVM9oAXiayJ1NTBImKwDX5KeiV2VPU9zPf5z30hrDWNWfEkMdUjANVay4QSOmoeWcUL4aD5k5rUoJYJ/i9o+ff80yJDLAkzovm6E3UwRqNy/0Y7Z6De/ra3dx3G96/+PuGAklgUsfGIlx/RY45wQLPf4svTjOthq1kBc484D3UvQkLdsL3gCCgvinQ5qib39OkQLZue3vSRj3Tbr/i5z36uKwRuuummIRKoBvASKOhfZttfcsmlXfvtOtSvXfy1u61orxPfWTuR3jU8XVjsbo5LGuj3vbfz8aF3Gb70Ag/MfKV+dkfHwEtcDu6kF4qLaErxv3FlhQM02nKZpPG7GSRoz0IfHaqb9ogPn/GBMzk79V+EK/2TZ3+qa8su5xZxngIafCuO4w9o996tcZ4SPnJOUjSpfEVWKWR8I+x+kXs1+RQQVcKLtMXoboo3imYJDvCrOTRvZdWsCFU9pwBbFmkwNuuzNrxH370bD0zDwCDwT6mMxcZbNVfPWMNv3mSfNit0NRnWUQ/TX6lfjtJyCbwojEAQPpp0mlwb9qmJChxnuhrfwx5pvcNZKfZUa8cT6HS1fHWWUEk7rc8pxkwiMqVKRkHu1+QszTqk26UvYl+4HPRXwRiiPZkeBsYpIsp0npKgKDeYzNdYKZRnret61tQRmbVFLJfa4xzi6jeAD+j8wpHrXN2goWhcMTC60Q5LEY/g4kH7DPeGSLu4FF/uyJeo4pdXrd12LXOA+zofbTPFXTapliiiyYeWdprAn3bq/+XWVjpC2kYeylyNrbbLscNc01vtOX72+M3IvnIoGkqKLLFWljexnLrsgoAecdl6oCmoxSKlW1OGlCTiE3adslegWVhLxkeiyQRYXuiygHBWwu6f/MQndxVd98nnD3/4w6WXfuuUk9/0sIfuT+QHOwEYHmeLhQyJu8YEcRdJh2In5tLsYbaO7d/n9jrMd3piOhlDHCEt1hlnnNm18Z07d9qTgglT5bBTCPht0IzT6cpbfebObmn1YQiXsafhh3OwdawCYbZXq093HcY73v5O5Y3quHBa+BoKvXJ+TY+T39/ypregrZ56AasMftagtEWEJz7AkU3RlmDcHixx0oGxtKep2j1+LiPiIx//bKfpPPbRj/v1r3/dFQhHvPzIBIHlCAM3z3hbeyTUtSv1kL/rFmBvrT4qYgb7HIiicy4JS1b3OtYHTIPO0/O82gDkoq9e1LX99vPQB+/rGy9YyWLslKMWLgfzu2m5Unkcw9YgZMfEH97BAFqufE6KKirxavPl4M8vn53vQbBPNHtx44CD61Cu/guf/6Iei/LoAx+roge28dZIQZmZcVKYpxp+So0KZJW0eY/UA+4kCnwAUAsBOwzmNZc+ImUrh05QTjCWGs4njuqAMHVdknsd7YTaWlm2jIqJ+C03AUCn1vMNezBOsoXibpoEVwW2D/sVySHcKew5fmOuyqgv7sL3uYlR1QHD0TOC46wJREPWN46KhVjZDjTUAEP6nM1L1ON7VLPbKx+e2mxL0VC/IleQiCvLpeP6Jt+zjJ0oCGASC/8ScPJph5mdfvFJpr5bnCHBkZYkiY1XcTxEEQEDk11U3B2QWEfG8NsWEgvtHj9Q2mkteEhcY5guoQVBjAp39FRMH6AM5OwCAVgKpFzxmOAGi5B8TcoVYSk3eZQqx3Rr+M2aA6LqWXs4cDWmS7L33EnrYrQS4Iyb+XXRHDey4HLt21ySlh6dR9ucX7JVt3Qaug554MjBLPIHEb8kzJOiT/6q4uSDQRicSXny8G+x8ZELPyfS7E1pv8Xes2u5yIY34TmD+GG886lPfrqH9LoPP7/85W2f+fRnDnrRi/m65ic1xAIMBO+/ewiX1smNigUHnRLN9qjT+NULv4r8i5gIVm50X1plogdwnvWM5yRLT/QgyT5k/DNnBHgNzN+PfuSjPYaxiz5nnXEWUpZKjaJ7VMuHeLres1e51P33fThSHOc1dWAZhip71JC86qqrhOYRbEtFq5aL9rD1xVTkiv9rOUZoyvpNwr4IztBNNldjOaCqbFVP66rc+pFPnNNpOg99yL7vfMc7uwLB7u4b49ukc4vIqivRd31p90Dfpz/16fllKzu9Yvb1FcHpVoTxxLJeOWZuOUw/q6/irN5Z75WPy3nfjVvE71/9/a7tt5/Z6WWJP1j6UKowBcQ6Ajuimc7gKrYjs2CYqirvxCyPspB8LFgv5Ixn3CD1bCpwG3m+F9S+w1/6sq5A27lzJ22vCPw8clH0JPbb6Pvu098jIgyufZ1hd8IBKgWfMGbI6kOrCRlLZXUjbmZHxEj0QiEc5b5rgEYtxsb9d+jSzSo8HJE8xSmID5iIX1WbEpp+W52aqognG7O2AV6XAmpRpSKDUXXyOrYTtFh7jp/2VT1XVOVE6k9Jg3toyeeKNXBQjKAkCqQkrT5rp5Vi4nZBiyBE2kUfX62Xbtc+FGOOc7DuP/dwAwMYEuEUeVWFoOWMSjYMmJWYwmIPSw6TDExOOcedIipq2TWc6cXMMA02j2zE37FiVDVz9jiH1qK2myZG53MxRjFInXRnwSuPrvFnsXiKjoflUGUsnWgswh0mxqAU2+JbiwaHI7+iHEjn+oQ0ZrO5zthabvC2cIC2OUTV7EI1vR5SspF2ACaymmjstPLWezyQJsENP+xQNGTUB7dbw29mm69ha1B9xnXtEW8E016Qb9RLfKRYLjZnbd6iqEFMRi8O7mFNTC8tYJ0EoJBTR6+GN/f5emsJDrJ5cjkz0UwNxmqhl8+u6HFWwa74/PIXv/zgWR/c50H7CJAKP0cyX9KQ6kQC6fC6JuArmruQiIO6x2G+xx17fFimiJqZHRp2YD22gnz4Qx+JGB82nnJPvAgDak4nGum82vU1Gzt9zvRWH2lsigFNXCwBuA5JOwozIV91QuejEU0xHgiRUaSCuRIctRbqDSe9oWv7rRW659qNOWUren84/iDD8a4KZgEWquJ8nzQez1hiACEyONtUA8l+EybiN7Pto2d3s/r222e/+bn5HoWgjnj5kRWbY0Y+eZEGhofqVTnjT3/601477t/H6ku8s9woqpVULAyS9I31kXnjJTc5GVF2tM9cf/2PurZ/++23kwLNFSaMMNQV4QzMl5//a+4PCsZDaJs6ymnitGkKOrirVDDSIkWXA3NV7GGpF9IuBpVqCYT8IWwecibr8845ryvcPv+5z7txJvtqgnYbUrbaB77y5Qu7tn/ddT9kFjILlSgu3Lk+Xca9OuB9Vt5uJ05FmZlSFnh/KDgBa+xokVPReNIKu+k4J3rDBReN2gsvt1YF9aaKQq2Gx3SF5V7LUXucgy3rYk5QWBbKxOtByIockpstIrQM+e34faJEkodMcySYo3pm9EgfhCTDr5qouF4Lep1K1G6giBwntGOroV8ciaA4N3INW0AbV0o3xO4sAMf94T16bns1tbGqpnMHdQwfjMSNgHIjimPO0AhEwDQS3FrUYRJJjMOuRTaheQ4worgCFoWsry7LbOm4XoAtzLunxTOlonxOXc+ZCpa0Vd7v8YNN4FBgAspVBBTKQMnzN7d3Izhc6iAO8smr/OjUUBusxE3+HjHipPIppoi3/k7IbKeglMBS70o2OGb2j6y30batVTgcuCqoWkwTDn2N3I+bQmS46jCpwBb81gMhWaJ6E8ZcVYPxanSVtgVmDMLPbNHGx9FYww+zKrQH8oivc7YkHBapgq/XYY8iGy8aTuHJ6Gh0go0Z4hQ2JILxg+YVXBoFrBPNs0jqZdDq8mw6yr+gSgZdME4YKcQrFsuWruhxtMCu+1z9vauPPuLoqYkZHg+JpeHAbFMk3sBDHCdIT6JcKcMmSWz5gEcc2HWcrUK/ft0maofB1iMG4xef+fRnunbR2iQYTwZXKEMPN+uw948xUCGPdyurz8b6YCN4WF/Npxa5YRG2gALXcPcdKfU4hfIjH/5oaA2cfwXDN6LibZsXekzz2GOOC5oTsS3hy6gD1yO7SLiKlHzYgaIkpZCsSrQJtY9vG6ZptptTNV1TGqoaV1Prulp9++6zX9vFu0/rXAjqpptuqqtRKWZgvw1SCpB5fck3L+na17nnnNe23M/qA64iJSJwVEoXMY+tv3cZnuCiViRfnVR2hH/Lzbd0bf/GG2/kyiIxSb9bIfA9pq8Ll4QCGWcdut6uE2VO2FIW0QWDrAni20JO1RGkgNig2gbWBzYP9es3yrqDfwYqumKLelRP7Ny5syvcDj3kpeg1g3VhzohyxOyRPuaoY7q2334Wtmyvgg3AN5aTA4vQzO9ZokhjZEcF404B/ugmlkqtYCCEBoCHNXTkUtwDMwG9IvCx6B0jeeSXL1qbwQPF7CXOxBKLKzZYkHte2Q1105XJq2yvVZXZUDeeVgjUgFFcR0w8EVGCBN0aHoa6oESMMH6TjFoZlqtnKmv16bFVqpk3qZ7mFapUl6bYKab+iVHx6A0lHQzJ/FRxtNHU92oq+QgcLZjNnOVoNb6qWrq9MlU3dpg6+3o6BGC9Zh+4AdOsAj1G1QuYZPTP8lSUaDCjJzcgEmlfSiatoOLKU4JzGi9yzgjkASCnghGmL1aAqBVfmkQEAxNzQdSy9kZ+M2f3+G2vjO233RR3HdRk//N0WfIlsZZBx0CFn8iwDhALS8B3Xyt4iw9YMeAD5MO6s9ODQ5qAXRFpzJP56oKQaXd2vkVrWY2ac6FmFrQtFa6n1hl/jT0ZuIWYcM0kQtahIgyJsX32PHdaEUhHfbXPlh7NYZXbqpltbjsrWMu00Aru1EuCxCJzrk4vp28R16AnHfUiKwmAtvIpoU9MBawGtLebEty5CzOaE4gohBzEplVM8/NiPprOwW5UZRDh7a8rlq3ssSFql35+8Ytfvvv092wwZhWtgmYAid/JrI3sm5vN8cVkWf2/p516WtcRfveq78KQFOsi6B8qdqFefNDBPeDwsH33B46DqFWT15a4JyFbSAcndulf2R2tvjgRFBLREU73wbDn/mP7Zdnsij/+8Y9dx/DsZz4HJQR8ESTvldpruh//deFXLgRtiXy0IgiDHBB5uteJF5FbQuKiYq0C50l5pbnK8Y923Ne33z4Pa1/fY/W6Hultr3jZEYLFo/ywqhVznahegb4///nPf7P331b9rT4BZzBOCqLrqAS3w74X5/WJ7qKyHt03hb7tttu6tn/Nf16D4j8IUV0xLbzmXzKKCOAMYRS4n/gOH3JIoWxiFA32HpCADjzZzxe8v6gSMZHKrUdmFrrr6U99Zlegtdxj+ex8FZQPJtMjJkTHzcr5Poe7vvH1J6v8BIkLBfUgWH1oyGmgcVFgJqsERz4glMLc6dIoLGKGEXCtsNbhxbIG4eLdCqEOjbD6FFqwxNYIwmj1qQh2CrZblUZNWcNvZWtrlc3yyqaQ6UENCINWlkBjxi0rp/L6WGU0DxD4vB0N5Bm2UpfuAHebd9raVBNrqrF5Vc+ZoMfA5wGCeibWRcT6QspSGEBJZX6iIS1XlhMUapIBlwpqtjLb/MbXVLP3q1zFxZktrdXqnCaVL7KNFbbiggZ0DZKrcKnCiDagn0RME2XGVLLnXFxIXBRQkWZbQP7s6zptCsbDeNqA+1grnF1ynF1CKcTWjGvGrLgJLi3YbM8tZsPnsHqVhWiWca1KjpYHEqSGkDERBTSi5KLWQv58xulTkIDQOMFAjDqACI1qR8XAFkxxl1E1sUflysUZ/8IGG5kHxjICinpRp8wQRIYWg6RJeTQo3dpxVDQTGTW+IbeXden2amZzpWa8Z7yIxifL8PQkFC06jtaRqDT+C1YEspic+hgNOeDyhSagJ1aff8wkw8S8HRSfnD3hqFhWpyaxavNqakA4vXR67kP//KEeYmyXfm6//fbjjj2BIKaYwUZwi+oCLEEENSGQZkuDgOqjzf/DW9+GsgRWijpl17LZ+R5myTvf8S6JNtLUlB0BKCTK7bZWH4ckrqwUbMDsop3T/npwd6O6NV1G63HU7GEFBWA9VZ76T529A20vUxMzTDditMlQSAUiZZCJ0Q82MAWqHg4V+TWGUuOLrQZg8L/56Ec/1mku++7zMDeeMz7QuTqRCfepMQXDRthydu8f+OY3vtm1ly9+4Uuu2R5Wn444oKMI8WEo5MzxizIZnj2tPkJjVNdAyvrl62FgX2UcUkgsjEcBntC/CjAK9Hsu4CNeURbxAM/2ZRegYpTHSkbyaWxREqX0yCZSoA9YK1lsxj/fyrKuQLvkm5fktEl2ATXVrSy+4vLOmyMuu+zbFD3jllsKYc3nFUGRaKUBkjJBtA5aLGqZqYqc/Y4apA39DdkFRzyTjR/0FrfWpdx6p/PdmdOSdSVHFYSaSfU0VlZlbT+3d6gcUNZDFmKoKSVJE3IYWkyET4fhm127RtczrcmnZjbZo1BbTfd+pk6yqV8/aqyjUrZPgiC5j3Q6bC4STzj5OECh7UQajtOSa6ORz9hBmvy3zVq5MIjLvhu1qXrZgj00PMXaB/A62gTAKk6qkt5z+bQJuRFTivy25q1lX2RAI7Y2hKh1TFgNSD6kpA3QJrFTw/1U1eKAtTH00vuZgKox/GqbX8NrKLIgOcFtKJNRkgkIyORfDy8qWLu4cxhS4hnognTD0pWS7YT0EL6UManNJV+Y4i5qcoM90tAW1ZzaXFXhjJOyqcgkLuI4IT/Zjw1kMU0qmoiVRHsapFYOjYva8AezwW9H1S7KzDalp6qSZYOjD3QJV51JKJKdoHCvudcJSiAtrm1zShZWn+JPusMlagzOeO9ySDnzWyBKofcr1izTLFE5DnQLII7prPb7U570tFtu6ZxQtKs/3/nOd/7mgQ9KZUmwDXTQWvAL4/LuYS2B45d425Y+mXv7PPihiQpOOk3ObBioHimI37/6+1z3QjVOC3wLxMxspEjkhdqtqrmYGp6g/VuOQMMmbxYqnUiP8UWnkXzqU53rEn3xC18E8qmBjrJIZQZ2wMMf2WOmLzAHNGMXwa/Gk8Mj4UtfUi04HbzIYjgZ3uVSmn1fLIml5b9dvQA2w9P0tX7dxh7WyMsPf0Vih9QkOTjJ6B6g/vOf//zQB+/rWlixbL7Tu35fH1v6mHAoyBx9TOvX9jylXTSrolrjS8g6gHRtvP1ccsmlXr4UEYeJgsJWOuQVccqCe0g+EzbTRvwsbFwiRsbMw2VM1Iy6hWaQJJrS2CNqGKidROQHTE6aqkk69Dgp58TXnTSEbwPnicETM8dT3vj3XXu58847V86vCRNHpOLBf9BIAvwxJSmv7VUR5jqkI1HMJPIQVIJT4FMSFMkURUQqa0ikpojU1/PjZL/S7PzEoaKS4pzfjlNNt/qcsfr8Ae5TYd+ysAFAGlIlfcB2JQdA+BNUyRi+VnyyivQoo/S3Ou70RmNHeatvqwlxtMMrykq2iRBQsmsWCMJwU1iCIdsXxZqSGoBbOoOjwe6/Gl+jXf1JV9xFzZiZRuu0ElYl6cdsmbh2ERcxDlIHKLF1Ry0udyEEkDeGKfBqkJXEQwEWVeVRERUnP076leXfRbSBxIQQffX9Fk3lDnBfutXGl3YY2I6ttDZegxvSGMvlIVzZaeFDc2FLi4BhgGRS9N7bI/nE4Jpt8hLR/rgrRIfdLr5NiMPTrFGvxizfxux7HIxWVWv4rbOhtpYodqjpTbqaCFtVXcviKEtaAhkTptpalLUUVB1mKEb69XWM7Kme46tsrG/BnF8ys9ns8QMUwvVdIvQ80PzA6RuHYgFUCM6icG24iuPfUgXepGeid8Rv7Yi5NCgCmUxi+l+U8bWQjpEjkD8jbBT09GnntXR6WSv//vu//7urPNvVnxOOf6XDSC2A4FkSqcIKAK7ZxEHk4OaEHof5/vSnP+XxNE8AYPWxBCE3pOOPO6HHxLeZrSAogIF7xmA9mgSMQSBD2a1ifdLq85OqOQ4zMgyLyPUAe/UolnPkEUehmpuQEt6M1trPb/15147O/sQnK4kYOiisLIHZzVSzUbELRV18hXmjWESiiiq4iAq2bLHqZfX53j/8oY90hcP11//I2vZ1VNbjUGVaxDe+/o2u7V980cX0em+rbwinReATrhqQ7tnL6lO59j3nZ0vcx+r7+r9+3cum4MFFGVSCFZGojDVIutwIyVURRR7ZkFFFAJSDpgrF2RfjVIKRJqyMkWTghGFHA2e5+z5kvx5Aa9ksQgmgwVhN+GLu3H+vvXt09IqXHRF1icgHNEwwEjjoixqAE+/ooP+h3ydK/yikWMoWZz4R2wVKEMsdsPxDVAEjIeQWVNjn2bXWQX/VYSLab+qLaNCEBC2jzyk9pcdWVKMrre3nDL/QXSnYbB1wlQE2AgF+Aj0h4FX0KasAw/iAZ7xqsl66rXJGlDsZb+kONblRjdihVk0ya6GqhdaEcR72mcc9RAXTPBVrEBl7lJJsybzObYouVpN72lTPHfZQh63uOIfKl3htErFLXUdDrkIgIEvksWUwniOHV4BO3J7BLtDHoZBdkL4XdgZyo7oAXCKaZaeCoZ0Q6QvNAGEVhD2u0oiybzW26q9xWKt6uZrZ6ndOtjjQYqY3b8iw0XFevCwK3yDNrH36m4TaKAMcrT562FmkuByhdlE4JjR1RoRm/cqiGglGoB8bHCIdMDkeoKdUa/hNrbfbHRe0ORx4g0n+9DU/NU+CNa0NQk6Ns00y6EGu7YIg6Q1d4Dkqei6sI6MaX21WZO5+/ih54+OofVVP34Vpc4niOpOfFdTnQJULCMAxEZCO4GYD7zvaJxGPVaEZfyyIej00I1gLGJhtVjMlWLhs8d/4fRBtVASuYy7+pyNecdQPrv1BD6m26z628nWAJwej5K0F5/Xhe0nSERh6jzOg//msD4aSUAphq4J8RZSijtav3dgjh/Y1r35d5KqRASGCCYQEiRs2c7ond1erz0spgptmGKsCgUQ8Bw+Q+bffBrCV86sJeiGjwFM6VG+P5GO5f/2RD3eOl7YWqVCVKmnaKQ2cC5haZN/CLmIqYxAVSAiBzwArQE3CspSusd/9HrIf0dTWzQs9MpZf9tKXoyLlqs8hCbt5HfDwztWV2s8B+z+SmGEPq48r31maQur2P/Wr5uJxnumj4E6GTnsA+YorrkR+6EUjV3yz+uKQKYu3IiNS0E5FyhPvN7DBeCI5KaYlPRnlo+bKn/TK26w5VLyks6B95m3/8I9dIXbNf15TBasZQ093AAAgAElEQVSVexW9iNGlAIuHwHXX/bBrXxdc8IWc8UO6GlMtBnYHfvI8PEM703A/Py1ugZIuYm9knrAtB4YhV1yME1VSfJi4aGI50B6WUJ8QjBwUmrRnjL1rriYU9rTnjuqpyuR5rq5MCc1lVTXpQEH+a+ZVZ6kQmpF5TKRieEs2DAybBD3qTk1VTdSmmIfR9atZY/4ZO2p6c+VqaToLFjYr8kVMI95RGhI1hUiIjmsKjdyt7qc89HDiTTWxzg71fuav2+NnH7M1OYg/az5UDV/qqP/klDF4sQ5Y6hh+HB4XiKL97L98SFDkglgKchiORaknN4cJhCfoRQ1rUcZagHHY2jTSWJu5qppl2kT8FioX+zWGH50bCaTntH0KazNigTmSw65gPVIpncrlRoagdMCcOth7kU7DfaYNAh8gnwvm3QhDlyAmN2LIwOzAhI6tf2GsmlxnS6osmPMtpjfZvbgWVqbCUBxthV04O6vAFWGokrgzKNDn/MgNuX6sddeo8dX2PIkdxhpvUb2ephedk6KyNTyl1Yf0H2mPkSstZ0B0TLIChQ+MZsA/1iPbPRgeqOOXAvottOiIetF8nI5ZoHD15EfLLPAgrGirfv3LRz/2m9/8pqts20Wfc889b7SewJRxIaIiWqP6Hq0+d0hUFHLLeh3m+/SnPiMw9Oj4EVxPOg4sUl71nau69vWNr39DkkdAg4oV8hHSK4irQcwY3K0yPM+yp7SDxaIE6KLki+HcWvIdy7De9973d+39yiuvhHICVFLP95tTyzztP+sZz+4x2cc86rGBZWsqfI/zgr/EZ2A1pbDxxOutQcad0pEzbEQO1jnW95CHmWLNYSSf+PjZXeEA4T4FM0VKMdfX//XrXVv+5jcvCb4z87eH1RcsRuXdhFIdIeojndLAsO++vuB7ikKLaTmEgbfffnvX9q/+3tWCK1ZRvUChoLiuoOEOkywKhgqySVAr7lmQtBPEeVSzmHc1SHcaQBpBGoLeaUZA3aMy2Wmnnk6xCzyyzyGDX5ckUbD9/u7T3921r507dxoRxuU1AYQjQEBIKVwQJ0U8jYViQAnO8QSm5IkWYGwMczQ5pBSMkzgb9zRFseUZHUmuoCkR8pcFe0UFpJV+hEF4XU+r0RX16Hw5utwWd5mMcCsbGkYIQBG4CIsUByP2EuYL25yAPClxujEdlWNqas9qboez94x2O2f1/rGVVTkevf/emgo8BJAZdH2kRybNQZdQnMpILQ7QK3CokedzgWI14/G1aqmxVI29OrNRVdMWdAEJvUAZVeHkNBghxygZbEd+DvTuR0L3o2LGlW0mB4HGPcQUD1fkTALqBZtFBYn4j4rwjysV9MPCm6mE51F7RG2T+QqbyqR6brdVPRfMHr/RlW602o+zAa0sgkvH6dCYwepj0MBnVPD+M3+lY8VU7Z8vB6apE5whaTnpTkV46mQw0TKUFGqJ1FQQmFhb2TRLe47fRrPHz405Zv0wfh6iMvAl6ZTxQwnGJoHVaDW+R2WD8Mb2m9la6UkicGdCL0FJiboUCTwue3QiBcl5FpE4ZCyIUiuERhohxaQLODMCE4+rK+4wM4Mb9GALIXLoOP5UYMO8ZqfnDjv0pV+98KIejuf7/GPy5bjkYAtR1AlAAGMI2uHdw1/68q4DsGJ7HHCx5ouSonIE+Jvf9Jau3fnickXEIvad5l7Aago2Ea2+3SzWJ9wWjGQUUIoMZDG2W+gf/eiGrr3//Slv5gBEMLKsJLGU7dL3KAr/7tPfowRPRJJEWUKLW6CXh3mO5KIPcPUjcLTjvJGVRVR0/3bFh/18hqdfnb2237+Hx+Twlx5eMSUgym8H+X6bJx/3mCegutCjmsswySrvx32S5ub6XlYfV8I0mDq6Ylqm7rHRms6F4yMHjUfyJTFZrwapSI/oH0RnBLDfQbRgFesxLHERCDYiv8ohZ/wVTGKHLTI/RbL3Qb3nHht65FM88oBHQyPIalDUYm6Ff+BRBz62a1/t51nPeA46tlJyTkwdXBqhE+ugBuErTCEBowJxGxvEpaFFDCNhq6OgfYaonHYkKSUjrIOFFrmZ9KEPhHYkINNUekqbPM9V1di8Cf0Zw48qc3L0LuR4soOk+4JApJ1DkG8115FKVZOmYP3SbZXX9XfYvwsmu6yahGU1B0MHs0GsJk6QB68IUMOAzHQPVB1xWy+CrrH5Yo0ubbnFdsxztgzJzGYVQjGu6oYdW+OGjfI3hLzQa5OSMGIdhmsQJ4XVJ/CWAQdcS5pRzUCMgVaKsybmV5Xkxkae8iKJ4dmFALSpZ0Oq5za/yXPggthNNPxyWAdrpIDb+AApd4+KUWVphPOuJC0C1ogewyeH8UMGnOhuSMbmj440xV18qqdBNmP4TUTbjCRIkdNSPEpD1iRzUApMy7BKS6QWeqaq54L1cSzY4i5LTapnwPMluUGgvRehjNKI0AiVMwX8MRRiRhDzkGDU83ANzBfN1okrB3FXKIcXyEskGN6CY6xkUouUD8EszLV8bv4lBx/66U99psfupvvwc7jJE6szsCoAqqQHx6M5OTQsBM49t/Nhvuedez4jCVjEnGxDvqPvv9df9ZjvIS85DNQgJ8YAedACZAxahql3O6uPaA3iCUG55HSR8Ee6+oH0rx7wwKQ7GaKPF6BQe11w/he6dtcq4sxRHfK0wbkTpbjnGwW6xv0zOVco8P2CI8MgJJMQo6COit6xPo2L9ZnPdDv74S4f7gOPvlzTujXAurZ5+eVXCID0s/rAO8Z4KcNAcC621/q1vTI8EyEH4pOhYo9T2n/yk58wLcSvuBJw5i52nSAVzdeDhdLFpebEvDNCNkciEqeJItKK/CJ0sArZB3VuIj3icrzy+Fd1BdetP7s1O/fgidAYQOOTMvd7iMIPf+jDACUfJhUTUZnvvmi+kCkh+JZ63GMgCBK0atFm5EJSL2SGBzxWQ2vxLRsU5S/y3YYwbMUbxKCKruQsCFfx1zBsc2jeCmP1maqey8zpDkUdwtqKt8PgVrEpx3jpkIdVhVD1Qxq1GGtV22qsapaaMjMTa23ZwB0m2jOzzRp+1kHs8tmC1ZdGrUE65PzvnOcANOSSRbx1hy6USfv2kIaq8KeomTDI3P1cGRLdGn7VlDu9DfY+NaIXF6sI0iRrvCGf0RzmCEOPQhrnGM67FpicirxAngilpC++gbBiA2NgVDKFm6NZbFyJFrgV4E83NYbftEv33W7yfq3hV/EE1+yCRoZGRmzclBhfRGgwtEw2TMLYNJtFkYyh0LlpSnczgJFbjCGTETDWleFR1vBbZzbXGUv4fq3hp9QYSUCbEdqk1h1MahENkMGB0lUUK6zoINCYc/xcGrahzS2GV5iuzVu8hifp0KiDDpgGFvlgFFqAQFEi1vBWtEnCwbI63kTZY9vUnNeDmZddDMFEaOR1ItoZcXKNp6YvoX2pEB/w8APf8fZ3/vu//fuf/vSnrmLvXn7uuOOOUKwPxo8aPDP/UByyKYzqPnGblzmbk7Mb1gViDkMMswo//vGPu/b4uc9+jtSgpF+PckBvSKUa13R3tfp0ROyCEznNkdBSrO9An3Jy50p6N9zwY8VWqia1iZsiHP8Dc3n54a/oMd/777V3wM9o9RGGcNHC2JySOBZpHN5C4ACNRyShv2GC3av77PuQ/f1BqJattw0+8K//rgf5H3bo4WKENKkD9u+zo+8ZT3tmRBK7+XlFn/P6tBechi3XcSFg43tA18hve+7rE/ZSoAKVgOXq713dtf2WPSLSStQKN0XBsPgrs+uUxKiBBQ4iali+xJBg2EtYyr2KkUcRAxcqWqKuCT2DaQM96iR//GOfiPIXxXG204Jfg/oTH/9E1x5bOzNqVCxxIzBzviiSA8Rt/4SlEsh8WRMtNqCxQL+cagWKY4xywwNOw2OBWc3UtahfCniiXV0niqYYCQuOKRi/UpPV2ApX2aVq5iuTqehc+GgkUyw9tMOyFhHNaA8em34wPKgeYy3B5U3cJthR2yHiNx6MqIamgNNk85UKbuAMZQqT4C6JKxIzMMmPoJJZ2Duuhr5JtFMTq7ULxbTDnt5aqUlVVsGGJ8Ne2zuKd1cn9lgyHUan4d10wwJX3oDZerPcnluWGoSEEnFxSfWvWDWjOB50i0fFg+FJrUs2eKCsWLsR2oQSZeb+aFVUreFXtYbf3HZbOKc1/JaH8KlgKQhJIkYVBxYJn7FW+otWXy4jGmYHexOY0kUjj6TK4KagX84ciFo55QZjpypsYLlUqhqvpjZo4w1ZMOnQU5taU9BGlckxXUfUjbhKI8xsSOZowEDEkJPEU4vA46tc4SWD6ibVc8o9vyRsw63JWmAWVFEHgomPWX9PI8jVrId9OPAg104DOh98d7tlbI8hOZWOtmiQZai43mF/M7XmX6nj8Eiu0GIMUOmksVHoOVQ1zbze4ICVH7OZ+No164884ujzz7ugxxaU3p+bbrpp2dIVTNqRSs3ROmGgEUd7HOYbSm+nGJ+EWyPCsev97z+ja6etaRrR106hpIr8OY6Ak0XFaPez+kQ4gtaLOTVEHhRwFgOHK6/ofGrWGR84A+SNpbuyBhYTw2LeDgTbqb25csXqHpmNJ7/xFLDBgLh8Oa9olQm7ghxDKiJARDl6rETNNbLF6OdTHEVVn1jfflXpkrKIoenzzzu/KyhMuI/JbCtl7YB7BPr+7bv/BkfUuMnWK+Z6xPqiWqASInIth2PHvEai7o3Vx7SxuDSK6SX1ZZd9u2v77Wf92o2M3VF3zBJgaIaMEccGkaK6LIgkuSsta9dx/S8x3oDqyY8z4O3H+0yPiW+xFurlvc5Eff7zXogKFtJghodLGqyf99wX9Fig/fd9OFElsEEtAM5jZdA7K3CFUI2cs4qcc4jGhtY+2vbAK1Q4CT1BHiQ3dJ8BU+XIICWyn0X8lbkD3OzsqEAEEFhiFQcTc1PTyoT7VtlrhcmrHKmrERthKzk2yikgwnO3I2TTJAql+zsaFihuI9R2s58aX9uqldpUyNzhI37lhPI6G3J1HAbSqV+7GANHmGemgMxKzgjiFvRwSDK0pw7YAe9hDxm355sZbXiG2/aM2IXVkdF5CoHYUlQpfh8IgR4I9gAgXtwPFbBCIDP4UEhNjWgsOQ9kt4X70WZm7iRn5pmbaPNDIzDroJ/YOOroMpP3azJ+rY0xOm9/HQ3jUUAsSsSTwWDDeBeSHouix1HFc92Q9sE4D2V45BLAipfMX0PxQ8LMAE8YklOTVEnDrl1usH3MQW/UFHdZSv6FDZWetpnGdcWN1Vwu+tDv0eg1ZwgBMlC1iJJQUVVVY6t6LvgDNqa3VtVUi/9LiGclNlLNfnLG3qCWMimauYiaydoMWOMYT1doX/Eyo5z8GpU00jKd0qjCMIzQLDkUuaVXQ0c1+KIabJk3wuHDbz7xCU9573ve94MfXNdDEHb9nHnGP7PeafxFhFW0WgsBbfPkB7sf5vutb12mEDLeCwDSbgDwZABsXBWWxz/uiT0m+6QnPhnZNxpCTCIWQMbMxDXXbmf1BckdM0Ys1ejMZg9wUYN+Ob9idY9tPE98wpOQW3EuGUBKkCwCg4Pr0ku/1bVTd0AzUyszOZxBRAmlNg5S6C5I40I262BK6SET7L6v7yEPCwvhvFFmGA/c+297LMGhhxxWcT2gbeqA/fvs6GvVbqA1L9hWzM13auRrX/vXEnZTk2CLSkPwMjA5d+9qeIZGkjWCDTPnfP7cru23n0cd+BhSoMsCGELAK03acMEiS4oKfYHuyHXfmt1nWnIN8xI6FptUBaCGjphuUbFhgBMEiEKA7sUHHdwVUHfcccfUxAwPj9f0hUK+LIwJ1Nfeb1/vcXblO9/xrsRjGLmcGgAyo9oamRLan0BEQSeWnI0pA8QiknUMIgZXIfjjhYOgZuvlNePhCg9jWYzQKpbNFDR1gVoMIe1kiyZYL5YX6Slzgt/Yamv+rVTluFcGyjCdgsMNOIZjhir6L1TFlljyZ46fjbedSNkbaRXZ1o5aY5LZZu1eJlPcZVVQTpq4cAVfR+T5yOpRmQHyyflrMg0mhooOOokze1q1pFI24leZAvc79NwOZatu+CdLZuYlI4ebNBI2ACZPc2BE5kOtcSbD0DiyFHCV+tcd4Qg3cYUMkJ4vajEexZAZW64ZhJEjiaClXRftsMLpe3qZKeZp64gYY8MUdwGWOCB1MbZcFnLwEm5ZngmGk+aMMcyLEzvcKcPWIbo5cLV2QZ6igIijxVIrRDgBXEaO2PiweX3EQbgx+/pmbbRtdi81vd7txbUvgplT4MJJ8YHIrJHLFWoAJVijUBuhmJxNyW7HM77GlfS0Jug2XU0uAVsLLZ9GfglBP6CiGp7PXZEXxzLEdDPE9EQUEfmm+9LE9rGvIulLWoyNwmHTK9xqIpswO4UwQmgzsbvcM1s3b3/1q1570Vcv/v3vf99VIt7Dz69//evJsekwmCYDkyFWH9HkzT/tfJjvG99wcs705atQUKS0sZoieUzdOS1Nj8PlzjA2krBaG9nvgGNLgpY9rL7rrvvhFVdcecXl9rriSv+d7uBN+p5el/O37M3XvfYkIrQyGM8JcTHr2ns6gC6OOvLYrjO67bZfKVY/iratIwAbxTCKk/+gOenEN3Tt10SJV6zhxDuE3CSCNWKVCQJcx/Jjlg4I9PJwN0TnWN++j7TcuVE+3OdERfPlL325KzRcMU/FuLb+2sVf69qOq7lPigKJrq41PIPV59VQHJjzSgD1MZLvW8MTVGfc7w3ajxvJ2//xHV3bvyuckKFiPYzgvkXFBbQ3bmsNcyrhxFMVk3srmIMjmWMBmoT0X5BFJyiCq8Vs2P769Kc+3RVQF37lQkAeiDUxqQfqDtd3HcJ86Yud8f/7V38fJ0KQUYx+hSofEQZAlDzDEDWqibrE7pgiqIp0alFlTLAiWSxYQbCdhGTkrgeO/6zBaGjVcZXRVMNZ48St4WdTPVdWo/NKTQSZYkMQWB5sUFec81QhUuRCFgLg9mbNIMzCkp5MmNO/nDDKpcnztNfMttYONFltcb45qw/gICMEwBOCdYHIkFxIYrhkgkLDd1tucY3JvnPn+M1sNBHUwp7jh7YNR1c2MIEP0cSKm6yi+e3ylWhNA8LQKrAeOXusxMSJ+RDCpywuQ786rJoGjE16lJiZsiARBHM3wTRollnj3wBWL91mULQcDSMnGRo7pZ2f4KQIFOSxVBHLyhMU+gvCY+S7idge5lUOYO6R+WBMLxIpz+zQEeBx0ZOF8M+7HbAT1eR6Sxc7fMRPTQLPYVIJqJ5bgGziNRuG6FcQuLtaMjSGn0nDNoc6TG9ZQiq7vWBLK1fCAnY2pVe/yI7iahyyP2FMCoJBKyJrUdhhOEMi/GVBOUoE5TepF7LQiCO4eTXUDmiNjWiTGpET5A/IkRf1xOj0s5/53A998MM33nhjV9F4t5+DX3xINJUBXwPK4mmMAizNQx/c6zDfzQt84SIyRKuAW9cWQ5pYnLeoP/2pz3Tt9+abb0bY4qwVjoFDgOFAL6vvhS94MU9LrtOF9thY1NzqaOIqoPUSsFdmSpM7A41zYf/AA252PfStz372c3wujU0zGBW0poAERLzdOTW69nuXO6AZLTfBAYQDhWr8FkTsbMwVR++UVzjciw9ztOxj9R34TDUYC0p8EGyGlPbtAY1DXnIYmTdta/3O6Dv4xYdKeNovPfb1AeE0ILdqXbLUeoE5G3rF+pRn1Lj6sDTAew895KVd228/73n3eyFKaRg+Wn1k3KLmB+EXzUdFWm8Uq0xmsYgoyVduh/itMkwGg5UYfepkdcch+WEkYp7ZSOZ7D2/ascccB8oKaQlImDr8FbqOuUzItNBHHnF0jzVa2LIdwU4KUwAL7DdD7QfXDgCIGMt+HWjZCzUCU2b+F34fEF5YhvGOEksmh0cGUgrDgFcFmUwZBR3sUmbrShRS09XoKmPyja5Uo8t9JGFQhyPIWRZMwDSmHYK+JGgzPDwApQ5MQbTVPb0Y5dKmtDnDz5RzXKPUOKitUUxzFR8gE1ec5AJfL+b7QGLUfITMKvBPun0N/oxEXdk6+yZEObNdzZlUT6VGFQVwwhKY4xzCZJnfgdlFbImJ2DUAs2Sgi7QcAuy0ZOR2IWIEVi8IB80MNmZG0cAJ2TPg9xGiOYDIxsEIc2IctbBHz5NjhcjQHanXzIbMxvubMwxGV3orCJqVdlQEjo5L75sN9YQKgAx/Jjgv6KbGjjCzANiLCGzWKgcExg0gF10sIi46A9SgrKrRanLPam4vb3dNbTKJl661YtSGzQkaDTmnQEAkzCH+KugCJQUYnybK3bTEaAvYttdeS7gmGu00VP64zEuVKgkvsJ2wETScuO0Ub4KZF3UCzR4rpCOfqxGiX/NFlzyQAj0G08iPRINyySbl4ldyh3HNYRVB5zSnB/71351y8pt6ZMcN+1z01YtN+2Vjojdg4VDvIdk13AHD7B/e2vkw31t/duvTnvLM5HoGXOLfp4eb7OFT33Vaj8k+6G8ejFNzs/BLmVjjhF2lT0ure2j5dxmr7yAlkRadGshomoAthLTsAV027MlALw49lLe+IsZWiKgOz6XdUveIJLcKMSyWuZ6eWU17/6nPTJY1PnPLzZ1L6l9wwRcqPnFgF8IG5lQMpGphVTP4m1+FadrwIGp2BbtbfY95bjWzuVLjpcmhZ7pUjzBdOLvPD/Xii/q1MIqWEl19rD4SVBFRDbS1cGlxdtcrw/NqFTMvUIMJaA8z6ueccge1V0BZwk9n7qMbJcfGI+6V9mgyaEc7N5bE5KZKWUTQIQRfypjQBePhUVQBoBilgHRur8c+5gk9AHXISw4LFJ3l55LqgavHnw5+8SE9un7Nq1+nfEGdhvM3cupF45+AnGP43HfGmHNWY6mDiGcMx611GbULdCoJRSV8L5KboVkaJzIcj42JN1msMrugfCXwPVTlg9Zrs8jMZiFzkMNqo1uPzStT1TOxCpiZJLFRfOdKjqMd78KIGnnBR+jriNrNXRNr1Ox2c1C1ySjbHqp6UvthIiIcMXC1/s1NX3WJwQTJhJ+7yIqfgcU10DolupKqSgaVz1T1XBfz39phm4gfLhZPecXdd/grI3wPnFA+KrfK4GIQg+TZv3W6dlXCx0DdB4/J8IUG2y9j4YgQN0B7yHS4I8BzqmbO7PB0RSxbY2NsZUVWWfCPExziSnE8r2jXRnTckGXIDB5vcJYRenGhB8HPwmDITClCORWwXbF5EYJJqxuhpwd0LguNykaY2vlWk6o1/Ezysz3bcGpjpSaCQAnYwpYmGTBOBwpES0sVXR5uasVoeLexET8zgCVhIT1To3+Z/SbxjBRx4oOSU0SNZOAp1um+MQQXibmBluukQRGFCyMsMs9IzTKjZ2QalKMdsLGJ0Ypn0qhI+IkiqKaFVSv3OPaY46+55toewlJ8Nuy5GdZFJ+uVkrofUqt73fve/zc/b3nzP0j+ghDOXlwV7mH1vcjE+gQ25ldfEeKFUan0SfF6mEIkLlRBUkLgxs/znvP8XQHnXfcxJz3qCZovw0nmnhDzjQzEPqnjw0DCEdUFncbloH59F5339bVWX8slpzfbI3f8thDXVO9InbVLe5butCe4NMRR8Ut3q+/rWX6ryLQImpbId+h3coOidGXolHmmwv0WYXqUDrrjjjsmxqbBivBUlghFxLo4zWAr1kET4psOigwusWYF9KKSmhqENQ6S/Ilcl2rYv8hMgF28730f6Aqlv+znG1//ZoVgZ+nrWGgNsZHb8Jz9qqJJCD/HnEnXBNzAL2DA18ETkWHppQv4o4jhnA1tcsJwJeYiGL6fAkMkOB07IB6NHFP7yHxSU2pshbH6RufNpaYjfXlHVRRGUp9hWIqDpxnlkDCuiDOE/JD82MbX2rMc7Da/mdbwW6OqUVMMuaTlrqOvB3uE6gDgVGWEAOoiW3clHsheYZz2STukovYHuJtz53foufupmU3Gci6VV5Tb50c88oTsHrblJ2ncD0YjqgA6KT5aobnxppIJ4kqBCBAvpkGXRDlskmZr8XAAOPtJcjlzM2YK+Ol4j4aL+LXG//3U3F5qdsGd40eePoZgzPiUGrXyrvw6xnsyKi5qYg1lDAXKjbSp8BVMiEv5j+0x64CA8cNgIoE0EdMGAUrlmE31DP6F6U1WqfABajPBOH2yrTCylyQ7cPMYo8TcXHT1aRqzYdWdXLLUWn0qstea/s0osgzQdRDkjSLQFHSf8QglX4lorTg+SSTmmnGCjiygl7EHuKqNmCTxPiykpD0hbjMKOgygiGpEKtcdHz/s0MN7HEOMnxcf9JIIlgGoKTiRAqZmrz3XbuxRguIv+7nqqu/qUqxpbpWH0WT/DE/w4gQ2Kpy1gncATwccEKNCVKRl4gNmqxaxyDf+sX/5+K6A8y79POsZzxEEmMiqIXI9kj/mFwmOH4UH5wCNFz8MZzrH+lqrr9VdjPoyucHoUgONYqBHDP/663/kBtOj4P5NN91UqzFQmmGmg6Z/hqcEuFwUuGNubli3uevI/Xl9CSGkbmb3azvTrl20n8c8+vEJo64rpnYLdbahHhn/LOoUJwHNoPFCwsqpO5yu6Vfurcch0cOsd6mCVxQvtc/86Ec39IDSX/Dzxz/+cdnSeZKSigt30OeE/AJDMVUDfHoOYwjwFqJuQ+XoEqWCG5acuBBvEzUDNrSz3rHlTFMQkSZZkwgOVP1B/0Zc8kZIWWs9qUbdHr95c1WTij3ZZOYYrQ6YlPRBNDJKH9To0KxNm3Sc1u2IM3bmaOXOQzf7u6ztN2aqenLwgjVbykXxtFaKRWQcjwyPMpQS4GshuYroPYaz3LsTa10oxlzTm225RWv1eemDAhpVVk77bPWToD3XbMMr3P6RJJ/MAuaCCKYoT80ZzDF4BWZVkQNRGlCJvC4X1GE6MCBVnI476qYxxoYx/AFUyXMAACAASURBVLbacql7mdiv2eM3zl8Jm7BYy3G+llI0GEKcQpk/Llmd8HBZaNZp5DbSiSOnU8AcUxHGgINVGJjVZ2J9pcOiMRPls3tfy9kd5dQme4ZewxNNg1UlBkPdCWRGVCnE6riVdX6ZQKHt37FVS7zACz4nYkOpyy25WdNNFfk4G43iV8LRAOdgJgqqD0Nffv2gQbbRy76uaRaBMXFTU2J/OkH6V47T/dU2yRufrOJRpNSLjhhJLqLgmJydWXH++Rf0lp0nnfh635dtsPTVtKLTIkIDUuNeecKr70P5/b/zac1UU5CdccAGCTXjXCgQZ3pmeHL6sUTLvdGE/Hk+XjDcS5GtgsVKiJmZf8DczZdbf3brroDzLv18+EMf4Wwk4VbD2GiiDmY4IKWBcdmpBvhi5NedMzwPeGo1a8WVSf4xET87fu91e9xj+6TYvfigl/QL9B195DGpHmkVI8MSVyxb1ak1b/UVkmRYPq1AbPu3Xw3PMvbSKOHmj2vt6aJfGc/TTj29wnAKmxoTAcKs8g67xGdHz0jJFUeLSCiQVsgvCADSF34J8QqPMc3DvXj/vfbuAaK/+OeQgw8DSq/JJQpilxQskb8jUYVAASuuoxLJlBBMxY+dgorCQ7vpwjENPvmeLK7AwBxBAQbmWs54n/1PPNfO7wWy7Zg9fvPe6mtWmBLtYR8a8EOEFWoLDWzQcn9taoO3u2gvnB+DjUbSOvo0S+WOI3PDK0f1xGrDPO3+LlM13hznMEaACu48q72UWUHAByzEJSBMCQJX0jUqDBGYTmWKIVC7KbE1/NZ5bj+3XU1vqfSUGlRugqrEo+F8MqFKVkd4gWlNhzwJOMZoH8JW9CVnmKWoxc02xPCawSSBYUYiYxQBYZtIDU4sSHoWYs0yk/E7Z2NcMws21VPZ4xzgqIzATjOclrPciLoAH+YGKuS/QUoydJJiAjsV0AgcPnEUMt2MmYVSajRwf8yg2dyOcumOsjWGbXEXn0Nrj24vRyjz1veYMXOQg8XlbjiUBMnUEdplE62+ivhv6FJluQ/vLGIVIgowXLQk450CUDk+OTRIIn4VE64KX3ROwcgj/nHykKwZQQY6vSSwsMB6OFgCBuiqqDP+Jz6LHvuC3Od9731/NMvDcqiwdqELljqiesUWdofPcceeIAmbqE54GXI6U2+rT5EwCKQh20cOmOHpuBZMp1EC1WMGRUTjKoddBzz8UbsCwrv601qqyB89QISABxpJ4Qk8JGrYQUWWbl3ObaISqXrhw74PfbjJypi7vzmNaul2NbOpqsb0YMznUZTq8m9f0RUg11//o69eeFHXt2655ZYAB6Ghemj0OK+PW8iIz0l8DKRsvwzPMuXbsPrEHh0Hbu3brl20nxtvvDEy8wyfT+w3pqKBvcGlTNY84wwfFDsXGBnUr3rla6699gdnnnHWc5/9/OVL5xmopc6EEkc6QGlGoHMYFnHKyW/qAaK/+OfznzsHtRBGxbRzni+Bw42S9iCRmE5gWMUMTNo5JnHAw5kjuaApHTbfBobDOUmyglHWS3mEfI+xdBIlzB1A6JE0wtUVcAEIZclU9Vypxkx9F1NKsZoEH2UNNT+wC2F/huMoqlFTHmZ6UzW1QbVNmaJWbG9VbDkMjBIyw96qMTWxWs3tVc7er7SZftX4SpPV5hVclvMlV6pY9KcwfWt6xXAFp2uCswxmcoCHn8y5rKO2Go05zsGWW9zSWs5mLuYsxNoaKu44xFGWNFsISArB1FDlaqEbi3VXccBRICbzSk3EDOZEsmI4UwfuAVaTvXCXafQm5OJvgklmjEkBEOc10EtrUyt1we6f3G68EuZQAdTWOKlG8S1VcXBScL6dkh5j5l69V8irJaalUkmQCTGBRF7AY6ilCEApJyzKcXOEw+xe9vD0+1czm5T3hqgqBKtIgREajjRoC/ypiZJCTC1KWPfw6BJ8glnb8U7DvrtWEkgRj1Nx0JzMmDHpg2DAkvzQXfIDKsqhEUbewEylaSsYJQ4JuK35adX8Ho951OOOePlR73rnqeecc+4hBx9mAmgFgQ/xjKutsjWQ1gz/GHGiIb1hz82/+c1vegjOcz5/bgA+SD6+QMEH5sm732G+u8On1Y8lWUZgcrWsaLh+YEB9L6y+hqNxk3ZNAxCR3lJQE9h7AlUQfxS0QON3VOMa7FcRZ3f47L/fI1AAk3hTYaYcIIyDq1ifIwCKs1HOoISHVbK/7qe0P6xyZ63O2TzPVnRNb7aF8rzUf9YznrOLgCY+rzrh1UKQIDZWfaq5fB1YGeRxFPgFuahfmr6ntAN68yWDpfTj2bh+S9cu3OeAhx+Ieo8kVSk7CBVrQX2cl/IXC2yWG2wwtXbKNKqW915xxZXvfMc/PfYxTxitRZ4bilG+QyYuMcpfP4y2wX4g+st+du7cKZwXTCEWutdAIjmyBRR/kaWg9oK6QVGjnkCGinDkSW5fwJZOuV6NT/ZmajHTnklzRVQXWj4oOfSrcD1wV6aIOcQBN/7MLlfcxR7gbqt6zmDJQUohC19Cj74dZzY3pupga+y1lo+tyNJabnpinTGKWOlFUMB8CzqQsFbuUGxzjt9qX8/TFXeZcBE/6l1HWzpM0LdM4XduZnC9H1dNKNmolDNNSWFxtRD086E/s/FpjZm4M1NnWsNvuiqhO1kpJ+nO/lpG6SPDlRmvJXKDgvoSGn+jBojwIOnQOOQ6J7LxHANMoVpzFG3CHkikxMixc5YeG2p4WKt6qTnAfXaHq2NpkDOin46vJF42jWl3RWZeCRFxxCjiUD1upxzGLxZYaxLgGdODUSWjxISfxAe0PSze7vEb9xnFaukOF1j2aOaJK7ixShT6OrLNVIJwMY3swtgCbBj2lHYU89I0ilJHCztHMRgxlpeKNLBGpGKhWF+RKvSAJZSrJCtD+ZJ9SOqBt0Y+6691a9Y/9tGPO/IVR//Tu04999zzvvfvV//qV7cLmfSNb3wzoUC5xly6M45cxmrO3NanO3zwrz/pjT0EZyvvU+GUSgiyPdrr4IP6lFzbHT7mTOHxpVBmjdMqk44Jsd0Lqw9ogdM86Kkp8IOd1ihA7ITVMu1QRVJKBHyQWK6pa++LUkB/kc873/EuFCdM5HAoOXLWZQNgwTp4oIEF3oe0FsFIHBCoQPXY17fP/q7Adzm1p9+E3f6d2mTLkdtmy7Fr/vOaXQQ3+vz81p9PNFPSawbCT/U7uYFx8jrlXagu0P1+Vh9TfWCNYAzA/4v62mt/0LWX9vPPZ31QKgexWUZfUnIzikM1vZGDBD0phZu7s8+Dhh7s8dvf/vbiiy5+4+tPfuhD9ot8o5DSMOUqIOOalSvW/P9ukzZ9nvTEp6DGRkBWQuELENDlqALEUAPaNLGIaGbGGDITWt9E1UGtDh4u+K/Aullf5E0vcogt5JTj6kzEAN2JSUndDkIcpE6UAfdcpU01rVqtesxU9VSmquek1yZZLUQmgGzL7gFr2tVz1dwDzOnSpg6H0dTN0dut4j6oIV9UCOWGbgJvtwWHx/Zwe5nU3Haj+o9Zw29ECT0VNENuzwMywCpzuwjItsTqHUUNW7OciDHpqUmGedi8Z+It5hw/bQ0/M+BWIzebr1TlcunZiUfR0mDj9K5nmBfHn2pAWjsYkyDxaX0RPbA1mBEiqgiAZ+wxhjyFhC2SUsqLKk4vwiCnm+FvLA3tjumrmlmDRSbAtZcB7Pgq++QoZXgKLucuPRiNDLkYMjVuGqQD4wyf+YiJjjIVX6FNrl424gv2K5UcBkBvzpmE4ZZmJ/a0VQMWzKEOM5vtjsc6HPzgNrsGm4tBhu5IrdgYIAWhJVtu+1PAqEItidCM8oyB0vahXYukZ+MXMLHczXAAKFWmzr7FrCCmYfBmwd4LVI3r4ecfHKVuLmvXrD/qyGNOP/Xd5593wdXfu3rnzp33UCatXL462hKgL/LVjTiRk/pCYETGitjT3pnvuBXHfW666b+YnECSi18Ybfc4Lm/3+bzgeS/KsqdEPQrSFOR3X6svKnAV5PSS2sEGQwMoGmDlgMzSUUJBfBGL4FIfbdqi3ralz3F5u8nHHdDMbBVO8kqCiMGfMT6u2ym+3KktxLClR4bnQ/bzbbYc2ez62KFnbf7PzGal3ZG+zQuf/6JdBDf6nHTiG9DGSPXd6l6c14f4rILLTEiaeBV1v/P6MjIYt+YXUs8744yzuvZyl3USbVi3GbFLoA1gGonhRI3g+AlAyKh3ALfoBm2Nz3sy2lt/dus5nzvn6KOO3bJxm5AUQhyLFT+qVwbsbvI584yzMvwc2TiIy4iTAf1SxovYG7iuUMuCumPrjjBXMnMYxWI5wkRkFyIGLk3ymGA+4X7jzQCuV8DDiUnJeGaTth8vrymOGu5kSnquClU9J8M4qSog2RXkKQsGW6uSmgrvO0xZSxOZab/YTIdmuZ2mZm8xlyUcFhdBajX7sTVmZ9ecOxbPhHoMR00oS8E6ppDk9BiFsjTd+foy/TvqjSImExoZqb1qPrZW2/ikqeq5dKu1eG0pr6oJYIzyPdpIGZ6QUV04t2loVAmHDBOUyIaBPpyXnBSfLwseplYQb7AR0+FIGNUt5JDQb8iotDjp59J+0Uurma0mZWbWHuo4vtqehThaZfpiuQCMjYNxJRkIqRMsptewJ+PYmgjPNHqWsBpkTRxz/DN0zi1HbC6svS2jbMXOsWpyz5a4tEsjmtmk9IzDQCVPBEGew5YSH3MejXStYdZ+7ZYIIyfSXuEaUvEnuCTzZT+F/YgpuyyS53l39BN7DF4M2Ca60OQscXf++q/+tp9MOvKIo9PJep6YDD47F/qO8FSIWBEn6htu+HHXEf7+97+XY4ho2ig5cmO09DjMd/f5fPLsT3FGA4KB0VgSKOtp9b1IOsMWvWhHB3EE4rZlYECoUgg3G8kbYSKKiZx04ut3BWz/1z7mgOZCzDe6M2n5wLaRNjCIQ8weQVso8kFguBG8qkeG5z77uUQjVZTGPz21p0v1VLPb9cwWVU3Y2k7N9df/aBfBrf3cdtuvpidmqzijODvk6fP9rL4ozLh0GUReyrxLRd8ann7Y8YgqFYuh13xrnLl6p866bc9+LkR6lNOFFmxKzkLnGDCCFf4I0OcCjllH56b1W1vjs+uwb7jhx699zevYKoBaI0b7pS9+uR9wdofPzTffTOIPaRPRL8IZjjQUNo9KFy7xzzL7ITUduUbIbTNQ6YSoTVRDVK/T7qQ2Bv7x1OobZtkq9kyjxMQtZUXR4763GqQ7y6FZZSJ+5Zh9EQq7M+nWhHqDdgxjK7Sva7Jgcxys1Te6wse7TDujikEAYRKCFd7Sbmqj8Y+1Jqieu7/Nk7eJbRNrKlORmLNo2sWDuihSREIO4G1hHsAMrAZivvRMOGXeq5SjpnCLycFbUy0zOa713F7KHOA+oUa0LkdZBR0hcZji1+CwwTaOqgJ+iThciqlZXSLsa5WS0TO6YV0wMxgZF3whPiyC2yBbmeIaBhDVsMTahPGYLyM6hKNtqqd1npqdk7Pb1fhKTdgoVKkIRpTszL9GMMEW/LzKMHdYAtZLNBGT2TH/IFErE4XAqeT3aDXAElv0CBWPvJfT8oSJDWrZ/UpTPHaHnt6g1JQfXqjThsTOdCdOAuKZynOejBSrjNVH9Ck4DglmAii3Z+wdRqWCW8XniXUO4G9q9QnTjl+plSWf5wz69ttlAuc9+Zi4hOjXL5sWkxKSALYbCfWiSeFWBRXhu1d9t+sIWy0wES0Nw05uJz++V6XB3efTmqxVii2DFBUl2qie5/UdRC3Ys7n5iYjAzeUYBhJFy+yoBmzAUp9ArCsiaVx6yaW7Arb/ax+v0ULldG6wgfxjGmEj+SzIfiEsIwxB7lq1I8rmXvv6oPFWczLOOeMDNurL9CZVTepB/ZKDd2EG9Sknv4nkCogWAJ292TVxADI8mRR0XD2vmhQu1tfT6vPll5EohitnE2PTLaPr2lH7+d3vfrfH6j1RhAsEY0rDgD9DcrEQz9ccURFFUVEwr5/9iU/2GHb7OfqoY1N9jtaoCiVDpidme1iVu9XnwX+3D1Ixrn6itaN+lijZoO3xBkH7Kdjxd5zPMMUuUlPRYONIbqy7ZJBcLju5H9OdovOXb7NhuixXfMUEFd4vZI+MnJ2Tmoq7jK00Npup6umPoTM5ZgzU+v+j7r3jbMuqOvH3n3XODvfce+tVeFX1cujcL1S916ijgE0SMIyIMAxKakAyqIyoCChiQhjppslBwqCiBCWp5KCEMUKDgjDw+3QjwQGxVT7TnwZ/Z8f1XWvvU809TWju537qc+vec/ZZe+W19tpr+wYbJoRzzvVcS30X1/2uPL/k5Y7eDr47i80okYeU8oGKVbmsVM3t8mFfL+paerjtTO4A96mbssKdh4iWAeQXsxZ0LKgg+Sq9KS6C5vBdKsOb6vlRf+pg6OF8iZ6smjhfLK6zRfI98xhLa9ZD0ML65ytTskA4BmXAKZIjqENY/lrEY6YCMAGTu0LQTivpGNcKSkn6Jry5PeR3Jhtu+dSvJNueE3rmxCpukCkjsFSnuCxLkYIpGBWddga2+xU2ZKZBFCMccX5hFMCadBXgheKKMHdGL7vGAWHx0wV+Fxm7NzW1sqm7Ut7sx7ZZMlq0lQkqTu4M0h7GLnyZLru2NLogPL8m/8WojBvUiugKVz4NS5CUrjMDoGFPz9+PdpQf+pMPl+DldEgTmoxZNtMW/jZ8sgW0AnWf+afPLAretddeK8Cr4iQ9onvus583Dg+3nNdd7/yDiECyLu5fkzSUFdPX43p43jdGfWHMKmtV8Z9Ni+AK+LXIYg6PiYy9uX5gxLnVt6jXu975rjidtjZ9MEj0HpYjnYYqo25Tw23G5Jior8lmNTXbWD7hCvGdN7Ctex2t3IrfP/7jP34j8NZHPhurWxIhBYr694gensiZQnCG1Kxp7Pmjenhy9i5oLaXAid5znvXcRR8UXq961auBr8A2o1vAOQ3COVmUIZ25XXXvbb73+8btuLv++uvdim5hLnMkkKnz4//9PuPQcst5/cavP1XT5isZ+RBiW1AX3MfSwocD3eJv7AB1HVK24lC2eE2iMnqKxCSSbylaU50Z9rBhiY8tF2d48r8K6F6N/VIP+mSeWDAs9jL5w53tqqvznB2080O9e+22/MVbjC+9w16UNh59ofxinVnVKydMH/KtnXSrc247lt/q1m354HAmZQrDAJpF7Pnp3TnTB35mfizUSvgzEk7p2RF3jt+SPMoSh0J0yaiJiydJpeQczPIw9CKS6SnKKTrfsdOa5aNuYSq8Vy+2Zj1e7ytpw/EDPlqwovtA3o6eZ1ToIh5oFV57qW2QUVFGXIjYWvqGmFM8F7J4zFPtUogY2RVTHkxJ9iy6ZMNpYUnQROaL5dR0ssVKTGSyL8Y5mz4LQM1daj3MBWPIQI4rapS7Yo204ku0EmYWEheOChd84LQmZouSOhqQX2LjdIHy51jsPeGFIrKZP8A9gOcLtlUE1XKVhVEoymNNKFjgl6K+aFQsbeGjCQx5A9EtpgAP3AiTcYGxHAcOnAkJIo024CKAUgBmggc965nPHmeT+rBqapcFMEh4RWfdVAy/BmwY/kHw0NFDx0eA95GP/D0+YuhzDqS/7Q7zLV89Kcs5IneZYuLhPWat774PMLgoUaVsKz9XwpjCmRYZARIQMSDOy/99+EMf+Y3A6jfzFQ5olpRCMwy7vHL39jLk3kXWSgTi9+FZI6I+kzw/t4svWrhePZznbNW6z4WvunP8HvnwR30j8PbU33wa62XPZ4SzHnNyQ7YHnOUYD0spM+NObtAFRYhSyZrQsSXus9k5fW50z5Ir7vdAfKLAVSnOKIy7sJwIM4Ty78O2j370Y+MAftELXpRtRMAG7ilAwXnF//rdcY+45bz+6i//uirCUQ9w54x5WgxFu+kBpCnjBM4VnJS2HAT9ckZuTFW3WXY6kCa2BwGHwvyXRhZt5VwgaEnjKDnBElH+s3d2g3duwzl+h8zcr/vpVf/cjjq7JAGMf2NeWxs1NXbF7QmcHtT+eDFf43BSdxve6Yz5VpAaSzSSAm5pr9D8mG+LdSqsIvrmLnN/NEJnYD8RqaBWTjYjvBThyCcsosvBEoZMWJiXCEG0NvHXsBF0+bhr6en2JZ52C56uuYuNHUrcZYaIWz4XVQd/Is8Cd/KuFi9j5XyM3OmuMvRN5hWiDoxw8GLV0ckomFsp+N+E1TCQAkKp6uDRbDWSg53CD9fV0zVKNX38v4GBH8ckyjKO2QByGg4zgJdtCsvs8MCBNEArruzqrV8aQKMAiVMfUS3DGUo0+PSBmtuV82PHuPXoVCSpTNv8lqxpeejB0xkCtvBN7mmPLLSH1FACTnH1V8Z14R3q37K1ZvpUaExuJkldNvw9rM25Bql9z7V8//6xu91jtFl6zrOeOxRQlU/XfApM4xcj4BTudc97j4DtbW99e1XZpTeserWTs2e+LQ/zFa/el9IMvVx7cl5C0oyK+q5w1isZs6HAj/H5wE+SSVruKwwzleD2P/6j130jsPpNfj3kwQ8b9viZ+DBUtHXZQZlShYus8fwMGGrcWp8fxITlPhu9palv7hJywDu9jp5M1j/1qU99fTH2pS99qY/lmIkt+SRZkZu11lfVxqVy8/+Ojvr42witKOKc8OW73/XuRZ8VXj3qLrnw5C6qO4ktNZ+4SSne/d1f+frXvX4ctH1we+bkjmGAVcYPHz732c+Ne8ot59XP98TRCyoTbOVkBZMgT6JerSvbgnzEz8UtiQNvWidXiTJ0mfAsB8cZsF+lVhRT2MUjCuwdbZk7wP2gcS09D5npftfV041gTT6WnaYf/k7DZ9VqEyoYOxf4+YPs/K68yVYq/LM5+68LoxmeDt04wgWdmR3127pCZ6xTZvmo1jMhiRUVlDqTc/TmVBEgs5Y60dBlvUKFkmGW6HQxPT+q10NjG7fHT/f4zD1RCyY0aUAR6msGdp0zM3EZHniKgUYouatwuXX5XAxHW35vijMlkBDDEAlySNmIqCOP0Bkql6Udp6kzp9HdvnScgy/6dc1dOgOdvdj+SZxgDmDS4yDKBbZpJ7qVAT+LkwUhIC7KQR3DFYRz4ifjV3cRb/UAG++NEwzbRI07GcV19dyOjXNXLnRsttQzrTawkJvCOYsIyUiAvIakCIa1ezLuON/DDpwoMPFXRf/Giu2cJ1DgbKksMMD3yJokG02lbjjFqWy0JPlGAIPsnn/qafD5z//zaMt0v/s8oPp0DU1E8/GsWUP5n7rQoYstanPYwt8/+9M3jwDsWVc/O6fNFEcCESX9+216mG/52jlzmeK0IAwkUccsVODycfv6UnWx1QXV/L8m09SUvI2qtmXfa3794F38p6ld/to70N6SX6959Wt3sXzMD2tJXnKcT0irLP6H3JNBjU/6B668GVFf2nKz5LO8znuYuwPceweoV9PrTkf/zGN/4euLsSufcRV6UXVXONmV8VFfyzRYJMSA99D/OjLqqySnBpk/P+vmHDnz0Y9+7NCBo+Ww9MRoO62RXxJDmoJRhYTmX3/+ceOp/573/DkXjfpGmv79/Xe8y+in3KJeP/vYx1VVokzDc++2TPMN0VdzwUGvWijektZiRbcUBDbOEHvgykCyGjcJs0BIcmqZAMrIp8CM/z53Fkk7ZeyKi/qmvs7THeewakJjEha9WAa/+6B61WeXfPw23W/37fjj+87otdPabpjos8KeoIqm8oFfk1YXl8IGwonee0yFwwDDsRDzI1rvNUIYq8hHbChuQ0XhYvpe+d2MhsyKkaCW6i471kth8bMH+AK7vm02d1wPErcUsxYWRfvgUIPpKeEvib6L0WfcyJ2NxFTVXP9g4mDopxIAU1OAgSs8GIw3AtLQNJcMYBomAkAabZf8DtKe3JNNV0LsOwb5hd+Dupli1SI9sbaI0rpsrBRYFFIDE8kTZNsgCQM8cSwAqGJvgBAC5xUVRDCEssokgGpm+mAvHOLX+xX9Z7USY+Ylq2E1QgPflvptl8/hvUcVszI8U64g0sMAQ4nZlsKTQqNy/qSeEusoiGEMOW0dD2kCkBRkaoAt5xvyN7/z4peMNkv//u//7jeddwIbmWzUHgdorNPKA4Gd4myBwz66GAfYIx/+KPKZKtbRhqg46IsPvP/b8jDf8vUrv/wUYi1O+oxVVTDb2ArPVKbf5DwoS3aU4qCJ+kQXBf8KgIWyUHC75p9/7O7/7RuBz2/+q49d2dm4qYWj4GQnSooZ8tLYI8JR7rAYMt7IvcaRFZ79eymMmZLZLlvpz27aeyw1Nz893zr96U//09cLXb4ryXE0n8x6pUKyPN/RUV/5zsaedlaD8RsX9aGhMvl4a/FE7nOHCY7Y+ZxfH77mw33gVxpgxjxQJFIx1bta/cxmj3nUT40Gsn898AEPFtiocnv/vuoZz7w5D7rlvN7y5rcWmETzajUv9ouoHqp2ruFKuKFUb18kmExxr+KquCIgtbXEyMM1V4yahdSA1APwVNRjU3hZ9aFwmSstx/njHFydp+vtedBFWcHdLBz9uAyYq/7cl15mpwdiIxbnpp803WbSS0FRyBJZ75KlobJrG9d8OjM7bNa3w/4utXapOx5dz6ChQ7GY1nJ5FGLLXXAe+6W9SHkNsJVswFFqDeAwayez7A9w96uU7gB3s5rQ63l1KXzu1JIWgWU1NTCkUmw+6qCd5Iq+NFOp9oWyEjk7U31WsZAo/jWNyKsC7copFBFgyZMy7qLPHs+TTbPv0lg4s+66evpC306nfAEVXiHFY6K/aK1fy1pKnuGqwLQSD1VLVNKrEvLxa3JvCEQFjpz4PG+IC109T4R2ce7vygXGrgGSQ5FnR8kUgRmSOwaVIP2eHJDAWiFzo+NtcXOk0M7sXgXfGJ6qR0cZj1ZH9JHLrtjTEaEwZpf/JhTTCm8IF3/wrj983Qt7WQAAIABJREFUcyzT//2/X/j+O95VuPiEVh5maOHi+2CPHSIPc+ldtNHrkBeHyiXk1GyB4HD2/t9D+498u3cBya/3vvd9QVpEPiJjmy3MJhYddXLDA72guj0Gjm9hBZt4AKmfV7P58q+4RYZz7uJOM7ahfxWw2dd49te3xetuP3J3k4iIYgu4qiyxotSjTkD/LH8m1Zb0Fcng4mu//ihtSw/lrT48VFO194TePKucK3D6F37pt75euHrOs58rEl7CfJLK9d8fGLGvL6FIKCgDX5bvkef1tUznZ5vEsiGpBAXt080MqD7xif9z9sxl+NCqa1gaI4ZqQHjpFT31N37r5pyZfs2HrqGNN0PApHKYD3/4IzcHG7ec15e//OXV+bqYqbBoKOYiiCp9yoqHXQzCHld12mA5SIxWzVOAd95VB0xvy0/A6nx+yhh4om4os5O+qdQ8W8X8fr5zrBJFgKfr/9KK3wHTh3B6NfmRlt9r3SnqdKPNkZILF/ftuOBnPZZ6miVtovOahdpgKz4gbljQmMTRXHOXI77O0y/3rW+7Gr/+y4CrVlKQphnjRhablQV7FB4Ubj2jV8XdH6BjOzXLx/z59acm62dcqWc7d7utGk9NlbohLoWIhS0qWgSppFEh6QRk9nKHGdvA4DJYlXw49JPEs+CoochHgjQgL1lMak+xerLu9ou65b4du++M7eN/OvS7AhUncTekLgTAmR9KvA0iAZdJKSfCwsUqeFJdZFI20nwUeqbTampXjpt9Z51cbGzrlYt1LxSO210HJg0kLvEPuqgo0wWM7ZG1kcm7ytcphKmZ6DQB4chWHTKESfGnaP4Urrg7zetFK5dVajxs9PAgav3Yx25Wb70bbrjhpx7zMyVDMMi5u8/IwP2q8OHkxadHG+8PX/NhxAMOi5FPuOAxj/7pRce//vrrr3rGM937ymde+Qz3vir9DV+6N34Db/bllXEE/CYPOG6jmqjXiqICul5xKe2la8xa3wMfrn3tgaOd3z5riOhxFdeUpIfGVqZGjpLbM9XqHkkU78m111676BTe9ta3BXJcyalzZUG4K+GnKh0FA+CVn/3MZxcF7AXPf5FQVRjyMX7mqrlqcgwXxqxzDAwooosRa32YRDAYQ8aeB9btSFk+rtwBRNuzQ7f6/D9/YVG0lK/eJz5y6HiehSL1wkvHW5rmyLW+smKiSg54j+vhiTRC6yCea4rH9e+/+eu/WfSJ+PrSl75097vdI5ttxZmEFQ61BJsqsFEG/xurW7839pyG/LrTHe6CEpGMbMp0+PaA4fvecIwY/6UveZlUxc/gavzKq5mYX/Wsq65+wVXPflH/vvK5L73quS+P76ufX1H+/ptxjdPuf58HCKuaGUAsGoiFtZozRy0xM1kVXDnUfV48HbV6yfml5hl6K34Z33hsDd/AxubLivFY0ZDGaQKihFM7BGrarG6NWYM9fge0WfEjm7R6kEENXRvCXNJqYUhWTvf7Ok+3HGHX+sBvMx1qaqv+d4YNFm08JEu++8vsaDgawYRuMf2/ahrKAYS251OLTQdpHW+ATJKX2K8DS1iS30JrnEnc0T07Gg4w9KHvpVqvmZQjCB45d/GjFLM6FJD3qnXLwVs9rkDEtvL28kMFe21lpiLKCmJVkxQrIJGfQYlVTTYjSvjQc8JkQ69d6lvmeNzODqZxOsPWaeuiavj47rNiMQKE0HVJEZhhQjfEXSnEqmHppt/AHgIAt8fPLJ8I658OGysX+724XVqZtxEzcSGdNIxEeNW9zD08c7wUHsyWtvjWPkFgoa8ZadNdivVnk4Qn+uUVPx4l4jdFYGnAhOd8FaHgIQ966AiDJF7vfte7Lzv7Xapi/idaYCbCaXHpGRX33X/0nuMOEgyv3sqWCNdAC0TRiMN83/iGNwmAlWCaVnqKCIy4srwgfHNw1CLkox/5GOIHrt3giayyYkzU96BH68mW8iGfQ+kS2l1uYBAPS37HAsAjsQEYwzinnAKS9bbfe/mi8PevW3/PbVF2RDVLTusIk1DyUoQk5tJodmHYEYuQ1117nQYxlxEacBGLBhXAX1s5F965wVmjSh2z1nc7hI0GD3q25402dHKbuT1+vvPyL/361YuipXy98AUvQm0plCFXgOGCbtGo7+1urY/RgiHTr8cqzrEBkhM3J+prJRrLSWUtmt+3v/yOiz6xfF39zGevrWyWy/KCl3QqdSHuytaQl8D8xL3v++nrPn0zoepDMgpRuEOfv8+HmD3pCb+06Pj5cFe1ZBPktkz5m6w2Xbt5o5bSiTWTTRUKjZz/cap3903otbhEcUvA1Yg85it//w+EqyCUj/AihNJAy1LqZPypvLiqNKjgKLeUKAZJiqWrjlMXJZxL9uaF9WQ7AKW2KWVQw3zFXagZROhLLqZe8Sf4HTTzA9oHfnHfcnJd8sIdk83exVwKT9S6O+ArM307ls0zqts0rqzR4sY8qd75GoVjocZaz3J6fjychWM2fODnzvFbRiyRLIAJELaSqBPBNiTgfGVGx2PZJlEQYBOBIEfiB5sOiApHtLsD3LuNbbcvcXNbrZ7UZtn6CDZlfuHRBdMK7Yfm2DCcp/XVXZmBBTYNHU1ePrGiXkBkONNWgmEAgPqICDlNE8FTChN4bZFfw7XZkGef7PPLfS7OcR9mh1K8Z3FAAZgGVIhvmLyw4L8z4jKxqrxrmoneEDHJFUgG2PAxBHLkoJanHoZOLx+369th72s4zsGENp5LOQUTb8nnuNzkI8KHPTp35inuCcKDvKgQv9WgGSo8PROYCFmb80YFHIX0lvit6vRoEQsNjoq1f4/upi1ez3/eC48dOQ+zFKUTlnBVWWT/sbvd4x1vf8fNhOGyne9CDKMgCS9tZb4+4jDfRz/qp6QAwCxsoXnJlsCV2WXRqKT4aULvf98HFoXtDa9/o+HjRPZj3lg+5tUJ9pgKzwc9yswO624L4I+G0LjGRTpnntCyaqCFKijC+JM0XbY90dXIg2T6Pu2pT18U/muvvbb0p1F4hS4QolcVQJ5Rjvi/+4/ec1HY+tet/8ttRGOrbJjx6cLJM8WXqA1Kw68Tn6hkYMIII6I+DR5D0OA8AAj6p4/9ltXKCbO5vXL0u77wxS+NwEx+3XDDDX1khQqNaBfafxVeXX/l/s1RJzcADquORenUju7hqYAo+MSMTJOUKspR+Hzzl9T612c/89lev6GckmfWB0XfYZB/ZJYUlMzlt73Dm974Jzcfns9//p8PbB4kJKclRP8vK2UPYLxn8RNoX/nKPzSZc7Ka4iuK7m/w5tvstYdatc7FeL1D7xZ2tv0Ba2fMbH+ueUa9d+UzrloUti9+8YtJixr0eiOqcW8IxOpk8mpOJ30Pf5nrD2DrAsPp9mm1SEeo0CSSJIyoNoXiFYoL89pivU4XqOCquDOAGZXsiAgGlKil8mXJqeuedYUkZsVt0vNH+enZAeUOcA+tqkKkYcXt/q8NDWCUc5o75Y5zOBMPMV87pbvNaNG8reQc0iXk2NTQhSl2F/jNjoa2WP44+NN6+YjrbAHV9YElSj5hSGYeKd8p0JI3X9JR1aggSOk/9HFvWG/p1Mz1cO5Fw8V+a5cqu+KPsvDiE9HYxcpeiMwVUF/wHmp1oSSlK4WTZSTmEgSPEGYUmarmAFjRRUawt4ExBZPjgArgQS8R6RWNQsit9wzmAr9LrDvYwykcNTvkB5lq/kQchLBX4A3FXxXAay4jqphIur4TigjBqKIRP6ByMAAVooIxrVs/CMrfusLOlfNVLxduGXzbrl3sTw0Jj7OKFwLoEvLaUm1gpz1ZEwlMobdhQN3EbxTtvqPJKGYJhP1mcs71MuYnsuHPDZrSNVRZKpQpaXYkarrx63uU1p/96Zt/4t73RXi0eDpn8QNbhx/20Ed86IMfuvmPft3rXm8k+2bXFjrq+m9GHOZ74403Htp/JE0qSj6xe8uoIx4nOCfxQ4d8ouHepzz5VxcF7/rrr+/ssuANoc5M5nUPzKi1vkeZ6UE1P6wmW27XVq/HVZcsmQ//wnaC1h/mwyUl0WISNjYI2WZoFNyi6DJ05f/2b/52Ufhf/MIXC/7PdQgQukzcWUwIhpIqshQrhfLeTmajmov+xq8/FTlHA+sm1HGm4ooYFW7WOaZlAOcPNNmbEfX5AQ2Td5bYsqEYybou551aPq42tn/t6c9bFC34etlLXy6mrzlj+Cl3otpzzL4+qIEBIUouuIJKfvC3Rp7SjhzYskkF/ZAVheYUDwAcOXzi3/7t3xZ9bvV13XXX9Wxwn3vfd215XxYT1pg32+As4P7f5dnqox7x6L/6y7/+uoDxn754gRnBAtWoVbbWD4yoj7ji/g8k/QMyroSktFYthWc5v9Y/3Wkw5U+jVt2WW4Tp3fHNs6p3c6cHhDfZE/cOl99pBAbueucfVEKowQ8JR0Mxmx59dwrJDGgGdO9MW+El0oquj3zHHBLXWFLa0PRvrnUirR7nrhgA8TLaah6cfvIaUUGJdW/xOacA0MQwL3zIoYIr8UYVNp61E38yno+mzKqL96aH+8DPTA9YvVeFVRo1wf4ZQI6wlS7EbD6AdIyxHbqb9IxhZptJadisJwnsXLTsTGrMorq3dt9oNe1trgv83Iqf6+2p5keMC/wkZdHlM+JfNaG9yj6Xob6DZIo5TgpGawk2xipEoLTHzAfMyqe/nfrtQ9ONs2Ex3HWj8cc5+Btj3CsUbLWAQhhctIDZgqNvEDUzj/yRhXQxLA2ukkvWkN1MMsXYhrEcV9r4XOJkHtWobEd6sgpeVaTq6RGupWcXu7y65i6nQwFt/8HODucCWiQ6Ju/ySnUSOosTEWgsraq/vcu+mWpgOin0yCGSErQoJFdIDRN5TjJS8sCNSfdOgkJ2I7gyom0dunquXdSLrYls1uUNR5n0ahdg0qYh08hT2pnhkeosLdmxcyoalkFB3YQY1Ii+fIHIoDdZ1zPe1ZzY+L1YYMFZJIPhnjhiZWn31xe+8MU/eu0fP/QnH35w/xGcyHnHLrzVue/+/jve9X73ecDzn/fCr0uwl1+9ZSW88T1RCRtUUD7iMN8eS6I2lYiFaKc9J9EoIv4FSAY+IHuMO0jw3vf6CRyTqc7aUtuYqO+KR9g+6nP73Y+4tsJN6MscBMxmvkIAEAaNKCrecItPpi6FFemut8Q2npWSW7BOzjt6wYguET/2o/fUAIkCzIf6E8Nol8UKKgSK/rRcJSW11U5e8+rXLgreX//VX9dRh8aPd+pT/AKvnWm/MrAls6li+uP44ftuczsEADW4rgGv1UztvWDfie/90r+OPGyj9+wvvegkPsI/lJS7xEb6MG5fXzkRBfKeEJ73FzkRGFfhWaLRcOKWfw2X65tzisMugPV68mcf+3P/9Yfu1kf4py7d7tGovehdtvOdvb69+93u8YTHP/H3f++VN3NvYfl67atfKzic2J4vYgfj8vCHPnLRR9xwww175+soyMJiIvJDk0lk72Do4+fev18/GbbcuN0mrhRiFr20NMLnP/f5RSF89rOeg84DWhApWQkVaIaYfmjTO5tCyDZiakkDKlTBcunL2MBZ8ZPHCzUOmsqNSR2kspIsryxFTBXU0VwDaNhYIda46GIxx9IqMXfTT1Cvqt7YzQ7pYPL6wG8pzN0oX3Qno25ODveeHfYHuG/72rxT2m764Blb15BHwWxiMHZLhrqatfPJ/KDxhaMulOrd3NlhpaYxUEzGl4VwyQMpIKztwJcIR5s+wV1INEG+fovUD5GqL+x3XT2VO9PiYm3WVNiRCAdakAKHKiRGyiL+Dze2S8wTMwUXMbmuvYX548iX4mP4xVmOdO25GkAl9qtVC4ogBPnW/+2EGLoPZkOtn/QN0rZtj975IZeUSdtMciWdgIpBjp1BsFIARSNG8h1aGTFNQvKAc0sRLwR4oBCkLGfwUNMKrSIQZfQsstk+L2hrF/dyqpPGjtmTxL1qCSlCGFD8KXsMPBt1ED47y1JeVcyDymVEqIhNaKpvNCw0JlFIeFe6qQCjBYor6KO9sJdcePLb/dCzV77yDzP9dOJaomVRCjLiMN+n/MqvKYF5KHaSAs+Xc0HBMftNFBcVAu2YytuXvfTlFcXHS6spUBl1Xt/97/9gPdlwva17ezY9pCabSoUzNMNDvRVUUJzA5ZxbI24zyPDYmFX1nUJVb2unB/T8mCu5USu9IQz6aMQJYD2TzybLJJtC+yyxU3Q5JvPmeKE9+bw42h/y4IU3zeYDmpmWb0kDqIZWPjUTZwpWkQ9VwXK6+DLfPi7qY9q/lY9OkPc2LzgNrvPy0545svPqK3//lQa5mpwGaNMMHJWpfHOiPqlCoWraz4jyHaOjPr9mjqkEOIq3ICjTcjDlq676OuyZvCW8+hhyeboqjSZG2oWxG9EB661vfVuOhUpXT5SZoSuD/koqDbUu8HPLfdvOG+sd/W5/qALNXPTSl7xsUQh7E4DumtA/0q6hUi2q+7I2Rouj+HTys2xmv2wsOL9lhseOGkIAhcEVC0oJk3T+gdBITKs0k6KBJ49YkEwtji/VMntEmxYe8VfChgfMrLrlvqkL/FybFp1PIwhQ0SYuAbObTusXJXpO8AdtK7fkdcplBMIBBnDEEUyTJhWio+QnWN87bW7mR9XGttkMXT1OmZk7xy/smVdxWA5DocF0NmeMjRmr3GSklB5XiVd1AwW0/YfecK9vu25emztq7aRbimmVyzhAoalpKluomJ1NQGYbR+PDpl9VgIpCIexdtphKkADfIufSVmBLfy1tn+HugZBckDVKVmruRhLtirSI/2CV3afW/cbRPqJed+f4hbUvhFOVN1YzKQVsUsQ4hotZFCoRBRN8ztL9UHhlQR0EQDyOKxmr1ax3KrQ7vf2MD/wu8U2YWFsdL48pGG5JiemCN3Re66uyPqmhIhTOvrX8nq975ikZmI8gg/hgCvohWssshYIHGf4IHPyRj/h61nl+k1+f/OQn11c2BeU0ZzIN+uJOdxhzmO+5ne9UgEbc9G+QLrCoIioQDG9UJQWS7/l81tULd3777Gc/JxhGqDMhtGOivvs+QLVTNdlwNeW9IZwfCacSxWp+iI40MFupwQGSlIYhcfA7vxujl4xRy2blQnf268ZZvbHjCkX0aqiTedtb37Yo8K/7o9cZjmdNotGhTi+doVLjV50bRPjG+oEbbrhhUSD/x2MfJ5KC0ptRndQSzBDKOhnFx0FbIsqoRp/SjuRmDA+IMqFIwZVRTQ8cv2zEct+NN964fWpHMBU+jqlQnnbZGtHNBTxOJKsapr52JzdctOi8/Fof70bY5HCiauf44ka+S3U3f2v0t/z1mX/6zNHDx5GrmQIB7yG/p6OqqX/uZ39Bc7Ky3EpB62zB2YcYNBrdGjPdsus7fnHDV+LNDriNf008jfZe97z3CGzsnLmsVJ4ozgIbsby5mJG/vgNFwTYm6SKgyn3CdfJk0r2sGB51i+FSL5RPJijDKq2Tc1dbFDljjVyK0tF0ZjhNw4iIiloXAZ7ifIW6MbZaCF15Jmv+BL/DftHvgO7jwKW4wxMHRG0Th1ry6m6pl8sD2jWa3/bljjuuRmaJLcqZrI25Zk57RF1XehsjTGuXj5mwl2njtNvj1wd+aq5hIU5xzON8yT9kODS43qgBjaVdU0k18c6rnHNSt4vYhmT5hF/t3Fabp9T6pVqt6dChNO6P1YRMkKmSUiSYRS5sSECYpAh+rr2RsZE6WvgGfO4IifQGC8rC4/jGM7QyquBqQI7/xvg9fj7ICfUFfo8fl3cmm2KlysBlwdxw8a94jBkeXVyJCIQriwP9AA+KQdiJawSvZrY0/EH+bZycqrnaeyJso3XSsXqxcptsM+S5KRGeJs00D8KzR/GQEZ4K5wJDxIVJKXSqiKto0TPtsEr9G/BetO4VBhVRH2xizpxB98ZHyClgVqyf5u++4vdGmKVbwut233dHQSN0/lA4gwBfdeXCh/l+/OOfMBAtKJB8kYOsGBKuETS/gNEUOOcud/qBEai4/eWEihInwpCPOq/P9xPvzcxkwyma2aHU3GWKvIoKQqhszVe/FS9xget9Jmzv8T7kM3Fb/Bm1se0O/l4ye+frIwKqhz/0kUgRVFjVjLXIBaKC1jWFSISON5oRXvhb3vxWkv2GJFfoyqy4mZ8hOLCYDirrxJ8hYd+NWPu97a1lhaewEyZxtadmsGr+sKZ2dtVzFl7ue42v+hOSJTFfYCD8HdPDE1S9xCovvgAtOrKHp+FzEf+iM1Ho8A6hOrBx8BOf+D+LAnDLef3Hf/zHrb/ntkyHwxmkKAUauO4ed/9viz7oq1/96nnHLtxFZKpuH5pm5pOFZN+SW9hxNXi++Eqtu+YueRNXNyo0ffIvP0VwmnDgslkfcs5YGEBRgRXOBjqXcokDLBSShuJe7ihLdw04Vqgv5hqJayBIk/4rgsT5AbWcMCiaI0FoEsOhTeCl4xzsql/rO6TjcQ6raXkt+k5ICMZIbfAsXXMX43z0UJx5KqVK2YIqYjXNwgefChpmBHjmx/xewbBj8LSeH3XF82nvT0m4vOqSUcRtB9UECubJEArVR9zIzn1NxZlxZ2Nsne9W9uZH/cn1p5VL3V6izZpRvlA2mgOQJqjwHNLwwo9S4jOP0ETmPX7gExT+eZ5pyT/9lzacFlM0CyEGwCW+mv8grKSusR88l+3K06EqxLWSssof5xBbSfU6Z3bQN06zmRaJnVJzdRTYlsEmwjwBucB2iU9CuGKBn+IcwsjaEjxiMaxqDdEiaCJT3t/rVvyUyy+cMqHNqWOzVRWnb7C20fDBUcOEb9JaH19cTsFblz3d2D8guGjxSSBvbQy9aIYh0mtJyZpWXMxCvvQr3aXhAtSz4hv+IDixsZ0gwP3fzsze+Y53LmqWvuWvp/zKr6HkmJamjFyOkvmRxftoP++5zzcFzg3nCsI/0DT/i1o+qsuCN3TL6DViK8hv//aVqiGoSE5qtnPUWt8V0dFUU935Us/pITP3e/x84Bf2IqNJKONhI4StJS0DV3ZKLZt1p9Tsvt5anLHrp+2G2xdu1fQBD3jgopDfeOONW/sOGHi6iIFFniybxhyNk2rDZGSbfD6u0P0H8/OPe/yicH75y1/uY1osWUSFmzVy5jfhwZSWjOAsFCtLSy0e9V0eu7kUxqzmeMX2d0th67k9evi8f//3//jan/WVr3zluy77L0gUYeClXc/y6D+MiPrSvizaACOssm5ENOj+HX1eXzQK3OyV0/GUsoIHSJ83k0suOvXJT35yURhuCa+exPe+109El4XrBAVoz9TP34w4JeXv/vaDWTGih6GTR1IjN3N6SJr6i137DaOCMZ2GwG9H79txrth0K7q2zeR1f/z6ReF83/ver4ElwNJ1WXGp9K9wwjASy7bPFJMt1YJACH1fbM4RsWVpZZibTn1cso6F1YCUtkY3HXSg29Fd/Qk5IWhdBaBqfiWLBFgvFh5Xx+9tjIh6OO2KO49hdjAWufiununpbMMbaB5r4K2m+yduZea03nRdPX3gxzUYV9H+yy4sixE3LlljXA9VtXzc9BFU2MvkAr8jvbksSUaEG+iPr0CNmFoYgF+qZP6Ecclqn0Imf46cTWpf+/MnjBOK064bzeolxq6FqC/fKBgSw0thfNGIiyDEtBIDCj5raGVHwitYna/ZJEYy1Sfq2me2NTHyBn2DAiJ0O0qHkOVcSZ62kmo3oGPLDdfax0d97oDE5QMqHmwQ71IF2IQT6D+SxLlDAUdJTzB3gBOYYOIZVdxl/IZGJfiETUreqIBqQoq5TnBs5tsx+Djc7XGd6ZXz/aK6zy+sXqz6wM9LaHKo6PCCctUxD75HZydPWNmMtRCCYxDILwbXvx50IecNRiwUPPCQL49MlxEq6UPyTUUYmQcMtNxY2/+3f/N3i1qmb+HrL/7ivSmXYAW283wF2scd5vvDP/QjAuGmoBFjAI55FvXxyDDdyCNz/x7RcuaaD11Dj+MxZMZDpvuotb4rdN6ApJddQ+r5QTM/1Fsd7QK/mftVdRwGLjgUmUOs23CbpLxA6dmkj/o2t91y3+ZZs3HO/V0/adT8D//gVYtC/ud//hdWsUMRNKMOE6UUtHeEQJpCR5yGEsrkNN51YlTLmfvf74EK00ZNbKQWB1dcwJP+IcbznB/3iQHOEbx4Dbz1qG4uJiAEA4/ClkTDkw7UDlvP+2+e+9wXfu3PCgeTmEZaWebXcqVnUjSuxu7rKzfAxEpgiBYsdoloR1Z4piCc77wC1w2ZLa0tyIglmGTlmmZd8A//8NFFwfjWvv7f//t/VzzgQTQdnjjgYQ8rB+p/ve7a6xZ93NN+6+kaohFEY3ZNdPL8GIMBadC7Si6FZ5g+PFg/Gbur73PHtfkDzbqHP+wRi8J54403HvSNo7NMVRzf7zD5V1FVlV1qEYMJ54xlf/hPqjprcIvRRSN/Lo9ZjKxryGT/Qko+/ytXA1p2JUoKCiOu0ucwL1AKu4kI8OIFcMp5XNgxaypkOX1/F633enUX20UYJokTaNYQGnJ6pnXHOfiD7DZ2zPopPVlPSLYatkoSemNcmkLH1hI2+qn1NtevH7rFjTXX1VO101R/lNNVbOehYHLElQw5wHBXAga4TJBVB4DbaVplSsa99Xv8fBvS3iM3qxcbsxbbfvrmLqEboh8zI78aeMhQTddgNtn7qvG8iZq8022FJ4l1VQoPeAgqw0gQT/zsH0el1GVUI1Anwy1OMpCXLmHV9fsx3ZZevzRoG7fGNT+YOiNkXioW+qI4dIqzBIqSkFAF9/IwjE5fxDJRBdM0KcrCIBaZyrsQyfZJ35genbCKTRa857Pkn7JkrHMzpnr1fF8ddlZtbNuVC5Rei/CrzkfvYW2ZDhgzAFt41h4WaIEq0RGPHbnXMQ7mJ/+07BtqnFqJsyEGY955cqQwWmB+KnO20I2jR/CR8+AvzUDdAAAgAElEQVSCTfv3wf2Hv+4N2b5Brw984H8f3Dpc6ZcDURm9E0s96YljDvO1LpHQ5XCFEIj6CMOY6FVDmCfQjnFgZiceo444XqJ/XXrRKU3czD177p2P6eF5vyvcvjLtB+xxoqdmuqXnh11zl9khM9l0LZVi4Gdw4hwJncCDjAx7Z1p11nd/tpuXabd5fWeycc5u9PbytJnt/+IXv7go5L/8pCdz/u9QcEDdsMIbWg+vSlb5LkRyxPES7oBmQlGM0FCNJPC6AquFEkDuAiWDyYV88ZhuLkw9dmLAFEJ34gLPIZPzjl/4NZ6Z2UfOt/ne2xrBKnnKSCYhaCmbMOK8PpoLcGbCcAfswaxDP6mFHvSf8eQG0icVn6ZMM2HSkF2W1PiBIyMY71v1+pd/+Zcf+oH/ir0NpceT9Tn3Qfv399368hFPvPw2tyepB6en6vHoHGmDr4auJHFdBr7br9b9lpvNbesq+vb3I2zuG3O8xKMf+RjBDyJWMeLp+GvRng4HkaOJBDSEUqUflsmB1zMHuq08VKDaJCoz5HMXqzJOW5tFy/6VDjTQWg1AJbhO5bq4OIjvzWN8qafrZHbA7WswOfALjzbpSCcWvPnBw6EOnT/APez83DZrp92/4TQ2Yv6itx+Jf/J3Q0Cl5u7EdreA5pcQ3R6/w1ot57PgQ9GNqeFNEKJ0/UssgRMlWvjI3X0ljTwewgHux/TGuR4DE1/qafRajGZ9t1ITUTfNx2JJYFp+jJOcDvT0Aoe+yv84fjb3LOSAoJEBMMw5xJNtAhUGQbRT7gYyMkKODJQfl7cz5Nt9sXh44zK9flJN3R4/V0K5hJkLTpFiWynhoTq7loFXiRUHeueaAv6ht8gdUBjfsm807AnKRCdN1b/1zOw9YTbOOonYt6PXLtZ6xYbT24Mcuex/wkkbD5hBDOzhvmnHOAPiurBcw32dQh1zp1OyS82HQL+TXBxFS1jxkJlywDZhBNxQ+YjCAw5fru7d99a3vG2EKf1mvt70xj/ZO1tL4Q2uYoG/WwRm/TcjDvN91ateLcJIdG0zrXnUJ1f2hD8KDj2NJrh83FHyv/j4J+an16OUNP6oqO+BPt6DYFIv6+mmnrs9D+492fQhn2/cXNhvxuqqYHgWrvj8aG/YXFveU70Mm80zrv/15tkfvtfCKfP/TMFwBgmcbMYwJck42FJmgYIQt0MK4Km/+bRFQfUHNKM4J/FsBJYCGkUFAUo0Ep3FgTzqi9eP6OZiOEfpnLzIOqqBpzCMuWTk11ib9+Y/e4tv+c10FwZdJRFJ3fkIbfGo750Zz4jbbNvyLATRR0V9H8x4K30OQKCAJG9vsIjk/GHf6tZf/uVfLQrMN//16es+fatz363RaUPFVWNXlLjfeurTF33i5z77uYopjIKW9TwIC3eYNDhtjBnylc7bM3q2X7ui9N4j3zGbp10HyHby7ne/Z1Fo3/CGN7IFBxGnNcmUCOMCbkbF67qpkCxXkGrgxuytMvUI068ujABsHT7FtBJvZEZr1orUS74YJ9jmQbAPDTsKC1R6Z4oxEcP+A0Rf8Xu/gGbWXH5zdrB/u2peu5pcydAk0FayAE26PWiM+SG/9WjbVTyundLxAKSpwkAFtKWfiyg6cFuV3K/K6vnxWOfp3jtuB13v9QYNnKI+kyne0jcY9mu25CU3YiEVwlocD1R454taVjRd3MM8VcvH1LoLevvQt5++NWu+AjCtyrYmY5s79yRxBJtsMGtz53aKlwByzNpoGgRlhI5oyr9iKkEDTiDNkVYpCQlcP4BMab6dhGYhirRbhj2R3VCSQD2p19X6KV/tueM6pk4P6UTK/teyoaVp2UTyNAUkWVHExy0ZAJgpBAGzKv6K6Yi4vRrGo+RKhiTUCfazZkm7rp7+HD/lNz2a1Yucm9p7pEuYx5nUc3ktnNeXFQqzzVmVgBVRqETI4+Glm9k9Ygl7GViyi7OOC+OAFmN+D0IFT0na0Nbz5Q1bEepVxojywm/ay521DZ5BNs+ao5R0UMLG1saYbOuDH/QQCnLQIaAk3MD6Txke8CiCU4oKI9P43Rvf8KZFoX33u95NVq200ADVyH19EVSrY9Zk4nJ43Zbf6X7YtRTr9mvtS038aULeOMUjULUChlS0dsrclP6t/L2ulNH4PRVrzmfqQ8p9Z+zG2ee8+PcXBfuj//BR6aygCyWivqAEQUww4DfAZiLMQInOU7v199x2UWj71w/c5YeQc0RsrP1aqE6ZJmYhGKNyBuBZAEg0xFmM7+HZkqljYCsWqCQw4tGL/d8+FP9auvLc6Q53DuuEnE/ysHxBW+LBvQ9sHlpoan3UVxCXrZZnrvAK3+aLR671NZJYPJFUTo2pDmZH4L13tnb1Vc8aofG+aa+PfOTvzz9xkW4F9woMFJwM3D5iSfOlL3m5wDPIeGU9n2VPskJQxAbCK/C/zpx+m+3vPXuXrto8azfO9HHCE37xiYtC++Uvf3k62Zv9G5RuweTZMQAXopIKATeglhNsKnjW6CNyTitzMRpIJo0aD/Y495b5QRnK7uq6kI9U+xcizyJ9BgIOWGokhj3YngR21cwPu93s80N2flD3/4ZrVKxiII5lD/IjO7axPWO4PZ/uDIYzjkNcRsAiWuhc7EQv8hBUyvQpP3fdmeWjbk9XPMrvUvevmYfz4nMYiSq65GcpgCGCaqigNFyAq7iCoIZfyWc98b54f4H3CtqZWj5qN13cq/u/7gD3NeWDPXc8vWuXwgWNUthlHCVZAt+08QEDJ24Es/FK/0KLvsw/6Kvvehch3N+IgUo9CmpJshTmCLBIh/+EsS4uT7maycmGb+tyWoXD66YHVTzSkA5H0YmseZUP80eCJSL/Y5C8ZMUUEAZ2WFoRpDH8c9VaLh5iWOsBMJqNmXMEhCJ/pSXi9g6ka+5yxu/x29arF7szTtw0rY1IcP23TFrPx6fvycARyaV2YxmsMJxQgpwdczrBFj9VvFLheWQaC3cZyM9VdqlkE3fWY2u48hEPe+SIUrpv6OurX/3qEx7/RJ0Iz2Dm+ktzHRTo+rCHLLxM1Hulm+sHdDEUM6XM0BbwMN+U05dGsPCZHNxHP/IxYwDed4At2YNxRb4at9YHSR08ccEFfr0h1P44B5cEDVNgfj8PRZA5pZ/R+SX4GBlOnEU0/Te2H3bj9D9+4v9bFOxnXf1s7v0wx6gUtEIo2Fa6qpejGZIpJOt/uu66hfcdPfvq5xQKIdSQV1Ymy5in9MbIm+Esir7OqH19OfLsNIuTBYQ1D9WXxL/i5a/Y/SnvfMc7dRSfhOqGERGiIzYdmO+IqO8dkgHSs2xtcTXL2nljT2lHWg/pk2pAYjjaLWam/Dd3vfMPfupTn1oUqm/C63+9/BX7Nw7ijEreLrBBqbf+3xPHxuybvdc9743RSFaSpnhi1u0y0q6orOAAxPUc57kqryFdRd8pV4bXO/f7tk+e+d4RiLr3vX5C2BqW4S6T0Tm/XMig8AcM+74zHCelO0EcWNGE9BNeE31iUI8V1LXF4PyhRCCZ0Kk4MOAmYeBBNxYTn3CRoTcgIV9pXVxn1+zskI/9DrmdVHYlPkjFa7I6gmdZ1/DMdZmfuTFnB/W+s9oVsJxya8JdbzFnIl4VZBJE7J9lnTqaOiO794Tb9L65ozd7NjvtAj+9HEsxQwwJdsEOpslg4oUPIxGFPJaixCwpNAUmPv5fF7VO7N4LXbgb5GL9UmvWYr8ANQlpX6kKGnw0028cqqpBF7LQoT3FmZr0a92GMpXLVLE0bexidgGjZlP5lRt0FFLAJBcN26Rk9GTdNcvZ7N89Yrdtz5zu4hmKvFBZ3GlhyqFkgIjz0vHmIlaqFyCB/5zzL1lrIXWY8AJg6OHjjQyeUCM2cR6jmbtVPtcSYsduhlLPZc//veBYU+A56889WZUzcwuzYhofjUfNKvC3LS9QHKF0ECrNkO7C0nOgFkmvGDPdFRmOzaWRnm646/zjF73rne8aYai+Ea8PffBDd77TD6hh05tlSfB0ns6Iw3z76Ze0Y2u/KN6lwEDwyVyH3DG/kWRFBji0/8iIVP1DfvJh0I6Z9nMLhTgu6isMdhcTXXpuuk23Iuc6XB820y2j51JY0luRh0TfIMli8i/Y0cYJqne4J2e/83aLwty/7nqXH2SuTEEjD4NFKqBoxyVNlNyGTYoFJEyZOlZ5wfNftCjAH/3oxxiQkbFRY9ITyYMR1kso+l10kb99ZNQnMuhZ1wMOwbwx9drj/NKLTu3O4Xe6/Z29E5DWjWlXia1MipvJTJox+/o4clg82RTBQIJkdNQnvG10pwBpZdQHfklW7In6Wb2sr27+zotfMiJA+ga9Pvh3H7zd5XcwxYzAB52whHdh+MM3P/e4X1j00ddff/3ULifMCK+3cHw5u/IS5Qnb0wFKIx4/paItdrUPm36HievqeepD1yzcQfplL305el0ZDznIZGzTwGVsCp1kIR6qsSVlbtcgnMuuPCz1AI3UEqpQ7lS0yLSsBkdWpqDWQttBIEn3GrmCXQnGuupbi3QVjgPGemLyCknceuCOc7Cuk1kf+B22s4NG742lDW1e7utQqIHTrAmVGrMDZn3bZwT8+XvT/Zo6dQFHcZfa/xQ8Upt+8qUxy8d6B1e797ZLNCwf1WYZGJIX24Nu5NgoMMwdkgwbk5SMJW7rIepLPf1z2Knmugd447TdONeHKHb9pLZrfkZd0PDM9jHLwtZmDeMr1NW54Evqao5MxnWokZDDRaBVi+6IqRgb1xS1wD+L5Wqqnod8ojg5kDXsWJs61uo2/QKy4ysXAfYsKuApZFPal3wBJHEy2pl6aYbmwtg4u+UwTkW6iUBNh6hgl8n1Eh77hCcG6fO7kCa9XKxc4A98PuPYbO0iVzjW+lVlhaqAwb9H87wavG2JO8EfGTV8SZetG+B8BJdUPgPfpMYwJWxdlHNhKTm+pGJtCLDy/eP//T7XfOiaRW3V1/F17bXXPuwhjygYlyBUMEFYSg4fYqH2dDLmxKRffPwT6rSQGjnjE5b7BZwtMgCVrYPeJIJmMfuLv3jvojC/5jWvZSvmwDYaVsbHdXNh/BMfYWN5t565YK8P/OaHTG91Jv4cP3cyz9QrdG84WysQmMS+yKoAwvMsnvKUX18U5i984YvlsFpUirdcOgo/QHAaEpTFPA1eGWf6Iz/8o4vC/J/+gGYpucmPAaSh8ukEYFJMClOkG8YY47q5aArqrOZSmWI/2s8QYFY8YNulI6tv0mtT+ZO1bfS66iEfkNKg9I2M+iz3XaQLy5zOhNtxUZ8pniLQKBwCnCkTxjpCYtPLy29z+zf/2Vu+tbFfL4w/97M/b6HNr0Qjgs29B52cp3zX2976tkUBeMPr34gPYgXe1aQtF6IiSpSBBMhjGq33Qqb74zrMxs7/vPoli8IcNiIyjxDayJFHATrTgCDIe1vGVxj1UdeodlLOThdDEWYqvwrvsBM3MvTWdBrqq6j3aFLDUR9wfor6RDwvoj7iK025e+RPzpz5yz6qNyu+pWc6ys+t+OVFKpYIyJyDT7f9s1w7lrN63QV+rsuL3ed2iPmMZzCUOWSi7T+B9DFNn3WUO6+s23sgrGz4LMO2i0jNzF3pltfcnroUVjF1wXz6lqGdLSHgbsnSZfX/WhaS+c+JuDz26NwSZQ/8yvkuTN1ybbpd21uz7LwFlziY5lmTe0DWVho+eON0iFgYiuA4taiv6uPhgHyCGIkJHDKhw4y/fC4+WlIBNInUh2A14MOk97tsKB4O0U7PmY3vvdf41eYGBpGMnZ2fusiXJEANE/CQlY+Qx0qZUoMIkVE0ag8Ar8NojXGy0DMRtmXXcXDlIhX2kW6cs2uXWDXvsWGbLm7A9ssJvttthLAW9YGDmIFTDWUdwC/kWilZMoODeNEt9SbgizaNRJUUumWU1j09VHFQMSDh/1bkFojEF83ayUMe/LCPf/wTi1qsm/n613/911//td9cma/vAioTUZJVkdQcc5hv/7r04lOVqK8FWqeHskVIgEf6i3wK6J5WqNNOfvlJT14U5j64LTWXjgFDd3Oivvvf9wqZg8BJuZ17czPddPZm5t/dpttE2xidNpdn7sJFDAV2t0LQNlXAqu4DH/jfi8L8yt//g6qY5M/ZmHEDj/WrE3Fxnr5hgsw+Qy+lbkSl9FN+5VczR6V0NQVOqGrFc4uNLsOSDmxsFueHy29zu6woDAxFao37heQ0cBxunzr7la98pfqIH7vPI3w5fqecM2R1bEjd6dgZnHafk9KXLOSwMea8PuZSJMEhjc1WqjNKzzt2wUIP+s9c4clNr4gfBNVMhSGlkeKySavT36rYryfx777i944ePp5ZRRIrbW0SWw9UE08uSbo3ymlvFL6WTaHi5VpikuwUQgHeFQZRTD9zp82wPW8FS8SNXtYFfm6P387lP3T/Edi7w+3uhEoGwphOkJjLvoyoBfK508avr2oMRFTTiZ9AkXY0clXqC72kABiKmrBLQiMfJBy+AJK0oWx26J6SeyBOZ8mPEy4QzijHEtquuhTn/Ih1Js/t8YtXusUEPGUnhoIJwzYdrtO5Lev7TvkFum1f6rnlYie3BS6vU9G9IepDnIdlQ6OCfZzr5SPGHxRpQhi5fNRXtaWyN74ksFtUj6qmRdIkQymMCDNGEINFx1jyVeho6rI/e4+5I3n79+Y5s++kNevG5YhNGjD4xlMMnCLnN+CBE9sQk5vqrwiqYHv+pY42y2reMasiLC1ro4BRqC4gKYcKu+/KSFI3Au0gBRwGVu4X3t2G74G37fhqfdtMDzumSluRgalQHjN+KpUCGgGoxvw0csUAxWhQwZIm6KJSeTIENmLWrIKU6JVogeMnzE/N3vPNxhkXDPfv9UuNWfUeaegpOLWZtfw6oYv6UtsJmir/LHUfg48olwoJUjoNlaNiotJJ5pNPzHmvWhKrcKCFHkwXQyYJjEQZRjudCFtZHvaQR7zj7e8YYbcWfb3//R/42cc+7sDmIePzE8JFwHpaBnZmYo40Peow32s+dE1gGmDo5BBkoW2scFMi8wnW5+zLZAM+586W+RGXXHhyBPbufrd7lGlsBKP/9+UvHxf1MTNsOGmcgdFTd45fb37ccQ5H3HkyrS/bULNge6IiU6UfgJYYrK9He//ToYNj6l3vf78r0BMCFsri0HHR8Jslqq4Pt3zkdXGcaIzQ/L+v+sNXLwq2O6C5rltzYU+hfIG7hErNah2FReUB/QVjurkIxZgsseRtLgLMk/AR1B+99o/L8f/mg39vt3aMa/A9C1nq2DyW173zN6U8TVJf/d8DC671vT1VeKJiRG+mwG288vyx3VyQLWmfOvMbCsNf8kZMrFCkKuyIfzvsXX7b27/lzW9dFNRxr49//BNP/62nnzl1FjBJSk+Ytqw/w5WK1UQwU3vFAx68KCTh+DvWYyAcI4mANZPUo1jKETgZg4EN0G6SPPtkjKYHXDnf5tnrPv3ZRSF/xm9fFdwm1VQwluUI/SRDK0LAosA/zGeS4SJzwrhzJiqPhKOM/TC6nArnj6s4czoGfmE0dGAwnWE5JDj9ujwmgFFjpLU4sI/p4spyBDaNYA20skferbsTFEKFy+ygP3+cSj1VBZ6kpppUBdOFpWDnkro+1d2mbcJhcelUbqbchAGKOtxE6k/18vFwnIPZOG1i4DcPC2g5sZKJmEcIbp4qGYOF67Bm1VQYQ3ie3GLSN6k2NcSrE7t8wmzdyh3gvnVWr11q9IpOsuP8dWWCU2RT53BkwtJnVi0/3pZTc8DNlsu/hJaEatzHWLqdMkTx30zUVDyrsCMwHVQs1OgO3IyALmod0sW+Psj2Mbfutp7qyUbYOTnZOOea/cz8IWe5s2tKrET/tkW6S/zkGSF4abJ8JYlRHGtrcz0CkSNvnatikn1PnBO/jCd7tZOSDQhX4UMo5nRdPS9wpdRuj99ZvXqR8fXPztnTXUjQJGx3e4Q2EXvkslYybMId5KKsajhG8Hb8svxcPjf+mtJFHAx2WHwheFoKMH8QBIHCjAFaSQtccOLipzz5V3t/ZVHrdZOv3kV42lOffvrkji6Svglay5SIUEDC6QS3fkRTjSufcRXnOUIFYYaHK8wIketJwFOU2Bazq35uJh/5yN8vCvmLXvDirKl19GwsQ9e4tb77XcGw0bojMnHM6H+oZd/c5ZBZDl09N3N5CaTopJpg8uVtcMZnQNpjHv3TiwJ8ww03rC6v6yYn7QSNLBhC4v+cxhYiICs/MV/VWpoX0DFc8MBRHuqhA0c0nY6VQlMum0OBX/619I1SoG6Fyh7fw5M0YWW5Jnf00tl2pqRMvuC7bvXd5erTjz/ocb0zZLZ2fAOuFSIW878FFdL3XADHndKeGCD4neDT5LUIjvP+gvPH7esrFL6I7tDLAcp2ihsCwzk2Y0Zlq8EfdPEFl/70Tz22D7k///l/XhTsm3z1Y77kxS+58x3vWuVJJexLwwWN5kK91NmvuxYGD73e//4P5FjI5I5zLSAnPcJW9Tm8Vd41jcow8YYRBA3uyJJ2e/zWT73kFa9dFPJrPnRNZm/hhJADxw2HyVIglFXQCYpNWfFG+fmn2joYS8xxPSNrxkrPx5Syw9VytCAt/guriAAGujqG4zy7B5J2We03Aqr0vfAr+CCGOZqw39uu+qjPn1s7PegqP8Mgoasn6G3xXB0c8V63TA/7rUfb7u/66d5lV8iWgEOhGXQq2owkCMw2P+76xLhI0o82P6pDC5mB9gEIGBMHHpMIKQZZAL5y34NtgugF71VtPuLCb0rce9yEQ8Y3fKmn33ylaysTosgCQqPBDUoZbNWQc44gJVnmM5JSNmhqC28QwgHOS5jRK6Wy5F7hsKEMCj8/u6aBav6Ddn7X+qmwx8/VN04P5QUMNn5LkJc/mZYqNglaXloSyzGqHE5YEhmoip1K/wrda/mNnFGBmoYmkvJ3Tdhh5NGi53rlAr/+ueN2wK5d7M7bbPwe3UTHgMA9AnT5mUf/craVZIm8HQiWLXSM3zgSeSX3rsxdvHlWUjBTQqtQ3ClGT3qkRmzt97H81GN+5g2vf+OXvvSlRS1Zfn3kwx/pTfgvP+nJd7rjXQgbDQmkaQvUoUA2OQyuF74y37dJDLG7moAbceuXyWIwwNClvpAs+zUSDi8ufoVyYmty5lKIkFDTVZlEj2EYErqrleA5AqVd7H6CcWXYrc+4Us9wjt8RFwSG4xzaZAjBNdfE/EVRJTCe6lV22hEUJNm6Fnl+N7zbM3PWOVXAwBa9kJYjoZxji5dVqh2Y8YMbeUE1dwuYWuh0tog4/SpdyF+nUIoFb4WFMMK5L0aWtqTl39fYj8x2Uxd/bidygDTB/s5+mkUhPkZ9NKMuHtqrfLWSq8pwSWvlTjS+xB2R3Bo/LKUnJWcOTLxwHUojxMUToa07H+zpwssvr8yRTF24ip8qTxlgWlwVz1yahKgjDSbhyePEla7bX37HJz3hl3o9/NGPfmy0Jv/kJz/56le/5hcf/4Tbfd8dhn1r4g2aL0MdS+dnfFKLmpb2a1EiJslUrd6yUxwMmaTblXyURpSEkxPESlqN3rCyNm+p6nWUc3B3vIN7Ws8OyF3Bw0wixFMnQ2a49yOnRj+BdlK53sxWOaTUDIM8LDRGDqRL3EZKUVFSuKwolrEFGF2ubKw6A9l8IBikw7mLXObus1mX/iiq/XaC4zAmUa7U0878Ae7uNL/9bo9fwDCcB426IulqG5NZ/b+zQ347li9CWzujgi3jJqOurr3ZRQ/YwTM/puP64Y6Lpuau1DO4gglFcVgFqCZJLPQP+qWDnkxSPlhHIxgvPauDv67Pvp4fN5vn/BLlWb1+qZ6shfP90l5EtpLGrGESfEFTFRmpUvqe/PuMgaKxIsp+flCTURHGz+0baCimEFq6vWC23QWNP7E0B8AP/PtAIG1Drr//O9k0m2FLm6/77Z2xJqwQltvWijAMdUtWdwNvULbVC+KxBVX7mwAgEeaEsOJBw9joWFIAhvUVxcad/7x6oW+nfMbtgF27yDsV7Iip/r0n+z0ClDr0TPsXkVu4sQExaOvzl/oXcKdRow1hTYqrZKZSYkEXZIGpPIg3jGZI72dxwYmLv/+Od7ni/g964i8+6apnPPMlv/PSV/3hq//kTX/67ne/573vfd873v6ON73xT17z6tf+7it+73de9DtXX/Ws//HYx93hcrddIQeWlURICUa5BpjgKVKGBUpbvhshTBmelZWLYkjAs3QKd6HhfwFsgXABFUN1Q5/TlR31t+W/MjXHByRTVFNhIBuMZ4JoKRiBkFOXYaEWO2SYWIvf+BbVfVTmtj30tvCojnv8bHY4qB49wwacBuglmxHT84EPwwbXPp5cD62K/bsPNaFtF2Pvgi5DJezE/AX/0K81MQTb08FTRC6AfB0DTk8a3xYIYesJoHniHJnUlPajYidKb3WAvoiKQqeXvJEOCCoAAB5DPU4EakIuIK6q9dS3yrgV47ULXdlPoOzqxdos2xgTFvZA6HouX+nNs4ZcV1TdqSAvGPQiyapoRDlSWIJBiJU14RKACsKlQUGJkPJSlJ/w6RM84NNgrDjZWNu624/c/Sm/8qvPfc7zX/qSl/Wh4Otf94a3vPmt73nPn7/vfe9/5zve+Wd/+uY//qPX/cEr/+BlL33585/3wt/+n894wP0eeOzIecBg0lSTRCD8kplr6oshVia5I7nTTEU+TjBA1pm1mh0SrpxwRME0gKiMT9QJhRjigd1hV9Uk6r3ZQVd959vKuTPcZ/ujLiK6W+AcBp6Q96pOYL/KnZ/WIG9gB6aa1yGFQlBHMiQsxcMCnZQUnCmXynJYVTLSwJWMBCULAcwyM5vEAUpyCJMcn6z0FK1zf421KyHF6Xzr2WHjoywl3FBUOEvB3Uw50/6bPmLcPOv24/nuJv4I+CnJsmDjJpty67nLmqT+N5kAACAASURBVGg7bNw3OD9iY/fCsMfvmOtsEcZRE+zqWXWomNXj6Qwscy1vYUWtCb1CAWYc6oiBXtvPzN4jfvquLtGd49dHzv5YgpDsoykLiRuwYoWOrQRglNCPl3Wq4CKJfHq6xdmZtOKqkPNLuseRq1zNqsCk2mEUZ6zrfcWORMl7Wa5lTuCNaVjx82Z084w7MkQlNVJyFJcUnT20oa6WQAsBPI9rbDkyn3uSTaFeWiF0g4yatSUzIhn5KiUO9EyvXuLD4P591q6e787bdIv2QTScSt+Dol4xFTVoKmUVSEi6qxO3JNVfWLVSDoewz6VOinQNHfl7kg0xEQZz4jwmDLVGAgPjMz7g+rSciJxvWxaxdLnSJteoVGKeNs8dvEwRJqUBh0B1J1QuFd6qQDgnugNvKZvVWGFYXc4yoiiuTWag5XLOn0JRIgZsNUWcLmbeGJ8+lAe3+CtrDlRyZmxTXmNXd7ueuVbC8yPad7h2zV30LLIQ34UidHQ+RzhcjBFUDN4SPKoX17Bhxr3PuvR5tz/eFWrcKcPCc/ZZoaBQwPRLHuasMiERzl/mUgcRq4MViWzWyMEZa3Fg2CO4QWIeW81+cyXI+H9Iz4BxkizHacRVTcMAy2wP8QkY+3KybI5+o79f8XP7sDcvs+E0qrVLrNkbz3QKB2cJONMKQwq6sgm3g7UAwmhxVCPFEc8hFCwbWjAa5TkWvrsAwOz6xJQjsOJ6aVlLvQd8GNEulGqCrcxdqkIkdZTErqQaFvGa+C87dVqwqyoAlt8jzFB/ZVhmsMheNSACdXGI5/PqmstY8LmVOlkkcQr4BefUL2i9W9b7Xn4dW2+ccz4ZLewEPJiymLxqRkHQQBJb/jiQvjIpnKwP1hCxvQDFIkDKz+JWi/CIZB9F+ITFREyttQmwQvzpcVzHZl41ArGF8BaMVGhUmo6ISVBvSOU8kOVPOgFW/FyppwvbfIilBI14O6hMiJ4x+rt8IxZfvXLKpU3zSQ8Zz0Q4WN9DTg7U1HPXSTucibfp6ift8lGXivUA+HqWjtEacKLxETUzpKuO7i4JiIa86KzKFM2o81VCUzvvAT7rjtXePGvXTprJul2ysdeiT/KmnjTUalUsF8vC4yaeM164dhazwLlTRt0mFvIl0cXnXkEXuXPhXfF+Fa8YN/BBjAz/ch2YJJ16xnje092W2za56bDaM5VLLsSEhUU+r8hLVggDCCnuEnUxEjMMgais2uLXxhO6WmdR8CpzA+BfxfktXqOXzcp5vVCofdtqw+/xsysI0p4ywDViwlUCR9tAx1bSNPjFqlSd5eDCoS+eKBiayqtg8mlAvhINUNXKSuuI5kkOhpbUcQu2yWZZaguMNcAZBYSZbypOZ6Rux0AC+MswjMtYFiSmTIFZhdnmTCPPNrRoSksPWLeJBLtLzsA066aL/A+RNOrEZ0Jgy5di2jQX5kjROoAIV0AyWbItB97AbGKpobdkB3RIf84P6cmm5wddbjRK5C5jszofGr+xOFJwetCbyTOuE/TGOdVtqdamlkU8T9lMOHhkvcAasRKjkv9pV0+6xrRS3eCMKj5KqaaFiq8yEgIff2IuOBURFGBDpoOXDJXcJfi/gKSWLM8OaJdj2lA4IRSmoCbTAIiisAOh/6xmvirjrN46Z7bO9YGfO3a26eLxRF48iwMVmcIkvvLqRRikCmsVurcqYnxYZA+8HkJNFqIXJWf8KUKl5Au4AyodAqQaIzSlURiSpVkBjZcXDytuH3uX7DfgAyWNoZKAMDYeFrcKdTLnt5PSUVMSSxEe23YpgLRCciPw5D3LKQ+ppkxlsYidwUAC4d4528d13aavTu+9scucQ9YryTbUL3guzUdIc5Gse+EF82vuhdNaBGZ8gNxAQelTwnpIXk9gHVYUt8UcOfmgcEnlHH7rxA+p7KXgH8TtgA6pClGegriyBLXqjGaOrTBqw1thtXQene/q6S3dsq/2NMGhtAZDXw5thEpNwl4JVxrT6zq3THfWlXpONlwvlrBcrCbYClu3jKkS3zo+n6jAk53ee57ZF0va3OF4y8dcKq0JmxJtbBYKS+i4UlfzhUpjxD0ohu2uHLm4PQ/SxaW/vcf15jm7cSt/CsUprVaMR2/aGOLZRnGKYIky+o1JlWWGRAaQ+rAAUsGCP5s+5wSxUkLoUjybAFKsW7hSMKG074zhTQ17OEJ2/gHsnve06fb5XiZ94HfOJQJ6HnOn4M4GJAJTGzYPqASobFK7ZalQcRnwH1TBbxX0JjVSoD0MxcqnBQD+g40zikTpv9GujGjlIhMOt9w6a1ZPul6Dyq85Ny7qKxRNXo4TTMCxkPQa1614O4CebodgiaOVT4mHjlmbV1Qe5wDgXc79SWw4T4skX33ukvx58YRXw5eMxUEaFK1MuXbC9QvgsIHcLecJPiMKC0v2KptlCWDQnapOITF6sWiJeCZVWM6RDzVEhZb/bSHR3ghM1m4UjyCwQULKqQ1Nihib8rXISJ4ovqvndL+auVJPd5hst2lDqYlfsYloaWj5rtApmdZQSU9PSZtxQ/p8Y8fu2zbrp81kvwaTk1iFO6MwfQPDVji/VjEC3f+4Io7vWjk0F/N8cX1rgZCyot6pfJumFvW1lUntEvmohsEGjGShCoWXOoPQ4Zs7N2llqQI5zxQ0oQZpope8aIc9fvtcxtr29F076bfNTH3rLd8YtrWmBkxdhQae4TYm8QkWolidTA5DI5tR+MDyF9yc15tk6KyvpI7Kvq8kX6XShF+Tw5L8dKHlyjUN4j2hFiB2EhLEFCATpZy26ARuS9nJvCrYu5hyUcExHDlLzLRd9teFdMfkF1CZ5V7jB4ptsizsXuwD5qYWnyRVmQbxmZFuv1/Y6b2xc64Grw/8mnQAdzGv5EAXW6RkUlJymmC/rGkTSl14ycrSeM5LPC6dEizXcv1lbOudio0lERLEatVGFzxWuLYFI+VQvFamxJV/hd9ajoqa5iTRFv630MaxRr3Tdk3NDqrZYetM3iHf1TM9SMGYYPIAma7roEuS9j76ljvqow/YVLfpHufO3BNrRIilDjzDtIzT/+0ntdcf4L5xOr7nx9wev3ZC+7sKKqC4lTk15L1UQ5Tw00grE+melZhAfrwsbN6b+rB2qvrQdN+pWL/Ty8Vk3Z/UGggNpw4WIJkaZhT8KvwcIZ48CGElfhCSFRMElY4mTLqCVfbjF8iVq0G0sxmBF4ESBE8PhHZppjN+R7Gv9nQrfkDEFhYABtSIjPpAskyhKCowgzaOpV71iXAMq04MyFz9Oq5qKjEvVoW8iZrbFZcQcak3V0bkO8YtOWWYurlAuiIiiB5f+NaZgQQoSzZOqUZ4NbwcBCt1xbvGOlV44N9E3SVeZlDq3wQqT9LU4G/h1/K5vDihnpMjakUnXlUvBszXyoEYSIrB2UlWkDfmiOKm0Mv4T9YqMPUhOHhIhlGFlU/HlDZ9L4KEsORVq5JFhAg6Au9VqFnnH3dX21iAoVKpgt+YcI2aq25LLx/R8yMu3Tjdr0NmBQOz4l4FFVkp41CUtAVD6/N/bgd8r9H8cp8TZndohNvFKxtMleTgAlJxKKuEq5EVvJniSI8aJw89yDAECq4bkPS8PsAHqebJKszfZLRnsxeXi+kyflZvFfjdor7SPJRTJqXhr481ujOzcqHZ+k674U+7Xr/EmD7e0yZUsKSk9ZA21hkPJX9CdpbXO1QyIFjMTOFNw0aroZcPkpCs0cADwGAC0dCkxPOQdqr9K+udSqbybFOI+YSXVXcSfsZjnUCp5qmo3cocqtMBLSdO6CESt3xkHkIY4cHwBAcPSi0tbDLpsGLvTX7LhW4+C/A7Ow3cwtgPI5DeoXcN1s+afX5D1+xg2uw0kIctkT8ATy1pi8IoJ5XRVTmLiDMGJ3fl4MrsTUo5YjwGOB/QJPjTENqLTW6JGSpZj9r02Ze82nMANlCqtPMzDR4WrKw2q2p2xLUxcxUuoatnkdhi+A/O2NR5Zcr/7cPFjVvpUMCyfkbbjdwFjXEUC9FZMblv2Ghch8z+y73H3YF4oXthH/jtPeraZcUNgRKrPOVH8Y94G0GXhJZ6PovHJwUzBA7Mro41yxeYjcv8ifO9aJwyem8IemOvOEEdUDssm8AFJDMAtqWpipIpuQUZHvjN4NPRkwloHNDwjAkLmoYszKBEMObEwhPxK2PjiNvJll/47ZnqMtU7SMuHHK/GshpuzmqPE0/JQMpY8SZG6JKCZahg7CGlkvRnkXyXmqcIy6EVpZfQZB20Nnv16kXOXdw8a/f5MiK93Psbe5AqbJWTTzsSADigHt4MMX2M+iqlaBps5yArDGlwyVKUW41RX1uDjSnuCFti96Lzr8hXwWglCVuCsHBfIiXc93RZwQF0cSZEzFeJ3cbu3Y/TMmET8+0qoDb8Q3GlMHJK4DDe3nEjWpYN5MGLLHub1HdNZjhUHOAsGDCIIEElRxJ4tcrDSWaqCouLccnnLgxLdOxiF0Q1b+MevyMu/HOlnn6PHxVvSKgoyVJFCz0Uqj6mB+NueCfMZ3xXz9Q7dBdM8u/xgEpB2SF1lscxsupmQrzadkKB0K9tlgvezaWGcw2KqC1JUwp14R/L7AxWQcgZWdr+IQCrgGQLluPrBlWE17grjqPC7f6MPleVcb6P6s/57f4XuxU/t9GfdndUuFSgEaaghp0wXSjbCpM3aYJcXoKZUTzqyLJZWCmxkpbCFQYby5pleOpdeZFXs3SkqAbOvhNgkJTlEEsgBxmbt/VCRVpUriLFGZdiPQXrUguYhMlyZ243kg14D5o5eZg/LkrvUJwbBoO8AJlc+JqteKKAP6iszvb3zg4YtwjTR31nXe+Nbr8JKgvBEPOqzKgim9XcaFpyr1TGlozEDQpRmZGD3WLlT1VWFzsJhcByJJduT+HjSv6Rvim7y4on4ipZ4ZbUVGtVw6gYtuW6A2XW9Nzt8TPufUCZVUNV6xMBMETIaYeL2+R22Ce5XB/OcI6fFofccuUQGNvjOba8cqfhxcUN19XTN/E/q3JXz16jAoPxvEl8o8EyKJWEBIs2WhYOVFUx/GtSKo3WDNuQ9Zia5RNOHDbOuk3dayf1ZM2G7YjU90sq2ApPJnaSaZ1hUTJtYci4dAtXPF8pExMsWVbz6Erk8F/FXEwLdYIDyhBUZa7HniTXvXO90Kb7/QHuQdu4Uk+3m7QuiTI2Fkaw6k9yGRSJMxti2toStyRlhaa75prTMYY8eixURKjhJEr1nBa6enrR8Mc5rOa1Pi4AJTewd6RNG3wyeDz7F81eIQyq6s9FVFZqq5APVMUyRV5pBRbwiW0Cj0+QviTqcr3JVUOVPzICoT0aa1CGCWMlbmf4KU7UafOAQpjzyXhW82cxmaxOEzAmpbSmL3aTZFljLUhZfF8VsPTENlXfxbBqyYbBiaxFOdYAbLwYOjOkD9XqWVX4tyoL8kZW8GD9BdaV6vWBX28Fp6Gr55YP/AyF7gqmH8eXRroCW3hEWPbRc9PtU5s7auts7Fk8PeD3VPidhPF0wbhooHLaT44/UFVboxT7NRUbC0+ljbtfGLn7R7d82Fq+puOPgLXuJCySi6Q6YnJakfFCVAuiU0KxPn2xBYJzBR+2qJ0uwEitdGE9mZICM7Nygd68rPeEVO++uM7Ly76DztQ3wPCnR8b6H75WU8pa69Of6Zt64+/d0dKECRZeTshJlbUbtGQtIKGSirSmJ9E4TJr8ZaqSiPxWW2Er7HTmImQt3TJtDNd3ORGDEUKbkm7C2Om2KCIoOaEiQcxmt0IiJMslhsmzS7e3KToVu45psruzfcsfWvOxwAuUfRrF4+qbXkKTD5cO62yvo0LXDVd8dcbMfD+qXJ8CWj1bumoDLQEqMBJb6gR+oIzA0Jsl5uN0wLNkayn58DS6t+4yMkhg3xfzdK0RrJjTuxVile0xcMUyTTMOwogLLjIhkMcPlqDluMJUCKeUh8es+rW+w24Jd3bI9eQkaGlzWrEVKGsP4+6N1Ssu8LOTLbPkIkwr4saS9+JELPg5c7t8OFb37fOVk/PjsbmaP7UsIaqiZHZZ/yxWO3ETXceJAp+j/rGVn9p4gbt974m4D63/u3qJNr6rZ+8zqAmZBnw6MgmfiBUMIzl8MIGCPqqpqg6ukVK5R+GJRZoOrERFvxcUBQcgzbHDE4aFvEM1Dd+l2UCTuf7XyZYr9dzYsRvnXFph+VCyoRlvbJUeQOp49EFr44Y1NURxyxTny5Iii8dFUjIDTpBLCgxCqbeaQqvELMnnnOnVC/oYWLneWjtm9WK21ldyTCJDJy8TTjDjSMnlbKpCetkqR0Z3bXs9TY9sM0KbqF6LXRN/KDYvzqzthLW1LVUMsYVglOGLy7kPfZPeLe6bTxegZ5lXEb1LLTbk8AKz6uIAPZrIKtwOxd0LcbvKbhDc0iLehqaZXOeSH1IwbzNTgZNNYUZbPoIhuZIey1RTVa2XcK5L+SxmXfEyST+CUdTLZroVDrQ18yNmsukPkPVlLYq7+CW0KXfQgl+rgLe93HVuQLfitxNW/FyFTP9vO1OtbaEAsqIaksJK31SMR5l41ugKI18VPFymoJLHgC6LrGLHR8gEU4gbizdbM6wyOTDnwLvmlKfBYRzaSdKCzRO0y3oDM1nSba1piTZPJMms0XOXnNs657OV55Q7x2+vzUlQ966f71TRVENIiOpC6kC5cjUEf/WJnId1LQwYJAdxLK9whvLyilpuJ7lNF1U0DU2hHZgmvyynLYzw0ZHDA/PwzuB1Eg9hSUyqmpfZlbgYP2MsWvMGyJhKoykfUWOY0tQmNHKQbGVq+R160rpGxL4ZVSjDy+f4MQXCqltxC4PJCYhdkCM+AwylGuFAysqFxG81Xdfy58IT1ZJtl6wAo5piUKwyCGSnZnaTFoUKIGDUgLeYSyoYPkFoiRkGhAJDaNTkA3Zk4rMwndvU1xu73tLND9mepm6Pn69cYFyXoz5aIvaPmLr37EgoQvMdqs/0FtMt3/U+ellnVDCn5y7cKrasl4+6TaSb4Tz0beXO8VsphCLzm+waILkaryyDw0jfuFbBA7PiQXB7fpzbvL1ynqt/DoX9a6etWTOtDpQySDiQiwrnNzXYGKIs0SKBLeFEcmcx54I5lEFIj8ABebvO3YW35W9YSSOYCxqxjACW8rrjHLYcL7nmrju2Z635Idd7BnfQodgmFk10HE7dcsT2LJrrOY2S10iwOfcabq1k4xKYI4SRBf+UW9mhbiK+3cSXbe9UBBHbOLenMplSL9DnnIvKOLLgjuQyTvFODJEln/1bR6imeUKMkQRAlubncru2bFoQ+SBxj2W/eprlUj3JYcC7eRE5rQsnRcxkoML0hAFK2AjPW0zQFrdTbJyCvS7HSOiL54WOMpGPjoIiQZ3owiK22dVGpi95I9BCcgtfoE/mQbc8axh1CutkADSVTQ6k21dWElZ5qcVJSVFHhLcJgZmd8FmSMysjZDn3ULlz/DZ7W6hc7HfEr/hNfWvmcPQ2OwWLcCgGTPhhXlducdZL8vSg2bfjVoQ2ffp8ulVfBWrEmCm4Qh4DtLSpHAX3CqqcjxAYEJLCZ6HQErRpB12LRroy1C5OuaIPtuDw2p5PMCGoUvPhRTLBFFhlqfDC67kkXKBArA686yoOt+P6PnjuRIeZ2Xu+3nS7PtreG1i71BXoZ23T5nOrCuavPq4tpsBvLJOv5VBcaRS+AuAZ9EztsgpamN2SYT+If4leHqZC5qV8aLImgrGrbGyGcYWfK4FEpQiqPkg2zALCOtvAT2EKOSXElppLeLjazP/GAu+CyQNDimwFS++qjgkCIA0ZSa7EhuaN/d8+KthI/r3b43eA2T5CSIc6H4fVpW9UlVOB2GZg5RCVfFsbxH3TT7lTxYD5SnoEL+fR7CfYJ0IAdGleFuaYPV1SkhXlU5sOXiYXHndXDhkDacpSFVT/jR0KrDtw3AV+adHPrPFITzwX3Bs3Rxc6ti4jsB1X/DZ2VG/LGn8G93AW3udqAzd2Ku5c9SP3ynN+zO1739w24TS/5T7wmxcUL5AZGQ+rzeNyekvQ1usYQ7QQSR/+LpHVqyPcvY0JcrF8TG9dFlf83DGGa1QK6y8borjgul3kImkAdDUrIV8BYX5Kwg/7nmVtZLdVHE2yH27FIjCyKxtrkil1KNNDQkDEr75KtnN+l9c2jg02t13L2UIKWNyIJN5V0DR4MrvgTbHrC70kniuoOUTK8ssCVFwRNe3UnQzsWMjvH9l3Tu/bDlEf68KiGohJopQGXhEcwzPiyWv3U7Us9iOGm2TXkBYBmkka2YqFV5yMaflDEwxyi1E7ITh5DKbyFFg4OomxXFJSMH1LdxFm45X8uWI1Y5JOoS2ROaH5ZmhbnAgA32b8T8Ss8/dZ0SuKmsJoExZb0iJhB8svTP9KjZwJ3doc6HJdCTFwy7U8fgNEZ0RpKcYL3xdRH/BeBjgSF+Nzsal3wtE4IcgZCbAoPINKGY1BeYvIDMqdHE3u7Bq3lXy6pXoT2Juc3gj1Ckh1BIaQVfYUUuKuwDULZr4lFP338rxkTO82+VV7Zyl77TbZ8nU1VjgxKIBZQhONoEptF02XfhLFBhVphf2K3FOpexJl9E7+VgGPwoWd2jVy04VA9S66cmDipmWPLkfjOfICaVVMloBlNC6lfbxqWa9e6Ct4fQ549VJX2esSijVfCuEHgAW0Ip0/gA2hDSwStD4jFKhUJMnFn89R0q62QMFvpFAtXa/SlzIfNERx4snCXmTuKmtWZVWILFUdonLeg5Gvl+JW3FVLK0yYIDdsIvWn81lXYtcqktn3hZ8KzzKk6LoSSMw/cqkM13S20Wbqunr6lhu+d7+rTuf6TagIBglEg1WipwfxtN0Amb6WCyJjdGy+dHvRlAIpvss7Iq2+C7rODBnnNdZldxWqQNdLwmocIhfbpXiyUDzUcLqfbDjOIb0PKrtKFtwbLJIIBnzn/VG/G7C/MUZ9Z9w5Y91GOLuc+cqctwk/qstm0frmZ2avP6/Mvbedx7/3eNCfQadVqxMTVDKukxqeuJrUSC6MzHpJJnO5ItJRu079XUbpmTt/YuucXww/546eM3v9ZkUf72XHeEjkd+e06r83KWtCgoCxhb7dTR7lW+AWvc2u4PmuYhoShGVyh3OyK61y5O65yB3pcS6UGLgVv3aakG9VOWBFTgdmNCBKwhkQdrOSe2JD4Qo5llVnk1qjDsEpFrT836XsJHdaz8xa71Sc3ROvjqPYIJ/pFFrIQ6PfD1518sBsqkyLT23xysguNgUqIl6ayGCsFb/C01kElYOlfDHf30nDxpUK6s0o2c5S1SLl0S2JaF5FEZEnAzWVmJN7jeVtHYVPFG5RiSCgJetHy4AMCisrGvZTDurwshoyRXgTkyg8woycbWlM4rBaGJbgp6bYfrKYWGopBkMc4tR4IkBySGaqshqKCJ33uoS7eFY4Eajl/NyAVuXw8JkysVTZ3qfvOf49VnUf+G26c418AYzb75c2u8MKtm05oxIPh0A9K31SNz6t7uycbwM9PeSO79vs325fhD8N2dnRtsExJ5qslKVZi1yDELckYi2bvqW/NN+Jhmp7yHcg0miaSBeVC4aTXEONU9Y5jMQKH80WNlGCUMPm64Walvv0UkhpGdgMjZABaSzISGQqsb7NlAkoQ6YKSHfb6AaFz6p3BS5QYWFkc9us+Ryw0pHBQA+nzHoiX5hdm7QQ23zY5QIB2OhbyhTC7MOh0trx61umzYoLCAmFrdrVrLaJSRTbWpOsqapWZ9TeWF7e2NpkeUKBpKCje9POcEKImEUbpDvFOfBoArtNIzA7gs4Ty48oXsPJECWRzBMrA95J5Xt2y8DSQZN+FU/PtwznXAI2/CEHXmXND/jKK3dApS9SOBgWdlSVPRjwRdRXQQiVotXn2LC/RtyYuTTd1TZZYw9jr8TwEGAcmKGoD1U9IGRgKz59YO3NcHAZOyHPDOE84ie7NFnVFPCELKTNzV3c0bXKrKqWvAteNp8/THVwG8Jq8NyXem74Nbr1M64tB0N7bS9ultxy3WbvCeU7u/iF5R3XX00t5wGl3thFXm76jUYWZH9Au1LY3ESn3OkE3enlE66q39U/7+h9l+rJuo6tvCCRUdKoqm8FfTnP7yYUxdsk51kkZ4EHanmikv93wRsSVyYvbKVof2BMDBpNVibTLadkfI80tbGtZoezo66gpL+SSuMsUT0rBb/BqI8ni3eV9F2G9R/qrVLSNTdRXhTvdYo3jqPmZvWCPSziSocCayzGJV1TcVPQZTTgw8XUDsQAicxWUYQw4X6bjcgNjYzS9dy/hAA1XxCWg5PTH6sOmNRZ5olmlQoySctfzKubMPw0+NwJxIqW5kJgT9hdsS4r+80AXoPoFSIBwYkUY3aKV34KOOI2lYNybJCwCV8f8Bl4BYkuB4k/tQgh5A5EHAXOfR7HaopO6S/LFzCidGyRJ7ukNEdYw2wFNjB+SNNBe8bQzhz9HIHkDfQtRkrem+HUz0jzWczuoN/pftBZHReS+V+pUxnPgDCKkKFNMbONLR/dLNzgpg8M+s9Or+0ov8fPbp11+a3GqEaQuyMkNJDmqDAD4DBDmDmtjbqmpW2lqBbqU2CEYNKRdAiIKueiCb8dkikopMBUEH5z4XLv7BFaTWEA8SpLSKVDz3I+yKTxWzZBLh0l/5PxsDyusJBIyqCGYp5wsrA7a1WtnK+2zrW+X6txR+7MbHyQL9to4kTarHKRFumJKmEgr9VQfNtiGUWh64BhpNrkFytSViRKRU4hPw7Iyp6e9ViH0sHSTwxdHVFckpuY33ADNDAR4pMkcbGWHioLUoQvmFNaWe7H1DyzDHOtopV5UWVWO/+U43YT/3Y5RCwbzzDSsO9Lv78W+KH1YfMSKfliiaDJl3myaoc0F+mFdeyNc6b38qcHVUq9G9gcG/SerKQtOH8ejgAAIABJREFUoJKFxy1AEq8pGhNI5NMaNRsHwvtKvWW5XTANKA+Ll9cMY3iA1hoWlOgpVZqGClu+LMM82gpZ2eNwWMtbiLPC0cZQZYr7MNV2vY/39NQd56Dnh6yeaVVg3s8isa7vc5YUslkyenao3fxO13PC9TE+YyZrccrYBFuwXz4FhJhtYpc8ruZH3TrPxrbe2nGJBneA+zQKoKCsYKGSCoNvy+5CmdplnDb0IA33TuPaYw9bKOx32v4yvX6pMcsmtu8ypk2bO+RibJxCpRt5ZXEYHbABlVLwhhJBSwvmBpV8ZtRmIiHhAxrxZT5KCjVeQm8L6IXNCF0heqQ2U2f7aTz0aLLpD3A/67fD7OjpYdx3qiW0IrfCiSt2izBWHBCohiuNCkdVtpkAqnE0q3NNylDIR5RNw6qkx5qei2a2def15Ywm30ZPYhA9FbYYRcbYcr8//QqWO/vH+TJD7k5K3jMPowj54J3jB3cjupWJC6Nv0QBIFH+GNyVx02SjR9iSn3QTIVxlmowDksPBri81RekHF//SXIRv1PF/J3EW8YNN+QzynBKQMQxu4RGDYKBX2hYXEwzoihFUzCEjJrFEEUSp+NL/De5X9rpyS6gWuZE5YVxcMeor+CpXvZaz4PzDkS8YIH7ZscrSEJ75Fbm2j8p8+tPv8dtw7Tqc0u9MIkSWDognJ+lLm3IW+dGB3F7u3FOMb+6y3xeHOGPpaj5db3Rf6hn2f7oRQjiBOhpz2yieOKmCQ1r5K2NOpgF5gJRo0VIQwmiUnKQuwUkhWSsubhkvcR7Doqmw8gZxvpSj/HQkdxmKMFS0kHZRCGcaP6948+KCSoRD7Nd2nM28K6OM4xDtDnAPy33+rNVLtd7LM0dd5LSwSNjAfDECz6v6DccnIx+SOBKX8jXtJEniRE4nFn2IPaUFw6SsfBLVGASCOeCMgdNBEwPSF3iMMxUqTDRMNFNgDO4MER6Io3IeU7GfJpygXMU1Gc+gnTjfZiZvlyxOTcbJWTZFAkvQjlAdk1PS3pVYpc9CxqWR4oUMaWTJxhbrFNJECM9pvTRVyU4PhD57eusys3HadAfiCTTcMJkG5YLZgppEA/6LRSqgGicZE5PMmbR5IX+vyKDHb2QCqJkwvdoCnhMbtA2bDu+EUYgAEiU5G7RGEabGWqwJbJDi5chBnkzOAK4pZd+xmSTfL1nGqssbZ9q5rp5zv9Y3O9z2wbw7xy+UcRpmYgh+QF2Aob89HF/uArbT2m1biFeqlnbicFQDtIn0QXna5aN662wbN3ft+OMc5jEH4bzhKbBBGTWhpNjKExvGHgRbub+0WKdlJ9+ErWitUWrmj3MI2v6cdsc5rHp3wv9KDlJnYkkIrnAONCBIcLLAA955J1teF8lR2W5xBQCfv1SYXxD1jYSTKp4rgCHCc4mKGgJDPjQlC+J5V1uubnZjO5xh4CqwQo+9xuaTt2A0XtHdFtNvoc1BgQR42+IbYAZKt7Goj/aIJokQQTKwFiv54U/p+AfU25M97KsGhyDFFOK6uEaXvqfuc3gXsXhucQYmLf1r2olQytLI4Y1cIZJ1J32dTUsHxg8MTPZUEJKkQEk7E9/wvR9cY8oYrEVEi9gvDd6gzRasgJa1dNRs7VkDBi+wCw0bo74kNmA8kEtK+82oKbzqgtxoVlsBFR8w8wYofYlq4Rm3E4Y6oh1arxIhk8qXLQe+zU8XlOIGKZGPpTzqUR9fzCQu9aWY3WYM/Hp10ysg5RrxOyW+lD0Y4oe0vwi9pQnJGohY2sLn9uya3osKu5ZdJYPfEB+ZUKu49Ackiz0bOGslJwA8mAxG/gbXOScMw/nKtCgKbEPogrCzRJflxAXxqbBchjaSMswLwhLOD4yOfJpV/mH+E1wAJjzFG+ydmukV0KbxpS5imVSihe9SYEKCQK9c6JwAl//2Z632zkGefmNMo90Jv6gYG2ESJnxS2FQNeSD6u6aqgSNUxAAKZkHL0QJdmdAtjlMyDL8Y/lXVWxK5+bOQ7oVxkS74hK7ED5zfoG2aTHrqdiLFig3S0bOIWBZII8aMDABL6AkAUUMhORMmle7lpsRKanLGMNluNiXqJrUv2ZgKOQHUMk8usDyO+7tkfK7KO7hbt+p9Mtfk083CN74i2ecWQRpKRB2Bmk6oI65OofuEha+MVQTDT2Ap3jIbSorx/2fuXX49W7L0oDurvSNiP37nnMw8eV75vM+6r6qbz1vVMrKEheWWLGRRt12NaTUCWkICMWFkZEY2SIaJb3X3AGjAuBnhZtaSQbIZIZmJhWxPbIkBf0BbNTIttRr2iljrW9+KvdO4rhBy6ij1O7+zHxEr1uP7VqyI4FCuv/YlRfXKiYNdcKGk1b32LvR8Uvhd/p3eSLezh08mt0B3u/D9rlDIOkCj7C9ik6x/ks1d6untUuTyqCjxqxbR1qoFk9m5IDnA/alU/25U7fZVlnP8rtu5RNkclA9Q0DoGPFMteJmlIubeB61wtFy/kZSoHOdwLq4VW6NZv6YuwLFk9LGdU537H2O/WguTSEkCdHFQ6vt85ObwV1njJ4f3vCm3tdJ1uldSqas2VusaaRdi9NjF9N75O4ro8KdFNNIB6HkHVo+2sKZHEc2LfilA4t16gfCc+EaeUzE8SSUzq7U8NNJvtEfJas8Ng13X+mHZOOeF6Jj3LszNvmsKvW8qDes7qzfTTkou7f6uA9eRqGTApdGNvvu93auPFkZW1idX54Eyc1HuOXE7Zrmym3xg9Uo+8LIXxQBCteZhDso0rsbId0CfUpuYBsRgZ9ctXTzWGq/7XoxzlIg4kRz66G7Ctbxz3+2vg23EpGrBjqa+dJhtLpu75n6wXSOvGEywA2zJa7FQOgjnkgc2ORu5wUQ94FEzdYpxTGyP94v8+OBRxOzKhnWwH9MzD9hoQ0I4WdrFbSB0sJodDjMlLSgGU3v2ids8hsrSuOzNbu/x+t7NscsmBXYnyEYC9Nl5cL8luH4fNZ6jWLpXVzlUqW4/sqvnXWV9T8vF+9N6m/WvDeLATGSSMOcankOTFl2Pi6baxI7M4yXd4mVeH+nOLlLM8MLW+G13nblkzHuyuCKwXuLFMxkIL6uzywLUcPH6DEDfEXZA3cjO9DoY8p6BxFebf+hHLe2e36cw6IF7iHyArdk3qvkYjPOAFP3sgVpmfl0iR3TgoM2C8vl0/+PS0tUy4/dp3ZxgVRMWL31A7A+0OnFPo9ImFtQSrvQ4x0Lr4NHSCScUAPemAU1Y3alGUwKXyKFJS1CMnj7tZsVT9/ad5vjzPVRFF0fEMqDMhdBGpxXq4WOIXPqB4MaEtlHuknvRxTU33sW6EGM85zjGMKATv53fZbfHC3bDZ98nGqboKA4NkB3LWtf4zbLNVduPqlXibcRPitlW4wY7zQzu+riFuWstKS2xPpeSDSXDA/9wlALep2jZ89hwdPGFZiqcD0R9iPPJIQDZN2voZn0CuEqYBtkZnbK+A7lFw2Gxg2IZrosTfZ1etT/VgZMZv8eV+z2R1Q3lgV6QCe9ZMyJXqTtd56mcP2l7sdSFeS82yG51hlN2BWOt87xb676mzJqXuPe8hkU9OKSu8TtTeaaJ3j6n4IpdMpTzZefMcQTm2dW4kYdk66ACk9rmSad08mlKZ+Xex1Pb9OjmRbn6skyXihN0N6+6eMSxens+l1rMwfzDwtSdYY47ENuXNvCV3TxYZ2u+UQW563nyMpDasMTaxV593T1qJ0bfUAp9ZAy5kzm6vwmtbu6ix4TcvqrErzH/nR8zIfS8gDrF8o+ZXDYZG3f3RUtgfS7D9UDNDoCutsfDFl/gbiRooG/NUJ/5nuN47xWpxUBGRf3UxrVDtJWELL7YeiDC01426PfWZx8w+abxQzOhSRV651/os77UXqdShqDrM7W1xpGc2dpnYykmEXAtfIZAbTN3O0NGb59SOxebHeWqb7dXYOaBGUh8O8lZzdVkPoShzUbG/LE8qZLM+7fLXCkpUjImIESecf1ohBA8ebAUWtI21IvJvO2WjG66qNXRQBFt0EMi1j1U49LmU8TRDyYr6Cc21h9mDL3rFULvwN2v3cRIDY2H82Qvz4PPiNATf4/IbTrDcvYuu8KQVm8/5Uxm+c6f59OTvIXD010t8qwLG/IadDWRhoyLM/CR+l6zEmXUfT6zDUc63eW2N/pNPQJoucltS+tMiNBhx1JQKX0AodgFe84FAcy2XXlHFMGXfeGfPDn1iIdHilPs3KSDD9nVmMqDk9Mht2i+/QhHBr9/8Dr4Rp6YWk0CPnDU8S4o7hs/w3KP6UpdVFNR3VQPcP94un0rhztt4/vgs3oOVRYckGmGk83K2/aONhzi5o5svOOW1IW6Mbr02qOpE0g/CsAH/qdp1N26GbK8g/+EeJRVjPKZTj2F8Xbdd+YTUx7slGYP4dbloB6k+WF9cgf+7GlAt30mK+ibvzHvr+Th0L7P2etuLA1qImU8ZMt+wr086AidiRfxRqFFCEKQKy1TUDaKOO8afd13cZXk1HWtXr59I4tXnfgt3euoAWpZnh+kth1Sst3kNhejrgTROns5yEuSnu/1YadLFHAp2LFkWJ5L0NsA+6p7j23ggN5DvSA6GuWWJawXg+F4jXEwz+DYc6Bn6A4ZuJyCvaQGFLcP84N6kMNTIX7ncpyD7UjZrp+om67wue3DkevyztPjLAcwvJRVeTeybKHNoRkU6ZRtDj4wWbWq7Ht8SmlNFx/Up8kC6XqAe1vjJ1lRtutM0/ukWh0l7h0XKi/CkUjBb3Quay60Wrh+aSX6EuJPsrmLePt2nMOrfPlZ3pizXDbZ6j72h3MwbS9PIF6RIJNDjtcp+RK/6Vwc0xh2sEwF32EaXZAKHrILNPNhU0n3YIlR4btHNVTczDwveb3ON1/VaeTqbTYkNobob0Opk59xl8d3ypCK+RfWGbWaMDrts50hxGVBQQ6uY5GRxgt6gbcqy64vNGNRTUNZnyJ1cADr2OTrLNU/9mTJP6w6oVeZvV4zVM5QvSrt7zdnkBwQpAGJqDXWtGDY2mzhwvOH9RVrw9+NM7QLxLUN3TjtWj4aZHdxI8mKAvdZH47pr8TzYDMeqy7Y6FBmSmDdNBC/yIvwJ58RXdXmaWidjA26Gczkly1N4AYWV2852EJrYSuNMMlw4ydI219dqc7gSpZBmKugdByty0rybbE+uL1ldw40p5FGkw+GSWuZqIrDMJA9pMsYTd5lqL7xT5f2TJdZ1TFGykfcVMuk2rWqjKRjQf1mMxmNpj4TC6nWjXzyMNVdPW/zFsy2QHjxvnxGfQLoXFTUKqXOuS+mZtavdkE2HHP2ND/8KkvdVK0SWa9lx97mXAbdEiC71i3RCqBIpEvBjijAYAbbjq+xQ0tNr8bWNnOj2myzlHEhTdZByRAdWV/fNoZNQNi92rvhmBaxS1Hlt8yUXumJKrwav1psm/hdnXvkGfKhuizZosAnvTO3B8rpOa84xC1JkWeVoXy+mC4/mx6+lDPcZcbvszLfr1ihrk7Jrue6cdRgejVYiqq3FJ89zmxTPi69P2wLa6fEF6ykKqsbvueGZleDQYs+cqfDPMQdYtj/YHDDvfAMPljcvIBZu+DVYqRd6dWqaI91aoIyBzcVkY03b+37SKE3IB5DqKYbMyn27KPmj4U5xO8ZWDDwdROYy74clztij514LDQ4dh3phd+tY8y6WmwvxvZNXbZawe509ihff5XbjN9Nm/E7lWQrQdgAx64BDnkdu7MTw3AfAKaZejGHzobhcNtMoQ1zfELIkZEqdnKOGt6UyiW/eCMDrHR9bkg0rJFx5E0u2k/11AfOnKKCUu3H8UCZ6f9xjp/XQKdTy2CaCq0PZYtpXdP+VCYA24m1mdsM1W1CnlQ+MuN3Np0/mW5l2YIctH31Q4llMkdHOM1zZ1B4aq08ZJ2HaRKCdyr3PpSn1YMBJznH7/1SLqj7AXCiUwHQdxfz6AeLjkQUDWMDd+21l7aCnWawrXf3P6nLEd+U21dyeM/8QASel9AYf6l/TkGk0VICMFtJH6IDMZty2jPONNAL6fx6oCTM7gKKs7t6z2nuLphkVK3UvWgNDWONIqigkVei+dRqjCcp9ZRNEPTs0I34pRMaBhs/Kq1nOkrDF8IN6YaaYReJ4IvmqF3qcHz3Gr+LR9xASLBcdjhHbif6E6vwHCO4HxQH+IQDe0D3g1soXQkqOdNwggQI5WRvdUQFox08fxbmnRzB2w/aMxiVclkDI+o8ZPPvShdZEBT4MwD6wU8Tls44mXD9YpvnxKRT5CrjYvWlYEfWWsxVegGqPc0kTNNHK3XK+YxVUbbcjI4r5gM5JGhewZXAPD7fPlKOx1XZiRymJpTvDcZJfMbMayGo2kRtxnuH6TJt2Mot8TG19mv5XJUAbf1KT/YmLR7Ro3Fi7tH5OUZwmGmw2gdSFcx8eiphcWNDngw6Rk+2BTOr70mbL8pyLQfaynr3Z3mpB7ibJreiFBO4tZ8nDJFNGE1o9a91Lbg0r77opHVTN3XfatkC+5EZo3oWnwiF3prvqMNK5dA0nd57g0Ab3NCizVJlsv2JR9ZU0bRIXQdNdeKxbPg2Luoxukl1dxfuEFBHTc9x12FSjdOz2kgihCPlR7wia4FRm5kv0GFcAAebTdkoqgWRUioHEjCDlXP8PpGzOq7khMb84PMsqz6agazKFfNchm5uh4rVE3kAKFgzxpqQsqQPxp1D3Qp7LK1E2Qv1F83xjd1jbcLfpbpo2ms05Io0BFwivVdTRSNdr1fC18FIZ5dq0JmFLuMSlZbNMVFAGwefL4IudVPBeXAlbxUfPMXk0h5DvHCNcs0kvx3NzVvVLCKRC6ptgFfJg7lE5tKejlzIJ882QWeTseq3ddTo8GtqAwWRZMPhPooeyIsSXSDu7VHo0UD5ar79lM+eTO24Ni31vGvzMHh4a8zUhODzVOp+Y3mzycEjxUK9xiRGFykYrnl84Ytd1ZPLk5wbhtia4R7ANcddE80g2eRqc+ZcWMHA13ZO7ovH5N5uMjNzY0bbPxzghO0Rma9A+SA9r6Fw9ELgPhimwYOs9SOTTPGd1dqWs3aA+/32It8CMMZ6c1CEDM+e6eYut22jshtKi6xhDTxccZCDzW22yYyLZ7kVecoWsl9JIJ7O9HrbJhTyn2JPQx6k/pX2eVLNJBmuYZoIux527CUMU53nNITZ5oim+x9KLeKN1ndM8/1W6jlpCpuA0OEuVmSPOw2kSGcGMiVavKrDupKuup6j0seMmj18UPJCC2KxdxGdwhWaYeNoDSZz23WQ7M7F3imkfm4ZKKcAJzk8RlzNrWQTpvPHbS3xpNPRp4mUkDcRDf6c2CBtOuWy2s2XAu3MUVZd92OBvYNY9vxLCTsakmZ2HCe+ot3yXph8Y785amQC/Gr2YzlashAgElN38qHQch+tGE0R4z0audMknqAOQkO4Naz2ltLts/mmRcETIc7MgMCnIMBFY22qx13G+gQOerZg4ZYbrKDHUSN6GtxrIjk4XGhzUwbxu7ejqXutgjkBZY6YSl0BQNnYyJ4x0eSI3AelQVKeiRoR3b1VDZR3aClsGAA07yO+QAjs9/UJVJ2r1V8BjLpJEC0x3UMQitM49PZgHh22g8vQsDGwqHX080jKTFbn+oaI2OCvHuD+LG/E7/x5DWM2ssQTaO6FXarp22B/dU+EYa16eHqUr/Xso+mqps/LSdcDjLMdGY9BZMnorGDIQXDhrnkDd4VR/mTRNHc9KNtxPbc3Zo8cnesg/jBGZG9PRuP91aP6JVwA8EQucolcgjQHe7GaNAKCH9xFUK6HNcp/OBBm6GHrJj3T2aBKAI7CGAjk1p626c/lF3VW5GW5EuJXl4LUWxpwyXBHjixV5obUycaNMyBYwvTQwZBMcWslS1Q9Z1twtaGIaAPnReO5vzH+eJU7bdBvbpNUF8MUcxOOLD0MKY0PC4Fmpa874AIJZLsxIAyzxBA1mqVTkoIcOz8TAkfCggNihAUYSqKCeGzW3VbJ9alWm5BdwThw6MUTpGcPB110iRGH1C4MQUqW0aDRd9OYVedbaxNKGywsNoVcH9c1fq/KXa1OPz0utrFQHgpa0hE8krzJcLD1JiRDZF0pWs38HI+DKfiiPgExwj8sGa5p7ISm8ZeERko12OoP5lGwMgdCUcha6rJC/jslMa9oCulGNzjM0P4OoZ0I6HDslv1k0Mk643qO7ElxD7MUp0CLHNynxzk8kTBUJ6w80CA+ek+pj63NG/Hb0Pnty3z1lZy8t9xOsoXVAuWHrwh4wDqiZ6bX7dNyOs/3nk/XbauYr+TDvac5X8hEkA7Eymmaybu8kKoAGrGnsnUTHhlNu9S9eN4BPTUdCAjZ298O5hXi97Yt15cJz3JeiztyamsgGQDA49mjgk8Irju+y90L/rq8+4dsjfBhDvKJahnmJOfQ2dBIL0rcDSUMmQyKMjt0rB/+NIeTZv1ptT3rtdB+Ww6zqejUgFM2f+XDF9pAoNGddkGTOgwZ9sghRRrnvSRJMlF/XL1pSjmsQaVbUpR80ElVifcYDU9jmAPJ+EAkIXe+A7gHcYhdA7E+oigOGgwHWGyGB0fnkdDVvy6xhbN7NIv9BkxJrIguCLecsBztM42og8UB9X4K14zYIBIgCi4WFTq+CvIcXEbQRSRrhazGVN9AkWPAcDROK/aGumHCW2Y5zXOR4+ZArjQ+oeUGntjyQ2hZIutbXNQU57TNas80wwl7ZiJnyX5yPRDRSm1g52VRbUB3VH9gb6y04LEgOeiCT9O5rtpUALrGYdvZ3WKRtfXRBegxsm92GyPNbct03MWzcv5MZ/xkV8/tRafczt1qPlTXynoBCbiKw4vB3MFoGZlsu+mcnrQUqaxnuHqZZQsZYX0qmQE+ZfHeAd8j6rMXNoagA+fzG67YuWMa9YOVfLd7FxepQXbEBgWOwTpsZsCluveJi+sYdIbYS7Ecf8hlMD/RoVxt9N1yISW4xIIpu0QpdkfSUL8VT8hQqtFc4mAVmNxUF4g5hBRY31RlPpWz6eIT2axVpkdel4dynMPUXEeteJ/aSNmkDZiJaQtgHE/oWfWvp2Zm6LabPEzJ5UOy4pQHPMkQhGD9oj5yq0YeGoo1KCtl/x8Q/+K+hbqcKVT5TC/7jYQYpIu0Gcxld84+tY60CwJqZL8LEXv6PnxjVRLWWhXsoNklbYNWUlCnAoJBQnYJw+HeA7HM5qnMsznSai4FPRpwC4dO1fY8ugSKw7UYcIOPXVylBxKC9cKi7VoVeyrnj8pVXXJzLQe4l7NH9pBNtydWNlgHOSt3WdC3SL0M4A5BV03r2DnMCEkEufqMD4WVNZNN2fUmdr2YYjQlKcjT+mNBLCGlAHVGvzjAzX7s3BcRhvFcsOrM6C7IMyb1XV7IPVr34VjgDFmLzNvbooNF16rNl7XOs8a7LSq1Gb/Wwkyx0nYBcOuu75WU1ulxpT2yPfV09dV0JjUyCtOZ4FFEgGxzm7CSvfdKc/Kyq+d1nViuW/nns+dSOOq43OdC3UPCmatjVPRFEkP+mh1jJ3Yq4BrMnQL/1EH0qmasyyrrdPFBvnpTj5urxznMDwWuDwsccraJcdMKYs7wVxzfBxIybCF46UWVFtaRQgfNObgPTyolxmzAD2vQLt6FkezOCBveOFtpA9DFzK/OGAsCBuZ5qoomg7i89ruN1KYM6x02d5HamU0zx7aT6pzbBrAUuAFpqMGEoEarcxktbgZ79CU8LXeT0F/41Q5O4LEmRkeh9GX41edFZ/NjNKdCrvI9WCx9a7HBPTiyGowFMfZwpiA27jhYUhkq5bRkdjFROC/J56Y8VDOxYXpGa4f8gsFppLWB8uVj/LXPYy0WSk3cHnvQhtVhUDB+gndQ1lEja7FasgkBGPSM4FTWnWnMuaORUEEyPO5dHZTV1g0uGf3irMkQum/PdHfg+3S5p4hvcfxKsYrxjTZ49WH1kOwwxewwMCV3BAzx3TmSQ7dISTusWni2JxSTpE8Is45x2iZutwP15qDoXYY2OrJ3KWGaxf5ErYL00rmcRCQr3euM33JXiV8R4rH977Bv9jcOjtgcxDiQmkMzJB04y97Z9SAHqQncgNR6U1OeyJ60mAobIUfDKNb1H1hkRu1HoaGcahV7puDtCQUO5AYifehN2axfvNAihM/A7lLECu7BOPB4FzKeaSYA07C2WRWoPcGydCQN467ZBOKI2TQqgCcosHVToyxLePBmMKoOd9U3zlheJTN+H8tyl9u23P8L2eBbVfdUPPMKc5udehl2UVeDSeN2QaKslrtusyZ3JjbbxtiC/EP73ICj05Lo8QKABtIN/tM9D0kMKT+22RXmgBEJ6RvDaiRYODeoik9JqcsldmrYdEarKFTz5JvxTA0TMWr4S02RqLUeWJNzS1Rc1+drdHB6RmlBDJMGAqZJjAJxrKuFcia6gbaxowYjxfdhpwHq1OAqYTa+or/kQwgNb19KMcIGxR6Vep6yHOC+KXY7zgHAy1AB4juhiMUSpjQc5MqADYD/3KW7WyanNLAP6YpxTLvwDabW3YnN0MkQC7BfCBsa2VEm1bJsFFg0ykbC6IOKuGmY03Zkbz48chUakXDskz5zQs1UF5pHeguBB7UywIwWs7LM+E2N9Z09yWdyjp+2sx5W7mgHiop3icKvMtm73X5VFaPuY5yXK9nLKiE0kL71UGTR1YYt3rUun2vlpHC/q6/yxfs5n0v8ypSiYp5m7i6P7vYB9oCWEZQ99W8OQYdvmDtV9OA1zqTV7S1tneRGVs/yvQ+mWynekcL+h1/Kqa31QCbhJ/V6mRUkJBagVMVIWWFYKIsgZ0tO0sBbwVgPaCe5DqiQ+wSTg0c93xrAFQ/LdpAetVFzTXOPR8zZE1vBbQZLtPe6EVnEUdTXFKCc1V09b8vDV9OmV1dVGTY8pi59sje6GOGBQXkcbyQiSccxAAAgAElEQVQXYEHjnWea7xoJsaBfA6Z8qagYLk5FGvPmbVyouspCv1O7EryTKVW9+D0Kya6jdPo5xskaDdCzc4IMziBrd9aIx31+lNHPTKv1LJNhduKAw01FbpwQinj5isGC6Ep4PQBrYcAcHgM44ZFonLh35iMCFIA6xuDkLhjD7+YET4r5PcQq5LGc0mSAtoQ4Rx4ngc5B/iRkM28XfjJMPPiL2l0Tx/6Brm8bzAxL9pwT6wOBAzddv8Dktrhtu7Us/AFiz6xdI+ZJAPvaeccWkhONGgAi+SnCQ+SsB3JMiN/uhSEHj8RudYOlpuzKFjIJO8JV1V/LeTm7k43OZFfP53UurpYP5RV03QAfTTpxOgfuxqOIOfehHgQ/TjLjd/NGJoVuX0sGfXkkt+SV1KxDKrVkn705ynWGoACKAnG7KSrNhDNc0yWONmlgwdWM12Zy6sQgwMQOBvnoJPMkw6z1jZhMSOw0cCMSEG6bThhsZAstwCP0HGCWK+rgzpQGizzqMLOJlV6Mtt6GLMXckU3u8ayRrDfYxrQdmrrKGr/7n0xtmzvJAX9R90uY6kNWCk4zKZ4HJKc6mM1z03YnQ7GT7M56h0AQQqzpgHNgOCgT4+R7S/gMXiZ2lzUNEe1rXLz0Xb7B+kDDnbBlAk8UvxAa4FhYDZAKMSBiCQIHx/Yug5gUj3Clw0SIa/Y58AR9cxA/1bO2VO1jlW9kX67hqh6aorXIS6jIY7pHLvwAdiyF91VPrPYL+4TSVA6is95lGuiAurSphBP65YJw5m2Gf2nRRL6RXNXLSerZpEhBtj429YgheImsiSzOdJJs2Xlm/N8MUGcjXSB54E5xLoCcMESRjBU7lqVRGxC4VcFC7HBEsSJVmkfqZjKKaO8FPKAuLNwjBySUbgtRbyS9xXCP6ioNISx0hrUBISIq3tNkqMMvrt3JTZJ1q+plI36Ps2Q5n0hUki2IDYkl0mHPichMIAd9uVH34Xw1P5RdPbPOP9MtsNlQZVa/z60+xWplL6RyUmbPNsS/4f6NkcpWMUtQnhGRpXeA1nEzcxAeYzIBkdo1cVhjjs8xMFwrpWO2tt3/cPP209bxuzeTzPhdmqNYaomHg5/iy9vUG6MAUqNALQzRvyaLv6yonDSBc4aucurEe+G6AekVEiMhas83AeR7bpGVtkO/DuFID7VrlrBLYJKzazilruQheZ5RAb7elKsX+eplTQG8ms6fTeNpqklzEwgRXXLpDGU9gsRRIAhqtjnYgLJPG4OEyUmqwzEtmgE+FRiERTHsG4k5y7u8YDUL6/MU5mpuNGBKG+kZW95laDx5YUN+rNm0S4dPpsFgAg6wyDprf1KwKFr5Y/0xrAbvpu7DyyN9msV67q7KFYshGgKkj6s12P8U46JjAhp1okzBGSG9wYjB+NJkE7LKExyLAw9R5CB+i1+DGyKol0d/tftrdN9vVO6HEQ9DTEg3Dy7GHhxA5+A19Bt4JSMMA4+acSEd333bSBVdqgii9gpyoH4mTIjZZGbGis20TFAGEynfEUG8g8WFlIfsHx20ml4jk0vGcQjtyZsrX+5kvXslfm3Gz87koYjuMLr9unJLvDEQ+Mj2ssrz2+YuLbV5djvVXbZh6dpUJBSYGARXYg66vtfWanqAIS/jscceaP9jNOvzbUW4dRbmFhkp8lCRhMy9eUYwp9NN1DYDBK5giWMzzO2dWm3crI0msQJiUAQWmXEl73vBHrbOiMj17ycNGEmPle20nb7TPdnc5e6NpCo3Vv/gi1x3pZMsQ7YT3t2nEcLzQEiFAx7GfLithsecgC8tIOFAVUYHK2DIBQ+xKXeiDaoDYX6DDIpMr16j2JoS8CFONb2iqcIYOArpvDntOTS1Psr3KHdP7swTnhya1l5Hh2Kzx4sq6phsKa54hvNo/aSjPdu2ARjIY666AspdDoc9MstCaGCoNNKXSIRDemxiJjTzw0RNBxov0CcYVO1mLFxf6PqmLdtfc7bdgKbTo3zzUooU7qTUc9rgvtawuZCzOVLkX1yYjpA4RvSuQ1GESwMycWeONARcnDMKC7i7y1YXMvM39z8zzJwI+WLEmObryFXaIPpwBGdYWzX5Jros58jxEMuqwkzdxG+Xwh5W1x/HEjZqrNIeK63LbZkxigDTSUoTZa5P1/hNW/izuOP6wADMZpw04myfJZa9rivcXk3XL/J8palSuLWAvpa2okE9QIb21oLhrT0XH2gtzM0L2fj64v16/aIHuCdSeLejhSKRyR/lu00fBvxvaJMLlwBuHRkS/fPI3gxnKprf2ZjzPdl39NGbuqh7I6tfTvnBlEtN9dKpg+6HYQJ9Xo+LvSErq3xeqGEO4w09uj/0B8IJWzjj2O00mN2mm39H7aKBJ0TGuWAHe3w/WAu7eh/TQ4R7Z/Lun+d2rr0883QnR4MIQKqbY8uMH50y4tcv/nA3GQc/PgSEbzVZFpAkR/Md83fVpS6MPkyGewn0elghv8E5U6rlKXZKe3s3b035jq66N9QFPMWOKLGAREURWKOvrwcYApmZYxGFNtF225s92iXu5xKya4jizgBnD/zGQp31WfzOpAeRn7BymzEzvMZbVJU9XhJMp+EP3IBCcpObjVZQJhKI/4qozFmTcXaiDu9mgbY1tf3vdZvmuJlF9xU4Do8UXnDUdwho4T/AC1MVtrFsYTjAmrSE4QDMGrrhRspgKcwnoSEWa7nxvvfDQD/j4rHQ7Zl28Pf2m6LCDklRIyyY8ZmQhOcj8sDP4UdVj5DrGr8tEF48lx/Z3EV2FcuybgGx0x81ucfEBr5BLUun1YL7T5Oc4/fVFiom2fT/tWyRJ2FvJQM52RQKOu64loEjmwN1xJw+a51Dun0WAJ2KBujxfm6gMyPpzq6wMZaQ0EJEWcyy9K98YA4CFZqksZl12MkYS8Ma7LRkdmQ5zGF8KXQBN2iDLeTzbiLErIz1sdiTOZAhgoOhnW11Nj34pOEAWfhx+XnO9+T2BnGSbZwwtEn7mXXJNZZjFTlVlxIuQGNgrU7eqJ4fjrpeOfWhzgfIxAgiilk+073BqhggDS6LwHDQl7pyQ+FOhyDdABWRjML8M+sGDNZjMKjm4qfCooXUNcLrzPoYBPDKvYh3AevNcTEHyAyOIT0zMUR9b0PHFnxLsBlFp9D/zuPlgfo4QjkRBcgExsX1c8S6DNNkeAbQUSdm3lk1c8zbNMwtM35fTbJt/Ws5quTssWz1OZoJ5Al9dFCO5KZ844mVYLbEnTymuEg71mFD4MxW/Uw7v8QHaCAE1s3/hMhoiJ8wNKkTDzGFHjxnMKDMbNxtMAwW6bl6DPdyTR9GgKjFaMBavmezQPWxvp2geXUA94Dsk+kwfJo3TKOzxujpUvavPj3Jp6eyn1ld45d1/8xTqIm1frmiNvU4ezo1X3ddD2BYbhyCM7FXRcVJYIBPk4ZFac+FnNh2VdfL3dRamC0Ei5q1Kvo22ejOub0lYGtP5QdTwhIeQIvsNmuSh+HbSE3IpY4W35OrXLWvs3LvI1mU2Izi4RdluZwytBqMbtVuElBn1kGz7k092OHMsLI8+i2mkLRSBnzVMT8YhDlzt3cHXXSKG6eTTM6UGWHeYW/kTWV9KjVHl1IabDDP70nVMSqJ4Cs53kMw2PWLLKd6vKkzfk+3wGpKuALuEsC2il/CXWgkx013xQ6H7BqVuZ9mRCTCl964ngz+ZIKjCKbM7VGLUTM7tPyhKOvTS0PJuNvbuNCGfj7LaZ6OPA7wPcg9JwO6NIm714WuAZSMgCPxqDP6gfgW6j9cAE9waRqDPPtsim6AzLUzhpMRyWkcG8iqSTwKouMY3zDQYHDc3b33ehf7PVli2MXoFictiOgWTZm7rAj6E93l8MDrNzhnAOCOUOQuzyglXEPyuzqcauqOnejRmBUZATA9G0RG4TyOi7Mph1Y+d6ERhX6NW24GI8nwWT2RpghtvEKVjZw+2489FlHcvdsET8GEB71uAtm6U48qLme35UKONprOnuXNAaXzjNx22um/6clkM/7FTMDBHHQjNxewccsntaBFqgHzw5d5o5caLdrWVZO5M1Q1IGcMmcy+aiKZQ3TTc+xYxtnLgeAEXIwrK7ADYvtTIt/nWmrlZwoNzUeFh7hHwrxo8FoBQnmuinxCULm2NWKXa8fzY/cRpBNU0Z5GgInpUDZXziLNeKMHJz6fh/lJ3b6loaUH389XmgPOl1+W6f7cTqirbZ7MCxkXcqpswgmGnJH3ZdZB2Lp0J/uRw3dJuszJZNwkF8zBMu6hmc/Fh3uEiBbXCnBU9qvGjpi9AKNESgN3bbOXA1yQJijhi7zklWK5XhMzYk4s0+r9JbtQkgPzhEsfHVLAcXEgpzV15scMx7gz5BhkroZhq6EQ8vyjTlljiCf0DujKzcTdeOYCEwsuloCzixF8vYUMAR1UxUx/I36rLEu+NUR+9SKvj3JztqPdxQk16IapUOgFJWIcOZnP9JA0wvwxWMRkAvOhRxGazyP30cYReo52urMKD4fH4AFSCcOmzLG4FpkmeBjiSOGAkhWjdWHNtA1JtZ2JcEJnuWZE3juM+ApoZ47X/CRnJNvb58t09lxm/M434ve47urZ/Ng0aXLBUJxNIRJaqOHs7InOd9WlbpOcfDtNoxWwoHbDt0MzTZYnT+2zzJ5tz5TKyY/kbNvbl3Uf/3aA+0XlA0oeAgIh7JEH/98ebs4NlXEOcogMu0BqvwAbBouwGGXTGfgf+UYOHvxaiF+b8Zvui9zyaodPZHlO5ui5lACciKPGQOBAyJyJO3b7bJoWT6oYOnBImTXTBM9ZmIK574IlInHDsxGsbxRWoP8BZaFrnhOxs76TLfyBNirrq+O1XNuRobWM9uyp4d4JuxiaEdn5Rh6erIjMIGWhmjUbSlRVINaAsJH+cNHmSKqi1henbUfMt4MKLqxLbYyofFIe8h52Eit6Jjs8o4IPco7kuwEIEKvczDzfBtdJ9GAOvsADAGU1LNdLwZXVghPewGpg5OT7RpvY7YCL/s+BP1bkk/JBKbHszcVtusWxzXcLAKKKhRbuv/TKGKK8Ml5ORkoEvPgVWVNWDX6BZsfx8pCwoCaKjJCoY5Ow41FviYYrcxCB83vInLkBLuGRI5NzYANq1fP6jRh6vBFzGu6bdH8wmwowbI1J5gVNzdAEhEBQGrdDcO85KANrLx7VOxfwZ4yItb+a4uToMIAe4sPQyVVo3nK3RcFiB7hPuqThFL0/iQjvMnsBXi+s6jVnqVfKcQ5bbNOEluS3JFTU5C4WZxJYKZ54g3pgwsq6M2iUbYAM01bqUuCsk8vW9N99SLRTA47qN2bMrmTmSGN/DLHrw+AKydHCg24iJxZG0x6Y3AuVzlRHLVfTRWW+ZVGliBgRC3KOmAe8PazBIJ8DXTX/w5HG07HtSivyHOsqzXIus3zXr2qlykb8Pt80qi5OONWzOrbbJ3jgbJw8uAjMN3poR75vQatMqYzVwD1iWEnaDrYSd3PxwJkM/bOakbeET8NG7cAxYR5ssCxDyA1TsEjRZKCBHFAQWUOWk9vj3HIy7E7UwvhPRfnNU+EEkdA1cjs2IiRAeFH3EoEA+9YXZE3ujWPsZ0IIu0BZNVyuDbEDL3OYAcsWNsChnRYDmSP9hKBJD6kZwzbrbnHT7YL9vxmgvevsrm7g8bpcv5Gaz9OT6nxOIcXgvgJYGWoWXX2DgMklpjPAjn0XiMKjG/x/O0wP4rIpuwzsRSkVBsR0CzSBWsiqmDCgjmE4VPX+ykJMgFJQuXrlZMjKvZ86Mc/dO5DLM/b8UJQ/hMFCmjt0B1gIcRaaT5ikbZAoX06XdVuXupnZFpW2X5sfq+qdkHhSJEkpeHEa5wLEz58K87l5OdWz7PJ8TXtQacUEtZPCULOCVjzZjCud8r2Pc+WQskfopm9nT0s5o7AuopvaFhKjD7HbRUCMTYGtCsxAmiHMngbjG9oUimSrO4Wuk/qizdXXo8YffF8P77l+nR/+IFfil7+3tdniEZW29eCQRwoW50NsC/sRvICRDMZrRxiQjMBppLqePaH0aGRoFgvcKBzrsqw4oZMCRPcGOGBD5J05d2C+qHtR2wGhKvxyXU85rrO+G6k+PatvqSIN0kDEmcFjObq11+1YnzOjaD5mzoj+cGXuyR1owT87dQ+xKdQE+RshgaGe3EDj6gPmJzU3q7NdJXRseHkrxemMzIej9sV1FyQqcVae6YSGkwZDnUIweWAS7HmXJZNWtQtC6anV54QnJAqH7BkDOIADNbGYTEo7zoWYp8Vgv8WcF0sAyeaZ1YjwhxPUhOtNnszrHEOMNMbB5Bj9aHvo3haQivpxMIdEF7hUIbGgYcYuFt3WBW9hfJB8sHJ4JqwUY034GAAieVjK0CjXbzAE3cHC3T2aPRKS4EG30XEQ0ORv6lRNnazInkCZaQzBUihKsUUg8oW+V4OXio7BAP0WzNaN+D0rp+fl7LksVW/FDHnt+uIx3oG7fdBsltWQZCQO9fiHmj5/k5tTu3o5rY9Ky+9CRNEhuKUAnsLlGQ+htjlOJRMjFYU9DjxGjpCyUY725Bp7sGU2zbREe3f314oewbcRWkajrEhU4fsWocnEgqoYJjN2ujjmHnmqxxMQlG5gQOzPnAYjIWFpBzeJ00BdCpNyn/VdaWzbYNRSz7q5SzuNqjz8vJQHOU3yA35oOBgAZQcFZhI4jMv5jMF0PVcaOCC4Uzr+22Q4uyQH+tX6SNKG+1U3kgetwCxIo5I7yqRI7l44do4uq2yAA/lRGm6i6IjlbNQjAqfdC/BEmNjd1+BDH91yuAy0LTmaZ9JFKT8bI0MSi6pfcnF5BxHUEmRu/Rq8Ox7lfU7AIjh0g1ubQr8C6K9v5D3oLNI1+EvH56JAZgiD5cDR8yP14tOjCnBfbY5Ljh7dXJbLn9qDb0yv/I0cdvWltuk/La8AxJw8XhjGcivwETcAR6GZkfEQPvsrRjcTawlMDwqDGEHdRDvZ3Br5NFzugw6LthsZIsv/smcYTsqRh8g2UQOi3mSrvNag8wjubiM8rI40YCyeWhrsSKGxJqGmB7Klp0z3PZUjOqb7CKm8XBCdMiNCBcoWy57XLX/qlp4y43fXNo9xWAjaQ4kVRMZs2agWH6d7H9bjHF5l2dvzK9lfrZznti46Ay3YKEOwbJV4/kgdRxyEckJd8cOBiQMHp5/Gxffta7U59z+cbt5M1/WYk4dflvlBzdFP2MLddQy2FlR9wasDLKHcpVvTHkV7vom0l2iM638CBe32Wjf5411Oz6zN5uKgXSGNdfBqw70uRqwkV+zkXtdwnXZErp+kYPimbe76Rg72OHvqRGDw8XIc6GpgCxcZ1Y/mH0z4Bl1Clge4LkTkNtBw0Zb7MxtUr+LDYRMAcDLZEqaINa0Z74UwM1KEGxVmwd6yAXdyQzHW8r7JpiLFtXkHJR0ogBxqplmvh/tgJU7hdqIfBPEJa5orMQU1vxMEQYfwkhITUTYVpH1vF5/uJ+2JxoZJmMW2ebCAoX9iD2KdRdfYlZB2euAHLBtJKa3B2ZKvMFoCBwS7B3IumiRb80DitXNpXPLeqdm1fJyNq3Oyxzmbe8l27Njg7CiPtv2mBebUFjFDlTWyWiRTtGciTSSxZr1EQqypxcYFbkXvSoCYrmzAQMRSjrTXuz+YKZojoJyou8jW8uzzVBQS5K6LjezJDtfy84ESP8z42xJzNNW3wcA6bOfDpIf6/ZkKf32cr1/WUs/t58203MlqATkHmfjVSNbkygmlRZwwH2TDF/wvz5PQcBfwUm5hvSZ1hmDfZzQgQFuA15lMj+5NePXMymASM/Nk1hdFF/mh5kQ8DCTvIPnuwPGKEvvwjXPs8LrZfCALajFMbIXWLvw1ewvXefs/X5TLTxaByBs+flkefFGWB3Iw0Wh4y8TuCg8nrAlL2pWE22CZVyB1JxIeKRhjEQB1HMa4HBmW2YrrfLDAeE2p9K7JoRv9EP5w1AVAXH+lWmgnJ7mlXRoWcSbsUNsjeoj6FIag9iPxJfuySZKpHXljuGiHWazM2TSWMQpiWRzBCBC9AYvjJ4gxmU+zmGgkkCr8LRx7Mg5Ro4d0xDp8mOBj22ef0fVcgwED935OosA2JzGcfBKGcJJVN7Xa862kq84ey1rlzJumUNCxTsFZZdcHD83FqpQztzzFkQpgay4Gqnz4KG3BBReIIwaUeX6VzIdt0DLxRE1Jh6FjeK8mYlQHHM/Ycxx3JmfROeHX7QlFprnKA6mxlJMAtvfmes3qZc+0qKkAyzlnptayqydTStWhaelmNvG2csTlqm5j9nSjf5KOnO6hUhSNh2cgE7D1FPk0b4Hy7o1M0N3UbRiXKyv9dYU0wk9ZszQr5MttbrNuMbr99d7H7Tj4cvNWdvW494Ec4C77DC3YM6ZJOJ5kCOEsoCjkQi1NhpQBtH3kATLVYvbC+Ee9fUvetbTaWX7wSSV+r2qyrxI/OZmpcVrN5JLFBa9uPHNWJEZTT13GRGWoR7l2yRSmr8ExUhw084HPNBH54Lrf0OshHyQmrJ4WUCpwbAYeiCnIp5iNhwQZsTi5d0512eT2eb0Rb3OzSfWt6IOs8TuFNVAj+cZdRDPLZShih3ijKioZVBhtyj2QbXfvPkb438kF9QWy8hHhLCeF4HZyAz/IB8aib7FZWsdbDK0Mtbh/ZJfq7SYQRrKLIIYzuBa3IuZmOBXZhcOmwKwIOXEc3UMfOBR/LN44Uiz3taT2BAZDsV89tPK+0xO6aiKqJctkFbjRyBI8YwSdMF3maUaKSG5xFIIEwjXZ+9LzbSAS1wR+VP8lRGqhdKD+uoWgqNWROgGOvs2798pP2LfGG+x82B2rww6/HSlJ1w1W44HBHyW6oqwInxmUh1mSxExFT6Zyq+zqeXYrM37nlfutd/LNUNf45c6IULqDAIn8uvcut7IQ4ID2/dnjeoD7m+raXpb18aRdWLlIO6vCh2REgRs1MsPa4hZHjCvzZkKdH0jhsd33lhzxezWyjjNv8WJmElPd3BKwvhQa4K2NY4pYG6NRlEBIkAG+L3RjbEOvuhwIe/9AOZEZ7ojXJKhP1mtWR0ubtlzWzV02cHz3plx9sUEBq6VcoSQmzLnv0ejurnNfmRSDW9X8VR7DIPJbHMEw0Bk9J5rhYbi/GFAW2uDAl72HT86PcxeefdS8WjXYNbV25i8RBPsgRWHVnbmGGLZNOg5E71r8G/gcCkbtyzQcPNmGg4CL7Rbr2QpWe1a86DTgN4J4h66P8pM2b8xKG5gV8NbKqYTCIAFOlVpF4YzBSjQZ7XsD6LWY83tLOT2eJFclWj3dvpzOHlWXdSp7c8OHYe5firDFI0ixuyUNM5tDL8D9i9xF6LgYFXRgDZ0fAU/pm1Fh4kToyzBlwDbkbAnYRSuODbaG8WVp0frwcp7vf1JqAe308IeyskDnymQuDhnV2H4j+S5Sc8UD5Syo1/ZePKGRBwXl03Ip5ZTnTyeZ8XsqE4AQUSZ3N5B3qnBfV7JtvTg9q6fRvso3b8rDr8p6TcuFpsYZYvdt8kcp1qQvatueybF4byUfeitTPdP5c5kUtbCSLWlrjktpObI2vsq3DlOKyZqQpgmmGsKo+0zMuOhds4ll1aNlNxZ9T45zqIsS3+TLL/L0wHBs3Pi687ohTdAp2Gw2tYCbNbllmmhSs0VUwkPiT4a7G2afmPL0pZth9hhtyRfoEqYQDZ9DM7WpmBU3zZ+wy8MQRc0felcmXdMzG06PSt32XBd8nj+uCV9b/TSoahEUnzGsROpC+CPU58TKHIWlM0ZLw1HpATRfl/cbBD2EGYH1uW/Eui158ntoInt/1VRLhONZZNL7IGFdHSz4ha0OItgCphk0J2olvEAPnpdF0aBBQJuNUV8DVzijke6CR1eF3PL0nRNPNusV4IVZAnGSFsno+Kwuhs29QKw7HgI9W2bqmBC5CT9x3mhwZdJXMP52sDirMJNZVPNog9lYqKiJw0F1g+q7kzWpf4tHnWyRKXN8spwK0g/Zx9rVNCR6oXWmD873Rhd7RsrHbreLKdGIBtAo4NfMtVKU7aa6wQWpenoIMjERE3sINJn4JKc6JhQ72ZNJh9HZwaVqnV3l/NBTK/XcYuGzabkRKJ8sdg5QWkMJI8+QNFOa3KcjNo+WhkxyRKlsjXBdt6vaUJQc5/BEt8hre4RghzfHpg2XrKw51uwlGKl5eXUFgwWbTvHcxGbHtZ6jNfsiRwHLMlOqQrB2ZqjNYMPK9PuwATDDoKimPFjB6L47eMiQLyQfYoTZ7B2wUtWA6EGiMYXmE3RgsJhREOFmO2uSwqKydGTTn3ufFlnu/0ZOPLv8sqQznRiB5zGBH4JCah4NEPWa0r2LzZoGJhOsEnKGD+lxWHv4YlSW6dPslk4x22LBCq1zw4zUrngf0R6v10Cix5yn6TM5RhrQqm+m6uEad1lRyGRE1EKPBZ0TLqEsIjg6lzbiL+dbFcovveRHcmgI35HjTW5lxCF1pBZWTqfNrkVL6dK7HA3NWApBWA4omYeMzdzKtLAGT36VGT85fmbD9/PNq2lDZoNh7rSineEV6UAbmZSGZui95ItGs0qTvPXI3G8cLActhEA6J+l5BA40Q9Tb0ADPbvgUk8I+kjZ5OVtUEgYrR22UCx58v/KlN1pAK3s738h56A0jNjNMVvqRoLod60MwXQwPmN/mqaFkCu9irHflZZouJb95epZPT6bT4zLdr4s16jrkjAg7u6oowVgmpYWr3F4zmFt3Jlm2cDeNRbT6e0ubambq5VZmwaKC6VWPfU73yv0P80b8qqbVc/zkAPeSbKkbEmeN9Y29h2xDMw2rQ1AD8eTMvSgXvjS7OThCzkEnzRkiaojhn8kU5d2PttZOGz+RA9wfTCnXOs8pj06TbILBzXNC9QToXwpcxSVG4FNHM5HPTxaYGH3BjkY3RvWlqmaxnZ0AACAASURBVBgUDpy92Caug3Xc+cjudaZOOeqhPocBCVR0MOeQCM/ANvWnZhPWm+mmpplu38hqeSn1tA1R2zUEU4vzUlIGiq2e4eJEAJfCgdsTW7PLEFbMjbN5Jiru4PYM9ooxhtqhVXhSaVz2V+6/RPxrUl7D9wg/9o6Ms1Y8d05/DTcysLbUL0HtTOfYFG+JXcZXIgMBb5v2/XIioX33CMG3hLSNtYSHROf9IVPvyBDs2ePZwBZiEcjGzGRiAzYYLEgYVEQpEhGQBPAW8LTNxjhGHKkBgDjOOQmy8OcU7wUMYjQ2kOE5mXFkDGbFziJTUR+BLThBEzWZvTtEx9bQe84YUZcpLGkv4L8iOiHcOdv2R4wXCYsH8O2QFJoGgpTRfXJwbvwe6dWe2+Yc5UzO8ZMFfqenMuOXVj+xylzb5GIk0oJ5f2AOtB/HENW4Pm1Pvn5V7l7L2oDb1/n0WCpepEmn3KkKYaaAj6GKI+GMEcwhhorB8hGj5V9g1IOPkcMs1vmIU0M6JtiX+1Z/VLQ4j20wwBQHl8EBh5mEd3kKwBNYDN8R4Pej3JoXImuPZkIHd6zAFHiB1ReHWeukFT4XWYjf6ywR60158IWc7NQQwKCVQo3hE6gKAdX02SkKabI7bRidR1P2Qgi0zGHM6eUoWFtnQkIIQosCGfFkGCNBTL9yDuoE9TMhB2zdjbK5UHNi+kbsjdFDmZGGsqX8gqOLqoskEXXBR2Gc++4P2ouMd4Gn2WMnHPDtqCLe7pELG3mTWJj8w4GHxbQBeFExNtzCUX+Ty5bCAVmfgSfrlF5jeLF+hiWensjmLrdt1c2rjQdKhkuuhGOE6uJXTlgT6hhg3bTmcIwhyeJLjkoeWDc9OSPqAbACtMB2zFFnGjszELdoc5uckQk5skJxrf4Vh7jCqXr4nqjBqrH5nmzp3HbK2RzFhmtvvy4PPs3fM8nYS8O4R0txbJCo41WkMATvjuENWKhP0c9Xckj6Nriyt+fjXO7Xl04EpulpUJtB5wOnfCoXz+oBj7W4XTYqu26nsdVcWPQVo2mvDVybOkPol8a30xFkh0zB/fns/WxHCyJJh/W07tZi0tm93GjZT44mZpUOMjG5OrC6IkdjgBZvUYe5/Zzl8w/qUG528bZcfTUtD5TvtaRMmpuBuOugEWQDz4cDzR6Ypzpjj3hYrfuMSD0sZn6mecvi8oyZdzg0Wt+B0qH2rmTvssi48GRVaOoIf9L52Nlb2HRgu3e5KQ83Lv1CZ/wunknpAdZqOarELveBuhfqC9OfzHZB4M3GPfoQRy9IPyGJaTCV/QbzAgCMoHiV9fUEzHnR4Q8hHv4x962UieoM0zAldc01taAjseItkyc4nbCBrRVqT+H/DWFPTuvXDKdmt6RhxsItlT5hEX8sEjNE7ewCpn8wxfDXfPC5uQYWl9+rA5OWXoy95OcwqY1h4mSVjzRFoIQdzOEy1q6Ftl31Ehtfy/oPG9NFTR8skPO9InVqs//sQZQGoj3NOBgrQEiDEVAYbX4JPIfQmMoZKSXnLXGyzvxFNm9SDWxuUTDXTYZSYOnmiP29s77IuTdFd3gxDKi6XSADpojnuW3usoXDMznAPedTBjiziGKFXtDSuYzsfB0B5+Bo5lJOG8eTXdTuaq5XYsaLSVYSakcyeWS0v7lXc5HI23lyOtTADI7YkB/J5BwtPPjzkceC39fHIiYN0EOTrXtMmtGl6Avs5QqcXOA6fA5JybrRQrIyB09Gh/JIoY5DuMlEtdqjIGIn0TbSK6IrHnTR8sJhjOmB07Ma8CQH/Ml8I4MrCcsHn+fpov510jUPgx5E6yVt3DtEGvuGkbFbnPtzWESkiKNlYZCZ8lnx2YMZEEAAvpYK6QYLTQK1HqP8YwosGKBzDI6LAQP1X7JygpBYeI6KYQmdsYvrhA9qAyZ/I6VpkuUmaEzhl8jJkBCGmZi5GdewU1QgJKsLBVVDxIT1OREdXfKZEFLrDkK5ioKZIXOkIQjBhn5hXaIo5liTosNswbTu9bf5KDmnW3Lw+eELqcVqrKZiDH8jfAi6E32CU6YOIHpxkLlQUNNEg+v831S6o8cjcfvR9R9PtoJtg4m64g6UwP5kTzOVc/aSR7qSPYYezkmkOhkZ0yqyZVqu861siyql4NdVnldvpvvfL2OZ7DgHOEbSFhvxkaDqaMA9MLo4aYxeuBaZojbfNV3mjbmdnk2nLeQ9kc1dgOMzyQSxe1jIrCRkT7XUU47yk+1Y3sgO1dBh8+QsE4xX/d51YB4rCbz3SZYiz1dCJttxDuXci2tiOskfCHhs6yH3GXCeac+u/+2uuZDciPksFnBLTBBsVF9O9y35fLr4WCyiefvrF2W+V9qRkt/TJk2cxBxgKXD7PVCJv1KiYfRhVcXjnCyGJkQTP70QJlBf4Suqsjmowu7LRAr/4A7Kwp/7eUMgnodix+JuAc1jh0CRSNWsKpWc41dLom5kw1gpQpY21y1VUUiMghFDoTS+Hig5AAFsQPcQ9B18kpLYvNTsvRh5OMKg2GTJwkZKN0qFJxoXpvXUA0bMHTEu5R7SDLzV8wTjcuaYloKz2giEeYBpL01MwwJ/KN5UJ5+ucM6j5q7xsGpum3ec22/msZ/81FCXqJ096+Om8r0d7eHbF+qR34iOc8tVmMkkg6biycO8E1pIRoY934yiowGhzZ7Qml0UPVOFWXZ8tRu1xSds++2PowZ2TLIbTRc71ANgws3M9UTvCjyTBnf/FtpnrFf4pW/M8TcrDQ1XKHXjwu2x/cRspDT7mM+lqEmI3/Ny8YGEsVSzJ+24BXtIOZaSGib1NOikLCZsJZ2nJ9P1G0EAd2/z7ddJiZ/u8Fb6jrPkjzQ8pjzDLUR396I7amcnLoNlrlT/jAf2RuePSgjD+hB+C9pMje/M9vA5GAgfgl0XyKA4z+1YpH4eghpXuRHkYr/naQ4ToD1Njmgf1ilf5AefynL/m1fbyMrRDmUjfqU+p43vCUNT2BmCb6e+PYpFUmcdMchBXAON1zDTczxt4SgHDCRG+sCLDMtS91m1OLgyr4gsKNE3yVPmaFhH+XKANbPO2IzhUYTPiIePC6YFCB9Q1yxmoWuMZuDkD34ItPluH8NML4o4YMR7US5BSf22LRlAudsCkdVo7zpMHeYwTGYg2JpKfUFii8ArE3USLCPU+mHCgRlnj0qjKzdfS53C2V0Fvmdmd65a2utOkkEN3FS1X1ajMQU1MJwN5bSEgkog0cPNutVgDetbxxfdmi95WQ1xJxsFYPEojcwJNeS/EoAgz6u4aTPutG/OhMzcVILUiJ+c+PJFdRFzPfFlDejT0Dz/OD9J5qZUGjPLhFwB8Hp75qnO163azfnBFoxkZxfZ2PNJKZdWwr2zAh6XtOq69+37s+dZTviQ2WCZ8duYbcL1NF5h2Zi5Mk2CYx+UtdyTBdJZJFPnli+E+AWpojutJUEy2KGK8g47Pq+SASfZ99SSgE15Er9X6mBtl5GmtxtTlXMsNoe/cfgfbAI0ybehXINxRWde0AytTUWuwbQxOGFPDMVmk/MM40Xn3eFX9zzI9xHtofSBzYaZ56SknhcGDpaxpcZEzeGkw875DLNLoCWY2l6+w5TX63L9Vbl6Pd28lfNjNuUcalIVij3SQ+BYqL8Zr6NAAI9XBprFYb9t6fWMHJ9BaOCBEHTIq2dOLlTlhzsqdV1fBB+EddqvU6CCC1vLDmP1wKj4BcxMPDwryAgof4+MI2kJfw2wrHsFv7f0zfPxsDbEG5NR2RTvArRNC8LJu4CmfghwZ9cLc+VoQ9lfc9hClu04+3Mibn6X/PcPDI20YAmd8zd6jNw/h1pFjI6ET1Sfxyg0tRMU68AcCBKa3WccQD/sLb26csvN0eCZzn7n/u3jrmDYzq9rbRPkUamUfJPXA+U5JpA784Hu5boA70y2t54unueNkpWz+v2a89r3yN3cSk+OyYX2s7EC2dN/zY37nT2uq2Ve59u36fplXm7R2RLbWSCBFBt81JLwxjAEC8m8N0wGqeFRwZC7a+RnSqGpQRMiWbIGHIxFCpkIHfqdY2ljtFIXCD2Ydln2t+9gNFKmx9EWHCjTvay0YbsIE6l+I+oh9wrxk5OdhNXfvs4y43e/Boy1nujQudY59gje2K455u1xRIjm8Y2lV8IgfGIXLKLoQA5GYd5fHxvgITaPnkPN/EBMpsntk1pfeKMNxxCbza5sIIUJ+cogqxCGwF1BEgZ7qSfaCEfiLUOvM6w2Ow236fcjNXbIzs/plZaTsCyEOfQ6DkpwvBSbPE8B0nVgHdYSy5KE3EoFZPnsUb7b8P3281bOID09bljNG5nCWJfedfj0i22GCV+x4vrCfsMcOCWbfFC6sS6W8iP4gVCCtOMumDosNtiHX5NFeWYRZvgHVKH7kAJy031Q5ut67MHbbMchClPaXITs5xkoikuP6zISvdpJcsD9blkObWPGrXLsyTiJHNwnm7s8q0sbHk9CQWvyMdu7kk0cDQyRdfmDuDXZqOx1kR1ZXk9Xr/PpJo9OKrIB9KjPuodZyVjxW/ePTefl3odKI+WIiK+msw/kZF2fHGOx25NRqEluEHzDdQk8h9M9Dt9j4onwWBiXtJgOiEwmOXjww6xLHN9OD3+YlwcyKS1Pm5w20EyRsj53lVQJibfQ9JR5trnYNDjITMgC4MraIyvHA/lZ4fSIIrZU0WTu0Q3QTdVpDLssZu/ELWMECVPNXTbHeaBmIUWRJJVwau2UJTbXL0yvXpXTM6zbJOsLO4Fn0MhRu2A/67TzRWoaQzA3tabwK3lydLMrcqGkj7908Ox/kfP6OjcdguhxlGVPeoRmZg+cruWU1KTQ6LSYHwVGi1F0z+vvir/Khwm0hzEEsymKZ5b13M1PxtjTffbgqlTN6lQp8ZZ3r/bvkyHpHQfmX9P+UX30in8y26PL5mk8khvPrwZ4zc1eOVUQglmQw74LAatB14MEhrn0T+tv7yM0AFDUTGfLxAeabE3Few3ZKeoeNfbf9z1ltqOfTxLdy4Ny//uSPb36Iq8SaSo9m6LVhMbvFTgoRvuwxSHZeeWmXDyVE4TOP5hOt7lc5LJkVE106F+HtTos2ei5FiqMJ5mmzhXXbrEBjFS55WlaruoB7m+X6tryhqLa/njbxUNb5neCRbOaQWNTCAxLN1idfZXwma4cmjwbCJiA8/Joez65rc1WSqrinahovLdc0xCScBjcQv/nkVEmNTXF9qfYhRTfe0gUyZt1bet01TM43ql1x7TnYHTBkOd20lTdxOUsP/hs2rDdba1WuvxC1qiMdd92EXXLFq+24RsMdk9ayO/tR3bPyUmMIbtMKQO39IDRj9SG7CX4DUp17Z5wWPgQn6AZ4oUTw3QLLeTep06C5qzxex3EPtdJ6SoIUwNT2l9j2h66sxv3XpE6gt2RPZAWeg5fYFOC1LvO5S5R1DyOhyZvwhzMGYZkjcXr4Pds1KAqGP02cdGmZc6f1Mqr1/U4hzdy2Lf4KJtV6BXSx7R3PlyO0QeOd4GcpetLuMy4rml1GBF3HfxlRw5DdPYSmBjiHddC5fqsYsQ2jF60GdPldO8DWc539VVu835XbzZ3sbkFoRB5kRo8CQFUm5C87+T3fNV6eIWOqXUqWChp1OCNrMSvrmuQpQ3P2jl+9fbJaxNGQm6JDK3NHZ2/LxmuWsAih24vD6ugSmuJ1UUbgeyqoI3SNE0r+Xy+/6wuJa3LBbdnXjzPbXFXqsSgUsRQHGjmXDjZBOnpNHhkjLgrzMpSAnSwpa0D6RUWcKoP0YMf871PZQJcNnd5LRtRThdlKGHiWnq9Cm8BTxgic0NGxqfgel7n82PKV5kAU36wox+2RNMnu3yO0Z4/UDHF4PFIn+mz3E6Y2d/6M/F2yLajfN4XQhShamP2Q0o2UHf91SQb/LyRYHr+TDfCHVFquyCAetXDXgKe1kFGrxtH+jVZ2/hQCih/Y9QjK5L3N3BaHzhlfW0TWF3KZT3hQLXS3PeK68mPwC+3L+0afZQdD53wTWOuCJPtG2+AsT5rWOp/6EZvRkn9G0u8Hbe0L/kJU1r9T91Lu4fQRtV4jrU5NKzow497ke12u2zxxybqF11sIj1w4upYuzpGvsDd8VGgpbGO9yJGWlo6Xp8p6wbXzzhM3Xr9UrXTAx64GcXIBOyOL5FTEdQ7JUygMdWp60w8/Kw8vROfxu2fiz/QQ5q/rv46kUzQJP+yfZ4v89ULcbKSe67/nz+tDT6xjVh/effhVRvgbbZYPkAaa84X5eyxLHs4ezbJqvfbUmf8Jilq6sG3D1w5TafH+f4n0/1PN4S0cUXZ6qMBowRprGq5GxM4Pc13X5e7ugXIleyNvrHBkkW1JlV+O+jM+u5g1Gcnlihql/+UAHPn+IQmZ+ns1OioqqvsoSzgQwnPVFSeB8ocnjYQBbKtugwfhNE01Ouzppwv8J0A9j/xsgjaghkG/uAVBGtov3MA+YEfp2jHoN8aMOwqzL13TbtazVtd9XH5ad2RfENCb/Pl56XcF8EyUMuqmY1d95Oxaonkpe0tNL7ujcmsZpvTsG6OM9WPtC9tTyy27qQhzS+LZQLVpax7gQehJbfo3bi7I2J3UfjzgS+FV/RzltBfoEZLqeiX0xjNga8cFK+QRcifJvgE5BPNPTL1ChrbssismX4v4tQSZdVaS9E8RfOhIVYf628PxhLdsvtz/O/PiWrv6oqH7Oefe5uygHv2ZJK69Ld108WX+XRH/n8lUfsbD1icwmg2orlroVPQg+jTda3n7YG+RvkEh080r7iSryF8dCYJHxXCivXCx1G1kdlRtfdmttVLbCHm4We1IkCOv8uXX25sYYJC2oHaFEB5gnSFGEMw7YRmCjzFjvi+DHjF/DCfPZ9kXcPTfP6onkawSIO9s/AtHOvx2DOZKpRAXBd/Xr/Oy53DKjvVwM7WOxpQtZelSSbf/1gq5G9f5no2YL74oHLRJnxaYMJ+JhHzgQpBAYCW+RBLuxFD7140unpkQEJ4arE1V9O498l0/TbrLO6LjfdOGuhb6raIMPPk/e0sDowiTMDYS9llGRPzuRkzeYutcDvRwTreC3GT863VDVbUxzm14QhFRD9TLS68KGO6csQ8Pw8ZGfJAg5X8mrqr550cELKho6YGZ09M+ddCPcpws8Hkq63ZSwv79kR4zG4pLc3deUtzj5MpmNP4tpnTQDXqgTmb7Ve1fy9RlsVJzhiIB1/AnrcwA2x1MkR+OP1pBMmuHBdim8QVg9k474Lmga2RjuJdh39y6hXJGAjVir50lOyo1ysbQKFvmL/tJVli2+i9XYMPeKNJgDvI3NU5tnXEhe/sVO9CkoYltqjW+ufIkMd+WPe6wVHKjMdZMWfy9iPVsfQcxBsGwp8/WDMSeBT/qPGkgQbCn+/8GfLRFw386hUJiOISpiFAemLzzg++v/Gl3FZP3bwReH31AynOlOAqGe7k47vai6hfaU0wAf2A8LOZ/ZpSK/W8LTLd96xcfFhOj4w/1BlFlL8mcJuLfO+jcvdL0qS7mvV88KmwOIc4U+xaFdr22Epc60L/12UjjfL9FirOs24DvfoI+rCuZNRL6YcDAncgIhODnN+1eFPH6NTGVK5fbyXi3v9MGiYnqK7unRGi+GfvxClaQDE6/AeEXSxC0Iz0TOHEeQvenji0R+Bb+haij/bXUCAw765c6JmESq3ZBhcocnskjisAN5Hm83z5mSzdbKW8l59vgX8Kz5zc1hxkLATvguujJGvETAAQw64vPuIu/Cil0PHCv46doOSz7aW+2MgaHKHlc/0TGhoO7d+NUccSKdfu6NaFw6/ocwT1yLtjdaVMwcJ9B3PYkVVCRQNpUfwBXgmC3UMZdz57LcUcaZwm3U0ccdqRpwdT/eG8oYuaREcGFeQQzC0dNkD+NMs0tRw9WnewaHTlVV4eaTlDx7JQ3dPbUfeWHYr1SMQMweR5ID032F79GMEDJsaWdLN579b/WErdFQfB9CCx6PfImRhX3FqyhZjLL4Q/y5aeb/ODz6SaMS/qQI6cQG8p3Lyu0DG4R34UNNlcqwS7U1mv6rqG55I/3eD19LAuTltp3c2eny/2hFV0YLurujvpztXrvF7nIZsSqipG/hBdtxaYzKWxzfufKIm6fSU08uL9trka0jQgObuFBjasGBTmqG6enW8/+twLcGYzqR7jTB4l9R1TFkzyo2lr6hb9BY2c27qP1dYurlCVErtP3/AQH1VAHHSE9MGdWK88UdpdA7pm8EPMOyXXGTz5OD8b/Hykr6H9/j27UPu8luZSNuJX98upMOmNLEAVaZxaZnynP1Fo4+y/7opQev4JTNLZFzmNcEvvJ31eJ+3e9Z59Il60IzA7CaIp/Z+YpNFjQdi669fIAZguRrCI5xOy56jJ03fWc218mHDrnmwP7/iAtQHjQQfRElRNYT8GAOJAtFwdB+8y/6ljfWmoXCVMYxpnYwZC7K6fAEyhI3EslqKpNdzCM58sfH940qXJ1mDULexGOTtFDKLrBr0bVlZ6ffuwEAELk8/taclbDtVfM5H2OHCR2ASD0YHWuaxhp6KxnftfNURd/UBWR8hG+fWsWNn763Uu97c4OpHq+ugPHA7XKfXK6UZef7R4spxLMvviuWwkLTN+d5t/F+Cb9ahiRsDzdrFUbLa13W+25kn1zunxhPmu5lYgWw2lk4RYoa9t3vKN7B3acoqyjJCbSgNEtQDlHT8hPdRGcFDnWCUPQ2jvqvUqG8XdYrZMP34tCbaLD3omSWmLqJCLzb07TVXx7rxQ4LE7RY0avrsmhVd0b2zvAuF3B5i6Jy+7Fy2hd8GC9le6Fwp/rdBn041c6zyFtMsav0/aAr9y91bO8WtJdM2bzF2nVAgDKS3FiNBZ7hFnlNqw2uCWg2bbc9Kh/q9592UJPjD4ydj39SitsOzGa9daS+jsw5N6WqfTHZIgKGaWmCzoZidRc4zKBwDOnznMVhhJV/qfjiBvh9Wsysif0CF194SIZfzAAPvo+jn+T+Avab03kByjrgOkGB9b3BdBDtYFryjBXSep3Ntc1vXL6n6/LnWNX/rexO8ycL/DhVpexTIPc249yN6Nb7Hsey+NgOxjv1In0gPMvUPJ3JHu4g5b2wduEhenuOqCALS2bZKcpvmekL1WEXD79fTg81IuaOewbp52iUO85K61Uc06zuzNG/hR9ftcpyJlxu9ZXdcgm7tI5Wd7UT1/KOhGyMq114kJT7K5yyvF6FdfyWmE6uia9fV5utB+nw5t1XFrvvdx3dlFSuVlAm17eD5h0NMQtchbQjOlbnEHgxv/3w3oQSPJUaTFWluXY7SCwHsfylRnPXxC0tDzpTRYe41w3OetyEXMu2aEBoQSSgwlMVidXOp7NO96Ok9BbnPfnn6Ij7NRQR/G2sfOdwVvs7e4veFDexvSW4ROr49yWw0r9cNv9Bw/wqgU7BZTnn3XlvjGSKT7ZBDNqcJZRZ3feQb/Pw2+zqjlMt4rPaQIGChO8uwHfsFlCcPMF4e464ih9NRo5b9CcPU5a/JBjcgy0QSdf7DxtluADLoJJZ78KWN4qd/oE2j2QIJEQQKqZMwkl/6yIbQnNq8CxCGQQ7+GZg7RkSgTbUNxe7aW7K7kcUw+DXXcO++X3UsV8Abco9rs2CZbggt8Rx46eboGRpHa64xpOOtjudnUE3PgfW7SlDBkB5oaF0+oUHeSU01/1+Ztt0i5wWhhVq8FfGws5frltDnZDZHUybocB7pXUcLQ2ZWtfW8Rum0Sk8/SeieOZguHF+9LAWd2mQecut7ku7ZBy0aZ6n7Wd2/zFgbqZFoxlK/dUTe6KrsT4ieHONWkrxzdW6NsSAlhYhw1BnnUKm6HzlEBrJHuGUpQZnT8JBhlul9uXtRy2R/JOsMWuU+3lqR8lw16AihyQrqlLd+nLBqnFTp/Rabhl0VtdOtmVTcPozbSlVRMIZm1luM3HvAZdnHdjHHpPxtWSwqS6ui0XT2lIk52JLv8ohK/otnxpN6gGGUqzSlFjtQRLTTJ7JFn+LsEEzhbHLjgZrt8UJ8hYucfLuu6r1HGim/71Fh3VzTAECnCiIzHCS92HXZ9cq8YMQqcVaiMCFx3cApacRU3o3Mj5qJHMNXuGrYCE76lRHdPW2218Ert3+UduNmD3zh6tq7r+8pP0I6jVqIrGRiO8tYDTyOAfbWJnQpkzx4XTcC/ztcvps2DWa5db0+98/fne/rcCrCdt0SQSlTK0PYcm7oQbmOuyBd7iW/E3PwTe41sfT/brC0hjNh9WHLINSx9k8bFjotYFdqW8zrjVwOZVIN/IWUCecUTHOX3SYfl6PmApPvh8y8jITeZ5FNZHkowOn9alPjdb4smwpB1DEohkEW082fV3cm2lpIaWO+oevMduH+kHISuv5JaG8nh3v+kxsSXwv0evigXz1O5SKkl63meNpYXxhSAd9bWeh1VeHbsiIs+dqZB0N+mTOsmseUs3/tUycnN1zLjt1yakmsJfXggiwK5j6G3PrprN6bDUbO7SlSYfPLKGpgnBeW9EPrhLl2bfez8cyj77HW1frmvSaFXk15ZckTX+NWtpKSw/FU+f7xHI6SN4ZvSd80KK1LXpCO3cNDUvQ73fYwdkZ/3nEvYVzWwVT3uWV8LLYsGCQ7VACjUScZSBGvC5zowKwcJs4oDxNPH5h4i9HwycstdoWYKN0ab3IMPdL/HshkvDTMeHozLQYMJFzK8GNDlEI8jQY1zj/En0DO6t1d0AsfUa2PCgVX6X7NjX2bLsXcJOhNwCZF5lwMpnt+eWf6OTkIfs/91nXZj1JGoMHwdxIkDkUky0PxxoIuN52DodUZlvZX5E6mKfFXdgRC/cvl5mS5oQGOOLQ73OCyYXmBFUtiUzO9suDydS1HT2dNyeibzfturs4UxX6A85+VaV+ffVjoqtS5fS/IvayLQEYPrnyXMAwAAIABJREFU0pzrht3y9rPH03U7nFToQd3cBcJnzxLsNCoGGz6T28W4kHaWpzrrIeMnWR9/eiIL6G+/ronnukLj7seyo1paDoav/j+lYNfRddgo8DQyCXxvIB34Zl0lHWbXtHR9Z1Vn1mdB6OCyzrc0f8v2EtU4OqIgltaeuWrpVLNyay14rjN+l58JnrurXPrBZ5Ns2ae9TpYL4OBx4CjcNZGL8EQAvFlHAqEJS1ASDx8sVfLq5O74rsjb+0gBB3LkQ3rPGcadHC/7cJuUdqUKbse+STyJTbpUuFP9oONF+5AX1gu4g0I84mn2Yd1LCWrMgb4c6/87KkQ4X8M+ijleikreXc/dDHoSFCM2dce69TOpqKH/7dfp7FnRjYjtAHfCixyAeiDRLSRhbQwd53E3ms30Fd9H12f7dqxVN6J3ip3tTXtgShxtvNW8DMsYFdLllo5a4s+H967MuR0FVBOUYhpSDf7F1Gb8tnB2+WnZnEZaaX2pN54tl1wQwjQPXBzNaPU06YrutzV+coB73dXzWT3O4ULHNAAbuIJZjUJgtB3ncP6sTtBtAfpH0/XLMj9U6mgECVLqoYtOEU9tA5Jpe8vGoy4+bKWeeirgeTzOYbRYvHMvwaPy94kWIQ/7i53R0Y3EFtwiFt3txmfzJE0sQbOmTae7r/PDH+TpgXuzXrfDA02evm6fCEmXX0B7cFfsQpyp852BWpDaJ2XCzBXLjcoZDsS7mKAiMwxZpCW2n270aw7kMLVN+2p1lVyw4S6ZRn5b18K82iBZfe+pbxWXMMQfHsrDTsXl0PtmLzTRSpLsxI4bqYThPWQjdBniuGB1YHNnsskveze9vn1fc8P+hLAqsYz02PgndZe5zZmuJZErcfSgX5Y6/1CyL9nkF3n8aNMU8S2+ONBbuOqCV3ssfrUn4Bta6oPXxVe09+qM2a5VOTS7NiPTcmQT4zjygs4VzVZ0mGMDvCX8J7TW/GxaRh8aq1kKD9fmsWzRx0LjXmLbTP4rruTxjQAxwO5scD8b8ougrTMJDg8LQZZDyGte+wD84XUrP4oDbY97+hjc+ejoQQC/1pstUtazzl9VslS5yuWXpdwvXebPlDy2nyPNQQuDu2zHObTT27dYuF5LWnQ8mV5pNrRcfpHvfqzruKRo801++MNpvrYwP9X9u2cN9tkYXXtIPkmIbZvTyDLFF7JVer1At9DIi+YUQ/zoZR4SFrsEBDru0qjlxNNY5PQIyVDWBtzV9t/8qNz7qIxTWGrvKQl6dS9betGea+1mjXRkCU4VQvyFcXbaPyGiutHnjXt10nyn9f0g5pkzVDIQJ2fC7DRDZJquCckO81Gyzc9Fuf9pvvtRbhsePJRDuiZah6Pm6arYA8ed8NHlYP6gGe+gtVCS9iJLAPEK9X67Ak5SQHPCY/0bTlnuzA0dDKILz5SfKbwuJMsCXuxc1rhSvoASbeTTShjBpaVZg165whwMOoxu1556AeEqVqQggfioHb+Cae+/79iItbDXSdIZJ5+h48R+g0j3ihTUyd0FtWR77OayGhaXc/xeyrF+tsBP7sqdRzXxhj5a1RJwSBjoOA0b9LyPGtE6Dl16G1PXLlPaqKgHni2MeEjXmvuid8kFk0u4U8XgmZX1bW/ZXMTl50WSbq89N6QFjatGCtd8awOfQuYhXq4fXSH7WM+OJdLCRVnZxtPOn2bd1fNJ20kltwFNM7pTR2d2gOHpiUWWLVy/aVtxluuX02lTjLpFmcU7DPHY+jLwsJowc9Oie+X+xzXKv813r6ebl3KUbj6HH9MOpv1Ys8/cKU8sBnHl5GBxZHe7uMZWUwW4te3ex7LGr4Xy6x/mcmkOXKs8KmFY9dyaYPjkvjw5ErSx9I3ntjneY2stvWeOFNTDXIfo2C2s8Wf/JUkjsZTeCUL8Z1iswgVBc5cUkJKodt5V20rqteiYVlE1ZHhyv2cvimu8Q26LBLu+o3eh+349RsElbCnXqMC4XVnf2Ir9ZCZhYTQv1DZ3hIRYTb1RmYOxmpDGGx3pMvB1mkGUhjkJXUz0DLRnNPqXnXuoeUfAFBgUMxNwpKz0jP+ELhwyoj3rU5RGBAk82Qln9o50MiQazPyT2Z12jTl2xxKJkh0xcKJn1gBQ+jg0iQe0e5TLjRn1rj17Wa0YMvxaaQbxYee0NjTxgZQa0J52PKoTb47aaHxbWbe/dOzEyPx2ZcXjQbeysfaW5Xf/xn//f/+C/37t3/g3+0GkHAT0xwVuG4ckPVnoLG+h67wte3gmRzuowp/aZgZjOivlQb76XJYabvi+1Z3evJEZvI34QfPFI0zFI+jchqZhkXJ6IpFST3uTZYGy/Zfs+XYqoHzjSn6fKAoQyS7C9R6KcEADvpOcdnixcVSpS5G62a/bwVzl4Q+k5idVlyq7Zs+2DtY9cmmQuvfs7k97xJm6qLyC82hf4pwSP/CQANCH0AYOYJAYXGUAGf7GFZ8J7HqbGWTHz5C/w2UjFRVITWel7tzQgla+/KzIcQ7YsGcydeqwiOHCEdXdexRy8FeQ3iABB6xBkm6zDruJHrNSpSirjqO+g/UBZxSDvB0U6MbCO8g7VEVYo8psszpR+IzP/FFB5Sgv0KMrXydJ3eeu7Uac64e9hazGwDHMGUwmCStvdwAl+ZFfAYX42+lRvQEGzAdws3h2eGSdicPhNJipFNim/TpMNVdV11eLbr+UXFWPe/q2xV/XMYqI/UY08z5ZwC6lswtrqrOgSAl6X5HDe5cELkqsj7IJQeXSENfWRutgke5hpU6MtOZtNO/qB5K+rJuBTQ+/LKWd8nLuFZtk5i4xBvqRw5DM951lH8IX113Hlqu6uu+ZLPZW4reFsLmeOut7fhwnmFol8BYl72oxzp3sUF2W60lfFMsmOz9GLmJ7zpxaMd6aLz6pIelVLUV5M51/UGf8dI7FdpRZO9WFoyADPEiUUCwzm42zvkQUaUCDP2kNliPX6wzVIglTaeqPpdkP5QD3qSE0vRebu4QwTcZOVDBxO6PA940MPm2Bi+iUnNxIb27mzMmdRvU+Qhq9wy/BBe2FFoebovNIVRLBdnKtoRXiJwddttlU2Sm9ghM7Qt2wkGn7bh1ci2JrJ4oeKfVuJAAAD1Wj77iBLrAQ4Cffyx3oZ0oAxnVMM+zGzNh9z9mgIk4/nCqA20SuRUzP8TeIjZEfPETh8jc/+en285Of/PRXtp9vfvVXfvKr3/xE/q8fftp+5E/6jXz5p/7lP511v/gDzrZnd9qMkXhjRwbw2Ru8/vKf+bNbe76xV/+KNeMba5g29Rtv6p/7cz+BQJiSdayvxLZhZrUQqWNhRja1/olf+pOQDInoV7/55qdoibTqm9ZUbd5OUKHLP/jyRbzRHvtN+9Fet86+ffNLZfccsMQgeWJrOVEUNAKmDNazA6Gnu3ngnuu2KxN9jnQ0qEQBPZbvT9+Z9RVoVPMjEe/SlG9tv87dG1HP50LD2qFGWyw83dZz2HSHa02UprNpuSzzw+r0KxK6fZmvvyrrtRSDtSPaFU9jAZhupFZd2yIoSnZ1ezPdvJINwU53WZ9sSRPQVOKrYUAPJE9izGv4XosSKwXdIv3ll0XyqbItqm4rev3DLNOVk18f0hn7VIWnEpjVK7OlcWx/Skm98yEqikCcuMoBc/Dww66ZnL58Yw4Bbsr9wzfktb5xj/HT/cXf0MW/4nYaLmj3/uRf+/O/8pM/X13NT3/5l//VT178qVZAK3jo8vMkZyLb0bSqbFMXyB0ecYA5Qmxhmg64M+3jWUcF6XaP9D14cjbVsT7iNhzXO3QVyFuKv8ZOHRCkiNj2gbnPIAQGuIIc7mK5g5XA+qKEaRIv4sLROXD7JgViGT4zJLKNjh08tf/TwK/rFTu2wZ9f9u8KiGqJ3/MtAaA0x9v/idrJNavZVKVuViETO3W6T2qY0/ULyY5pI6euL9n5jzeJNaHEfnX67Gyz41QhjxPkbykMNH7t1N76RXcN3uYS/g8PL3alE28aGouqPaw8skQrktxwUTmXvOGNeGCJApefy6o/kfbUFocHBg6GsNubgG2h8MUHHQk3ttmqev0pb1GsEr9K/x6X6dKccC2l8Z1X4GQgwBpbtyu3e69rAXBd6rbFMqYrtS99JZ4bpgq2NaauJpUtst/W8yFeyakhF89FOOr35onHFJ95cUEYJvZ7e5s99DDQHHsgJZgseJkCS2H/Wu5/JNF/6/jd63L1VZkvJbsql01VbnSKIGUl8pGqQMPfNYi9E0juKAJ544xAmJ4KZKZzCzSVrX6PhNBnIkgZopp1bDyqXxd3SEO0ZKD+nOrud4/q0p5aDi2lnk9UCceJnmmmfTBVezC+rBv8ZYoXhAan7k+dEYWuvecAN0xrKAxKySeaHJllnxzbw2iLWwtDZG1NnFLbfzZAFtBkhx0ZE3es7+///X/wi4Lvn//854QXqRljDwo7IkezXktgIOiRTdzdv3f1h3/4h79ow7Z/P/zBK34syWp9x7SehsAcgWwv+dGH7B/+g3/4i7bqD/7gn/jTApnUz3/lL/+n//xP++v/7X8XmA8TBh4CTNNlbX/SC+gu6OTIHDikMP5fWR/euLvFxW59t/nbNP3u734X1ufUztIccWS12Ym700iRkkA5x0+ONLh4VuTno7rGb2nrBKbk6ZjcTsWR/RvfyvFWGx66epGnezVRWtToanwtJNW6/eNa90Z/JEv7ZCPNr8ebH+V6nAN4V6EhYBUtEKYlknwoqbQ4jkKtEWqTTrKNZxFmuzws03W590G+/XG5bmdzvZrmh7Wo/RQsItLOONwhR9NZAemzqlar69hTfdKQtfMMlC9jZ8h5LvUVlllYP/zw019Ubf4///dP/+n/9Y//j//zb/3t//WvfvvX/8K/8x8+e/4R+HBObGLkaqCQMZFESsuJEjfJ3YjwwB2Gkk6d2sVL4WtIvHBBR9mxLsSEbGZ4QlrDQKPmn3q9Kaf6/Ox6vuvgQs2mJNRI/0ctdWMZTcc6pYrLHHbCD7cDameDrQAQsgLW8EfymYcdSujAh/FDxxAJaCPCl4FxjLXBkKjD1nSMFzsGvseRxPNByFc5WLxCMeEk54+lwP66FgjoCTRTJwfn2B1LN/bC5AovChAtRTjVZxz6jWpSz4ENuYIvjbplLgoyaUpnj6rtJ6yY9UHxX3mWRmULUMu5DEaKcz3u5SRFJQ+/LHc/yo/eyMZgl1+Utq+Y5T7QhsiWOyIXBJXDT08eeG68PvNU31XPlZkv9fT2dpzDfN+62WQ48yvssXPdabPUw0tnYYxbHKkblck+HMtVWDmWMOj8HGs/YnQ7GmSUkFpuf5yxnv9CZvycV7uICL5TiYfbV3Kti2q/qjXR7uL9RJZZcRhWvffUDugrY1vvM8uBPRuBv27L9V9kWSRph08MfrYwaXL1fgcWGjvVK3afclIq4qt73FJSVO+yexTTG7a4Q4uAtfp7QYDTrhekhPw6S6D0F1TKp33fLtiMdBrO6rYOd+WubpR683W5eVuPc7B1KL02Ro9BrpX+Gii3d5kyep3V+8CNXnX1jq7Jr+8xgg8Ra1z6X/HuAPQPYPR2Aa9z2wGjpQSWhcNGFDdMduXoCGnJVoaKBuTkEmlP+/bb3/oOuOdP/yu/TGieHotf7fmGy4ngcU2m0ZJINpa/8K//2ncDZH/xL/4lh9HwOyR/eu/qLQcY4lpHZoYGC549/eCP//iPf9FW/c3/4feMgdjQ02zPL876/gZqL70jI5BNbWqcBENHeOFiB7wcbYchY84W1nNGMQY6jZ7ungDW993m+n49Hw0cmRJ92Ry6jakD00045aKWej5vyx5kXxk51062QtZDGhJtP3Xvw6mdhXD7plx9JXWhbqEz4cvWpMmSxMt0qgtmbtv6/jbjZ1LNWhZOQxDYV5caqArj14Re57VomGkZcdncRfcc3yL3xYd6iPDt19L4+XryXFKvGztSQb+SCTcnruinH4tjNO/knIfDGewhjndSwcr50b8ArG//7+/9vf/9L/1H//Hzpx9nlDMB4LqXXrrBRQQp3HfwlhhNmLTQjTEvAJebl25QMicLqG00QG6/+8/R6oPt82BFXdIpGlLmpb+AhEOOmmTlfcejlkK9cx3ugm/fNQo6wbL66pijVGmv2+Xg+c2rs5Ok4ThOrKz8WJdnZ3HjQdfiMAUZxiatfk32pGox/9OSYlOuJ9nIrp7PZBL7pnKVDZTLAe4sh94VsErzEPCvnhQzLBRx5Np/DgjsoPDSEFtEhIaJiwPu+EZaysgvchZh3IAmTCItZ6YxuumluJtiI3hlui/7P2md/1s5PbVcTE6N4txjrIJOcT826v5aqNl7xG+odyZwPEkjlzrjJ/HueT57VOreJKVRGuzb2ePsSZF6qkHw7GmdoHsrE5jXL2vEhDyXrLssEihPgMsTnKEezrYZ772PWhFKnUJ8lc/fl1RsPS29hTOn3HRsL5MBFteeEhTqTrvMRnkvMXKGkDDPArWf+5/IIrR6sHC+fpHnh34Ue+IGeG6l51cAZgkJkY7Mc1/sym4JrnUHB5V5jxIpcLLMSJevGR0qWILmn1Xy2hls7FqYV8SNJFsaqVEBg24XhJ0dTo9t87yqDO04ByP2bNRms91sHouOG+lSyng176K/8x7MVzvlwXi9F2HNQbwcsQNPDFq7nz14nTlg7KN+F4HI489aYWUXMLHpEskMIH75z/zZ74By/rO/+p8HKGBOkNCA7RXmhOQgYOAJWH3XLvud/+q/+W7w63/6W/+zdn8X+ThkOloKezlahKadaehXuebf//f+g+/Qqt/4jX/3aMQxxL/wXF9QodEpREMesdfdtMARbSBQTk9YGKbvhRnBTZBwcu/DgvXXbT/faa7v12usOlM7N4zYockABCPtV7+wfSPn+N1Mcnr783Lv/bI+qgfEz61UTw3ke61uZ5YT3m/r+mOZ8fthWa61ukO4oqR4Ddg1Dqbsa/vrfLrSRRHNr50eTeqVzooWfNrGCegCklVRXB3fhvmYYOfgLuuh7drfi49kg4HW+C3EzteWqqzMNp+VYdZwYubJ8BeYeAw0hugHUQ6GsB1M3HN1u0un8np3Gmds8PnDD77/i6rN/5//fv/3f/9f+hN/UqPUYD0NqH3vmTtPtZsPjFtnEYfkTEdgMg5wd2HIp+CS/7+j98QnwdnYFZgylP2wMo+NjCXSuYNQxW0rQXmCALM5lu6lUM68e7trddffo2XhfYMjM++EVqL8M1wBjeku+oe+G0v3i7ucXcfxuEc5/kq2hqBsVky5hsy1NqM3Q9zR6XGr5dOtgNt+VO0cbf2ZGYrQZ1ce7+lInfK3kAlYMos4cOc3wih3bJOsANpI+llvmXZMPiqe31ubF9SMTKxrzGqioN5hmXf9vkz3Ztn499Ukc0Rv8sMvt4gw1fg1bf4/H/UrFHTswytCXhzoLvXQTrlMvLtEPcfv/Pl0UbOc2//TvaJnqS9tYtB40dptNK0loJsrO39eNIFYZ/xsVbzlUg3c2/p2EXua/Xy/VlPa8G2+mO89mySR+rUWjl58IHvhKAfe2i9J2OjryE7NWiF28hvBVWYHcsdKZQZLlgUGpURFpqfk3vvfn1oYvf16vvqBHCwsF0zK5cY2l3syIXQt1ydzOQzQ5s6/UdtitA03WvEgY9egM/7wPobuIk74E8zTte5g5imEmwAFMxj7Qdf6NN+Gu+QgXNkqVpYWnz9uz5zaNHWKlQvJWV9BjAPxa0CiyxlRskZbSxuhR+Jdx3Ho8wWwhfe0KtrMPsZaNfusKq6X5bbBN/kLUgja1zU8cOkeUsI3swVmO0hkF+z5OSW8zjdInPLpD/7gn/yi4Obv/t3/LQbX5v5m6tdMLV9DZ0Onjn/+0T/6x98Ndf385z/v4MLBzEOQyf5PISyROckA/d7f/B9/0Sb90R/90fXVI7KlAyj2V/7yf/LP/0CZ63MVEuFrPiwo1bsMey29EFY2eIuXHokPcxw24mu8S3/GsUtSLN1wbL9+l7m+X/v1ardzcX0O3YyAuPuThrR/+9/6jW//2s9+9u1vffuz3/72t/7Ln/32f/2z3/qdn/3273z7W//Ft9uXf+03tz/97NvfbJ+/lQ+/+eb1j2t6Uio2ZW/Mqxd5kZhnqwFPyiTtQ07g0rKrp2z3Xw/wLVcvi8z4ncFgD5UzIJt3sz6CrYsPnzPeWi+RpnoAkRyVKwUq118La5U1fk3JT3Xl+ol8yxJe7fFj6Yava/w+LAErk0K+s/qOo3L32ADc8/rRB/8izvV1//7O3/lfZPGz4b/OBjvZ8rSqZxyOCc9C8ukMvHNWthlyR4QC6wNu8FhugxLbHFeh+/dHrK9X0ci7YKQlLX3fuymytGbaneudbplgViI2Gx0sK2fUcKqa3gnWbm/HW4NYUo6muIpSq46WcoQMVNr1tHNiNC7Eptro9Hyv76ZTIx8XkJ9oX4dhbt2I31TX+E1y+ovsRzV53p0OJkkQxYGLYKNmJYwTrVW1dtnDPecnCXTujrsvF4DN7tBw711zePhqxZzyDRYIBE0mC+oeCIurMqHE/Xxf1lTL6a+VL13KAe5Km0WjTgEIjQuWqXPDOidJyHuJTdp5Y4SMVsYpM37P8/n7cqLD9mF6UJnVMtVTFjxNXxOXvgfeqA2TFOf5B9KLu3qig8z4XTetKD3mBAcmzoydP9XznMsChJu3df9YIcayxi9dWGDSCTdPHgXF2DmZiEBixKwuIpMAe88WkIk/E8VZsoFzvfH+x7K12209zvfqh5sA6xPWrFt5T9nraNjkg1LZiEDDe0fBGQp3Oym0nzq4z8P2Lrd9abtOmpOHsURvAEVyC8qcyeKwDrjl3qkJxLzikanGnKNUZW+I6OZl3cL9tfDqi2ftgukd2EMHNPGUuxaAuL30nDMEzR6rADhZFIgJMv3TeyhoZjOzkbZTRA5+ZpvKYwc0u517sgokqlNHHBpmm8VHrxc8cu/jggg4+P3e730XJvPg3nUnROvju/quEkj/D3XfHTZbUeR9/2NOd58w8+Z8c+RyAze84QKCqKuCGL7dNRAEcUHQVQyAqPC5K+6qiKsEUUEyIoKIAQNJ0RUjqLvoqisqKEGBBVFwvwfw6+pQXdV95oUz9yJwnnneZ96ZM326q6ur6ldVXZ0V/EPfT68XV61cuz0m1wte8KKkPxWlkuL/0tnhdknN6O6++56m/fnmN29IFiGbON3siQ1Rn+9wMEQSt3pXw5Gslgg72Vko6LxETE75nK2ZhOeVJybrKnn1gvoOOFgRBuNOZZJxkagHEQZeXHrpZU2f+4qXHwBtQrbkHOx70WoPjjAazbMg3cICFAWVD/AhHOBu6nlOzOZjW1RliruYIsU2lsinLEi37pNYY3PgPPrUDtOsdH5WObhajs/Kyc1yclqNbVLlKN+UGOCc5EsgsYYLziq0nzV8kqy4ivBbYj17Ieu8YDjXJCl0xdMB9enrkUceOfec8yfGpqwFQ8ZbBYp12ynArFuiYgI4qWTNTNVYtAjklGDq1n3FXQZBo9dkF7NHpMZKZPpTEEuxBxE7CG/8QFjYp8Ye4sShgbuovhHjWBQIhIx+RDLEUUXAcswOwGZzNG5iIB00VxcHTbJ+qXCgHeOUVIRulP61MkHxiWMohfBbsOpIjnGofY239S2G00ohDjOjTLkFtxPMHIQjsuA7kBEniyjAEk8fVyLRxAVpo2IBSEMZsbTEN3nd/XzskZ+FeC7C6qhdlaSf0ieMsLGjFe53uxnuyvMBObTWAD9t1E6r4bVwBozA7LhAimiJkUXEh0xQn+DGHpUtbF6sLM2g1pfGe3BcXr+p6qkGDcbztllmbLPMhiii9CuTA6z5BPb42UJlNtVzMm/lbrAhXzR4nwlPhrKfuRPmfXJwDThD4WjcrXCSG5zj1x/SO83TfTGCeV5s7dd+pfx0EP4Pf5GN65dtVjqrQwLwgyNw4WzhGQX+02E4yAH0eBvRiOcNZw8wjqJa0kMpfBaKcRL5D1xKfoLCAXVliC6iQifNMklFGSbkZLHFG9hJ+XXklxgF8+m6RpFO54KsQS5RFRw7bGjbnjLpvjNqbBZ2+vUtQfCvoqkPKDqYBHRdMOEpcTh0UCVfJpHcJtxC6GxRH00mqQDJ2MI+wsfEufLgWCi1jxH1MbCH9xNZUJBHmAhPiPsVdT8pKZiRArdWI9SEN0cc8boezJqDX3kowVTUxGeUJZF9OnO4L9Gef8302ZvfdMz22Fsf/OApiYud4Uz/3NJ3jDEiRswU2zwJ9z9jj7176I9GdLQPGJulobmGqO988ltkMDoFJZl9ZEg3XsqWODrfw4hQwSUhQniqMvKi8AvPn2Duns4ODyXWPLPg9b89xfpeVbgUGhwy6uwCV6U/0JKqzzC0Sy/9dNPn7v/yA5VQeuWL/lU5nMU0Yyp6bTJC3y0rKtDDQx3llQF+tq7mNEBHAH52zVbRWuBT4OOB7ORWinsxYFg5mJ3ZkmJGCUHhmRIKNlgqDa6AAgPa8picg/ppxbAS0qSYFih5gukQ2Z2BmGHJo52kgpu88HIschyE9AfKpXyFkjuzIOU8cYDl9N+VT+0Mz+i668679n3+vibuSgVRkZKFcw5Ke1SxBaFtsCS4vvAMgIA540+kJ/+i1vCZGpHRQxQkmhFVpNG516ykhn5sTHjlCpKEeIgiUz7jwcNgr7MHxcgn2JfE3KcOBfrGJVkx4wY+zIiNK2XYgYxSC40A3BHnDAVqKxCuRjdKDDOIeJRJJyn1ogBOjAEYtmTugNrolj9filHSDI0815GuncscgJ9xwKtJY4qZPX4ocgmFKymSnZZJzCqZvlQC0B8yBOsoz3djMoOedAb5lqA+ZCpCW6KblK1iGvihotSgeKCOqXA4lYeO/o1dVroRjWRG1sNZBca0lYO75BDxC4YiabyizMnMZTpGFp12K1Qx3uYWdmDZrqU/AAAgAElEQVS2Ijfn+EFEBXb6LVL5MCGmB4eeDiFHNMPzaUvVZ9Je7EHbmjHK0USIVaQFB4fsqeV0IKbBthrc2e6eMBtKN8v+ZdKg4mB2B22OxhguRgwUU0aq1S9lnlj2CJaSXwWj3/lPW6YEGojxDpzjByFK2Puaj24xubJlBPkIiqthFTc1DJOwpR2jPtSzfF0n8rYmRx2FQ7TGg0CIwA+nHpPGkqxrlxsclh5dqlmdZCOSMJqdjsr0l5NwbjOwwRyQt28xcmzSFKUVkQ9MOCQWINEs7E4e1c84oShTLfC/4RZMFuwe/JbmgpKhYjSg4iZ7QAKCGeIVaSqxErhFiCTgE+8NCCy+RCZjbHTy4YcfbmrQ+IgT7VL6ppTMxCk50YJJ5xkOvv3c576wPZbWjTfeyElUEEaxj6CQj9IqQGuBP/eZt7JhHiZes7O7U8HKMbCjRnPUV3J3AF3AOEw//ODRCcgNBZNwNmIVdUky1BehQVRvRLRlFgr6ATJrkvKh45BeUN9hx8KhQ0HqUecFN46JN8FhQmH9RsVlvaC+Axwkk1DcxSSlWC21qyzH3fatrO29MF70243sbv2aiJ89wc8ciqV8VRjiDkDpwySdN81LKgfJqD28xyIifkL9ZnqPo6Dzq8wJwqakOAC/ESqUyVqgE2ccTGTivLUU1jiJWAbxQnQeEX1ZtPwL4nFgMppEUAOGUU831KevP/3pT8/9m30o1EmgL84pVlFHolUJWZDJC/4JzhppNugFbxYEVmEmFF/mvjNhTh3qJrqDL21vKSoRfYtNEZuMKz5qbwky/EjZcUlCbJFgu6OpXcZ0IBLDUkz4BHVnAHEyhmYznrBHpCjhWM66To+UpP3A4WEthISdCPCHwVJ6khYi1YYECe0rtqyIVAxHvES6Dx0K+t/cVrGCQpQds8cPXnNwhk17iiodApNirx9RQ54ImB3qLJmU5QrJBGDhUbpLDkroXyVEKEkL2LeKwgYZ0F3gHGukkl0JUQtIYb+mkqeEYKwbYNA4sHEaetgnh3axx/mAChhZK/N+JaliDbFubpCEftLH8SS0hOHj4Ji5zVXIgOMcQBmZPX45HOcw4L9ynKkyDx2pjyCUSG1rbGYqcJjEvNFNxonZTliC29bekedqpDl9Z7BEPxznYDbAz0l3nMMgFkXzAywZO/m1n1CspEY/+a2np3M8eQYIe/8YueC3dMevo49Zs3pCB1bbHYlgA4xuMmrUV+emaZzJ0xN0xxNT3TQRMO/upxQIzapABM/hJHmE4SuSAyVDRT2PJFOflH+ct/RoWoRnb4JFo8XClhgHot5bAY1YiGWLu8CbykX8ICkJavwsSigZZh9plcw+PoUCwkB/pFJWS7dUkvi49wLpYh0oSVHU4mRE+Adf9HMSnQhfMaEscWxZLBapjUv0GfYkmA5MsocPcVsg/P32t7/T1Jr5xS9uoTPNlCUxZMPmZmZQRjZ6STRW1UMWJb00gp0YW8hgD+ObwuffI9NE+NB2m0T2/Q3XX//1pp257bbbAv1JiJhbDz2hPo6pOOsXPqJLRo1MEman8hMUEwrZz6+u8EOuh9L9nBGTx8yPwqsX1HfkO+TILqbcHLafo1VKSMFmPEyiGWlPGZ772z17BWSntPOB1XJiLjdOKTm2qxH6aHL5HGzHY7ndhWinAzbMjG0ChTE5Cyns1cLcA0W/wHPvlEJDB1cKs88MiqNLD61tVyxLN5U7BjazLI0h2BJycKUzPiBPdaPKB1WIRHn13OLCLUtnnBlSfOodEfwnKHYL3lt6Z4jZEudoIRk6coGpp3g1l9rrD3/4w97PfLabYslJkZEJDXu/Syq9OYBBg5gafGgdpnK+pCR1ko3J22BtRMYily2RrMYGnREgREBHkbwNx+zWC4SUjUu/qEvFYAbTjCG4zVIuI7FfJB2moIh4b4OIQ7BXIn3sTwShQKT4YhXjUyGwY4rAGFnXDplHV5WOTD1dL7UGZeAiSiWSPlDwrha0b3Q2kbtMob9cthfJiS2ultXE5hyOcyj8AI2lmyGJIpqjROKOjIzf4zPzBSZrxBaRRwtEvKPhSIhTOSkau1dSXM1mCsWU1xQRz0fiK/J50cF6jsrw0fp9LnZSrmOqD05SheRAs81vaL2JIPmJsHFUg8kFJ4LvGC4WZs4RWyKVAPg+Vy1ftsewVlGNmvrVsMcPDjGC8FqbMDzm7/gWWgVdXzDp/cvkJBxfDpkjGv4Vg6kK8NNXhIqIbk8EHGrq0nEzODFSDa7ITYVMU3VsqwZ+kP+Jg8oimvt+BlCKeCky9Onsp/jQ8b/wCQgquSEsPbd5ryxMNwo4f2KumJiDDo9slKBGzf0yMLlCWnHrlyG9eMMhAWBZEZxNkn7L+o+NY7omH0Jw0BM+D6gvagdNX26pBiL7X7FGasjOPqFrqpLs/o51jtvnKlf2XIuaOaiB17cYLdjMWinEiRk9DoecsdQV2s+K+A7oFFPGCJvhyRyZDE+0e3BVRHOJ2iXyxcpgknrdEGdt8QlzghIDlDWRItIZbvzRvuFXrNhMhVLsX979nh6smVUrd+YiDzUWQlB071HZxNShYFZg+ZxnPW/7zax/ePVrQk/Y6iXvs0gfBFqR3yJGLTrtwR6OEDz3nBCXQ+KTxeneNK/h6XeOOWonOWNx+NfDs4wZ3NJtswwWjGDGTaQ8UBAEQEKM+9SsZ6qLtAM394T63g4SYXS9EbJoFeEhsN06XFKa9JDhCfv6fMlN4wftGGfnNtjxMrHVlHIelZkMuLrlKQxJ/4XzEQJO60DelNFtgPqgEtqkwnzIWK5RocYHFfYN0iWPNmIk9wvlRVAOxV36cghXTrssndGNUits5AEXDcgJ0zJtivREBkDdTOe3zp1fwwlUZxCOCpzGhSF07+mI+vR13333P2P3vXwogBCHoD6CB5gs4gITlZZHCNwwjS0MZvGjvU4UjQf23LZ2YookAjDIwec3oD7/IS43J3MEiS4mFmpRyxvRQuDGh3dCpwghuKIrGYZPZCP7CUF9TP+mdjMq2QASUtPf20wFXTUo5xM1FBtVhHSxq8V3siKSlprm4aE4NEnoFtkqnKOCuPakw2VuvrVVPW3FxfFNqj3hXKUunJUgBGbMoJFX8ifiLFfO05EF0jGdEkgRES34AiLaqphE7l/BiO/41nNXhCgq1odg3jAEyP5GxkaYPiRvpfI+OPwN9viZgvVDtriLFdHe8KWUZPZJRXiALpaUaVPu5VNsfwKpnjbPcwkczABH0RbOiwo35NzjQGiSle7wvb5l5gB3zRUasG3Uusw5mr0bMYi44MUg6MWuUCsS5UA+uNKE+wASwzEJ/ctD5q2lQwvNJ6fUFJMqlWSWDK4+OnZioMYCJ14mks0dKyhqvLptBQXe5kzKj7ZJNkg1CscSSK8f/brALaB8Wj1T1ZeZ8boYuY4lZlOBSYgczH7GD4qvFKpqqR5nPO+qoRSkY5F9RbcI0m4wT3G0pkh/EkWAJTerKYD9sEZm4U1noU+i9NYRExEhg4BI0YI8MWA8rkSokGFihKibgvZ2QbQegrhks4IrhAkIbsqgeMVZjBR8SeUml3GljMdA1Xkhaw0v1p9Aiz1226sHU+aYo9/K5WwsvolmjXBCsCGILxBe733PSdtvY1104Sfo8qbtUwmYiMiYNQP7ZsVLX7p/Dz3Z/+UHpgo1ndCeTm7wGCPoRWY1UjYg5kIwgyxNqO85tcNqLRsV0xBFJDM6uZwt6Yeyx1jfCf7oufUq75gDx9twGGus75mtLHDIphs9ob4DJRo3GLEZWGXOrjUHW41tzvNhpYGfNP5ag/pMXWB7JHpu86aMP7VS7SXS5YfMwh6/9mKJ9mgrZ5qGkTeWR346cLwpXvLMnLW9Rm87UgysAP06DhE/KKGW23Bl2xQiy7mkCiqQtE+Xc3QnW+mRnOWfBGYI0t9+7q0Ez1ehkacp6tPXPffcu+fuexo7oB1RhtAhMuZw7BWhc6pxUps4Ecv0iUE+E9QXZpM+Ai2qkhhVKM8pwox5MlhXDk+GCHCEAEOvmGZkBjcXazHq89LVU89W347GSzUg5s4Ea49SmwrSiP8pMal5geZLiKbaTpK01bJuZYWXiB9RxtPna5TTVSZdWQEmk1MsFK3Q2s4QJUWlaAERv7EZ8HBNmqw2OK7NhLCMxBBsH29IMEnsPBYo43ZnZBQFg4y4XykbFJLodDpSp54INdDMpfxDDGtq4tP1GNtpQUqzfBnk3qDcBQPtRWAM/S9E/DaYctAz+fiMHNmgZJ//tsD0HMnC8pQmUQ8RRZR89tOBFCJiRf2+GFX9y1THnuO3EIpSmlMf/EiZLRGmyVMAcvP0byH7d8aUtdwiqzHVyv02b3J/aCcACRfSbJk9CC2DowbXmAKhpt6pRsV9yxUcclg55YXHr9nl4A9h8haapzC34vhURmYwXbmxcd5tkXoeUABKB9aYfB+zV390V6jcA1Nvj26nh7ZHq482S2V4EJJEgxNkG4eIgpKlQ8btGGRQAdtIjgtSZR3LDYw5ZQVJRanItFLf0/yoj4064VLjqmsVqj0BR7dPbJGT2wD/awMJ+LZDiE/kBrct6fIkUp2vUKbyCk7DyCYJhF3Ae2zvC0wj6qVq+m/crm+H67YIxbGMVaYREzOrSG+LrEZsSr9uu+22pnbMlVd+ka8Q2mZJ93i4/rsMe/e52StMTUkY7A03fGv7Daxf//rXlj9ETXgtWnJFRGQyCuR4+PvRj5zZtBsPPfRQVfYRIrhlRhwzrlcn9oL6Ck7z7rtuBGYc0YHHizA1a6J16603puEIDwfFL4MoKd1izgJXWNdOL6jv8GNsgQHQmsPrVD6Uuy3mbWOFFKpmjBXmntkh97Cv7xWwr083qJSPIZj9AGaPH6S4zJpk9E2yHEGiKeMrNX9tf3K39EwGiOosySE5xOzx0KARrCgM9HU13Tj3UrM1zCYV5USGGK1pSktbTy0klgytlrZOgznAXeWjKstJ42RRh7h94JOwqJ1yiiQ77V5krxQ1y9AtND/wDPcKxjjn6Yv69PXLX/6yyNtkXtygyJpC3FLQjeIpzEC9S+AEWjAVoTMatVWYsoD6EDlUElcretOD6Y+6lvpEU80V1HmtuzRCfYLLK5IWleK9su7fijFe8AEXZLyIHIKKQanexTERx9IVJV0wLwrO5IF0THKGWogUYJQS6yWSoYlEL+DccaCLRHYmQUQlf2dkIwZty40QZjISGtphWrmUq7YpRGwy+qDcYnsKPrTHlLEocbTMawQXN0KKqPN1cx14nrBo5fmWTQGxj5kq5JYczj6TP64dSbudGFHB6ERmiLvt55Hxv5t3UBx9OaR6mhKpWpcNwwHu5ttcRXMR3tNJYQqagAGUBpSwRBoj6nMnp5uZLYahuEvfclvcxQI/yTk2Etde+CgXp+pf6k6C1epsbLOsxs1titsDkdoyLbRyj9O8qJGFGlgJKhXyYLdqlQpb/iD71AYe80gbBvhaoyi9rZXICi9dmXpVQfKQRVTDkF5+ClvfBYBfDmeczJodE1ulGjGHIXmBpqnUysNz68Ak9weVSQfIeglBLcSHODrUlTG1UQxGss6biwECJEu4dEo/i0RKjAypqekZklEyNkeDBMM1EtoRGlED8NsCxgnkD0+bqp68Mxy8hCGzBBAuSVB4Yj45dpgMikp7yvALIm5IbB2CMWpQB0ZLwq/8t7iq2eeBoFiQnUc5Kb9SWBi50xQHjXxsxfnnXdDUiIHD8fCUDN9+Is3J09nYqQRx/DQ0MNZDFmXtteuGLVxQFpRpgvIIW6KpNkJaoS1V/eTHP2nah6uvugZ5GjU0n1NLk8YnN9ChKV/eMH2RFUXNPlzwCBIKMkEVkSYFeYqbyrz+KTjpFZLat4Yila2oHlDfKw96tRxc5yJsk1vUsMYq/RA5ke08aycCpeCddPzW076+A12gDPRc7g5dgPzv3GmpiRnYjw7ZkqPmcTnROlbREslijYbOYnBoaaEGvtLpoj3lNXHXeaTTTWRWMCwUMjkPyZoOVHabn59Ho7cG10ACvUk3zeEsimFLtDxYljV9cGLNsU1Bln8ZTTExUtG7Vvg+U4s8SAzOipSv3G+fFuf1zXMd/ZZjfBpVpDIKqvJRh/mlHfmtShRTwrtXyQ1k1pzEc6tDiEIwAz02dMicFoK1yZQRkfZUkaMNUUj2CJQAYYxpy0EJhlgcE0dRB+q918xmLXnLQcRh32h+O2mKCkBGk1TFk1fg/9rREeZHykffUp0eCy6yarjVywzcUsWsxdpM++NJzaxk6juAncxwanalNCqAfDaTfzW2Je8sNIZ7O5YSPvQngpVSyOihXHrImL2JHvGbDhQbOL3TEMeUCVF18y6J5o3cajLEvtyvBIF5yXJjpPNbIVyzXEhiqptZ6RD+yv14DblknxpeB5mBkzPgNBxep2S/D5/6KWM5ONh4YABRt4i8o7MUnIaEILaopj1ePIenFCM5nOC3TM8vbEDIh51nM3B10GVspcNmvw645/qWwEm2E9NCYz84mmii4KUNOXMGjeC3abhR50AcrZVsrZQ5t8dvwFT1zEoycbiC7EHzMW/wflKXhMckzCkQ4XMrVJkYITxpCJjh5nmjLgdWGXAyB4c6jKyDqp6CFK1hp4TTZ8XrkZjHVBqHoSVMWBF+YAo0MWiLZCzUzxiYJ6UGER2x3LZf5aHuLsq0sK7JT9pcHEXqPhDBlBzP7XEOxrICAynXzEk8oaSRwhvSVWR+RKsmIQUTIwhM7Ap1gtqjYmlQX5k0HcAlUasF+Tx1w1i5E6H/gvpEycC4Lo+N8oo/KNrWzLqR0N22XB6w/0E9GDHPe+6+hCkd39RQlrmjmJCiU37QAQfvKOvq7W8/gWNjZ0XRGLTTeWE/ej3r6B8uXrSshz689di3kZWJnId5p4EavdXwpPSkzOPJW3Zd9s5MDMCAyGKWN0VoglCK6ks66RHTJlKGf/6ud737u9/9Xnh9x7yiT+DNd/GTffd5kVQDUAV7fNomyajhDTLvNw3i5u9ogUSd6SnWd+BhJsGgwHMOnMCyZamH1uTjm82GhK1ydFdVTuSgwDpQAN2YI36fg1fAvoweHJULe5fnXJZINQ7xQyccPe9lOBHUaI6Gya0cNOMyIl6c1nRJnnD4WCsX2pgbgjrU5uzdWTGyqznOoZSc+alkQ6omc40vyvCE/YgpHxQwRx3US8c24ZBgworlq5tO31PquvOOO4eHxnGrJ1meVUL2MN1EtVNVUpG/JX/hNBUqYg+62PnNdMaVX9QoLoiIoE4HZLMisrm5DMGvKPfGHaAfetkSK6yU+b1EJes9ZEIWLmpKtKFr2dOfRGboI4i+ZtmtSP8oJMhIqrooOOUXRZ2FYN7bQnn4RL4pAF0kpMQ0z3ALaa4Vi2X5hakYz9BuFzK4Y5BQpc1WUGbTMuQCgK9qs0lNNxZ5Z5G7ue5EQSuLWPXacE4ss2EUf6gXHUxuY8/ptnP+OOp1whuwcXxioh0Ct1TM8V9jtNDnMqsMKRAtYRMRRchnD0A3TakhObLRbBCAooUKIn6dZAmXRCPTtRaNqORDDpZupM09P3tPUOaHUAzJ9mIongmpnovN+eOVSw+BvwVKg/Ag66CEtJEO3Ny/BHb3AfbbCqmesNGdL94sD6sGu8oAmFZJJn6YteXgqnx8VoB/YRpM/4EVQvZR4iR7t2qkSmCzutWUEJn6wenCTJmtbcG8QYa53ecP/lN7JO/ktBrZIIshZfkKqFdRriOCkbqW2AR53ouEYYwguKUaAzOe+hgDLS6mIrEcyeSSNZtIYD+txOfCgS7F2FwcFURGhanMWxCMAROlbY9zMNJmYibvLAEvQ7ArcBVQDFxERHD0yVD4MGrgSiFh82C6kGEa1BexgqWRPww6FuWKiKpY73prRkTd9b/F6hrJwi4950Uqh2kFEaRDxOhRU+VA//BDDz3U1Ih5/0kf4LIJgQ3KbvsvZaYKh+lL6Lpvzzn73B1lXV31lasEW8alNz4McXBJOLVElXTgae9iLF//+jf20IcVy9f4UVMJCFMmAvPBU3pAfSqZQQz6q1QEMNVOlyvNjKpkUAmVqpFQJfkhI2nSE1R+1PKgEi186NenL47MUQFJfays1jRbI3Z2xUg01hpZp9SAvwES7j031tuyvezrO/i1qpqQoN5y1394Sum9y6UcWGnKDZtKd6ObVTlm8/7NDi6C+qBLuS+dksMNnYX5uJFokNayGcRc5hWkqXsmrDvWC/0k7z+YnpFlSVGfysgUZMYv7r7N7QZF0FjQja2683nhz1/KKkfMYEMUNTYEYS0uZ1JNTC17ps+8I6agLBG4K4zxabyvD6/3vfckv13ezrLP4Khba2SV4fvIUK7Q7cLVaviWTwf5ylmTQWgQ0UFtdwrI2UTTb2nL3JKoEwJxU2ZQNVXUqfykMDhmMw9akHVx7JUKLbjDPHFBESmEwo35/gKgYqOrqKVIrQSi3WKFi2uTL1W+EBzDs2QqFfc2HT4i24JQI2Uh+oIbRDTRlFBU2jt6mhQGjQpsjr0pt6A6U8Z2b/v88MJX9eS0ZRHpgnyFvB2MdfKm4tSL2UmJiGF8fCPU+YgAtlcTnDicb+nUkE5mJe9khVmCRKlVrM/W5RdSl0u/cdrsSVODamiNyZudyTU9R9ZrReYz2+32sMIzg380tfeymiFETIWAh624kLOHtxUm1XOJqeyyyAI/on8dPQU+2m1YQLltlFrfMrPTAc75gBxgONPIBhXbNruB0Lnw/a/8I5BQZmOh7FMDy525r4kzvkX1L5cKa3fn/ix4yuRIB0RBAfXxikEIAAihBKaiEO3JF0Igqemt52qDT7TgGlxttuvP5pMzGviZ6jg5GR0RTa0cJzHxU3jZTm1ppj0pqxdkjRRkddBRM1wQiRq+fAqUTvShJHLABBc3IzF2Yu7nlXt4aIEtIp/RE3qFJU+d0dKeMjt6TAWEsa3gdQoBG9taTgaS6I6A+qK85YLPfrSUIpkMXLFAcGQlPa7D81sRqlHAxt/DbInMEch/En5IP4mmKhoV2nzpbb5LTOvHWEi6Hef65muuua6pBfOd73wXLQOWO8TLyPKykJZWNt2Iob6f//y/d5Rp9eCDDyKbCsKyEUlFvBgqEbMCfH755Z9p2oGbb/4xnQh8VvJEeNMc9VXRavGVAEr+FMfffMhhTQpjafGkL8q9gatp7IUjvZKmjSGpqbeCTrEg8jQSebYRehw8X5CoVnOR94vRdRb4QYbMyHo469PoVJPckueAuDwpAsixqK95hucrj8j7F8OpRLLwwiUnkg7O+c018JucU5Ogv/OxLSIfyAHySUWSBMI5RU6uweE/xoqylRJmDfCbMhE/Kz0RvqIpUBKFTW2C0hs6NSgrMn2cGQf6tQO/kv1aY6mxGZe7Nb5JWVdlqP7ScRo6K4n08PYHSyuIX2x+YxuLfOsaoRWAqanqH/T0j/X9xRzksGjhEuMGVgb1tTkBa/S0/5CRjk9u9BMmb2k7DAAkmeHkhxHbFCqZOz7XxG0cjpJHu4HFLbkNSlN8C8au3pNov43SrihreWqUyfAp6qtIP21X0Tr0aij4vGoc235QzLKXooxUKjdwKwx2JQYTdiCGZIn0q4iFRwxEpv3pAo8NGvoIbtVFLEefTmw1intbJRR3gfLFtrDnjOxM2ciP6VJlUqTYo2lXg5kYbK/Sg7HUwglsoBKVx4nGOT8gT56wkNHZD4uoboLQLiTBE3dbQH2+G0X8IPdJJIeptWMyRzQ2GNnoPJj6NbyL9xoUxm9YkaAxmSMUvATe1GlMfBy1caOF7LQqGNnlMKSf2OMcOnaPX+l36Bkw5qtocu2Dermt+k2RMHvkOpwHO2Y3f6pWSafAxsqQaQNnSvKvBn6DyyGdx54YOT4LcUgol2L6DAcRtW3hU+bT4WIwIZ13UZHjOonJymVmRlvAGwoym8g25n4JIUoI28KpAzNqbJPbrplZT2vHULKUoh0hEC61IpVdkBcSh7GTZN2gCxzbpOydMEzwtFJWoTQMD01ecSIJM/ZYRCr6VRXWJgPwRRijs2oqWU2ATxw29ZhSUtpeCsIhJ6KYCmGUG4UfVKQdCjatMcKHl+CkWCBjylrUVJKkcEflkJIuIyhYWX0gsoJa5NigIvBMEeiChiwJ9AdQEb7tAheFCD8MRpg35o477h1NLZiHH354fGxKEWRF15t95ZKhDvp0eufKlTt4x85+L3gxEg1pGI+95pMaDujhCMHTTvuwimO8jJ+QN7SwO/FdDVDfueeeb/kN99W4psi/0n+Lj7DLAAp5+fES/0LhP7G1iErPRc4fQW4gs0aqCCD/86YYAysPET0PELGbleg1EGTHQpgCaD83gVmN6wwo0nhpeBcxOZdPbDXAb4M5wL1K4h62mkKBS6aHWN/LDz5Sws6H5eacYguEQOUIo35MFTtzUE//Uq3z8vFtAva1b8rLhVLiPr22QXFG0mVUo8AWQQGHYhkTatJUBG1PCePByrM+YRzDnqpoADk5xeYlTlSu6A3GnRG8LdZzb6c7z4pcdHKzx8+AzxmTpzpipFZlM3yo2wKZWWXIVBQ8hHWkiLyizBacgiKYNcgJbqYyKtOchSFgX1/jWN/vfvf7U0857ZRTTjv1lNNP+RC8mecF99R8eNqpp55+xWc++5//eXPTp9deZ531cauTcuebKAR3FFJZQYgQ4xDK58QtUiUwEg8Bq7zGLdOmuJ3h1QQPJmNufJIcTowY7krnGpdugrJLmyatofVfBRONqWdEXDTUlli9PFZG1DyFysw7TgVRhJ0iZza3EhBjUNTErGqvx+vtRcVmpIrpyULrgT7ersLEKrqngxorNBpAqVTRKabMQAdOXjiblUtGgAPczbFa40Zk6X9N0mDuzGVOfL7nhZmVsWlImblQJK2RGmp0CJ5Q0WatSrHH+U3d3J0AACAASURBVP4HSE9t2YLxg9/qH60LKqb4cGKGIakZFOOVnm8tc9rkSf1hvxxyqStg2o6sM2eU+93j3mxN+A25OoXxqb0emfIVWVPGMsY1rsU+FHdZCroMgN+wSwmBm3N/og9+ElaBEj4npbPIpGXCcPLxrao95TNNcu/OoxFyr6x9HNh0JjcqyVAMTkcIVT2h9LQ768IpVumqJaUci2IBFz6+CtJtLCJV+VRMNuNUhHrGRnra9+GsC/jbv1pOGf/p5JwGfgpsEj9Ad7M7853ImUiMxz445eU/cZ/FgpcEzZyUxlwtEqFFvwORz8SX4YmD7BEGy7dDRxKDuVFCTwi4pWuNd7vCtBdFOomNu62ebQ38ttpNPQD8+hejoomApe0PbDUMvmPUU4lMc+n0JK4ro7zuoHNrYn3C5UvE2ZjWwIoiIdQA8rGUKLpa1t3mjANiDDGzm/yQPYgFl7xEi+Jd9rVul409WDCHHHyoTIyV6EUpQzFYABJZefRbjt0hFhVeH/rQqSqJ5rlPSNQCuxFhQvx3rz2f1cPT9933heyJfDaprSOghmezai6c8ewQwszS/ru/GQaiK/w8rJMs2OUpwMNFJYjmiJg/EgRRI0hw6hSPDTXkc+uzyBiwMeLJ9FNY1NdnDkvVwG9nDfxAH0ztJiDVs0+ZcJ8/yd0pNkE8aj3E+l5+0OGyb5noW6H6V4Aak21TmKsCbKbftCphZRyc47eimDRlrKdmhDaGihF4tLL7XkCTCecUN1MGcNHmz+RGWc6ICbOTYXJ3WU2aVYwSMEbCinp5yERTizAwNonlhtuMsg8nyLWKfHClMOf4iSk4zkEVQ4V1LmiqEu4NS8YDaS58TPRYsCdG7OF+hSnxdSFi2ziypfkK7lzePNanoVosjqIi1EQ4SCIKrNCP3HlDQ+NHH33sf/zHfzbtBr3uuedercyEQ87Wl0HlvO+kiCeOihRB/CaekkzdsFi6M49wYTL9ggTn1AjCiq5K8vSSdlU6NRxLDy4NYgWnHHszJYhjjIJgVFB4mwYfSrVMzH7RX2KLU15N7RJq6LhwNJJLMEgc2Im8UmgRvF3eECGWJcFLkghD15OAfJC8BKR5l3kiKJhVVGsc41dKROYBN3wdQqjg3NFMgQtszFQvHIfgBkiwsIE5bhlHSkw6ply4LkAwU7EWsjJAO0k1O+aOIp6v8Y8oGmEIbVIMX3lgT5E8kpqMi89UMuqwGS8heyHtaUMG+LmN4pqeI+tMVS2zX314o/UGJl6AwJAq5UyCSSS6gF24w1Y9CayiKNsILJhsPrfn+PUvVv1LAvBzeM+2GbbAITIJgUcN2PqW2dMdTSbwtConzL7QiCuoVeaYAZKEM1MY00xEDsRpq/6d7ZY5CC/bVE/RZ2BhGWEJsj0Ep4l6HEqCeYp4NjPOnHGRPzqbNhLrPAsuibdlwYPB6kOrYOxjmwH+wTl+Q0A9WXhIQzf5l5KLOJQbnEspDkxZwlMv8HDkBWADYSs65kzM3wmBTRIDDE3JQEb6b+QB4RMd58kHaYbeNyoPCa+aNdIeN64Ec2qoZqr+pX7Gc9IaSxRK/Il03pGSgZOVSOuhhFSUBRhMS01kivqCeshiJaQylhTO0IgoJG8Q5zsylAVV0lmcQEitQK+5KZMV0T3235/85L+aWjDnnXdBauWnL5xLpAAjY1Z+4fNXbo8hlV433XgTRSBIFgq6FIeFvodMYTSCZPa69957c9mmzcYkIqhGNUd9gtimkveW6cJYm5Z0vOFOtOq47eJ7y0wlaqDzx/FHkBx684gqDVCzGeHEp6E/ZfGVvrNFkwHMS/Wr4fUC8BKcmQPHH7mIXxB5aDlZY7cX1PeKV4pq0mS/LIHz2U0SpjdhXYqCNYKVqkTfUmWcnaD5tOgvx0WmhDRWKRj3FF0j/DaWXGexnAT7SUxOC/CSTvDiCkGQUakqfJg3kiR81LwR+6FRdUBJCZADcma08TG02iSoaOS5VXdeFINW5hqIkki2OkzSnRvdtCpBF34piGIgvyqd5OSOBv1tD/v6LOqjggjRRS33pp9EaMT+8OUv3f/+++9v2hm8nvuc51lt5/CtNdSYpciomnYjErl+Wgu6lpX36TBd0B0LhZfJLouFldVlkvWESoYwFv64WhmIJqMHbEwsOG6v6yRr0+hpGkwm88hMZDr18XRnmNqA9Q+LwIco8TIako3Qae00uSPFBBXCPu8oWiMOQ3qXEOm2X8UkRio4oYTwGQ0Y9icGBkrCEHRFf0rGyJt0qWbJgzQwm7XAY9VeCGEN2BI8Jya2qM4i0bJurJLKH5KKViDCJy9mm0rOh0gxnGsUCB5veCdOFoxL8kNm9rEn+mS/KMFYiggtRD20v0XZhaugZCPyfaZC23ye+wOp8XFGwKoBrcggPVLj58ltkLoCxV0YSxM2S3LSSKhTeXcVRsspD0jHSN5CcExlnKR2Z51e3cUoHJLWWSZs3K8YdDFevwHPL5DKt0klvylI1r8EUn9hy8MsbMeqpngnqQmB7FHao25FSEkwDKDxav9KNTntjH7dWv8yKQd43D5UiPBShUbGggcEARJGzHwN5MCofMo87GHoseLsZL5tWQ8UbJVXA7DHT4xtAYfI2HpVjioXkKw5j5ca5F5qma+kmywZhhbxcL2vKvKUKe8HIWn2RRgXw0J8aTDmL+L37IaCVxygNwdOI3kixDbIsCcYlaU/zAtRujBsNQHH99nqR/pv/2K/Z5XS07WJ6Q981ihSReO2IDwcxqjQLWLmbgGLQhDTFpclE/FUu8RqhqlDu0qVkymUxPEsul/F9YJtUzVPRCs8yE1qPpJOnn7aGU3Nl1tu+WXaNyqV3ByHOA9FocEu2R4TqvZ69NFHx8emKE0E6U+tXcKG4A2Ub3zj35s++jOXX1EzyzzCQK2fhqe0X8DVeejqPDarZTBqLAZGSn7oJWkwfYiUSZVQsFdQFgubTRqGbONLlXdPMJtMeaCSEt+zE1UY4FcTQpmN1OaMI+MoNSn1WitslHmfIkZkhE57PKVddJQ2cfqXwLlGWuto4Kc6AlyYpQk/5iYB1egtWYn+ZWJyN5OJPqetorwc8aae0Zd+LF7dEjdqexLqX0+aQ7EmZrTqVVy7CxoipjYo8VgTKyRZgOhpall3ppU5la1DnVvFMLBG2c3TZk+FLIfzSEzXLZZ0NXXjqIghU0ER+IH5pFwfekN9tRY/lVR0gLGsrltNlqunp7fd/tvbm/bHXief/EHhDs4K6oMVPOS2OLODu8wCpV5g/gj1xfXD2Ki7/U27wZiBg1X/EwZgEHVHzSJWrJ0aLyvo5xVpjeGfWGjEDtmaRxB1XArOBjIZPmMAPjURfVy3a7Q8czjSXkU9j0gUc2DiOGc0zJh+FyRDG8FegPHhWTbhiiH2dMm70oWmfj18AqmediuXNnNnhP7XSELq0qXrXdTSP/WH8v7TwcZwCyFfFuiAFlukU9gTs0KwCCGOuiufiGS+In6o/yGvJkIqkbh0WbvfGxTK8C45yH8AfvnIrtIe4M7XqSOj960kjwscIjI2XskFCO1/LmzutNFltioPRPygpGfet0z2Lckh3aNNsSLvEqA1v07BxQkZN/2LAL6aatuQ9lKNwGb7SPjTFWSiOlYkGspYIz7PNZqCJJqV+dRu4NudhIIxon+FUH1IXktbLiErmlVeIzn9MqRWWfQtFVZpC166eijlyshVBZw43ycHlwtzHC4cNAWpngO5s5FyqiJVMIRqakwQfsbJxQ7U8xt6rJAfpLBHxtfpPtYNJ6VT8R7JgeCsZDAvUBu7R74qcD2S2yofRKWvSNZBXpWXNgD8oKbruIv4wb6bLFfxAk+H5p/FgWsiHOLpxt8C6hNUBqGHyYskGeQRqnPmk/Ce7ODgpF2MYFtQRZQ6WeBaPuX+5WPW3gvIrH9La5ryh+Jsvxe8uAcLZtcNWyiyogOnkjEaoCB//+Y5+/RmPM1/HXbYEakQNxlojCYpVMbXQP9ID0cIvvbI1/spJoPNWHiWMsa7m5/Xh3ONSzoaFP1EJl8l04HLPjBS4OqMrmfK/FXgf3L2JVWETDuSxNpUuFA5Gzn4IyaHFlr2vaknroZyA/zU5CyozJH15swc58I0uiSEGXs6pf1A6Jjql+1FyoT7hNaIcNBCx1ulhXC1Rs3iAi21PJ8wx/HpLo1uVOV47mWNP7KpDJ5XDDtDVU84pkaYUsVwEmB7IUm0K+hypp4mahhxPF+i3R854NmEOvdqG9JmZF8+uMbVI9X9H93V5qnK0GZwoXnRVJPRF55OZzArqc5D1EfVKpdUBPWZcHHPsT7sbWyoJY65aLHUIka/4orVq3b5/e/vbtolfX3vxh8JcE/YFReQv3Cl0hlgqFksgaqFIkSuvxOtWxlCQCluiRpXGDTmc6RSAyW5gbXm97RHlAx84mys2IBQCJ+I5cHlG2szYjZurASfFGXO7vaNHSZzk0WM0U2O2bAP2YWLwPIxfApRm4qYpDEAo96f4H1mFhttJPzLTJcITbEsmBSCRoQVmGzZWQSnOEAR4zk5sVW1J4XJczG+MLZvAvFntNi9EUIQaZLUEE06acRBIH4zU2psERGvB3J4mk9OGcm8ryL0hd1IV2XEM+HOLAhAN16XveJ6C7n0I7uYEib6NStGdoHy1N6UV8GmYkOj8lZi5Jnn77C1w3dbMPo7dGr+FiOqszTvX2YOcF8migF/2EMRLDc3R6UQbKefCfm2Rf8SOQZ6REya/MxqoTC5praEIfPXkLBMoE+We9wOeSj54HLlVPw0NKu1sKmS7SF0W/KRIpPHi5QEh/PuazDl/8h2wvZjQW1d0rLjIn56Nqdm1fgmt93D19oV2DdfEwEJK1HwpjLThyVTWcG4zjOz+3nwtpepH4FK0ZSZ2bMyzEypIQVnRdpOIpAzNDnCSqxth+Vc2OUJVT23mCIIc+Bv6luqV43pUi69hysiDk3FpzeImkhgxRYRWVMLuGnLQE7EIjGEy4JbkbrrbGCEyPHYdre9cYKDc1jNCAUHGBl5hGstiA8/ztDmH/7wh6YWjDmYLjQbLRLl5DJlzVjnnfS+k3uwnB7zuvgTn6TP8twftCZSjEJQCpa0xd/0oQ8//PCihUvTNpEH0rXatIYnE0CI+ni0Z2Js4X77vfhtbzv+/PMu/OY3b/jxj3/y61/fevfd99jzOe69939+9atf/+iH/3H1Vdd89KNnHnvMcfpmynLRNAnSfpLZ4qc4bPuJAWfqr7U9D94B4qhmy6RuTQn/FOPaaBv/WQ7n3mqVMK7l7BykVuYDps0OaKAsrKneUJ95rn5iB0qt9C8V1gkKZVfaaqfcn4Lt6SbNlrn+lWpqm4CCB3MKIn5TuifCFh+DTQtW+bVt8gwW2wARAyXyZgVUqdkGqZ5wKFZu6scY6cbqu4QM6he98CWai8466+yLL77k85//wrXXXvetb337a1/7+pVXfvFTn7rsnHPO+9AHTz3ssNfgaSLchi6kzG09Blevom8lqKtJU7BhbCsc5wDJPx0jW3PFnYI0go0GhORzF9iAPFoIJnaDBZbYdii4ezil/WaN+rxfnzabwgNqdiiLkcg9aDVSd5v+/KCDDmnapb/YOljLZ7RV52MOJdmW0I4SNWstSxp2oKTGnzxjj2e+8ai3nHrq6eeec94ll1wKXHHNdVoUfO2r11966adPP/2Md73r3a973Rte9vev0HcuW7bKW8/cJiBmTdoN+tAg0yRjA2qOpLwRwANhHm4EREnpiYljHrF50/Qb3/iW008748ILLrriis9ec821hv+v1/x/ySWf0uviX979nhe96CVY4yowoU8Q5R2rcFDkK86T9T+MbaaUsaPJ4nxOdlEiBPKt7bXXs4477h0f+cjHLrrwE3qMV199zQ03fOsb3/j3L3/pK5++7PLzzrvgw6ef8eY3HbNtbo+IzynDs2WbJdNK7BBPZx46xqERjJR3jMjSwmrhNuXq7FktoKgvzxmsuBh9zQm6GJUIJToEgVWK/8v99BzFubGXbF+ra6GiiVTMBiWQzGaL0UcIDvAiiUem29It2rPA+CpeQVmBIt343fry4XWgNUxxL/1eqj5NRjhbNRksHW+6MBEhRHZwQLkGZihKNx+TtMdviGJY9i+HiB84OhfKfNhnh7IQOvQfTn8lPbECDfTIYmFPstV/x6ZVNQlKkBLBZ5+p1LNg6n/q+3ODKuFo+8FV+cQ2U8txGyR89q3UFn+eeT9LMimC5EWHxnkgWnKHVDrj1HeJVAqagrvyTQvm3EW7xxUOcNc6dBvUaRvbqG2UnGocG9jM2nQN+qfEaQLeemQ7g9JX4E+0BrMq4VKiWdyscTUt4kc7OZBFdbwDtSOBTKW9kswwsAtcZmXtr3A9xh8S71VeTYJPZHJaLIRIct5ZTqiXk76FSQ9oOYs5pIZ63KFj/y6wRmQE3tByDZiNGK9cjVGnC4Ne8G+gkf8E7eDIaCaiOYIrKXoRCfYLJjWPwHz2is81tWC+eOWX6BkdETywcNmcEOAJwm/Qr29/+zs9WE6Ped1xxx2KgBDc+o+xcsEMuBiP6U/OPPPjTR/63e9+j06WcoiIsBohgnGflA0zPM+nIj6abv33tUe+voesVH1pQKiNwn/+5xOnJhdjs/RBuCb9KArGXeTlvXSBz/0yY/xGJTWdAmQVihXpmlKtti/i1AYt0oJaz3JovbLetck5ObxByiHVKrx3wzXSS4bnyw7U7VsvnQV+kOTZWSr7V0BOpiWLbFsN6roqjegfWGkO8NkmJrfK8S2iHIN2RFsgG7QMieyuPHeIi1nUcBrynJZr+cQcFK1uT/rJxVQcoMYhBx+qmaFpZZE777jzK1++6p/+6V2rVq7F6YNiWZkJ3po8HPDWD6zWPVdTZjfFyCZZjKuWqZRjYqduWUVJRMRepNNKJQMXr0SmEdHkAbBflVlYOCuWNUZ9EOvjakbWrXTpRbrwwpxKbGRyz8yeV83caRO8aa/0dfhRJ8DxvqpfeYUqM38Ea1aGVcClU+RhFMSNqP++7KX7a+v/Bzf9oIfDVx944IGrr772hOPfOTuzGxUs+CBHrizCD0xKCOPPJnqUhyPCBi1qfpV+ZwgzCNAM9TqbYW/9d9HCZccec5zGdZqlH/8wb7rxpo9+5MyXvORvsUEm37ix7kcXGwGKA13i+eWbDLO0WTQWMcRECOLspArB7X77vfiUU07T6O6Pf/zj4x/j/fffryX5Bz94yu6770lxI2F45ltJVEnsx8GhpWaTsZsVOKfGpsHpZnIcwHVl0zF8GnPNJHZpFg3EKEqgP1+6ZOXez3zOi174f/bYY6+1O6+nxiW9MzQlKa72IXSeKkXJEsYezrBlFmEShAxuIGVRJR+aTMabiiAv2AtlcyDzfjmyXmsxMTUNu+OG1ipwt1WwP5xnHtJJlN68QStZ8oWJd5o1leYTsmk1SQEGDBQj0u3xWyI7S6QaFv5gRmFO7bM9l34hszWruw3ez+XClt3XZvrEFrNfvVLcByfpD2M803apnua9HFxpjrY3xzlAOcflQhrHrnCx7ggAo9FCXVfknnimONJAeOZ96z7pKZUGYe1rhocjLnyewtDOAnq7DbZ7jG4W+bBx+LZ9wp2SdMUF04itvmjG6TAjpkonlCyHkv6kVgLwWBTDfrJOaEQcjrv7/K8igM08gJLdWePlrJ0L89K8MGGyZ8HSA/jXt1jYKgBZICP1V0a9TelAx4WynX67IFqxkupgb7WozIM6Ag69QcOCe8zg4OaOJxwBD4m8kB48pIscJ5IhkAgNUoPG3PyPr3tDU3NB6xgoXkKwnMhKRf919gpJcBVhUIMDow8//HDThz7Oa2Z6NzQZkfKUkkhD8kmI9v7Xf/206RPf86/vQ3jpW64oceghjfYpjU5uOA9ObmBGs/13l503nHXW2Ttke6S2/z784Y8sWbxCev0RHBwEryJhBbfalXMolrihPPhN/c0XXnBR014ddODBAS07BxXgPfOheZAc3P6x78Dr4os/Came49sAPkEEcoswZ6ALd/StExQKkRLKXD0cOM5h1rgJd4PdEeVCM0y1ZPHK449/53XXffXPf/7z9vdQm4ZvefMxkxrkZ6aynF+tJvrXnw+sAnVlwqdyDE6fz4mAkiJ4T5i88tCIyrcgcHiiBGMtUWa2amgWQsd04UhAfY0zPG8mNTxRAjOfAvHceQuV+SlY2Dm4jcLEbdo03QPxT/vYhWp4nRpYJQ3wszWBhD23PfHgpj4pOpCVK9ee9L6Tf/3rX/fQjdrrN7/5zcUXX/Ka17x20cKlQaQTkCyCpetkWjSV6XRLQl79t5HQO/HEf0GGGR+dOvaYt2nW3c4xalH52c9+7pUHHcJ4jHA1iqzAxhnlATI7FKxS/2zmT8QVgaOo48wbKEEr2XsOO+yIz17xuf/5n//ZzjHq68c//sn73vv+XTduoU8X3jBCsUOlUMAPPNhIE8zInIIb68gjXvf4u3TuuefTZhHJcKsGMN5LX/qKf/6nEy+55NIbb7ypVrUJbpoTYIMTVOIk2hQ1agtS1yRafmZqCkR9oZ/cOvTrIs7xk+5DxvlOY6Kd5g1CgvpMhA3wQJWrPjG8M1Qpg21sc2pogxYRRmsQc5mkpOLsCI58kBTensHwTimDa5WHWeArey6RO14cirv0LREa8nWWijZE/Mw9PgPTbAWkrIJ+K7v/E7raXmzKrWnUNw0FOduTynm4cjJNadyy8EVQvCEB7wH4CSgVY1M9t4q+ZUL20SS4KM3PT0cS8wwZlbGzMsYkHkIEvyTlB4o0LCaB4XcApetv4Ry/NWp8zpQhnVVju6p8WHlfiUnxzb2EQZcWRe9hmUTQjn5F32M7SEbBcxYivJoisQihUaLROxO2KdM7aYNRJ6nbJZCxblx8gH7VtCfNCRnTwpwPKWCPX+lrsYZcBs5RMRmpPo3GFTHDgiBEePQGJbhDfcQuR0vCYzBeXimj2jHYQ4q/p9COWSEePhGYjv7ysOmCGjrCW/NkqbivFk0t7QGD7fP8/eisxOYaf1AUaXzlK1/V9HGP/zr+Hf+XTUHCnal0RoqtXrlLD098xh7PVEhPxELElKT2vX1uU9RH6az/rlyx9txzztshMIBev//93S972QFs4qg1T5mNjBe5kX5OPReWAr2hPukVrT+zrvIFEsBn1mkP71gKbOf1SY36tNob3BlqT03upsxReLIaQx0Z8Yb5sICsVGN3ivZiwHug3mbFxG6LV2w67bQzNCDf4f384x//+N73nNTXGfZOd3uQlDkGd2CV0JoVzqLYpsY3q2IcXPhZLOjhJUu2gqh8Q8mQxYJLopvMcEVGyh7Q2JrI7IEQvWR4pic3MLntpbHI+ERwBMhaYEEqp4R++tOfNe3YJz/9BTWyXgyuFf3LVD6kvGBER0BEQKSY0wXm37Vr1veQndHouvzyz0DSYHJ8eUQBBqcddqqCNiRyw6G+JmntWkLaJx71hjfdeeddO3aAGhcdsP9BFFdHTBsxKp8aZ1bGrGX/9f4L6utEEEiWvAOWfe2hY485TkPuHTtAfT3yyCOf+tRly5evYc4O6j7g/hqW30gwbSrwlcjzrDziNQ1Q33ke9bHllrltLKtWrj3xxH99PP5WbagwQzwLtEUxQs6KqKJsNxlBcW5ZxkIgMoUJEdy2EW7vUYpJzwx4xqmnswE2GeEcjaBaxkrWMG94g91fDWVRhtdDVU/cE0EAG1uA3NHmGdW+d0FyMvaCGo0Kkz9NQooSeDhnKYohE/GDrQ2is1gA8KtEKzgsqFR0JLKZnDgR/UtzCMvMQubq2DSU5aCZFz5GwqqXufr7qOjLXHcMSpuWYnC1VkkmhDirNDbuX67yQZSfmLWI1jwTVvb0EeqWYlZx1zd0XbsVjTElvpcezRLVqnJhZm1kXa6RyaRJ3IXjcMfcjJgUVknsTyYiiPuAhKGYr5/+NswjGTLFqLUxNGTpCPrSeyQFewSUph6TGHMyaMdxHUG2UZeCRPVLmHC1Nk6UKehQyGpKQBGErbCjeHJGaeAn+iSfqWhQkYQXfKRYryg4g9y4bIZnoo9hDlpstcfQHH2BLaYe7PQLvvhrfl6nk8JXkqA7P87Q75b9N/Eytkg3iJX2/e/f2FSpnHzyv1EKCjJkEgiqgodJIFuX5557ftPHPf7r6quvpRpX4FEeBOj6PH4yp+b9UUe9uenjtEXiyVjxR/DoBxGRoqHbG05uyIJ00Apyh+M9el38iU+OjU4FnuGWMR1gJB/DYiOLAoncE+o7hB5x7qVGYTPj9b991cATQYGeL436XORzYLnZ1D4LgTsN/MoJ2bKlNcIRMQQBYlJ+ZfYuT4+sefYpZ178xz89+IT29rbbbnv1oYcpF2sqvV9Zd361KdM3C8e4j23OizFbI8ds7neVS8kBR7GYonYwmmgokUWyLiKJRxeO7LWGJ9UBkQlLtSNyuO2Mv4f49VCScCtB3/bRj3ysaceuue4bangXObRWDK2B6uRQuUGxTnoziMou1P367/tP+kAPmZy9XVd95eoN6zYRLV5iScZAugCNPANHU0nMmkZC790n/uueez7rBz/44RM3wG9/+zvP3OvZNjpHHYUR5WPDy1cClITBED5FVjVjPE8x3A+v1Y1eg0/cAP9ikjg0JbuZE8Fdi7Kd2JdKhn+Zi8SAhCMOb4j6gpFXOeCUlbtu3HLZZZc/fqezRX10OgjxfdV7ySy8Wpsvsruo414SDyYTaBmTGDihXgMGLzOBH4yeeIMUbPOVif8YblGDcniNOcvB1K4Y2SAlnPotWlVwVPFlFfGtFxToZXBJtvxObr6jZUhyeWSrAKBiwn1Q27OzSOSDwR5A0c2yJCoLIL0BXULFRVPuFcaijfVqUmYkNu5u5mawOcvBqRj0MgCrdFT/Cmm0ktk5P60GVkARNRhLmwZamZOR87Pg7ulwr5eQ9AAAIABJREFUW5dpiqIXkgw5TAEuavu4FnEsDq42BUg0PtlmaqQNK0cr25QNRJu9KtylOF/36rJClM86tmg56jZav5HUSpdAFNsMXoYE9fmfYDIn9fIXwdQXwfkVrwV/Q1AuZH35eaQJI0XeMuzRXiTGtkBWuYmmwlkjmS2dEM6moquPCi7lU9KCrcKXOY3AsWoujJQ19oR/02J3ilaSjJtYz7XojskdvKdFXAWt8LjQk1YZRfbwccSywTvL9733/U3Vid3MFg0hLDy/GEK8Hp+Ylb/4xS1NH/f4rwcffNDl2CBSavl+JtCFyj795orPNN6uc8EFF1mJaWnONI31C7SSCW2O+iwNF04uufba65r2sIfrtltve+F+LwnqJOPs2krmveVEXrBvUJP5f3tEfemigJbdh532Uy3D8xJbGxNOlu9fLiZ31/o7n9wKR7iqYXPwkZV3VotrmdimfnTzeWe/lxx4628abFvazutrX7t+8aLlyk1Wx/SnI8G3Om2U1jYIPOajaqfCVKapzIbAtuRynJlWiRuVG2ceJ2RMnBJHXcBp+k2PJzcQ1UJtd0l7xYA30fdZcKXTXfKRNH7Na17btGM//OGPYIPo0HoxuLMcWqU5REuq3KIOM/u2ShCmkAlCmRe84EVPRERo/uu+++7b/xUHIcCjOihIVxYeIVQKu2J6EXr//u/f/Ovg23/+pxPRdie2S403NsCe1KhCS5EbhYLQTRICrlm9Tg/wrzA6e/3qV7/aa89npasgsiAp6kN0itPnv3XEaRrrQ7MSLbzzz7ugh7H4HgZ71L0JAYR4Fij9iQvDT3TmBE5u412CG3VEFqGHiGRLEglGekIFIH00o3BGFo4xWAFNqUExuglifVpxaMAwvM6QqzKVMAth8jAjxEsVNBNxNH5LXRJZPPUUNLqbwYaGc/xk/1IBVT2XQsGefBjsWFvfJZKKflp5NyoovDmxm4nRzcixLbIcly0F0IgQjfm2KHz1R/nlrs/9+cAKi6O0SoWdCLpXsl9kynjwGQqig4qcj4p0GO3AVJTFk5sQPCgygls8qaEcANgAg6vskU6A/UY2QWJ/q8ihBEBuDzRWJjxItRJjVAJlqaONCWGSqo2VC7lecwgq6idVLnzVh0AI/jxCUKkKiCBSLfNTdZwaCaHDfIyMTyxUbk+o8RlhagjDcQ6ax1p2WmErbA7WV2x70CUs6/gtcqMIh/pqZT0ZcGzpWqa3Po/o1Up+SAE9nQbEipI8tOVCdpKThkHQILYo6GKrVFoHj/l3zz32bip8H3744bGxKSG8a42gXKoXRauMurdq5doeZH2j64UvfAlH3ZXvhj8gkU4E6e3dd9/T9FmwS4Sr/4jI1HTAN01Padc/ec5znv/XNPv0/P7d374sgawVphA7hvf8iStKcMoj9O05w5MJQRqsbpWd8qkV67v44k+KlsFFAsq9yAHrnoQ0Dzh2phgDcd9qs7QWI/StOOvvjHz0o2c+cVteu1233367lgDKZSWYnZNQhnu1mtodqgtMbTMHuA8B/WXb+XotY0ssCx6LTsS3mO3mHWkEHDqoE+J7BK05128P+/rMeX1E36MWIUfbew1E7CHu65WCKdTIX64/2bRxa9OO6fWrZL9sL9GoTw2uVUM72z1+OY0ptYLvH2ly+OFH/r//9/+aPm6HXI888sj7T/oAZmRRhMN0PLGfiG4i/zYsYfXXvK699rqFU0u57g6GCM64XafMPhZ+FRA9EhlS1D6zrPjGo96yw8+qfcxLQ+jXHH4kw+1+UeACoUZnjG+zeFBHNNnXh5sUrK9n29weP//5f/cwCoj1URuMr1Zc45KYenRcOHfRusaJQxggiY1IwQMrXOQnVBANFfkLYmOXYgbbPZcvhrsKS6kGIcqn4c3UnKlStg4K/1KLImNeiRTs0YdK8jicxIAowhFQAe7a1nLr8CrGYINf/1LVb85wL4aNis8R4ClrXLUCz3heKgxg03pksYVqMJZROOdDwbm7bUlzMrnPiM2Xw66+asDgamlPOZqcUWMzon8FHHsIETZvhQYsTVwA1M1HX8Q2DuuaAGOKh8OKiBAyyr2s8k8vtFqH3Y96cWngN7Eth/jtXD6+FdSoLfriUn8LkVFDHQFPiWY8CyQQsqTgLbhUKNThHE6APbPVQ/tcztNfecTINpehRR1WHFmPVIbQRyCYpAYDXRqBwaivyi7AnRRUUx+HBFoBET84zsFmURmbAbU267YgHY7ohqMWRJctiM3NyMS3f1s4W9SSiCIVDMETSUpvCx4m/lvUND4UzmUx/YmFi/Qn9AbFsKiz4+9qvnfiVYe8Ou5qxphGMgq4N8cec1wP4r7RdcoppyWs5uFKgvQQ2Oz9zOc0fZA2xQb6RyTq/nTWOLDHzryridv73HPO3+f5+z2hWZ211wMPPDA7u3vCY1UqH6WoWajKmrD+hu1AfRU1rSjq6yuearG+Txpcp2VTx9ZHkQOrzRmjpqLX2BaZj8KWdyq1fdLFooVLf3DTE5jPNv+ljcJ/fO1Rypw8qztfWLIPrIQMVd3zqW1yYlqVY6XJqDETEc5rAmnTQk3P1Dbdy1G/LmLRR6Mr8KbHDE80slvEN0HaRxalKorKc2a34WR56WHNNY2IGnVMiwttBknVp60obQ3Apv/Blap/udtR2crdntUWc6Jp0PXoo482JcKOvT5+1tl0aRPNQkRBiwrbxJIQT13Up69f/vKX63bZGFg6MgVIDjBn79gIo0hYYX47Id1FF138JA7zrDPPrsr+mrlDG9d/GKE+9t7c0DTWh0vpeX+z75/+9Kfe+q9RH7ITwmmZAK0oSoNs6aGFd0eidctNZ7Tf6MxG0oMGTzCWQn+CAodiwgAkssBjyFHCFUGFiiBieL2a2gahDEj13JiLfuHSIysXKyNoJDbzCA9H/jj/eUVs0TAKEXCCpS1splDFKBzEB+G+JbKzWKgh6Q+OEg7A+B9GaES/AaNIyc5SZbbkCXP+nmxP2tMXBE0OEmyJeQIWrqu22ZZxOw6uBUek1krjM1DeYwBS5RUBotT8ppiB4hzK3oE36FfcZaAC81CfV4hZBcazZMnstzmcOD+0xlQ0nVWT2/LxzbAj0eYrtbz2ZGiZTATfgiQx0kjcEyLCRSKIrGgIjGMtwSXRbgTzIPMLMnwqMehX1Ccik25T1MoFSxW1rJxPpKC8FNw0kuA3yEgqZDUpTBAVsJ/mq/4ldLETPRVAKXMPUXczm1M3lgWS8CJZz6VvlEyMcJ7aGtRHobBPcIpMIuZOyOJvzeeVzY1GA0Ukt0V61/0qKclgDReEQxee39goP/+8C+jA0zFKQSwY/8mVV36xN4n/+K+bbvpBSlsncFuULCwz9l/e/Z6mD7r22q+6MUYwknoE/PDDoxsmO91ww7d6OFNxh1y33Xbb8qWrwxS3iElEKdxiQpYSHO3XXlEfRhdrwEOneKpVc7kEBMJOdtRw5h7sPRhcA+cxTG4Dp9TYJlmOweETNqQjOlaxbdhlk7Y7n+zu/+Wtx7xNhiJdbdhJP7izHIeei/E5KFGjUStQvggxfCadwkJgwpdlpJPUrMhFArKCpEb3ivqghqdfgyzyLOjGZmr3MPtJpR3L4g7b1u65596mfVs4tcQ00pHtpXJopRpYoQZWq77F0pzOrCyWJg86+f0faPqIJ+g64fh3RrY16yqFPS0uBLyeaiT0/vrX7bffvmnXrajBiWVQBbbEF+F/5jKgKo97DYYGxq655roneZB/+cuXvvhl3JSruMT288gMTeVdbEStwydNY33WjNv7mc/ZHl2mUR/CJ9ZzUlakxmri2t9PceUrlFB3RkCSDCSEiXbUEKjciRUu6HIgprmHBFz0EXMxjMKkP0B/5IAa2VVObhNT28CuHdpFyj5fsLQmLCaJ9W9hW2TjSjIcOiJq31MsLVo+GKW1WDECBzn0meIuWlgVQ5Ciwq2+CHWYRxiACukhbTjzVoO0yWkxOa3GttjiLgGWBDu2IscR+w54M9VVf80q0b8KMmhM2Rs1PqMGlkOqZyu0RklBkXYAD54IVB1EqJX+Df+yTIca95b/ua2/ZYFrWw2sFRNzhTnjRI5Pm4ifPQ+jsqiPms1071mYMqIUBH0QmTtJxoXTKjn0SvB/rNQkF+/IP5SpApAm3CUo/4uwHGpRHyLPwDNxN8qIvLR+uJGxhWxPCM1LkOppyhBoHoM0qw4VXFF95oDrqFggvOGea1GfJI7eVKbQCJLI6gJK/M6w54EbT2axxfVMu72AOVzqsxNAdEYTUe6ISC112trBzetqajsVfiu79NCBW297+T40TW655ZZfNj2M7tFHHx0fmUq4ua57RHP0UBn8HW8/wVEyi1um3J9aSE9xA4he3//ejb7zVopxP3HiB0IrIQKBvaG+YDZx34pZRGWnGnoihtzzdfHFl+Q2FGbqdMHpfBYMD6wE/W2yPdX4VlWOgX2fueIuez3jWb///d1Pdt/heuSRRw591T9g/omrmzpoVazVWFtlPmIWddvPuJONStADjmL5E7nWJBf6fJZD8KF31EeNKuLoMcKZZVzXylVm9CdWvhROQ2ic0LRvO69eB9RomTiwNqQG1wDq0+zRWQS7Prx8MIlkUM2/aftP3KV543nP3RfnK+ip1DuZxZNuadgorf1Jue66866tW+ccH0rsv4cZ1F6P9/OXLPXd8XbgNBPJ/8GTPT53aVHMFmmkrfihUOEefueRzWJ9F+gf7rH7Xvfdd9/29NyivsifKHw9jNjhmJhYASuiRUSxuvDyxzZLE7IkM0yZaes1HT5RUVUVjIGK/dxJp8LbikhzU67MHvytRcTgOhPuA+AnR9ZLDQXhnICQTxilqEnB0JeV5Erw9Jw6Q8gNvIUkwp/b29qqGMkHlsIZ7v1LlRZc0JO28hVcYhFKLCJzaEGutHXaWQKHrYMe2eaOc/AGOl1Q+BLW5EAvoTsn0OyHl30gM6E1yIOFPBRI9ezDiXPYyarglJn92hQZZQ8S15FJ4IQPDZPw6cvds5N3CghzjgXQX0v7thpaZUKU22CL4+gmjZxza03JYECGRHqvZZR3Vjomj6aPrtzk3zALrSDQ4tknw8E1FTMwAYSUJhQlInat4S4WLyW38Z4jlla4izIyD4KTwh0QUmhyVQvhoMuJOQHpVNOyb2lA/iQRGtsRBGFGhfcRENr+LKhRbI/vpQytfZCnXXOPTGZOeOrXgsZur7oZVSyTs6570qFh/Xegf6SHrSMb1292o2CdaUerBdCpiSFou6HpI845+9x3vevdTX91+OFHdlsegvn8nMwaHBz93//936ZPWbfLxnrGqI2EkM48jVCfvt70xre4/FXLya0KI9X2ldvqlC26tdXLTV/opRfUd8DBPkxUKenOlwNW9xu0Op2nWobnp4zk6jiQDHq0bSJ+cCICaKmpaUBQI7vKXAM/2Ni9edPsX3+TzzyXFgIvfvHfSpesb6tjlfnAapPnqV+zGrXCSb725F+Y9Nz5fa2VENlYsorELhPBLXKbdFFByle6wR5ObrgZqrkURt9XosVao427p0sEq6yTdO80jd6YwbrWHnywcZHVXKt/GGkn17RVHQB7mjEGVmrsp9/bA9ztQ1+wz4uerL183a5bb711ZGhCiTBTQc0l7x2dZfj3qZzhiZdG8vbEQg8PmCODsQQ3icLh3WT7qB3+4MDof/7Hfz7ZI2PX+0/6QDRZ6fL0c4qSvCIek6b7+i4cGZ68/beNvSTR5TI8Q8fY1LAJIv7+MDQZjCsmf1wkoUoar7H+SUzAhxEMSIgwAOV8qgepL4B12D/XRifg5y04wB0iflpljM2ocVPVU/Q563+ntnJ5GREdWG15ifYkwstWDdEis95q+dioK0bBqm4vhQT1zjKHWwBcKekK4XhNXdc+NNi3Qg8EatVM7AY1rvNxq1+865BD94zSBL2Bnm6yvxhcIU0GLLwg1APAz2XJ7mTJklOqpnySsk3MRcxUJszA9ZqrMJdVMWqyJPXATw6uhajU1IzSwx/flIMareIDkOBvqMGD5bJDx0jlPMppyvsdWMck4Xyu3RjzS5+PE1oOa79G7pHHoRrNJQM4KiVmq4zG4mVsyerKtpjbVwmSK9QyUKJVsMyvcjIf3VoAG+ymprYBc7Y6ZtMEFECiFoUNkokWebqsahIfjIpfwDgghdecP0T0bZJaGd9Afz5v3hRXrnV34iNEEcD3vOiR3vbVr36tqRR+61vfXkuEbq8eEpYOeMVBs7O7N/3VxZ/4ZE3HMkd/6nWzVD1g/4OaPuJnP/t515FGBXvi2Xmaob677vrd0MBYNJyQWe7TPkMWRKuGk7enmku0YwFfT7kanpd8BjyOmRHxeBYNbjnQ9v2k2eAHxV2goNnY0OSvfvWrJ7vX8XXfffetWrGLmcECYnq653pQg2vE5JxzVdrKND5LyuzxC8Zx8JEHF0B3mcDc4TUCtueTG2SkoqjsTaSi6N6BWlEsjZusB8ISyWDcwJqw7YVQ9ad/mdIvDfxknzZWxscWPkXCv9F10UUXR+LU6yMS1gsU87Za9nRydX3zmzdQy56NLkrJE+jhimFG4MBW+ZUvX/Vkj6nmetlL9+fQrsbkxQrhiozRvnnN4Q1q2J57/iXn7YjjmgLq826mFOmFeeGLGv36bCqT9W6LATpjNPh6Io1GZpmYZ8rHGWrECIpHnsyFdfzZ3hO7nw2gS1uqfjm8AQTv1CzsjhvdValhWwQSXIre8kanQ+gqOYxBYgiXJ73jy9mBNdKvkgEelzIfkX3LQVL1LZN9i/AAd0kiRZ5hXGsEjRgfov4hlDaxp1PMwNHbWRnyRXGOWpjnWdBKpOZmKO5i4NCAGlwDvtTxGaiTOTYNoUg1SPIAU/zJB0gysaO6g7KFSR+cWzw/OLDa4gOvt+2Jv2BwTT65mzl/Ypsa2azKYZlJr0ZLe2oFdDvOFqzhN/aeMifBOUwW8di+y5vthl+6xy2YfEAS4SrIahVBRHBONAKn8SsMP7Kp4bQNvF1OijGD/yGXagb2oIoyzF0gCG0heG8TLwy8XxA9zA0YkVW0qlOshXoi89InHXlk/XSzQua3SNIbHgv10R4e/47/21QKf+mLX56fRSLifPe732vU/kMPPQTlUrLy1ltvbfTDO26/g81XNyJ43vr4WWc3al9fZ5zx0cceNd/+gan2TxcDCK8PfvAUJKOLs7fCcCinpXks9tU76msR9cwZ+ymH+i79nKymlANCHXO6ndndl7kAuBxaLRfuBnWcF84WU7PfvOHbT3aX66/rr/+6MSwsXm1DPmpLiaGd5ZQtR2aOEi7Ggj+YZG6QdO75hE/kfLFH36birrcanulKdJtqUjuv9s183XbHKvRQ/OmWW37p20HvbA7JP51F2paS2h7qX6H5R2adHWIiP0HX85/3gvmolCWzj6jvKZ/hiRfUA0tHF0GIbsyMH5pdWB84+d+e7NHUX3fd9Tu/y9S9VMaQkug2uWYdNYr1/fDmn+2oblMgQSNsUT9T1OeS2YK9GIL/yRTXxK7Jv9RS9OCQ2G+Cs320WHyDJBJI7qTIxN0JuS39+ciuUFILDj2fU8PrlOjAnTvxvabJWJgvht/g6JZVUfdo9hmBxxapmuPOy1GozqIllbat+5bIfMjkfdAjtvnQ/Oc5KIsOYDYAflAkrNBQdnxWVpMqI1NWx4qRla/FZm7+zfVraI3SCArKpUybOv4m1dOGg6z+8iKXRJZKRoQIpQRFRpAwW+Y+Hhv5gyLLP7zx9dskzJocWifHtymTnipHN+dqNDdBQmXP8hVK0iBtmMrS1Yls1aXUZtHNYVDdC4VU0QRFfDK/uzYM1hAEq7nICExGUrFV12aWED/zSa11wVgrf8LNEEIsoTas2d1nyxDI/iXmdMRQ0CTGdVk46AK/CrxHUZ9whzAW9FD5WMPZhMYoASYVBLUjrxMTXQlU+8qSLSgiWdhdfrhu7camIvj++++30eGYEbOabo+PTjWtSn/ttddZsp/X/GyfmZndauiGXig+Oz/72c+btv+iF/2fbiwb0QFdgLgCn3aoT8PvlSt2ttxF9l7Py5kEGer3PWZ4hvVP2m+5/aJPPdT3WdA67Sl3Jo8jUe4ZzyQPwKFDoLzPv+QLT3Z/57uOfsuxVKaZgmx9atCHK6fm5PhmWZo9fpC7nihpri9r1UaNWYls49/vENSHUE2KVHonexHnFZU2d1S/Of74xj4yOOOUi0fnK9XAr5wC1NfRryXP2/elT3rRznmuz17xuRoSYVmLVuLK9Pc8jVCfpv/+Lz+wRrd6nhF8aCJxfllOO+SQQ5/KU3n55Z+JtRXtfzrF5N9GNTx31AWxvm5rs7bnkUQKJmDNiMLMpo0nGVtMYlDSRY+OftKtCAIdBXuWSRvJCji8QYM9I3ghTDS8QX8Sbq5tp7b9FlfctMM02JhuW8U8Ui398lHVvwyOHu3XwA/O8ZOkaDyauzSE4vaKA46qoC5o3zJwfU6YypbjM6ozZXdqcWRC6gigHWVz9hz0AtQH3w6uATwMDWqLfwuclCsGSEw1zBGbL1FTfaDbpFALpGsYjXOIwoRMS7RWFcpwDKySUxqfzKqJ3dXYJlWMmj0y1mAoCPGrOOyclT7MSLrd4mzQFfVRNwd7Q8zUmmRXdhtZYr6CURHldMiMJERkZQSF2PxGTMj3d/gqPiXrarroTAUXCP+2p+TYFqh8O7UbgOp+cxgPX4Z8RFX0VWizZVEfDdoYu0G5g94LOjBv3xciaqvLggxs0Z11pCCTmpFyty2aVlfQ7fUiQv9dnJHIRogVewA/++6zX63Fnz7rVYe8umnj2rQyoysPOuiQpr894YR3sjGKWMojOO/hCME//OEPLgOhFQxKpENXIeI78DQygPA6/fQz6nVJq6tSpFzXA+o78MCDvZ+FyVyc0Kca6vvkp64wunCFLKYsFhKttpBKtJSJmBUm5wTO8Dn4yBN24HPvu+++22697eabf/z97994yy2/7KG2ZHr98Y9/XLd2ownB5YbsJmLZqjTwU5MzYhyOysnHZyHi5xL6E6EcFlqd2OkmHgVxFvSa4RkkZOoW5ajPmRpZlwUbCWpUbLK8+qprmnbsi1d+yQ+/YDpPmFBwe0K2l6j+pT/7+S1NW/5rXtryXrpkZZ3F7JZ8JAdwE8HTS+jdffc942NTQfnKWBcrU1SQeRBEUNP6tp3XrOv5iIL0euCBB27/7e0//enPvv+9G7Wavuuu3+2QZt3xS9EQMjqhNUF41fDkhh118X199d0OIiVFRAQmCTz3mAH1GgZm05q6jbqoeCY6UBXixsK6OzGCgWWEbS17CJHJAlI9R3cFd9ukgTdDG0BoyI4kqjYoSipgW8lA+NBC5k4XPe4wQ8DMHVWNwLnt9gD39lIpByVNikY52SLbPQzk80mMpewsUQu3iYlpKHI2ulVrTNGqixHhJJLwjhfX0JpSZuf8wFqAkW6P34yGVUL068+pEyoOhPpyOLWGMcNsdfcguJ2vnLUHqGZPbJ6b4JIp4tKWQ2sKU9YbcmfGdlXlqK326eHZfDsjeDIwTgpDaylTRQwpCfNjOi7KuvRm9kkS5mFNkaMvEMlTEBuUKeU64UdBfkiHTEctmGbPlamXDl+Vk44NzEkhUHlI9JFGihSxh/JyPp5hW17gpUkIE9Ff1qMpLin4i+cPBCzepZ00qJLwBBarcSiZ4RD/uS+JG3O2ewT05KMfObOpIP63D3yQdL6SEXbNMKG2Or95vA7OUDJNDfQ1LjZz7TXXRSQlmDy4pvQ6fNObjm7asc9//gtMQ3jeDQ6DlBPI62kX6/uLOWN6vnHVIn+iey5ofjTIgSbDM3ZYRDnSXE8YcFL5cqPw4WWXfrrpc1/x8gOZpvFLzOwR7zLeDLSyai/UgkZ0TK2z9hTEcOAre06D3VkOa3BoYOyOO7fLaHv00Udv/uktp5/1yRe85IASnMFGVO0URHxV9OtRXHrpp7enVMznPvt5l5KRlTZnJrdrfHC1Gt8mx414Hd9s9pkUgQ5JYkzXV6KQMJKGX/UY68vKeoVdp66sCy9Ma5q2EFpw++CXL1vd9LA+fV1w/oWSWglBdOin5wKOxpo47LXHNG229nrooYc0Nrj22uvOOfvcj5919uWXf+ZrX7v+v//7Fzuk8Q+c/G+SaEo2m3XCwdam3rFCT4/lqq9cffrpZxz1hjfv/4qDjn7Lse977/s/85krfvGLHYaZIa0d7dfHUtO0gK19feELV25nB377299edOEnDjn40JHhCUJVSKizJN37mc8+44yP3nbbbT0/QiPJTjkou1mZGX8RHNUow3NHXfOhPsH4LbznmKcrrhMMV6Q8XM/Y1OcbCbTHlH61L8JsPlBGnET5kBpZB6hmymyx1u9t4UoHLfwYM74wkzGyIvtdqMGRgyuDIYlhCUClvcRkKJj6Lrk9f7wLCsJOup1g4P1UfcshH29yTgD+mVHVuLSV/TGAwXG7xxuFh1s5EH+nQtkNkOCOnLWpKGp8q+hfLiSfi3TI0Xa4WKcnfOXLFjjaSnJnlODAuM7DObtsM1MN2BzpBPFJyJrZTWk8X4wocx69+VXhdK7rVRcvQxceyynU7zYdLcbwMaCoPUogHVrywrMBa+hWR2dV9yHrNtEvzjxAnIbH4/nAA1ho7YVQJh2ShzVTbVOdJa4/GCWe55QEwh4LbBHYbl+TFVKXJVz3SoKnEUyvWFPciU63t+J5mjJsPK0iVElBcyzZkzj+S178d00FMVT256YwIwLJmm16IpnW3zR7+Prrv97o5w8++GCnPag4NaL39q+2bhu1rK83vP6NsrYIhOUHXy6ZM0OwLHc46vv6179xyodOe+VBr9pj971GRyYXL1q+5x57a7v/6KOP/dCHTu2hxHzt5bb0JEInDpik0rNVXtBTrE/Wob7HrVBhCi7tDfV1c8RGkoh9W4Eob0+u3tTSAAAgAElEQVQJ2KO1HPyg7UkozgEinmyXF9Wpp5zetEv0uvknP33u378OFAYoy2nZXuw3Y7ThSFzJvNeDA6PvPvFf7733f3p4kAY2s7O7e6FZClep1TiY4QD3Oed4HpuV5WgucqXxraa5BZ/0HOR55iiyqmMVUmxXNRdf3mAeA0im4XqvUdJ1jW9Oet/JPdDzuOPe0ZUCwhkH13+j8fkx9NIyVsOAfZ63Xz2XilLjh/32e/HHPnbWnXfc2fNTanZOzjMu/36HxPo0SjnhhHcCCsrYZOEeY2Hiw2972/H/sd1lMyGtffnOLF5RZyHVyoQXvvAl2/Pou+763ev/8ah5SBpJxcMOO+LnP//v3p517NHHPcZUpjs4niTUp6/5uypSWc0HEqG+6KAzRuS6UadcXa8p0tsiPuHb2B73q5L5ABzhMLW73SYgh9dBqqctHuZ6UjD2yExEOitqe15ThKJW4tXb+hVk+Gu8Z7M9O4tkMYDOVllfyp8vHK1KzB4/qLw/rqHaFnCVZtK0kOzxTrgRU+1cVRU1oAZXw45BOB13RoxNg/tVf5iFyAqtEVLTrJ8dmgBcv2W3NrE265JwmwVOE9Ro17bBwGq5cA8IT01tk6ObpRp2exFbxhW4k5vBmsAa5SXB+hkC0WakNRzOh8z4cH59/ThML0GnRtQfLhBr/Iy/HpOk/k4W3/YUgB1nsMdvm4BTPbYpOMB9qQzBJ86EXdamzMoFUacxCkm4JDqtJUZfMoUcnPmQ9BQHhmTWuHH+Q8YB9N8kSPhYs5vLdtNDVB9++GGTCeN3IYc0bjbAjRu2NJXvZ511tgdO0No73/nPTVuAGvR+F2zNJHqy3333PY2affTRRxctXKqSKY6T3ML5KvFE7CjUd8899/7bBz64ZvU6ur+8liWOPea43/zmN9v5uHPOPtc0WC+RA+tmnBvNv72e18fweZQXR8/fxD7wOLzqEfVl1ClTsg7USQpfergNhcU6C03qi81+mTR+zQKQkrlz5crGRxHg9ac//entbz8B+ErrMzj01gK/OdmZ8lVD27RvKKMmxhZ+7WvX9/DET192uW+t4zL4s44tUaOG1poNfttA0Y5tzctRsDCkOc5BFLyeeNC10SuaPnqPpWqP5/WxhcAWhXeEUXkbkjhwckUWuBfzVexXS5es7O3YsQ3rN6Uil4iOauOGTT00ay89U7vvtifjSaLva4HKKaec1vPjuqr/7juXthP13XrrrUe94U2SzgVX/6lQeuuxb9vOY1G8xKPitP4V+mAo8JOf/FfPDz3/vAumJhc73msRo63WWiLvTz21F3eSJmyknupHStaLfMJQn9ZoV111zUfO+Nhxx71Dy+G//7uXH7D/Qccc/daT3/+Biy66+Jprrpu/n3Elxscza481vywylhKqTt7Wko69acXIoVt54bhBLbjyQTmySVqoYCJ+Agr/+vKPScoxHkAahz0zjvq6WeHdBt4yRVy02AfUt8T8XeyreubuthZDIGGwFpzAJ23YImjqWovJWTW6VZqIn3Lnm3ebEV5WIysUFm6B4i4zNs0PDkgYWOWqajuF8rigS83sp0yVzun8nMnQo+WTHIAfRPzgHAsT9pyWxZDpJO5pzOX8uw+y2vZDN2oOcI9Yrtu45l8s8xNN8Bh4bbdTfsOft+Z9ELm/FpOrVi6rCTFukoehbtAsGGNZW7iqsF3Ynr8WRF+HOJv/sZKJLYhk5b8K77n2YjYQmwPmEEKxQqOL9o3IysRjXZ8aqtLd56STV175xaaS+tBDD8Nuc69SsLSOe+vbmzb78pcdQDljeuu2pi2cdtqHa+hA+UOUz37Wc5s2e+P3b0pXHdqIKqNxWjc1fEmUO+Toqi98/srly1bTngS8nTKbueHMMz++PU+8JRQhZBwV86eIaSK3o5pLarB6GF/JGObFcXIlissuvazpc1/BCjlEC42JHuUTp3HrC3wi+01VxmWmyPVKWU0ayOfOvvvw6Wc07Y+9HnjggX322Q+6YQ6ZgW0VE7MK/JpzYnxWVYsgPwQelJwLaro6PDh+042Nz4l++OGHN23casbVhsppdmlbBx4k1awxVbPAqSbHtohq1JbVNmHPGh6gMI+zjb8zY3fqN72iPp6En7gDqOeO4syadR3ZfFl5zdXXNu3SX0zmAmZeEAhKAKeoeoNh2lDWQiztOXY7clDSXIxXv/rwHp6or+c/9wV2DVqZkxg0kc6CUW+Pq+uOO+5YtWJtjT1aZ+jQT2Zndt+eba560Y2PTnVTH7VgQK9NLUB6e9yjjz56nD0MybdfY6emthr56rxzG2+j0Neb33S0TG3ilLbk3x2O+r797e+87rWvD4+QNc+dT9f4zqdx+9qJC/YPaaHrbp15W4ung09Q1M/YJ0vsV9bDlhNcZE97EUIoWUcMrxcT5hAgjZeGd1VywKS6tZNswPC4yOTrWughYbD6yFjmDVQX8TPpLX1LpBpyLdAIeVRSAe1nkAy56luq4CAH48HUCLC90B/WVz+VgkUC23gP/Eq11eAa0IkTMwKg1LQYWGaAH4ngkR1i3r2YbAQgz438ko/NGLiOolGHO222YRtAnQZ+GqlCVRsoSKPGNsBxuDuZnB2AfK4eieCdVGSbZZyZ3GKbmDjvebztA8I1k97lpbBQZy3D126e5FMmTI5l/Sb/eH79AWBpC4+5QuEveNhVexKQv/OMz2h7TPgUJJbeHM24f8WntFOt6evYsCnxMdxQX1h0M14ZNijQLHCeZiKFBfXNiDI9UMh85evUkYwX2kik8pHiCOL1V2886i1N5bU26GUdgCZGVfmlL365UZsPPfRQVfbTOdbtNz3c7Ec//BGSN2JKpOR733NSozb/4o+4jdd8Rh7BWLNGUW1/rO9d73o3a5ysHMdX4RNm1F504Se257lQyCFZscpuJa21w/w9PZ7cwBkgSL1YEMebV5VVSFnn0k/1FOsLtO3iMvAC1z2RxI4MMOvAOWyQ6rlUDqyExBUzL6MjU/fd10vw4f7773/ec/dVrmZ0W0EyZy7bi8T4NqERFxyosIesFkIJ4+7ScHJ80e9+9/umj/7IGR+DKYZYYpVnfYoiOj1qk6NiDnDfTcIB7qNqJ1t3jvP/vHolns0s/HC7MjxrH8GMWuo4CNOtEnGBv/rXf3lv0/7Y69xzzgsLMwzWZ+Ab0b1k8cqj3vDma6657s9//vPjbFZP6PT0bmywKO15PDOy83Bo73vv+3sYzjvefkJoTbqd5EErO5kQFJnYDtR39933bN0yxxgjKs0f4rE1RvYzdn9mb7FZe739bScwLJFKXUpVQ/Ovf/0bvT3rrce+DdlSJurbz1rF9s8z/oTPv3rdV5s+94c/+JGD7pxhosWIz9I3HLnjUN93v/u9Zz/ruc6spPzJzSrUNWwVU52bcdTHkzWSNVKxLHR6jh+efZdo8PlEGZ8mnB3GkDL5re8zRTKuHKBrsEgeUUEivewXo5uVlrpTc1C0cHi9ye0vkvG6EEXNRj5mAaLp6I9K7yKu/XDabqNUq4DnaqCi8R7sa1gKeSgQ8fPTJMuu29KUcYbKDlT1HFguJ3c3WwamlbbRy3Hq2+2qO2BfX+l3A5r9cqIDqmrQHOfgdp7PQuOqwxYLRy9xFGseaPFYr1qIWIOFoLpbGYKiI7uYqNQ2ARvmNys14s5stN1r5QH10aJiOIMt9i9DfSneBvZOZqQuKbobhJs/85mVcUYOxMqX3dZOtwWFzSLqo9UWWr5KZ/gEw1qFqqbkxFaXEqXZQPMnuEWIcRLtHiQtL0B6JT2zZTxjDCa5hWrxWH3EU/q4cx1xEyUd9GjtT9j2Brd6keiPh2XhzkULlzYtNq3BGNPBqWdCVk0zba4JuRx2sCBGmx5jpQeyePHy2mHi+xtu+FajNvW19zOfE1OeLSr6OdtUiRb5dqK+T33qMrYqYiEem6qKcIKei+0pMxBqvkWbQrP4RRgAiNBrhmcVw5iEk7vKJhOhurS3WF8W28pRBk7k5mf7KGy2iewHsAe1rZfmfSug0IvqnHD8O5t2xl6H/cMR0LgqbcDQoIW2Vm9K61o4Pc9ssdPKsrOYhzqD8WE7/NZjG4fcf/vb30qoPAYuVRPHJnmkIGT65OBqqCk3OavBpxrbIotxqFbKYDCfviyeR8U/pxPac6xP+LODVQTekqobjK+44UvFml44Grk17Qxe1oWh0APoDThisNpOgkIZHBg99NDDLr3sinvm3ZD5yCOP7LvPC5kpnNC25luuMtrVYA8nwn/4wx8hjRTU7HaTnvlqbMYtot/0JvS04tjzGXtz6V3FplWSg0ejqfrzvfd6Tm/eFn39/P9T9+VxlhRF/vOfrzKr6lW9vu/uOXqGOZkZ5uzp7hmPVVCEXWWGYzgURA4XL+TyRHTXY1GEBfFABLwR8be7gqDNgODJ5Yp44K2r6OKCijDgcvwy8ozIzNdD1QzuWJ/69Of1e1V5RkbENzIy4kc/5lLEByYA1xLzF77fNDFdr6LLL/8YNZEQxOKgCBpkjIhkG0BT3DSxuWqGJHEtW7ovpop2HNV2do/s9f3+/j8ce/yrkNqQc7z02lTtk3osgKGnraV2sjzwQ4k2Ulcg1xzzd84CpVcXhqy+H4EvrKNCRBNYagIeAi5y9JBra1Hanfat0Af8hgXwWylzlEcMwdwKMtxZyhn0rgNvwyvICBQmwQDqeN6fCjHXqXK4z02zbs3QuO8ia8fHhI5UinEJFtJBs903uEGe8cN7J0GTcPw8N/hSPkKslMV8ZJIJwTQiU0R0LYIjkdZ1P/EHxJsIj8ZMLYVXgr+PghQee7tn3GpFQRwbssECrPYsBfQuZKiYSoHnm/2pHmHkRtRG1fF0rSir92jYfONClTLjFOO/okjO/htAvtkiJMV4SLvDtwyF0LRr1v5LIpcmAWAjO3g5xLxlRfaMHIzvQxtSGfY2G55IVQJ3WRe4aCEva28Tco7dZ2uPnYrImEZuH/jJNVYgqObX4tm62rWB7Oy1eZFYEOlfVA608M477qzKvletXBM0yTokFC94/kFVC3z9WW+ibYNROnL70VXLEcJpFhIU2tWjjz5aqcDf/fZ34bj5hOtO1saf3J0jLnfccSfsgnoUEtPn2pBK3tXZV9vr6f0XXewCeTsqyvUqQMyCEnNRD/U5XoZJ3dv3bmeUlXetc31HAhcOpCYpuR1jZSj+VdqRtuYa75d9eDF81113V22MuG655Wu80QILES91/Gu5+QZ+6rzVLPvhgMfIpPRnmOTlXJkiQuUhlSmAbNYj1syzVtUNc3Ftnn4WZ3SoEy2tU9aC7L3dS7LhTbIZEnw2+3PJcIwMLqXEKsOhY2gGmbMxOxVtT2VpR2o03S1hOd6hcroII4L2+ONP/NY3b63aEnz19Q4Z5IAcOrxNJCKSAV2nWc8hhx5zyaUf+9Wvfh2WecmHL/WwAW65U0zpaJvOasIQD5z7L++t2p1PfOJTmKVodOcMJTY7ohnVpCbqE28h2otFJgsVaPJZP3byyafUqF1dz3rm3zm1z9JS4rdKUcsll1xaowoBvIeGxuyQYt0rjXbTKBuEyZtfP/Wpz1RtwJvfdLbb7MKl2XjIqPw9stf345/9asXUYUyAltaIMiSBRYk3VfgKbLdKvbDkzJ9rDLSiaA1NE5pB1sRVoJXSzkqiHnNcS6MXesAHY0ujd5nFyEmlhOFE5hHRgN1XsLs68ps06+QDK1UCVQAM/XByWOdQBeafSxNk4dgsFpqUkLD66v8aSFV8M7XKhGxqDkjfFrnj1zkPdvzUnKpcBY7teCJV8w0hMtKuhWr3ko9sBE29GJbP53CyAKcTkI4nnvOqbLMFSJDavtkzX22g8ZENkMCtYwHnHZK2ZaDpRsvf8qI5A0LHAZ+Ltpl0jnlCgqiLRWZfDUimlnnPCtjwhI2piXRgHU97JF+F/qYuqUORohD0hHQxebtlUpAvA9Ii1J64f1MLcWfxUjYDEipjBKO6ibaT1XQzaFKV2N2dYMxR2MtQK8OcMOJTWaTNUUgLCZFdpW1aUGbSAt0pycyo+gZiplBfuGPmYRJMzcwfVnvnwYtu1HYFLGl1dPQjQBE1hj7mg0yvAeLf95xbWQmw4ekYap4t8L3vfV/VAlcsXxUOhYArVfM3fPrTV84ykgJXVG2YEKizz443j8zPlgF/a6O+J554Yt26CX/GGV0JxgwcpyVpa3nHO95drwE7dty4yxO90aproz6vpywYZPuAr7XIuwbqOxz2+myO9YithIdcj7ACxEDTLi6Du7CO8eVrnlW1JeJ69NFHV65UUUCk/G7IcCkOZhcQ8b+1QO62beJDk+nAet6ay7S/lszmhBy/xd8aUZHe+57z/FluKH6oRikF/5mepfKQyWQKoajXpc0B2O1RSJX6HcmGYRcmLfkY4px2Tsdre3gGGpuVK5FdlMCFXtxioR370pddeOH7dz8E7i23fJVRgRRdIxZ/GkVQugrnPTwfEED6mc9+4XnnXfhdYzh4/PHHZRgnpPREKJCMg2/bNp/3f94Lqvbo2muv87iQZ/TxulYP9e3cuVPHNTHlW2tayNaM0uZ6bXyKdMjr//z2f1ZtgLre/a5ziak+RAVI4/n1f0Xw+S6vV57yag0eUIGkdx4xe9877x746ZlbnlO1AV/72tdTNJJUCyzwvqIS8bu513f39384tHx/YFmjm9LBDRABsqF2jPXmRlT5cys0CQgb0YDRAoNDB0nhnqGwwdbIsPZp2FFK1yxCpMFCMw1gZqO7HeoLe+etSmz8QvaUptZTmcYAEKayb7UMXLkpG5rg/asg3AsIixZkBpdHyIjfpulCigunoxpq+f6IMW/wC606C+CnrJwd4OTCsz6u/Al5jjpeMDxiKDhFmrRS8a4CsXLHD3xkwFhm/DMTOxqFt8WqC+SQxC9TS553QjqHoSnAkCOb2OBGQKS8S9oUpFTSSrt2TMB6/yxrMHXuxyiPReQV/yQ55iEIW0rbaKJ2KQvWvVjMI0BfsTQEhs97FfAz2Q4VjGyRmeKOPNIEkaW/linXwhMdW1MIrGIeW0T4vF5uduFgmmlGei2HC29KueaFcFS6AEiDaRMvt8gKMs2gJUhoVgzzwfViSCHMz6B0iZJn/FSiL01ImAmw3IvhiVlD/MtZkFsb48Es0Yra7+DRoSFvea+j5rHg3bC1z3n286oy8eu+eH0boAtf3n77HZVKu+eeH7Xr4I6KhxbuvffedmMr7o9eelml0p5ULo4xtab9DNJIyvKujfpuuukreMp8UJT4H9DoEcOY0KXqRbf78Y9/QhakEm/aUXm2wE01z/Uhkmb+wFoZTCjZI/Ia+foA9fHcGg554qrzFlSMDIqU6NY5IKJyhHctfMvb64T7/9xVV6cA3uAsh9F7MH+UIBCCu4yx4U0M5OUU2DXLYZgLGUXGxHfRbV65b+VAkXb3zJmNlJyDGRcNU0FKM969FLYcIfEupEll+YBWergmPFcIJeCQc9oPNTw898LrkEMOC3qdY1rybm21kd6eYhKZUOOa/Tzvh/MzWdfKlWvfevbbLrjgQkufvlyIfhlwDNMkaIDAV5V6JECCXZhPkRPWYHpXXP6xeC80PdOhi3RWGxdUCc/7u+dXbYC6br/tjlSeOttFH5Pmls3PrlH+b+/9rbccooylvc6N1R0NOe6tmJnjscceGx2e5zieY62IIBMz+MlueXj++c9/XrNmQ9oxTwXwSGW0fd4akdsaHalnxfAIOzLR5kSianNw3IaOoe4O+eBQFoF2DO/84wH39Cjanshug62Ox8/m4LYhXGpKw6/gQ1OK8zNI55D2rRKcnw1vBJ8L8Tl1200kXjENpOw3xg1j4XUnbUN+iG7zNElhT685pIEfnPGby7N+bPUjA57QW3mOiEI65go5ojMDCcIoR2SCOx9mxHUw7QoLQcUy2BJU5shNAKWGN0B4z66FkO9eJ/WxXtNob9OfCLTrZQ7L2D0ruytOg3REOIMd8BiihtTtykia8jwVDR6dygY3paOTvH8t5736VAUrM73R55szKHjz0ZpZHQ5vI7NFoB/6ZFzQxVIYW7OxayCiQqRbxGechQQWAGO0BPSgqSOOIZxjlmysOpq7b1SXdaCHPBU62BCchQEb09C6tGNMDxRuGOpv9FwfZRCzMRr7sNWJxdSSQoIRdzwCLSrERGLVhdykzU5gXC/3hOvvfvu7SnxcQAhsG8MdGegfqXrM4MMf/kiEdcpBq3EyyuQc82gL7qo5jv7yl7+I7pCh5pHB9ybIyHK3Emqjvu1HHI3040I1wK5P7hTK8CC7v/v3/vd/oEYDhHZoFrxPrpTIcY3wwO6hvsIawqnZ1faxCEZb3/UyNzDWJKb3CFssTBUU6ybQVIYDcycylVDH2Ne+cVvVlohr+9HHgy2KN3VGBGlVxVZ5mZBX8jUhZSFU8SamLIXlqAn7htg9r0P24hoeGg15lApjI/1tWhmIwCLtWsyHp0HKjkzxwbUCpTT1wy6kuNbFY5zH+oQbQZuPV/fw3NuuG27YEaqbARVRhmxtDVwRfyvNu1nWy7I+2PpLO9LU2LnlhIILEPcZL0cyDONqnYHDPPOcZz9v29bDf/PravuZ377z2+2MhnYemVY1VMi44u0VAxcbvwapDGHDJapRCgVfGnqPYXq7+nOfr9QGdQn5NTa6QIZKcnw1YEFwv6e6m8yT+pCkN02hmC68TiFbuGuJJYMa/PYlxxwXS7EN02ePoth7d1Dfy48/WaqwGRfAb2ijc1AHVczwlvb6aDjX+LHQchRZF8gWYAipQCNcGJopeKAauTFH1E7LJyThNa9dp0woBKz76dotYHDNSKyIkUY38X3WzftXQ1pqcGic4r37CqFjUrfNdpI5NDQ416GEaNXRnNWpswgUhlpK8E3oWCCx3wJIzCBYVuKG1KX44hZX6KLUYodb5oMVIJYNbWSD62U6B/lMUvBgC9dzc5C8UUORTH0JwA/ijaVgEt3ABfBjnSlxG/aHyEDiYMOKVE1cu1Eh2KszMt0YR+mtOZ7LA35y0iGq59JUpRyQR+VTMZ4SykL5wQrFEC6yu6jYAmmJA1cp2j9PPZdR5qMvKrwKs04jD+ASUm+PEQ8IhYLE0KPDodsd6SK1SmBgLCCjwQkKlW+VEJUA0jkMC8gHDEdQ1AD4F2TyBIptLZiwzQKcw5k/W5wRjs/oysexPaJsYlccIfZYEr7l3vUNQoQBqaWYI44WLaeJ2dynP31lVVZ+4IEHRxt/3HEvr1rUoduOwI3E7Vy+bFXV0t7ylrdGh27RwsqZ026++RaMZMLmuUFmMpSLj+p3C/U9+OCDcQlkZJg1wHi/huZJQevPP+CFNdogrqVLVngrf5dEK1ZHjSztRx/1UlxawHdc4TFK1n/roL7txzI4rkaUWobseTFLDdY1S5bojEzgAymTm4+OjtcIsfD7+//QHJvgxYDSm0VpumpjR2DaNaVUdt+0BPM5U0fsAPiNMWOBwwrllVd+tmpLnn/AQVEtSn4po9eIWWAtoYKkXUukmXYSJNbgBvD50bkEKVn61ijftqU+/K3v9YlJ37Bh0hu0kPf6NzFAKuOOTNCc9YB6Jz6kHZzCPM/N29eGzU9jo/MFd3372/75c1ddfffd36t6qtled931XY72gsLV54Sjqboq0/ve977vDVpg3Mm9evHC90db3qtXVU4bq66TTz4Fw+Z2MrReavjN08+i8s4/CRJjONgNMiKMXv2q11Ztxjvf+W7WyGN14TZoTaM26rvzjjsFx8gkPAADWTlPRm6UsYghHtUoa5SMauFR9s7dli/mRU3fvknFUFSAopLzGBcqcOGzLFurXyFu5k1NgUnUVuRtu/kSzVAvS2yecSUCbOR2kFapYAs9KyWElsCvfz8mgB8vPe0x7IUqJ6A38pnwZ1Og+1I7kQLcksfaSxncZb482jCfteYywbiMkRpebESkti1ZyTXIsT68SW7TTUJWg3JUR1+k8SHpwpGLXSWI58Z7U0iftAV+KKPTMiP8FMBIAfyyHu5PtKMo0zXf+BJymCilea+wpEl8I9sQdmqFO4QhhR0/yDYuBmFglRhPJlU4vTrIu3qxUIjh2x0we2RerxXDaU/Y5HWkhu1qNeE51XTuocogGUMEWGqysRb2NmTjFYLINcvEiw1JEuUIeHjK7T4u4HRrxByZ8edujisafZtg1JfkiRu42HDLn5I2ZNF2fLHlL/GqJkMzi/+babxooeY7iSk8SbC9yvYIPteAauedd360O1WNjipnQxKhUX3/9Kc/q1SgtLVHRv60151RqRxxnX32OXbYrfj3hjpJ3IwHtvzdQn033nhTwIbixkjKCttSWr2YLgfsfyD3mA6l9rDq3Ud9HJlksK4pl1Xusa0EjXmdc33HncpZp3Zf1DnH/aS61p+BCp5c218Nc9BSOWketf2Yqs0Q139cf7P0718rI3rBlhpTAQ9MrGrj5JPrD6K61lwwZY1CDl+w+7ZGMuThyaXE/ed/emfVlojFEo07IttgvEcaedqQttieJaDGCYkFrp7r0rwvU6ZKpKQyZ6FQolqbrs1Puq6/ddQnAzPi5eDOWOIT7W0UIKVky70ynoNRX0I+UObSTsZbeCQR6nMCaMniFdu2Hv7mN519xRUf/8Y3vlkjb0e76/vf/0HAhcjxUcKLkjpMT3CMWSQas0pAECMtGEyibNWIZvSkTLxBtnTckneW367Ovhol/+53/417F0V97W+ifuFXBJeu2pKrr/5/XHMwvMYjNkSB1mqjvlee8mppBlIbVjno6AIeDKMdv9aI/pWiC58StB7pBMGuR8zpbNF9mLbCFInv6O6NPwuhRm4n1Gl0ptmcoD69lHwx6kq2RFgqgKQPI3CpBPIuQAiC644CXmJ9yzlvOdNATLvlMdTHkUEBd0q1JHXYFak3Wkct9K6U+DXv553zGSStHYfUtRBCsz/RcV4AACAASURBVDQ1aicU5BRTpIm2liqPUHD0hTx+m4E2RqfTQSFH+sHd3dKk9DRRr5tmoLTVWjczZ+DFOHTtkwHq28jgfJdJ5xBjm2aayFHe1Blb0d1O10qaWD3wSQJRLFMBb9TsqL2ZhhwW8E1dAuh9UAC/qXRgDct6pX+v+DUjbTNImEK+2VAfpW3f9Sa6dtzr/mKZ5Xian0kuarXf5Y3nIqbQek4Q/kJGfZQ+vQD81oA9enAtE6NajGkrA00nOIdW71dJhwDmIAlskAlaM44mzJzRFsc7ExsINPo+6suj+4q2Jf6ABlCzv2+4atyU22+/I9rUqlL2y1+awU1NAkqtehjv4YcfbpXddO1Bl2skMFixfJUyViVtSDCUvnZ2MMCuh/re/a5zw0WbxGqkSknbNfm5q66u0YzDDt3ODc9KVOYSQ4RyZCJcQDxTC/W9pH3jCbn6aoFsjxqZOnt9J76B9a1maXfaUOxGhQ8u8Uk/MPQ0pIbUJo2KW8UNOeO1Ahh++vNf2vayM+E+9nXbjjh22yGHbd16xNath28Tfw85fOvWw+QH8Re+EX/lr9sP3X7C1uPgrUNfdubWY0/ftv149YB8EZ55z3vOq9qSD33okoDpoWEHwVNKoSV/SiEOtQzVADt+cDih2Q/fc+tHUfqqLdInmDFRCYr6m/bwfPDBB+fNXeiYfNLkEVaPNqMiRJ4TOoc8XR0QIgis+J2wuerAT7Oj1fN3z9n/daeeJjjk17/+jftnzfqwmxc+eh2l/3BhVmV6r3rla8j4GK6lnBuNxS2nzSD4M3p/vFbC0ptu+kp8dwLV/rzn1jk3eNd37tqmF+bh29rfW8kDRwQPHIEeEFzisJe+5LgaLTEDrv3oortAbDdQ3333/V7IYrvejWmsFPBA5lOeAv1+aH3aGrVRH1MNb0K9xX1wSKCNgkS/dBGno6TCjA3FU5ejT4ZV+M9HBbR3ByBhtoepLsHsWwrNZl2sd18+Mp0qu1vvSohfoi1EhUb1gaoZrCD0zGzt8QSBMcEYTCjYPnh4whm/cTitp/P4IfOfRSzUcdFYA4EwpPVwk/QcWQ8J3NXrKHC/krC4qUg9yJVVFP4V49C9j4nqOZEObmRdC8F8RjaWqekqIU2yDlweyZHhst8o6uUWISPuoaasDWkxDfxEyztSyD8xLT13Jnn/Giaj48hXMkd1CZ6FiGc4D3aSPXKdfXLRjESn3s2434vZEFrheZ/Z0jwLvns+Wj5pZ1vHB12d9o0q0nIkG1gvsB/rXwOHYItR5Y4kDet6E1KjvgTt/uPdtkRq3kmb9ZnQVYqblQSEpSyXT2XZh6NA79nCwyR++bQ9psG33PLVSgz9scceGxwY8YpdtXJNVcFw5hlvwBpDuKKOOPyoqmW+6EVbLZK0pVUNZ/KTn/wU01C7NUN3Yu2/Be5LPdR38MEv8ip9CivWs18i+cSarz/rTTWaccIJJ2NKUzq67Wy7JtU91xdb7cGaiht6Jeetg/pOeAPY2AbWSB8ksYQLs6OlTdShRZZU6k2E/KZGM/aq66abbo4QNlFuSs2yeStpyKBtILE2C00ukRZWsNSC6C21F5lZC0mU+xui/dtFfYIfHrn9aDJiTNkE3cq1HIkAQmalTG4tX0ghK0GHSzsA/vFWq9V78MGHnHfe+bd+67aqdrrduX72s589JfUUPVCV6a3Zbz0WuKGhzbB0rKhFVHmPbo8//sQa/f3lL3/JYrXjnr72Na+rUfLecz366KMIiUnGK/fiQgWX1/Xw9CJgGxFf8GdkkN1beydK73QB/IzTIA+G3VMMPH0mpja4EztR9KjuNDazs5N3XGsPcHI7siEtSRzfC1CHDzDcB22atId1ZVTPgbUAloYnMyHI+lbKw3IW6+Jk2eE+SWRwIho8955RuCK3tjz4F7akcgH8WMdC1qHiuyyQwK8pgz+bMKR2x8+PGSMBm/i+a5yNTDN1cmFgPcsB+aQNa/eRL0azsDqAAcFdpI9fKbMjyFiOAP8meedCLlML6pAhCMzMQgMssaSSB096Lr5Nv8DZSMtFN2XKa0YFxx6ZSkc2i9lkg2t0SkaAsqWc/dziOpa0bXabvkRmP6orWvr0qDFKKiGdsyi9xYktupceNz20m6AwgCKOxyNuOFFcjKQC8g2shugD/fvxckTaDhS3gX3dOanz53RFeLuos97kMSulUq6dLdsfWIJ67WOzlNmONG0jja5s2xwH7vh+61vfVpWnv+y4Exg9V/b611fGFYsWLot2J9EGrWaed1SNOHfRRRd7pT33uZWDlV9yyaUc+ROGM+UtfnsgG3+ZyPGpGthAXfPnLTJD4Wo0Tt65patZMJhHSFsPOaxGM17z6tfZEhSbBmiU6N4xbQExjjS7EV3gqCNfQvXdJgtOLQbUax149Dc1Ud8wRNBK+lbxrCdTRUGMlszzm2cBH/RPPBtV4zv/+Z2qzdirrnvu+ZGDKGT27b+5Digno40BT09brHOpzL8EalwysJYXQ0KPTNzqmGUS9ee/UQ/PJ5544sQTXhHy1cSPCkiEnOEYUd5Oxuegg1787ne/9+abv1qVE+6p62c/+3mERSeRfW9LM5WY3gMP/KFN39sKrLYaAzVrDg6MiNmp2l+B4XGWVG7YPu7vBz/44arF7m3X/HlLJCrQcCtpuJ0E1F/4ph7qe+Upr4nZ5oFpAFuAqJ6QqBr2NyCq55gBM4JpOOmWRLRPNONY7M6qYZtOOYG+y4N/UdpDrIwsUohF0ZbLeQfS5Ac3GroxbUiaIhOjA5DxhB2/lXKLbBL8/PtXyeRvLb2vhTbWmNsz8XpEDMR0WOJsCivu1msDvmn2A95Td4fK4ydf5zJMMfOPReihaMgUoLwFeFW8CBt0EsQOwxk/7ZJnO94OkyR6InR2WUB3BetaLJ1QpFPx0AaAo2mHfF6RvYd/CpJcjs6df9MhwrPPzCZ5u0GjP+XyjJ90QOUA/DLIijQBadwF7s16MxVjyXW8DApsO00B0fq3XRGWgEPLBaYNj4zx816XXeYSj8DoonPg30xru9a6vUHXQldF1P9f3iUQVTHEevdLBfAbWM36VvJyWCfzkK/MIR60+EaTTdptfzV2SvtvDB4g7GvLSYxVODFs1xsXBQVpRX5ppjGeVX52JGDvFcsrx035xMc/yRkxZl9/3ZcqlfDDH97Dqcktmg/ghht2VCrW+K64hv3LuyuH0d+29XAzYsQspHx6o9NqvnHtT+Q6qefvlwQnWa2bZTi58H0jx8svXP9Ll6yo0YwzTjsroBkNyK27KX0Aml0P9UUpU9EY84faWrkcn6q313f4y05LhiZVLinevyZlHZKDZCoJHu4jHlXPyxrLMMFNHn744arN2Kuu3/zmNyEXIrqCjDIqSS6VR01g9y9pZLxncTq6GSy1oxCfHSy1jVxFuPHIlaOxZYZz/o2ivje+8c08EGaWVxvLkfXezG1/2xG8ekCwoJkv3/DII4/8X/cP9vraNTW49QKptNd366230fXulH6G5AsuPxyxwHrdVApivZR6q1aumX12qmYV2guvtWsmWCODyKha1pQ8UBjUfeKJr6hRvo0ERrgl14mngf5bY2xoSgainIaIlB1jsNmo1F/qt5KYv7h5SeLPfsiZw4fVHUZBSxJCb9HdBvsYpoQYWfqFE1XQ0yfdY3kyG3MwQfyRvDOzVgBm6FsNvFcgJdjxW8UVgmL+Toh/e+qiYVzM3/Ahw4jPd0h1yOAQpSxlA2nneNKxQNwQ30UncC80z6fGBVdmUmoDhPgVgN8WmcthIx/cmBZDuqlqpysmfxlWoROdyk+eDCyy7mUJxJqekqmGJiC4C2Q5Klw3g13lWS0I7oEk+MaOc3hYqf0suMQDOhZa70o+sllH5x5cB07+OrlUEK0tsjfrRG078LarOzSsB7Qa274KWhIjcmIviO9+tfXEdp1y8M+2s41CLhMkwqgWWTkk1kXavxrMIuDqOSwXVMk06kM3o6Ps/YTWHnnSfpavoAwzqBxGH+bBZwQ4c9wSjCq5W5yFCXpDbCHMhr4NCBR3Rzz205/+rBJP/8UvfkFpvajqRfnBD3wYg2oWDIIq/41vfEulYp944om5Y+MYS3/zm9+qVMLOnTubeac3WbLA3IB5dAJ7tiUNZF3Dw/OBBx7w+IVH0NHlZNkNjjGDl2KNvYI3v+nsQLgWCXLVY7YuNCA1zvUh1NeWlZjPkYOs6q4Vw/Olaf9Krjgs5MxZLZ1AmlKSFYlvuPH20snIK5IbHZlXtQ172yUWsj/4ZIVSsytrGlAn3RG7F0NYF2msTfrXQh4/MPGWDG0NtQM8f4uo733vu0ABuZjDc4HYo68stqPhPGuddOIp9eJDPk2XRX2zSHSPAVYydc3M7MDLyh6UsJqTl5GCE+3B0GSEJcJb9UZyy+ZnU9ZaWMVC/f3e975fo9i96nrOgUcx3mlgA1rO0OUcD3KNvb4HH3wwTiqOn5RpkoE34NCEUHCZUMqHNrByzGxlaP0er5okwTPiCIO3CzBr5g7pvnm4+qwFM2ZlILV7MduSJAIb0CuUJtvoxG1et1t8wSuJioZl9gbVSIoRSLuFOpuIwVSCrG9fnvWqx1jijsOhigoeeP15xk1OWZa9E6RzyxIyu2OhDlPxpgB+88wZvzG54yenlWZzJeOg9gBVO3mZdi6AZOsjE5CWdmgDFyo7t/3Vcd28MZQErIOxMef4BkiSdS3hcGJwko9OscENDHb8unAX8GjPzuVi8+IaFoq2XaGg3AxargZBblGWDNLhio5PJhCgdS1r9qf2IP1TAJN4rnfZBk7ZqdXovO/tv+5LQyqhUT4+xVR3ajfUs1TNyXL2FUVvgtx6gVUvgwuUw7xvBRf6nkB94kM5rE732b0+nMkRzSsFJCEIZPRfVY73Pafj68YuAjNwnCJSr6eKcTwTdtxDHJU0MXPHqO8jl3y0Kmdfue8a2/4XHvj3VV9/8YsPDSGuGcbM/rti2eqqJZ980in29e7O/qph9L947XV20JIGgdxkJPWwe7NTkGmtda7v5z//OSI/ZMYIhgvPIMbPjAym/rdqni5xnf2WcyzZmHIKTGmYVzLD+utEcxGoL4l0MMF9Z8G6o//WQH3bD9vOeWfWuzIVasfwJER87lvNeRfEzgI7kAme5lUd8lYpbHijTrqRve16/PHHfX5qRRpiUPL70sh7CDcqU+40edeiTCWSGt0kRGya2eAupYmV2kwiucL+9lDfJz/56UB6+WZspyDqv2jTj3QfXpyYmP7BD374f90t//rZz36ODksU2NnBrX2iNVZDfZ/73NW4KKJAtFGLGaMaKtUemDLMSc3vppu+UqPL6lg1bkZCT9H84he/qFHsXnW9+CWnpkK5hGTZuV7FevemQMMIH2qgPm0UDlW6Bqx9FHishFj/kMsBNqkgv1ZrDI458Q65QPJguivcRDDRteZ81RB+YGbzKgA5uBDrQpyHPqKMuMjmlhS9JnGbsK69am6R7WxAwqqOquqsO+1dwZR7JLh6rk5YB8QCge3cUsIq2JejNdqEEG1riR/GtoVI6JIiJUE+0EKunvPlGb8eHQCskWMfRU+Uu/ERY9ux0Bz+nASLQDFsDI4q+mVT7WQmWKl2KoHa8VNQs0hYV9azELb7ZH4IPrQx6ZzPlBMsK8yxwxyNKuHkzPhtRUBFu6lpj2p04Uakai8tG+cmaWYgRgVSXQYYdXhTMrSZ9e/Hmz06TwZH5STN2eN6MNeqtmLXe9KycZb4cG6W49bMdidGLfhh6iaKTyoVfu2mTLr8223r+UTrE6paLMWgRH0rAfWJxdIcSlg2hyPIwa3Ggx0vkdoXh3wMf5k5sqZaONbLfSWetDXzinWryzyA20Y4SJtK0e0Q4KHbjqjK2d/w+jfbYt/3vgsqvWv306KLn0ZQbP74xz+pVPiVV15lB+QlRx9b6V1xve7U05Eq71AfogfaZje/mZs7PbxFDQ/Pb3/7Pwk5mTHRPtA+ReUWeTK/PaTB99zzo6otEajPl50JtRrQuVOP7SbqIzwiHGrmf2O7WWev77CjoISslw/sB6hvEGQMAw+ZLi6Uj0ZpDJDyrDlaYuFoqy+F4l61DXvhNTQwqn1OGO418TBxrClpKlMuHMwQIpl3su7lbHiDkLLpyAQkzJGunroEGMZSix83klDU31A0lz/+8Y9nnvF6EjU3cYPj0bCNDUbkk4m9rORTnnW88x3vrp1S72m9zF4fOodD3S9xXAHVnUqmro9eehlhm1QRCVUH6+/H252TR+N89dV1crUfc/RLaaU5o4799933+xrF7lXXsa88BzbZupZAqmh8KqnR5CajA7hy8eZJJ1ZGfXfe+W08gHgzTfMBq/onkMBdZ6ke2ZQJ1bw1F2YQeIXb8WMx/IPUO58G0Il3e2wkrh+bvfrQbYwEFlLf4OzSbpO/jZobNAChmoh7WySCQLteoz4WdlGkaQuSpA+sla4WYiQn5Rk/2NTSmX54SyIHf414qM/rchS66F5wb1rtLTh8mTb7GSTxWyiAXwZRPXv0UUMVGr3h1+gKB5SVM1FC5z7KbYQPT7DBjUlzKFPpapMmdhO1jqmkQJ1hyJC0EOg9i8EWOaKSDE2wjnHGu5OGPHMIYbotFnVboDZJm3VqDQ+8tJudYExM2+hbSCIoUjFsVgjT3mUJGEQmZRhSEKMpx442OgmE2iCdhU7M8wRokZE3M04XWnt3evOrJ9foQVykmkZI2mI8Zz1xAtE3psy2xNqNc+xXSTlFP+9dDne/AH7LWTE4h3hIIo3TU6A92OYDKre/HIdYCELYoFVkV9ArUKLHYMMhaGQ7NOJqx3qJex5Ip8g7q3oAfun6L9vq7rj9zkrvfvGL1yOdr+lO/hgVEG9XXvLhSysVfu+995qsps3LL7ui0rtPPPHEwgVLvPGkk1KQYWfoJ6IWa7hYA/Xt2HFTZB4p3kNz58MhQpConNtvu6NqS9ReH6XGwqP8EIzVieEpPTw9jOfVq/m41zWEhGuhvmN40lJ5hMECNLw5G9ooXT2FvOxNdRU5gXxkqHM0+/B3/+fVCem+t12jI/MpmWXedCDtzU6QGIqWsuZCAvfuZYD6huQx+oF14KMidTg4ooDUSjykC/9GUN+113xxyT4rCOUTv3oT6s1jvywkaX2vWb1+b44ABKgPkX1MSLm1qZ6sxPSklywSzz7jJVmwopxtlvuSD3+kRpf/8RWv9OkzQea/pPnQQw/VKHavuo5/9dtTGduQdS9jOim2dRgpta+dvGugPkici2YBuwlwAtWKTLKRBPJ0T3J1LE0wjY4x+UDJvblmrkAscJ0KG8g+zx6BCclxciLQiX+av1oZFbioSZ5o8D4bGs55bM8EaeHR6HHkHLt9Ej2Mo2h0pUKQjU5JFC0E2UrI+cls2je88ZiHlaKKCmvmwOcqceQIr/0WMKhER3BKMx9Qfp5Jx4K0Yx5Le+UrOaGHJFKUOrIE49Yxnw1PJEMy8M/QRlaMSvtLYRuDhxGd91Pt1yftU9Vr3sG7FyfDECM0HdkIZNa5EIK7aM0cj20z6gwc3HFcZNvm8HMI4IOhY4iiVBaKRIjRrqV8dDOcfRUTOrQmzfr1LjGcqxcFug0qD/UZi0BbUBrebYKCFsFuW6Tl4a+mPcaSEntX9TdhweBElgAen7BT2PzqqShuVBOI2JnrHb++pQr7Jd1L55AFbD97CjfDy1gv5vCxQMAXke+9+W77LqmdKhzNtoguxi5DfmRvgcQqcfaHH35YhW8a7B+p6kV5+mln+a3C2zsU9R166PZKhYtrYmJavfuTn/y00ovf+c5d4UDhuQ5nCs2X9Y3JrXNzDdR3/XVf8qaGSDJGp5WOG26S5SDKNeKrX/1a1ZboVPUBuqPEX3hUVxP1eSuFSlznLI4GxFt0dVDf4UcpPpJB7OmutB/SH7HBCQaunqs4a2WCscodP28cTAN8OFQvVurediF/h4JRIqfsizJGMVCwp1fC1t8z8rRrCdgpIVjOFB9YDyFSwaBTyIANech/9nLU9/jjj1/zhWs3Tz8LyQXbeMusiFIY4cYBH37RP2zdG0K2zHJBDM9QeMX6Yj9XYnriYZ+uAnkXEN6u5J25a4TyelJGsfL5DGWtNcrc264jTzyTQRiVjXCmrnuZWLMQ+UDvxksYb0BgDdQXijBHPIzOoMyPmjY4JHAfnEhHhVI+BZHrW2PwsI4FVeDX21IgvcNc25hlEcphwV+P2uMdQQebaS0seN1oiTn+iUWqQ5gzaXKEQDwRrGtvyF8bxi7JVBSTTum6MsVUlLLe1SkzWdGNnY4RNdJxLQ+fc+vyar7ELyYJHRmqnOhfwdVznAl8Bft+8xicNgQaYwyJ1AD2yK7liYQcvGsRHMkDV8+NsEcH+WCVs2jTJiRkyO6mx1b9Kp08E9n3DEamycEPBZL48ZEpNrSedc4DcNXwree2MT5US+gHhEwCCs8TbBS2uz6YAFiTU8OxfCBPGi25UZky1pF1rwBTyPCEdoHOutMEPGAB+Akw77Iy5pHmJcFWgV0aVPd2UxDMqSZdb40wMnHEz9agPrunlySREYsO4yw380bJfh9DkjyGJGULcxnLpwkRB3oWw24qoD76sluHaGW25whR1GfJkZp73fD5Z/8Q18h9LhCrF/0b2pi9yWvzq6zldaeeXpW5H/TCF4kyj39Z5bRIi8aXckwokb64u1l9H/KtZ79NjPw+C5dVbZgyPIdtcHMRTIffeCqK9gjq44hmHF2hZeNPLmmhoorixhtvqtoSfa4vEIQMl0ycXuDvbqG+iDZZoLoiI2yX3lV1UN+R+nWVhIB3yR0/6VUimGzffizt1SbnRmR1470+1TzRkapt2AsvxJqKkDV5WpcUsUJEKWysnJxLeSqyg3UvZSpXklDjBtaxrJ8nLXgmKcPFvteivvvu+/2HPnjJxg1TdBCwRKdkQAcqynjVlxMT01WDYP31L+nhWQSUbxXfiPyq5OF5wfkXtpFKhAnEdGhPc414Q9RLsQBZ48PVbVhub/dgjTL3tusfXrydD6xlMsc3V8CPdYuFnHIL/PQw1kV9PuvwlXs9sHK7T8XZb82TJ68m2fA0E3C0NSpTmZXYc8pDVlQmNn2SMMpVSBhR0IjKtOAw57Eu+NKWiNqAVUZ4Qh7aMdvTvxemITcEb1GfRHRcNaYDfkq7ec9qGQdSGt36VrO0mzn3SNKYlEdWt7fS2y80AsjNdKgQMjkcjxfSM++Dme0YB2Av7rQXb+CzxAT3x/1lGrbJNrcANAJVbEoFlB3YwIoxxtRJRadCe8TgElco6tL+CDlIpa4lfHSzFPHTbHC9wKKAk4PZ9AnGkYcl7Nx7zDkrehqjR2CEZ2I5Ip9pFAoYc8NjYcdveDIbnkoF9htYw5oDED07kRpLo7QJvXwSao/6PKKNkR/OhIlV31iBUQcQdD5uFtr2dWZSPomRQViH3sZ0AUt5OOAUl5rXBTmlMpNwkxcD4PRr9/oMMWkS9OQN9/6dxe5I8LQ7jBexDfj7J5g/Bl58/jZIDBDT0bQJEuKtlV8KratqdqPzz/9XlmSf+MSnKr31/e//IFxg0Wbbn7785RsqVbFjx43ixTNOO6vSW+I64HkHBkLFVzgQF8jIkMbmpQbqu86gPhYMBVpgQZgv+gEdMtQEPDOzo2pL3nr2OYTm/Xkhlkv7ZM0YngFBmkojXqx28eO21drrO5I1WgxYJ/jA5NKExgb2Y0NTMgPBNOtfxRuttEG6aT+HVHHIiw+t2oa97Xr44YcxA/UEv54RNAtS7cjMYfdCHd5jKvfRMxgXIlZZnSH/7CaW9mQNHe3N4/h7FerbuXPnHbffefllVxx+2JFO0wo4FWbUPgcLGDVerQwyVSytl1fgr3xpD0+t7QUu1nSdql8rMb3LLrvCOzLKoze142IFaxZFrQZPENdxx748KsRt2x5//PEaxe5V1wsOeGGa9UKMxNFpFcQ46xoHzKBjZpTWrb0m6mMh6qNB8tSvjQ74l+vdxbRjrg65IWNvpOXc1OxQ+QuNWsw9xYwYIhmlWC01yKFln5NHqVFnBqN1RXUY09PwGcIoZCPTkMAMXzVJNTATzmirJLO12CmRCdMlTk55Zzq4JhuakDtF02DNFMPL0IsxK0loXvEbHMgCX+eENuRSpJo8DRDVcwgO+HWMqxAvKp2gW7l0fKDXz8iZiksPZsQyfUbGOsfZyLPg1D34Om5Im72u/EbT70iirLSIPBrNTH7I5d4y616YCcgH2e2nZQyhuWoLiKOuseAzEYXMHyUyfaxpNTTzDJEgXmsZaqc+s6fyWDQKKS6LrGcFIFXo+xQYa7KuTCefUF45ZaD8Z46E0PYA/mx6l4WmDU57ir/3/w2Wm5EFaFM9FI7tlhgpH5OiEj0OfHpBLiK10L6Yf8HwoVZx+oycZ/2se/mcSN2B3kPWM525uPix7W5TZkhhtHyHlXHf0AMknkektIQQX0jW9r7rO3dVYu533nGnKOGXv/xlpbfe//4PqJkLIY0lIK8jZ535xkpVCM21VXZf84VrK711//33u5icdFWH040HE3cBc2e+O3t9IUpnEcqONowznLYhVwhwZmZH1ZaYc30obkdgnvDomdeL5nLUSyJcxhWetessQ3/reXjKSqV1TTLZVPyb9vLefaXaAYE9077VPOtJ1WPm8LTprM93/u7Z+1dtw9523X//AyHIUSTtWRnQ+KNwdnIwVcJDsOKnnRxcPWWI1LHJFHb8+kyxRGDXQH0PPfTQrd+67dZbb9N/1Ydv3Ua+/Nast3nrxhtv+sQnPvWud/6L0HE3Tz/LRsnCPNkXIXRF4LXJEEn4gtY8du211z0d09fuElz65ptv+cDFH6z6okJ9juB9ayaS9JpB5ZWY3tWf+zxdROaYjRUKnq1H05vTADx5h9fmzMyOqv19EvK1HhEVkXYh/OlPf6pR7F51bZ6WoPVlmwAAIABJREFU2Sny/qx/LaCCEcnuIKpnh46zr7rcyE46oT7qI1MZXTXuNptXcMZvExjdhjeDfl+OGteAnEX3LkLkgCinjUBp4jh5mKd56pPGlp5+2U7yeqdvohuDhmJJmylvYd42KZH7ObE1Uxgm50tpg6Alp2k3nPGD89UTEKRafM66TV8iW/TkG7yu2zzDTFM5GkDKH7QREGYw60875stjfgtYa4HALahqIwgauL+5lhHqe9aCVHuQyEFuYA6u48Wo9pBUgWEa3kCR7UTScjBKdmddi8GRGFLbT8qN5QWM276kzJ4pxYW0mVD8K+k+94mK0QEM6QR9XxgYL1siVmUXHJWHoAPD07DhmfWmjVyH3m1YjFCmDXWUzkbHyEldiHSx7I6eYXHwlXQ2x9uDEfIOBsetREQkzuGZisjg9RzH16S/+rZCPHrmQ+SYvYpCpO9sYI63+ENCJy/EZh2TCGYHIYNAfwsv2qf3CjbwhEPs8Sz7ehrW60GIgKzPO+/8qvx9anJL1Vf+/uAX4+EyLUcmB+YPb42A+C9+8aFVvacEbGg3YtwfYZ+YWHSE657rm2W6aY2+bwNpLeU4MzM7qrbEj+EZLGavnervbp/rC7tJlwzz26D+rX2uT8M54J7S9V/MLG/Bub4RyO7KxqZ4/5oMnEBaOo2s5LN4bG0b1q2bqNqGve269zf3+oQUZWLBInVLoGGSgCUtDZJ7lsJIjkxymcCdZ31gDNYbg1ps10B93/3u3X7tCWX0bl0QJUBym3ayJFzUUefegMmHQxGMkqXhg174D0/H3KlL8L3bbr398suueMub33rU9mPWr9uEa69amkB9zJtfymFwT9U3VfP1MVxCgnU+zFvi+8+IVv3TX6x6mDF1HbD/gW42Y1xOrJEaxe5V17q1E7pHWT8f3AjAb3QyHZziPftC9nbN38DBst5eny/CYhtraG2a4BmNplBbWWuu5L0TbOyZwC7gjJ9YsC1GTeeB31ewGPU3GV7FLCAhv5HUykCesXs4VDZF1L9QHAdLxjycBxAU+Ze1VyN9+kebJPAXkr+VqRBbfTI89ah09exfDfFLFCpozArLQ93DeHO4YKdtntGaiVvOBexAquAuXQtTcPUch8Ctaa+GKxby2ahpDev+atrGJVrrXMQkYaSiOwMbICwHyOIytQNCdpy86SiYNGdkTBFbC7yaR+HIHNgXBicyaJIcHIVUA8HnTbfH9AIdCTtJtkHpRv+3wxWOp6lXpl7sWSINNNMwoQL48W6m4g4IYQoLNsXb6aiojDbVTrefE84Tal53wsXlwxZXSK4WddLIWINsJBoSalJvTLzzTOIFEkrT5UfjpdFmBBvU3qqx/6ZJ7kdzQWSkRU7KaZtiXKxdg5hmo+2GNZyVdvSEqbnwG+y5jGPqJKSGR1w/8LznvqAqf//KV26u9Pyf/vSnoMFRiG/JQg/4D394z9PaMHG9/PiTPC/kNk7PTc/gwc3MEr4g/9ZGfZQk2tEuOVDOae1kuncD9dFlb3lZhE+p1u4+6iMrNrqxEFP7rrzyqqr12mguWvbo82llJkQU72L9+8kwd5vU0QjOezN1dE3AP7TxhVs7Pn9x1TaI65FHHt125EnbjnzF1iOO27r1iG2HHLFN/N16+Nathx269XDxeau8tx19yrbjzjr0ZW/YdtyZ2156unhYPgb3Vnjl0G2HiIcPg8/wQbwu70MO27r9hK3ilZeduVXcx56x7Yjjt4kvtx65det28UE+eei2rfqVA19wcIx9RXzwPO6MRUiqsJwcTPlTyXqWM0gkJVDfFBuEHT9pqswtB9sDqI9hIslCCqFKQFu3FtJlFvHRaPdvlLczy2NRaaLlNeik3bVz504B8y6++AMvOea4lSv2iy8lc1ct3Ed97fgM+rIS07v1W7e5oUOWYFO+L3DbDXv0MdH4qv0V19Il+4ZEjltYIwuOuM484w1bYZUdptaavcUyl/fhW8mXh28LbvvY1qCQ8JWtsULsNyYYhlx9WR8bWAsB4ocnU6FT9i0Hhzej6uyBaC50Bfn/klmTWaqFXt6alw7K88Aj00zo5ZDHL9OxRgPybkcPSFP0UR+Z2ZjrVrTxs7ILzVU8g0W7hYMeyL1nkqCEaDMCXlToja8GBi0Fh6ieq2WIVNjX4r2rUt4FO4FJhyGAtqivjaj1ohuGhyeJluuwnJjZvJ93LOAquEtrPlgcALO5YK36jGKDFK5jC3EwFEKOdXnGD6IQDU3wYkR5I7sWNkj7rWxScYO4SfjGVErP7qXyXKscnMGN8thhh9lSzkN7HyaVUBAYeqPeCiENUHN8MHpkJNW5TWnvKFOBVHuWpcMbIcHJyCRk6RBiFBG8jMBU0jb7x3B8nQp1bRbqsi7B7ktm83x6XNfFtlShhpjfnuhxx6JtgxGlpSaHuS+mIwUG+gkdf33zco6x+tvbCR55k18lAfk3R+/y4Cf8igmW4CpyD5vTisY+gavzm0ErdUo5eYaFj7nvVZnqlfvvf6CGPHvq1zXXfBF3CrUBj0yJe6qe/NAHL3laG/bYY48N9I0EpOabnGcnL02FiKpqZGmX7jHtuDxVvgPPE6+puM0zMzuqtgQ8PP0dHmunCY5tJHp7ud65Ptp+dGgnwazWkzeEC3/mM5+tWu+RRxwtS1CnSkoXuU51k3Xynn35yDPhOAHk8VvD0y6dgUD6XVgbEObjf/nLX6o2Q1yrNh7AW+OsYxFvjULmA30iwgaSAWUIauleDJJ7BA6jg6KWD6oAKjLbsj12hRi0PmUHIbABu47AGR42OJmWw8b9g2jVhD/CBxphLL4EyMaa5KRNmRdYZnFQv8KgtVjXYj68hasYA4Ow45dqSQzdrJGvz6I+V7tT8tpqhF4fMY0Fyg1JSEBJ0Q5azlCyL0Z+st+QZXvKP76qBoWE1w9+8EPBFQ/ddoQu3NvkRDRpz/PMm7uwai0G9elQwIorhuwFxz6phPp+99vfteOubeitidrjs2L9AHS/6O7srxpcWlyPPvroLhtz8823VC1WXK95zessoA20EKfrtK83R4McOWjqsX1C+XRTQj/WcJsMYjHywfV8CCxcoAd3L4EQFzK190knvKJqT40IQweA6ULzu+ZGQ6aobsgwgwL4gX4/KV09ZQJ3WGUdqOMZ6jIRGR5bDmEnc7nCItYfb2C5pbdg98/XPqnRJ6a5tvne3LA9EmMjZujIjncb+teH/eS/UqjxDuW6wkammJAdvfvBN3Y5R+OaEg6We/QWXZIRAaG+aShKa+oU7U0B/BbyjkWQMa81F5LlmqzIjLl0kWSIGvLkp4I0jQJeHNosE9lt4oMb02KYN1x2pTAtkC6qoYLfGE0YaKwF5NS9JIXgLvL0I5DZPAa57MMoPnSFxrw9I3qXs0blPOBXPhnEBhAaI5F8qvQBMVk9y/jwZhnbZpr3C52kB21Nhe64EcbiUVd0TqOrgA5pvDsh9e6S7Gn5gdujGw0LO33cGFVO/Pb4S1u7EM/RiMsDYwqAMYNDGLpjoMWhPvwTK9UrpiiM6yJYjqPC7SsEH5rXOW4M+j4C8FistVrB1eXUO/7+1K9TTz3DjQYBw03GaH9pgw855PCntWFf//o3QlTsIXM3ZWa47K8RRC3vt7/9HVVbct11Xwqpi9NWqe9TXjp62NU9M7OjakvOfsvbHJlZMk6CuA5kURU19vpsNBfEIqP6gX9E2H4WHz796Sur1nvk9mM0N2FqY8rsPkmLHQwy72b9q6UytAmOU/euYmkPb5TcU9pMeJIkye6667tVmyGul530Wi6Embg7x1kxKlFcUx8+TtTRdtCEIO1Bz1JoD5jAN6YD61lzUJJEhxZpNBueOhGh9ZWOcZBqKvmPeL0YBIt+LDapz0mJyig9sRl2xs5joqWlJBDTVucyTVpQXc/yFMJwCxQtBPY6lg0YQsp3C/VJh3YWtNkx/dhpMeZ3zVN0mr51k4jSPOx+ILAjUlB8f9utt9egEHsJmHTuv7wX+20ys/TCJel9s3HDVNXq0Lm+diHp/M9VTV2LFi6L6EABTRIdjsWN1uj5Qqzuqp0V1913f88dqWizSfXhWmkAP/rRy23b/LUWrr6IKhPoOt5bvv9YgaBIgYjQ6FXcHqyVyTbzvnRovQpfzIRC2buUy02h2jE8w1gGwQeiCtsxz1Q6B5azci7klhDsYkgglk2sHOONVsB5ck2c9IQtXtFuMCUHsEFZZotPSP3E/FUcfGDtqTGcWcSXgsKxR1wQeMY2zFtx+t+GDX1pyEydqRPPpyqB+wTkchjZzHr3FcBPwpuAb9BgXTxEDlFfRPI8yMGgv0Y2CarL+6WJE4Qdh3QOPSCkUN52PHH6szraB6KwJe60c2EmU65LA+JGng/oCKUN0h3yt1HodA7Gayl9hoyEKb4RwE9GDwJz6uAGsJCC0MS9K/z2xJdeTlxbSRsiZ4ICoYl4GrKDKGO0ml9pWC9570oIRTMiTah9a8XKVdA6aVBzeRs6jIo8HvsppPzgRuvXTVzA31h7smlDRbv4KfACi00H7S9yb3RfNvI5KjiM1q25Uq9BzU317pOyuGMtHFQx+FU9QGAefM/VT1z9q3exuPrA9DPM/kv35ThvGqAoC9GlIVCncVHJKRhQn1NThYOa9nX1mOIO5psUgq0XJ5xwcg159tSvhULAC4YOcIV0WXVKpgwqbY9kR/SAN/OuqvkbKl0CnglhYHAUmkReIhSqpq+0qJUnZC7IPErbzNvfVgf1JboNTdQYTIEqSJepUQ0gL7glCY9WZctnZnZUbQmgPm9P2wBdS1HY6KC6Xwf1HfVShgfZrin92WBst6ZQ303DPvnJz1St9+ijjgWqU7Y9ty6UeCg1X0g7IOXR0FQ6OsXGNrOB1RAXO7H0YIw7Df3NVVddXbUZ4rrwwg+mrdG0G3Lawo6fAH5pKzMe/8oammrWkac9UkqNTAMQHVjPAfhJ5qu0GXX+2+1easkBwrI1V4bTnJbePnBgxlhASyZPgcsl4KBRyjWjTI1zBWKaGWKj+kmlQ6RGf0q5tg7Igwcqi27Julco4AfNGFzDhcSSfRxfsLTqoN3t7/V5EcC1+IkKhpQZIY1EOz4oGxWcxkqluqz5vx4B6Kk9el6YE+CZa4l8crB/pAZ5qOu++36vkgrIPMgkr4AeeU7TqPixl/Jjjj62aqUuS3uiZrnAod6R2csNVFW39hNefrIdVU9HtzYmZxxE05FyJ8uxhqHaWQ+bfeE/rvE0p1BZOfW1p9Uo+fbb72BJGOo5MzwkqNGZ8LOQGu34o+ko0mALAs9+LA9nof3HZJBD2PEbWJvKbOmQF7tHAL+Ok6tHc7nOBCSzsFOtHdtUTaiOhNDiMtH2JUNrSSeFTTL13BbBstKOMaa9M8DlzyEiZjCSqVSNKuIMeCpd93lk2H0+gB8mZXpczkyHXiY+2yFB0UIlldyM1K7qVcVyRBu42Ti+KG2h6U7eI7eJNskdvykGeYm6TQmCn6QEMjlgSf2JjIGJ0588gxomPNinYrZk4xaYD8COHwi7eRxcPXtTnoOupQppWIO7mTtWmFQN6ssW7BZCdOgpbacohtRZca2Wc7zKIGO7NtzbjAiqzarLQjL2LIZ4niMg5dNh2PEzZtPSoWhvmpBbqZ1H8hiRj/hEDDn0SNhpEJfSWjfsgGdK6PSs4CNbRPdTQKqr02avcettoYnThlddhbfV7zXeUbjtReGffm/nD+wkjtsSd6wJkXGKtsTFHNk4KZZ6U0yxLLDFAMOX4BbRKl3RTbMqoxDaLli3RuYY/bWJdFC6Z2K0W0+/tzszeI+O/lQi5RjrzWQDB//VGjYrDQYoHAZA2I+jkhEmIQoxcRl17zZxgaqE/r7KKdef+vXd795NBjbc0bLjj0GsQRpCljxNDXtSJXZvvx3KcQsDegghtx3teqjP0mG47UysA+jWXJJ+gylkZmZH1ZYo1EfmyFbktD2/PbU8PF/KcUXOGONTiDc7HC2ZqhlEnoQQ7SeYUZUp5tx0N42IAsbH0i42sEamnoN0DpAzR8gJZb1T3ErCP9W2Gru74rrnnh9xUUs5yroXQZDrzkVpOQwozhxFkA2TBkvxZdqCVHhzt3ABRIcm2eBGyDqqYZXKhJ65UWrYZd5kQosq5zEVsk+Ga2flGHzZyDPYnVMWa2PRIITUxBMd5V2EQUUmS3qTNjIG7kbLwH4PvltTKrhL2shqoD7gJwQSUFIk5gnScks2mJBIr+NdoHyAFdg+ZQ0WLFayLfaYo4+rQR7iuuGGG+fOXeSLj3Alep2lg/C2c/6par2QpT1aV0xEqu+rMr0PfuDD6t1UR0sypiXkU+DzZDTvUT8IcX/ve9+v2tknIX/gRR5nC31nahyAF9f//u//CiIPy+QRplrG+4vpDatcxPIdqGXBYSQPHui9TaFqC1YggN+QjPwhWQTrXn7SSfWiuZBEZGG9PpZGpoqUWeVY6uXlPDjKNQRNygQWbc3VGICXviLuCs+4ZuORIEByDPPEBpBz40NO5fm6ewD+mV+sv804y26h9y7TsDzAV8EOiVJnIyAkaJu87ZE56R/Iu9N+geqnIXalmOW+VeDlyKU221DWdpLxLBwBj5z87mM3EK/XGD8rQdYckNt9QtjNhzkVoNQ4nqDxifj7uRHr3AccVkc3wR7m4EZeDmbqpOIzSvNkLrFZ5mCqJTNl7BAgikknGt7JuveRTrAbYf9QDE5rDDbAlWHXnvFz4XbyaAdnmRHU/oLRcUMl0GKDeBzMmHFT3gEbtiOb2cgEREobXMdYJ0x3g6uDFWlD1dIizZOFJH7+D0Rmbsl4fi6F10cW3Jz2xeuIt2QI5QTFRgYB8QdOy4yQor8TWLAE22tILXMwh/XUSk8JIPsMSVTSl5i/c+Yz+rjADkQXQFtHKEa1QuKWW+CnCyntJg/BmQSTlKHgsar217/+jRoi7alcF114MRlGq1YGEs5TX9R9xhmvf5oa9qtf/cpHF7M3Jpx0RrUu81MN1He9RX2B8soZLZ95NUZ0BfvAzMyOqi0J9/raAmP0Uz3UR6gCtdzfaWw/QTXqPeGEk33wrErTHDMz3c941s36VgkZAybw4WkGUbDB1dOsmty2fPsRdfzKxCVUSZZ2stYIHHaHYw8LwaOJqV2yVgJqSlM3jIu7ZF378FEV7UBgv/WsOSItbQVs3HE0Mo0mGjTJQzrGZeKjaQhPOjTBimGJEltMm/cwmcUoykN9ns5K69IabUMCUVArS5ncryPrXQ7HdUZkRubBtUIDqBfNhbYWc9oms7DB/MuCZpNhoX13ungoAkK+ij94i4LWdemll9egDQgvzEtvJfLE45zNsIX2X9XUGpYRgfriAM+jEPRTVab3zW9+i4gnj3e1+WBFKk+82YR/axgR1HXMMcdFoSwezM6O/nop+97+9nc4ysHdaU9jtBm+UmH+Ni3BMxYYQZJCEQ9PaNX+ui41x2v2s4G1YnkCNhidOuk1b6nazet0QDIyoTxYccTShyfU0Lb+pqGPJUteJ4O7lHMVo5P4Aa10agMyJgP7mQ5mEq6g2OJFt3QFavNw7DNRI1E3zZcl+oz+xhjILK2ydflrJ0HbWfaZrIf1ruJyuy8dnhYgkGVd0srQAs7cQINjGoN2HeLN4PgVFmmJZzfkvJkqW2Q+yFVIz65x2F7L+tRRUs9hIQacIDgkhIGB4C6bFG2kA5t4MSRjw7jwMPqIY3CuFS2ZPFVIFQ4gLJFxYiZApA5ugCYlej+ZIefJEOoQwFPlxkCLGZQbwiQHYhMVrQfQNUQa79ZZkWBp9K+B9BgasBXG96TJcD5DE+qMlBw7oxjdJWt3vNNHfW1QnPcrM4GLImOSWJ6WswCnRYZ6Vv9qr+UeOp2j6uMIX+kpNy4KzBzgsTxFEjpuqKJy+bx72JTjum15XzNRXdILhlRtSRM/b38yS6uJuENTsRIiqBxbR9ot8743bagFVJ7iddALX8TUbruFnZ6cI930FamF48uepoZddtnH/PbgwUnQoNE2c3+C/Bdr7vVZ0YWlgte86OhZfZSaEng91Hf22/xx8Gcq8k2tfH0vJUTOnKbuA90kSr3w4fLLP1613le84lVkXdgyGzKDX6OppSBrgfmZdfG+lQL4wSbV6DP5wH6AXoQw0PFIFOIqBgfGqjZDXZ/4+KeAnHgnnHHvWMA6F7KuRWk5JhuWwXkGOOivBLNMYMU6WPdimU1+CgTV0Ebl3y93CHVHVq9cZ3rkQoExIeRE4SMylYKUlxyAXw7fN7THlz/pZs2GcxHhKhIMcIZouGHCrEEhZara07NMuugIzXKaDW0Y32d11RFTqM9fnh6tEr5NFRH6vIceKdf1etd+CRi9R3uwu5HR+uLXvvb1qt28+eZbokCOdqd0rQ3bZv7+6le/qlo7oL6E9EIz8PZLsirTe+SRR8bHl4a814NbeIOx7Zasac+/XvD+qj1VV3//iOkROk+B9XVZ9R13fLtG4T/96c8C0RxwuZBKQyJH5pjFi1cM9I9GyBvpFZHljCWsXSmSm0l1vEdovcAihjeddNo7q3ZToT6/tdghBVth/EVEPa3EzVuQzqGYB64Bo5JfjU5xwSTB8aH0+xjp6S7WDtGgooMfTkH4K+1phCYtC7X0jC0miFHsghiCdkb7SMzEiTrvJ2sEV5FOcF1RaEFg+77V6uy3fKyFy+GU5uOVhh9C42x42igxZyKa/SCMOhem4O05n6W9RnPOmT7QTjmAqkLJKTCJ5mnnPtAL6MuEdPUcYDoiDmkzRx5Yxrabo0mB06TSiWZ5OrpZS8ahDdK+YF3n2mh6sdvD85bSvA2e4Lbcm9QFb1mHUiGppQ4AyoDQFvqWS1fPTWxsmg+sZ2m3RkqAisVfnd0xNcrqU0WkQXAyi51mLwQjlAAV+2GB7HHcEI/ZzkaB5S46Yrmfg9Cu3hQXAqjPOZIWCAHS99UzhnNZTIhQn9dn+Y0NGqvXkpl++yTDbS1MzxWjDMrXbWjaAlEL9akeA5EL+q6rzjFfzaD1l5smpmvIs11ekLPBLh6Gw5BY4aQhtOsOwdjw9wc/+OHT0bYjjjhaj5X2p0WDg6A7HjrMRAyqxzYtXUKNzA0K9RlO51YRpjpFeHI8mwmZVm8AlWiBNs/M7KjakrPPPoc56ykeAct/m4YXu1Gqh/qQjdYeZ6VbJTGxjRfRRz5yWdV6hXoaFWCmsy3pJpHJ6IiSaHkv61/NIBrKFGCt/v0Y7wnF2403fqVqS56UwQNX7rtW7tR1QqTyzgUQ3rprEbh9pi0z3TLedKLOpktp1L2MD01lwzIAw/B6XvQzniuiXbxoxUMPPfTHP/7xi1+8/ozTX798+Wptb2IlWAQB+E2Dw6r4OySE5ZjdIdyF/TumAfCIT4RR+4yo43oHFfIiysHs4N3L9WCOTI2vfWHVEYNoLliKR5VIbGVP0L8UJXJPT5IfEsR5QlHt76jQrSd9EFc/4EJ51XA7XLRwuWOSpBlUrY/rGe5+9rP2r1r1k7G9vgTp5XQDR981TF3vv+gDRMWJbSEyO31J8CU1dI6OLHj44YdrdNbtOsYoBJP3P//zu2uU/ySyNNkCrYiPdFkPONye/UsTGy8FRf3lL3/5xje++Y53vPuZW56LaEC5fPtjFVEr1ZeNlmLpuiLY8VvHxracdHpd1OdUbW828U90Eim2h+95AQnWJOvjHQvksWTJe0c28XKuNoFFMYm3HHx8MputlrA7sqCIMRpvTs5WYAiNfGYVYGC8qN2XMajcrkbVJBnc0j2vkJJocNrNe/dj0tUTnCT795NowS9KWa8iw8uCUcUcKfI9BWBJyzBkcNNleT/rnM87F7GuBULqsazHgOemueneLDPOONILBn7t3kcmgwW3Fz44wcoRo78ZXV113BtzHf9M2g50mWBiYF1LQCwKwSTNkWBfAD/J0i/TKy1caN5YYaIKeTUZH1dRbITVCDRNgyErEsTzBGP0NBij8z5pvpGWaxmWhpJ9kwUi3v/X2zeKSxZiK/EcLnxfyNha4P6MRIr1qg530U05rjq74RzU7jdJLds5bkTs5p5VshPlbY/3dnSEaAcGyCsE1XC7meZ0d7nL57k7OxjW9OoyQNRAOwNQmYG2ZpNdg1Wzo+jwoZtye+LZNp42u4ZJeJfXF75wjYdRzVlV78bUaSlA74hefPEH93jDdu7cWeSdHA1F4o0VxthmqIOdW2IUsIu2RuYGvddnK2WEzEKi4sxGoHHGBbQw9FszMzuqtkSgPkRFXu2OJhkjZLwbmRsKO8LejTEh2t8mz9TI7XH55R+zHeF4WtVGn3KPkXnnlATNIIRABx9YJY+lScEgPqddKc8wHzj9tLOqtkRdN930FdmSXCAiiF8nRKCQhZ2LuAB+IN5UQnMBQVPEglqw4ze2RR/FETKvOQDBvnhLgD2v/Hvu+dElH77ksMOObLX6YO2X89jopHITBT+ZjlENV+iEIpblf9DGI/WWlVIYQSGRIGMGFNDgBFkue+QZv5HJ8Q2HVB0udU4Ycz8qWogmbZuECYzTJymGoeqL7iMRLWhw/Js6ODnxdu+91RJ833LLV0MVygFXK6HbR/S18vuSSy6tOsJP0r0+G8LX12nIoDVrHG3985//PDw8H+MZovXG4KUHD/C0fuhDNdP8vOtd5xKdQyMuiq7lA/vtt6FeFf/93/cND80jpJX4HfTO1raD8eJ+y5vP8cr/7W9/99nPfu7kk04R0BejVhbOGl4yVqY0WnJtSj+xvJcNbTz5tHdV7SMxXHrLKtDzEtIGZ8Ex+noh7W6lVsA6xmXI/s2AVYZVnP3c76Ytwe+gHVLnasS9JxNMTk/t9kZS/utOqKKFw7zZZISAPWLwn/HWHR0rRTPYSGpWh2RrDeuBqTbQFDvqhHN9QzKyi4B/vfsyXmqHRsrlfJbosTWP2wTdIY4PulWZVVb1K/mA2vEDJ5eOuWnaqewnCOABAAAgAElEQVTXTOdGIpMCkrpRKtpwZ9iAMLbIqD9TDPL4DVmvZo36MMcATl7qKlSntGAtdKDs7sUqOwIMzuA6MMJGpqYNsMHjQHrddoiIxGQUZiOLpNzbNCPAcn1QS+UW7lnORp8lLb8C+K1Ls17WyGQomtwKsjYY0olIjxo57WO4mjAUR7TnzXXAzwMy9tCgvyLoANrxd3E33fOGUYdVuKLQtq18Zg6zkoOZULzM0rq3Y6ar4WaXzKpBDic4XaRp1Hc70Ab1IU3aadgxNVfNgVNPE4IuzBx45zIdbsG90F6gruXEm1T8e9llV9QTabNcr4VsRbbBNpYpGuEIArTDq3v9ohdt3eMNm/nyDXYE8JjbQTZj7n61k2Xaj0bPoRH4XG+vL0EdZy6oKUVBEvlTEFhg1MfIKzU9PDEY1ngYkbGhIotR4UOdLO3aw1NV1MTjicnA65Enhy668OKq9d5www439W4Ve0te/ttQcT7lLlnalQ2s59KvEjbK+laC6VTPFJw3WDB/Se2QSC877kQ917zFO8Z4x0J53n2cFSNw8ECz0abJg6dklQB+S5SxU/qlrGP54PYjjp6llocffviGG25885veun7yADjap4y+w5OQNEKaRQFCkDDQBUMMh3At5FOhacDJabMiCPOBIc20w6cMutC7TFQ9vuEfqo6VzNxARZdtkuHGmLs6M8GsFroAEzqphkag8AbHkK6V2VaaljjW6//+7/9W6uOHPnhJ4skdt9bIckjxjorTIXSz16+brJdJUqM+tfzp6ghFoWpMDaYnrnPPPY8ML7M6RGn1V3ljC7F92NnaFyxY8sgjj9RowBNPPLFq5VqkEzT9Wmh/azueXPbRK7QQxKSi+qitw1aftifwMbHp0V68D2zmt6tFsKA77rjzve89/4ADXsgZ1uaRbuSwBF0I6lfBXprDJ5369qodVJkbsIrmVJQAxFrU5ym73pNWxWRqxw8O+G2GwButMc47GbOHGprkFQSEvKJIXegnr83kxifxkGxCD+jB5F7hQVEWCRueSX4KtV6OX2kDShNqqHLAA//bMBKWFWnWpV09R6VDY99KsDYCrmhpYmD+4NBGOmdUMryRcXMNwDTADZlBXXmftHLKdA6d82HvkTXdqlen0xvat5NrpzbMfErWtYirCGFwVnwDHFuAww7qcD72rQvmQlch892p8Gy8K+uWMUJHIbAnDE45YijQrtCce2zBo/aI/0uEGiMt8cYZj1j4U0N65wJSXaFOTIBOIqY165N6i1rRLV1IYo6imFnzW8Io/bdZC45iibaJlkD4PFoIziqRkO/DkYwQMKMvIhpwSnjASSgPN8xQtmqOeRn3P6INhF9i1Bc+zLX0chZ0TvR4U4uvVIW7YV7fiPpLHF5V7HuimmPtxDSVFd4+EpfawxGzqow1LiFQFy1cSgfEbpRr9Iv1GE63uWzXimbnn/70pz3btjPPeAMd0sINo/vGNcwRlpl3b1cN67j1UB9GU1TzMPt7eiH5aNDwBUQwhn5mZnZUbYnc6ytwmeiMa9MsZqvr6zbX8fCUe32IpBHo9YlWfU/ArSKPCy64qGq9QmeaOzZO+4IbQOghVaHABPTiAvh18r592ehmps7FDewHhyUSs+naaF5zzRerNkZdf/jDH5/33Odr3AIhN8HVUyg6cGy9NQRB9hqpqQi8OIyu32Rdi5nyfRqdPGj7q/70pwefYo0//8V/XfGZa475x7P7lz2fQZraESnVTH4hlhvXgEJ7C4eMy/kgWNOVh0n0eKasQOZV6CB8zwvevWzhxsoGHXOuj9SC+SQnLLewvBEtnJDDF8EHu6hNZ3VR7kmPD2CWxey4yZZU7eN5512QmEI480omzbMM35cgcu7uvvt7VatWl8zSrktOXHWesMdDVBP17dy58+CDXkRpyWoMJRHHzFq4sKCEbnZ19H3rm7fW6+nXvvZ1PW423gDlvaiz8PdNbzq7XkWPP/746aedhWnJZ++OF3mU5shy6eIVP/rRj59ijf/zP/f/+7/9x2tefaqQwnTQor4VdlrhrO9JJ7+2agfduT46YvGNNbJm3fOJdobCCL/Qa601XzLeKTYGwV0g5xv8Wjq3N/M8Ap+hrYfqo6RJTfeZ6oT0X2MUZqgWog0jjoGdZWynGG6GS0oU3+7AeqkrwdtwQ3sdIRJr4CfluwIw9++nB3N0ivevho0jmZXHPBz4LuI5xcAG42H4jA5zItTn3nLNkNTYUK6eMowZGDoX8LyP6RNZGTId6rR7PppSNXYulN6/cPPBCV6MyMP5LTq5JZpHDNrtZElzpxiH7qV8TMVv25wObmTFCBz804/leO7aDFHhu5W2QUQM4WE8woSivNlHVejT+EI36FnOxrZAnLaRzWxwP0jgDrHTZPi3pLCRvT1nDdoqj9QDevM72LbvnBY+G9CNFuLRjD84dBGF3pvUyhC+bkrWHp6h+HeskFPJSvcl2oI0x3SolAqr86AjR+FrIo/R7zltiREeRSA2nC8oKdMVXgpwtWeT4911193I3EJUKOLjqn81Mo/ZvhTmlGPz2muv24MNE9f4giVG2BcmF5DfTgMAvFnzLe7cbAya1+ugvuv1oQiy+8QpzSBMEqdYh5cMfJqZ2VG1JdjDExGnR/C+fl8L9dlzfZZ0A30oscKYLEAr19/1znOr1iuuf73gIrumUI0OBFqLid5hg39bkHYm60z61kjr2kQ6uoX1r4KDasB/BSprPnPLc2o0Rl0PPvjg88E831SunrxjLuscTzoWCFzHW6PmpLu08DUyrpLPpB2Q3hPio0wf/5o6Ore6vnbrd5ZNHsaLUUlyRpy4vVYfdfjI3PgOYCbGrAJtv1G7iHDQXHSwTBmcnFy0+rlVW6vO9RmFycwd8klGc1pYanGniwPubcjMQVO34iLry3Enyk5tM7CY0EP3hz/8oVIfr7rqaryckUQw9Kl9a5sp6pdnh6qXQ1JdEvW5oaCeI4W3Hg3TqxkP7M9//vNznr0/s4vOOIB51p8AFOnns7S1Y8eNtXt64gmvwOAZG0mRREDsnRX33ff72tWddeYbLXjmRoIj1wOKIuhoT05u+d1vf1evXoH/t207QnUk1TU2UZgEXCnsIdTI0m48PH0LEZ1KLf0NS4mpQ9BIs6NiBFmqJkUgvaFJGWVU5iGAcItNybLymHXbcCfKu4gwTQpLSI60CEZ1ZgjmRGE4WaRYvGPsjFCUV+DqzGOU7QRaBxpS7XRtdSenviOjMLeKDbORveT3EMKkC3L3jW4WeCkbnkx79+WsQ6ZNt4fHyLwQDzXDf8g4oDMpyO5WmAa4Ra0f1o2RIViag7DRJ6N6wqZu3mfmUYb9kHlKzZKxOxbys8wJlPKcdS2E83ijEKsmHZ5gxYA8o5HpVA3MBhnyPe9ciiNZEVff9EgnGpnFBPL4lUPG0aZImUny4c8+ZcJYk7FAwC58JLYiWj0hg1Cwql9NUwHDl6x3NRvaJE9tTELGed4NAee0Q2wTJyZBVG3rKkjDsEj1Oxi7Q1MFwnuzYuNZ0KOrji5GH6zy9uVwjPqMvcC2Z45mQEj5ox9KEirNTYAtXa+uxP1aoNkiq5f7n+1w4+UdckP8rqYqpiWfpRW35JwqQwfRx5xEuYfXv/SlmXpCJXpdcMGFRkHxhUEAPl3LA/kHX572ujP3YMO+973vJ5bPIm6OZtZiOedzi/k1RmLuS/NAXdTnd9yjByOcECm6D/jYoXt9ZmZH1ZYoD08jTqjqaZg7ZmGqonrn+rDXsZMKtGRKw03jB6v1/pNPOqVqvU9KP6jtRxwTmGBwYyxnV6f7wCkRvJKEYOCdvH+lPGQiBUP/GvGNjBBVir833VQnpou6du7cecH5F/Z0D4GQ452sHE0A+I3D4YdyVEauk7G5uJSCjUIhKNGwM970zieeeKJ2vT/40c/B2xPORYzIXttTAXgcHHVZiwzHf73tcbsVZrmWCp4GOofZTmwUCxdVjtCLUJ9bAtxxv5CKCsts8V4cXsscQT7Lw8OtLbN9RzagPI6aONbh+EPVPbd7f3Mvc2AD347yXZeReciS9PnnX1h1YPGFUJ9v8/I+W8NNjcPM9nrggT9MbJymDBbX61gEaYNkRJ/bDXAr6s3SDmKqYPHqLEmID+94R82YLur6wn9cs3TJvoj2PI2ixGuHq0QFSXHA/i/cHYeXRx55ZMH8xZgyzSJFRjcV+146kJ900iuqViFTzjadPPX1KEtOnjaJkZjVanzlSuEWKLNjHh/eDN6JI1sggnE5JhkLjbBv5i7BWlNoW9fSJzILGkxqW4Bd9fgZt7rpDj8CnLYvznbmcwanlWGgmPj0T1Vh9Xpp973V36SBtuUZGj3ntF9oBAUhwZppJgTZaq4Da23mfasheSzLzNz5Kqi33+C67wMSzI2xyMCdMoIDxiSHbcZmPxfIrUt6ewpsn/VyezgtkVt/Db8NeiSVNBGPdS7k8qy4RD4bYcdP5X93RkkqEdSHhkNxChjL+SpZz9J0xO4fruPFkHwsD7EA6hGWfUigRHYO3B6MMS7HVwSzBhpmDhzZIU1yt8stvuxZkQ5tlt2fBp1EDCDoCSonZ26VamvcdCYDQ7F2Ifir0j7MrAkeDaD9BsMW5s247l3i6MRqkp51wy5hsjocM3GmHCL36RTYJWx+ahh8ZEZgjiFKvF3oiRy6pEnRHh5wKrIrxLmmYMaBlXjDlZhXI3mSiB/bDP16iftPG4wqDb07jP1DMbgzTt+TyfEOPPBgJqNNengYD6Y/CASpuqYuHK+ZiCl6XXTRxRhsMLoVkPhNxRzNa1vh9UXNdY3ABtZQagov0TpHY4IqDfky/RI6ODOzo2pLzn7L2wiwdKYEJIScC4cemY9/7JNVKzryyJcktP0e71N3ilqCFqBu4bOfVXmzSF0PPfTQS4451g4UWV8MH77NNVpgmQZdkOK2Ix3cj6tDcbDjt58EfuLJ8qCDKh9U8y6h8Z9yyqugSQD8RlIV3KVrsYlR5rKpDg/PPeuMN9z13bt3s8ZjX3UOVx4yo9O8HAYPTB0swY0Jt35NlOYtw5mFMRLEKA3zhhvk4+M18/VhIrc0Y5cM0Y2SCFG5ZgcMnAc+k0j+2a1pC71KTJCeb5vVXL/85RuqdlNHuEXg1jPhu1lwyhB8mbLis5/9XNXqvEue68PD63gLFuTYTaOeh6e97rvv96efdpZ3jhovT7fbaVqybu3ENV+4dncqPf/8fzVsx2AtV4XNkmcEpWnS0ODYH//4x92pd+fOne8597x5cxdh1d/2EaXqhfu4Y1++O5uZ6rr0I5clRoELqtBKEnOzmZ18QmXUh9xVyghs9nRupCDZLQitJ2hFLbc53KR2m+mQJOJDx5hMsLYpFcBPJXDnHdRqY1Z9dIMFLVICyXwfK6KGYQ9kpLqQMztcJ0yzG9G+fwEnDSgQbLOTYhvjqxlWY/FBMot3zfErRVQNlfZN9SUDKSaK4l18aD3TYGmK9e2LuFZhO0Xlr0qbEYExaNeUsFxkj/M5sLRdqiTvJS8GIYtD57iAf2nHXOmpKPPOccj1hySIqVfNgpBW0ClJcl2LBEmko1PZqAB+m3g+aPUoPImIGhXYaxKEIAaHtyDnQc++6ehmnTVkeGMqJCNrYYGIRENhu+nLjgj5EZkSfZ47/cov0xKVTnKoiI3LcejfLx2bYjLAGxtYw5u9zhqi01roQfBQvcEUBZrikKLCu8BkFumL0RnoK83oW3Z/RcNgTMlar26aFe21AU0HXYzmp9J6c9hzE9bDE+dCbdIRDz9gboLZROG1Bo2Om85gCPyR9bEZqY6+TrGTOwdC9HJcbLxHajGPV0+a3O6CnA3cW/ze2sOU7eteIanVPqMSXge+4B+ohopiYGL9lYVEpsdKDpc9t0PQ9e6hPqt0aiWS+1QUaQxiOnjA4e/MzI6qLZFZ2hFXMkQVUB2Z3BrRXI7S5/rCHsXZhFn8RJb09Y5UrRdfl1562epV64gi6ztZ5U5Ig10N4BBED0u7+MAanUtqbJr178vT7kT+OjNTWcUPL6EXXn/9l1/z2tOff/D2DVsOWrR8Woi05au3vODAvz/xhJPPOeef/t/n/61e+ArvEsuKd8zPVEi3kSk+tEkGd5HYkhP+Q1mHYy/ImKoJJjKtWkbmyNukTJNyfHxx1Qb75/ooow5QX4E/q0Yi7aoZLJmCEXemOCs2wgyrR01kyPTp+bLLPlajm/19I6g6ZIlgXtsc71q577qvfvVrVesKL4P6omIIqwuFBQx7JOPrL3/5y1NPPb1odlJFiuxQiXv5slUC2dYOnqSu//mf+80IY/jRRCiFOHpgVe9t5+wWxLXXN7/5LTFuBx/0osnJLUsWrxB1LRxf8pxn7y8w/xte/+aPfOSju+NNai/BKPZZtDxpOHxFyDvQasQ3NTw8FeoLLLm2TFJRIK0i/N+BHOYWmoyT2WSd89nwRhmSZDMfnsjKMZM6NbcfaOGRWuBWYBJLNIWLUJpvsvADO4tVT5MGbnPpwi85mB3YmLAO6XuiknWNIZ/VjA2nKgKwWphBU9/IAWnkpoOSCYPTCqg9ad7L+1bIvdPNMJ5wxq8zNW6BsuRMhgN1hUfYu0PF1j2KcAyjlNO3jNOpdAcDhJ8WAxCWE4K7yGPtWY8SuLLXOTUl6K5xlikDombCkMB9mo9sgnNuENxlSDZGijPVKbM3KB1Ec+3LqkuQm2PcIBDekfYuyaQ9VOCodGgDLwdNN5XradP4xTRNmZgqSOBGhBI9si88wWGC5+kRsySETd6pPi7RNCbgIlVnDnuWgY8rGHCfySCdQ6/sb6lFhtv1zd1eH/mAsQPhFRzt4XPaEUzbduHTXVZ/HdHPjveGcMDtUiKWhVk0YTK+vYn8hGucEyyz8F9HuFGIYttqQTMqxL4S/dz0umTuMmiJW/zM2ers95a2sKEaz1yUw2LOogd3T4Grf/+3/6D9xQAvnHXkqhvYrtSLF11UOVpj9Lr//gdw2gPcfZ8oicUFdYFFh9RJphqo73oXzSV6AAkbfnxyouuKDPLMzI6qLTn7LefYGtVSp0CoyWMcoVYMz2OdaYd5Lcc9JUOBSF0bcn7z699Urdq7vn3nf/77v3/h4os/eMEFF5r7ogvOh/uiCy/+/NX/JpSzX//Xr6+44uNQr8ZCGWv2sf41XKVzGN7M5Jl4IYT2WbR0jwcfevqu4457OU870g6hRW2R232bIbxnay7EB2MyhIxJ4tyOzNqbqJDBwultaJknHXVRX8CK6bYkZZ6GmJ2K5nNUp19GuhBapjwrbMi9PbTZrIeIBH5T4f4tXrVD51qCeOZ73/u+GrVEL4H6EKSMMW1kf1WLd4+gPnX9+te//tL1XxYs5T3nnnfG6Wdt337MKae8+txz3/u5qz5/2223/7bu2Tbvkkfs8OEZpF3FJ7ewHukpL7/znbv2SDP+Ctell14euCtHRAwagbIW6rueIaXQKH+6WO5VFCgDaA0WphwbksGXsNLVc0yevALvxHR4Ey/n6XobMipVw3aN1OuUokbTKP3gOS99CFPlyc9YZnIwmOWMd92dxQcRhgm7iq3txtNPh5fgzJ7kLBG92VGKWZewRuqMLLM9Zsfcut5R81yhuaXGddKbMevlA2v5yBY1nrx3X5506ezKyjXOOOeTQlCziR3f10zcrAVyoRkMWsmaA9LJcyEAv9YYy7pU+fCXA35LtL+ipSu0g6e2XiG4yxZlEWBClhVDaSNNWWmOGKBbE4kOggilwdZi08QLbbK0O+3ZV+aKVFE9J+AIIleepZkM7l3ijUTcMDxxTkpSxcnRZCBW0PLBbD+uHbmtS97Je5fz0WdmkJV3UzqwlrEemfNJSUmXPIknhFbpSvRmzclBD32Rf4mQJa1CQjOkW81wmLWbxDkVFb5m+VBSJC0MvHhK/GEOo40LqdOudlNrsG/r+SiiJ92c+VzPlkl7xcIVMgubtqNQMNo3PDfepFKC8+avuPBf379HJM0rX/kaurzjVnPzt8Q9xdRvTWgHH/yiPdIwocTjKTAE7TbuKM3hJRcOY+H9VZitJuqLGBe96S6iv4baqm3tzMyOqi0xqI/MGpHHeh5LPYZyEdbP18eKuFkoxnqoiqB/uvLKq6pWXe/61Kc+Yx38ZEsyIRWEvBRqRzYMxkXet5JnkPf2dXv0GOrTd0GqQCbNfjyHRBEjkyqBO8i5ctTSs3K1ootCrk2f4UTkh13LTmfSpjHIE7VwQe29PqtwFIhtEru4TzBWD6Pr2rwYFXJRrFvScSByOuAeUMKznlnTD/n++x84++xzRobnxwSBrvrgg178yU9++oEHHqhXRfSye31oJVppohkdhoW1ke3/1fXjH//EQ+aUnYacFsliaYnfsKFmVoy/8vXbe387PDTXTqXaVvJOCijzGdZwTjqpzl4fp8sK2Qfl6CG6pflmozLXqlJFsMTkN0KJh3QOQiPfJAP3TzIIRJwBAJMZd1DX1FslVUJyt5CLIZkybiGTm0umqaYu5KXGGf7JUo5iki78OGEOwTZXwBXbqhZtlDf0ru+65bMjzAkN8LAPo4NzWQ/vX6v3TnVeoi7GmxobmyexXs6TAvkZRZpBu0kpgeqB2vKrd6JyXgwAclMZHVpzAZQqaasG3533QyYAUyNTG62di1Qmepl5T6ZzSGTWO4Za3tDNMFJMKdK5ERZ5JlP5ySCZy0AmAvCbZAMC+A1pMKzNQJpgrDCK+jQStMyQnKKzhg5nFlHC4NYnkdRlZkFg0bQLgN/IdDo8KfNbrud5rzukqvYnmXVCNkiEcgPUZq/ZbmfSmhLwv7olEZUAl9M0e+Z2icm/Np2vbYlbPo7mKW8hJIRGyTU+uuU4Bw0ivoOhJzt44cOhnDA6sdFL6E8Rfhfg7yaPNMnWhfQt39SNuRIe2bCd/po88AUH776keeKJJ0ZH5nukEA4CnrNgGP1RTXm5R7ZQXnHyKy2xIjlnPWPVh9JrBl4JQTsLx9zl+Nfz8OQ+PYQDhThdW5WUDN3MzI6qLRFapkfJRlHweIGVOlBRLdT3UjQR1CigdxK8hR3f8dj/eQdWrbreJVAfJId1Pp/Sssg7IYUDxJSb5mObWd8qlnamCf/617/x12lV7eu++34/d+44V84tqRzwzgWQpEi5rQ5vklE9lcgvEdMzlKbp0DMzRbQTzPHsZ+kElS2s6+GZNDDy93hpnIGgJ8P8ln5TsWCmhZfoeSyHQpMWYcXf/vZ3dmeybr75FrsR/eEPfeTTn77ymi9cK77c/Y3u6GWiuXiLzuPYZG3u5rm+v+b12GOPPefZB3Djy4C4OulaaG9VKr5lVu96V50Awn/N6/HHHz/wBX/vTR9SMJzc97BBDdQHhxRMxCnmCyYS1BHL31AhwwvHGGRDRUv6szEF/GTMejh8tQlCHydSr9VnsN1CDs74mc2lrkUcsp5ugRKGNrJiHk9UmpwcE7zHQ0IWx0nz4n8RV8EFesyzoO30xgRPlheDkRaCBGsw71bg5sZHMee8gw+sSWU6RAGWkr6VCeswClvuNcyqAfazxxXJaUm6p4S4ZYRFw0+8kOkcxmUC93E47AdoPKq4UsqBMiHANWRy75SEAdkpNsHx+3KUJ5k7X8Bsp1STjNFfoz65xvWpORkks2dFBhQiEwMOroMNyYZyg8pwk6h93M1LQmF/G0KKrAJNKmhXRpZT2jHHxxHVxjW4vKZdaa9o8LSKRsMGNoB5Gh62J+ozj/DMnjxpGzXcWIxKAR5d6Z4Vg1NidiKVURYR87Kh/KoZLhzPjhCoKE5N9a0MxsMzXMlwJ3rCwikp6B221agOBE+GL+JV5JSYNkwBk3s4NO5AJPPHGjWmXYGIcO+/f3fNxkLFoSp7yBoi8xRwQMyd4cvdPLv/pJT3oyML7Nxb0sSjFFuHHjtuosXsFrb6l9dydrLn+sJ6Y8RA2+Pru5av7Y6HJyEtSvbeUMCHOpkbjnpJG3om6zkmQX0uc889/5+6dw+yNLnqA+ev7S8zv9e9t26961bd6unHTE93z3TPTPf0q7qqe8TDPIxYY3v9AgJYr41jRYDEwzxMIIwwa4HM0w4LKcSKxbwkQBpjiNFgS4tegNcrsWAEBCw7EmyEhiAAiZBXis2Tj5PnnMzvVnW1RoiKGxX38X35ZZ5z8pzzO3ny5Afu9enH+APUp336R+uyH1vjD7etl/TGVagp5zIkLfAzZnzm9CMf/OCL4pF/Uv4+8YlPvPQL/nti+0fOYLgVP3dMrTuWcK+Gqp4tBpgwvEcwv9C/TFM756NQwhdfx6jSFFAfNz88HJCmgAgcED1DM7LyOUUNW+4vsuvZ5g3VkbrVbO684hV/NZZ//R+iPumTESIrlV76WGntf1l/3/Ed/0KrVIYHPeOQdBDHKGpNUdXq+dvUk//4H9/+lz2aRX/f+6++n/j9QnVTXZqKVXppv4+TG1rD7FHub3SR5lKZx2pVOHdoQR30GUZ+lpkTba1d0Zelk2b7RtjLZB39yY7fy0TNVmJxVFyO0Y3uZm4/8w1Q3TOX6WA1eTNxFzSo7oR7xlWNtF80WsQpkISNej7sytS3lIM3YHP5vXLdT2hjfqVKkM9EnAOKGjarXzVw+Nu+md82q4+5oi8ACOnTOXokoFr4b/4jGy9SMl4m1kV99ypXbKbfgIMcls7U09NmegoWrFIAjpdsVVg00i9ntcYdCQsl0GYHUO/HGrJNt0an+hjH7CPw60Oh1zSoNsYaXMuVp+1Ir14AUXH1XczsOuwYhKTTMeW7sDKG57tSsfE2iEc9Fnk4XH7yKdxHKe3i5vmRWXtMu7QdyNzZfNICaZqzI1BTarwAhaj5ozKf5pQwdlnn6VLBKB9p9mXPf4X/2bZ50X8mjcKsKz4WE09pzxQQNuSvU70R87NAlzgTCohFXJY2uhQjMXHCMFRNulSc/92Cx9FAS8bUXnz/5jf/7H0am9e85n1kpocAACAASURBVHtz9yhpTwRaw2RHmtAvv/qrv/Y+O/be9/wKspWET4bsU5+9UOKpCktwEbbV6vtCfQvAMLGC9Jo+Q32ph88++9y99sRVc+lzClBeGE1zb+DLY6G+Lx0iNQl/jGIeTse7wSziN3zdN97r04/xBxmeKYxHsJD9X4/1ulWy+8YbhrXLul6+dvXG/QdQXqS/f/1D/4YYuc6Fxh21rRmbnHLHvgOChSyR0RYq36jlRylilxgRtqGzfBuVotHCenm6HbeGp9AqVDF2TAdmhoFKctRF+azns4m5LOJifmNao+Yd0/3ydOOv0G5P2NeXLFEyMWSPSodMD6jvr8ha3zvf+a6Stu/RKND4dMkiMJ28trp9n6u4L97f+/7P97UWwCT9SVyLkN6S69UAlo6H+ojXJU2/+Cl3EEtvkrmJkzSe/qJHvqSnZVbjkhQgO9Ev+s2u6dEuy8kMSM/7VB2m88H3K48Yq+V8gX6oaHLDbO/X4+1aGvqk/VKXWE5snCAyzBTkKtlNKVfovKEuRT1DfyrQSsInuXyEL8zUEP3vCOpzUMf4VM/LUBBlB9Y/67VLplnyGyxFI4r1QThIgdQDpEtGpOS6xMll2dRtQq7m0hmAf+OTpl4ycTGQR6IJbfFUWP/RBzFdoTI4x2+0HW13F+Ef7VLOndYXenH7/ZYNnON3AKjPomKLowD4jTTvSaJS4imLmRLip4NDuMKhs7XLTBgTMB6Z6v2Kn/dCoRb36oXaLWLDvNi4WlvmwuPGnt25HAbzzSZvUeaZ0ArO0n6iKYzunHTp442jEETWRS7gSHMtUZwUxaBSIq/99QECz7jUpt73/Et0YmQJ1HQBA/oxcsPaT2NTvNpPJkP5OOF2Fd0R3DCdXU90OpenPO5Ofeiv/Mf/833am8/+rM8bWiBKos8d/ZyXZJk0/HTm9D2f7iX+XvWq7yp4dQXhEKTDyE3ye6hsEJQCr2Ogvl8ooD4aPqDqo09uN2di6nAk/rPPPnevPRlCffIRvicqeP/HPaU9p3mXqB1Wp6nS7HMG2TerK7NPgUvtMjz50yvYCO7sZavrlWbjiss1umkhU732uNWtn/mSz/noRz/6YnfsXv+eeeu/79ql5EKlqncuM0qPmtGOnoHVhyyRnQM9mtdwQHznN+NxbUm3svSI+qijkwcykMWnTx1jre//UuH4ClamLwt4dZooEGIzqLZPEajS9KdFHcUWABRUUReKNcI2Mqnu9a97w4vBzRfjz6/1KUZeapUSlYJpV381MjxfeOGPT586lyl/ZsSpc8bsUQzPC3bv7p75/d///b/skcm/D3zgt8+cPsc9culaUBstPJDjVXMxOq7UhZO1vdOcV5jrijOOOkJZ6FPMr04OClI9bzawLflWs3PbTOYR7jZhpOSJCj3v5XOwqAUnr+67zEYI29Ujl9kOVbtipmhQj0QzZJEdfphBT67JY/fxY0qXoNX72JXZ2kXHFcuIXNkbiRD8xzwJn6lod1JRi8tExm1Wt9im2b7ZWoSz8XiI0Zs+arxGTJmSC9dzE5BGRwSg5wnzrN5G+L7dDBv8Jmfsyzjc4q2V0dMYsvRrd1jtMw0WtmNMH9Y7N10a8J62wK+Fqp7+JANXmI2ag4JCMEGG3Tf1pFl9yEUWbsGpgNZENmt1oFs4CxE8AWQun1NcmaRnZQg2Pj1bDI94OH2pAkeEpoKtrQ749RCAnt2G5J3ZLbP1lGmXatPAERS6CRbfO65VAl3CqKmE8MPHXJxi1IPdSOSf939QZgQRuvxNrgcE9SgoNZgaQJYT/QXx5AbuNFBcRGBhJ7/MlCkqo2w5K6sglzmvGUVyU5S+xFXLGLGWS2dKtlYkJWkkRtR2tk/dT1HsD3/4BU6cvjgokfKLvUpClrHAvt73vvcfu2P2b2/v7tD0zpkbbSHVC1I7kJGGj0odp7CB29eXixmyPj06syWCv+z2Z5997l574k9pZ5LMXHyuImNPjl3NJRN1rr/SRM31gu9PcDpf/vKvu9cO3OsfR32omn1PXAmBegrlkv0m8p3bev2Juln+/M/9wk+rRZ5n3vrz0TIhDWnA0hd2WwITG3JW96ESGnhC9rJWVXVunAQgZ4W8ZGZUkmp7zbFQ36/Hmnh+7w11Frla00IFFVRxKek9yrzuBjSYPEMWJ2mWz8P03vra9u///v/9YvD00D+rz7/iy//R0Y8BIBmeXDFyE0Ztx6d/NZc/+ZM/efruZ5f0ee6OyPfEEIwEi617ce7hixZl/WWPL/3Zzuz6wwBZ/hia+GRH4vuRoMZx9vX9wi82fqkQ12qcPmExAvSLmE9VmDXkoNou+SdsFZH5YBCNmpyCYiQW+M33wCOHPX4hl88j9jRArxysj97NjAvSOc8YEhzgdtibveILPBrJ61GRmGgKcxMmFIUcqUR92RqDRmZJs8hFlC2kpLWO5Kn38RpaQTTcSJSYS3q0hmz9cbcrzBX3ssCvWXawqolYbpTvcBamnKA+vtwqPPUMLUu81K2HFb9JKO4SC5DiKmXrq6rQcxRCU9bSWYSz9BDwd34L4N/mddPPPN6LVCKn2EuaJDrX7lnaLOuV89rHCKBG6DXY46c8ErYdwIRPaviEABRdGkk9amXIXR2nthQA0tooblYc6dWLsIJte7t922xcMc2Gi5liUzXdqxySMNmDgqAOxBQooKLrukkOjZTh/GORGp2RXm6Xa4y0Ki7vFROEzcQHNBPH3sR1zLSCTy9wT1IxXJS3SG5H1cDXi7SYLcIIOQlLSQiF9nVUYelj6t4IlZoWc4njB3wfT58L/PPde+97fuXYJudNb/oZrUS2DLWXjMioIAhxqJJFIoTvv+8+Soz+0R/+EekJdUapUUk0ia/A8TgPSd1YQlI3VULPj39yg+RUmhW0b4RZSMn4nphVc7xT2iPqYzLsHqoK/QnSdT+ojwykj+ZEzI6ODq00a+D1YhdQ+bEf+wkECXEa9tH2jMJ7i5c2njTzO/XMnYC0/oSpp9ev3/rQh/7wRe3bEf/e/Mxzpt3QKcGjb7Q/DblN8oO8GJ0MuTE7t+udW/XIeVHWsFWTGEFPU5jYnvRNdk3UMDFR4rior3W1yFibXFzjBFHlqZFkGI/nJunTQimh2sd2uKEi4yWIN1fdVmBu3brzqV/7/cQnPvGVX/kyO8B7RH2JGvZ/LSJBXM/Yxj/N9/VZyLd/+2lkqCJiQw1NenFtQ6xk8A3qRBO4fXt28r3vPb7R/CT+/cZv/Obu7hnuaZS9KFrNnI69Pt7JDW97h67aWmMSJs6RNgYHR4SeYqpKExzpTBIX0fxpX2ux9Z6Sb6Hx10xOwjk61sHdOYCkzfHcNT6O+i16R9EvrO1r6Uy9s6fnB/X8trH/7b1QlOvRuG3bVzBewjUlriV66ogTZy/ZNerJ5F5frrioK8gdkr7QiBZ5W9F50CLhU5hsegRiT73zcBId4CUL/J40OwcW9TXbe5DqGXzLJb/cl6XhJEmjZR5RDnMWi3KU/JqY1uSPGYRUTzzH70HdrLvKJb0OlgvxBjU0nZ+kbutdY290Y3FHU1jTDOf44Tqht4CsEfSEsZINHG3vFzmtBVy9oHZuq9mtZueW2XzKtGsYX6iVLMsZCwSm7jGaZFCHD8FbsR4hmcYvid8eJQRtItR0afxx2e52y76wIxECIldMvVKzs3Ob6GVBI4rxoiNPod5aXElj/WHIkAyZikoB1DES6VSnFP0EskSc9mNTKlGmk5w4d6M7XSMpQ3f9A1rSvSekDOqGMIw0V0pCrdJJiCKGkUs243GxBgDvT5e3Jt4HAvFnRQoSg520jHhKuPFVr/quY1udf/JPXkYi6GlWI2Xic0tEKIyOTebP+9yXHrtjb/xff1R0iXJ5SOFm3SOeHPkVp4o+fjWX8uQnnhaNgArb0+dM1Mc9uYFP+7xZMjWiqTtuDc8+Y7H0y4fekLvCx1MPPvx7v/ciplq5tT5GhODNVIlN4Cg0q2b9ErgdO648wNrjppmef/ii9cZevL4d+vff/tv/953f9yPg0Gxeg7QZl7jiLEob4/H5QZH+OIc9f2ARFHfpdlj4g1h6MpcTm4r6B1WQgQzPe9/X9+u/UYcjBEOH8XAXMTeJk8dLNxHPLxsy06spYCd9Mqmc6fCDPpGqPnTjGP70ff59w9d/kxPUe0J9v6eZVRZlyagdiSWsPo1R3wsv/PHtkOVRNJ0S8mWKjsqAiEklVTkZr/3cz77lL3ekzzzz8/Ho+Vxhis3YBIZlYz/Ovr5fepdefgQ2BlchMTI+qOVTrBM0L3gm2Yyj/xHSyGQzkNIaUj23wLuFlY2tG3q843x6mpobjan2fRubfhPKFy+dhvPNfFmXbQf8LPKpfCpEoyVEkRqv9OqYZuAxI7ZeR+EKGWBJUzFzmYFAqcRKGVXifRcZRP1y51s3q27FDw4tgPouq5eNJYjOyzF0fIEh9o1QDLUx065JK0p1SpqNHzvLo7PuHD9f1XMtwbZQ/IZgjMTfSHn7zfQhyPPccS8rGP02GX6forcuXYscvtdEhAlkUSpugFw9X8MB7u6gi42ndLuF6FESh3BEwGM+SXPHL8oDvUCSmskD+ehXPkfREo3g/AlXoQ2SdzauAAE1zs0RRir5AhVtH4WWCTCbmAnQMjUr/LSyhRXeJt2wSu41jALER00KQfRQTI1AohLqQ1gShUZeoHrO3eIgJeoz8a7SZpIFqE/4Ir5jsj8ZTUsyJwkhg3945d7e3eNZndKZDWFiV4RVed+ygRd+9fceO1/ui//+l5IEZUITQnbqraY5UKYqeyWkdKzCBhz1CU5hsVA5eXLMTEGRvr99fZEIQvwS3ZLA3xfqw9mbps+AVcvkWcb2+guPXPrQhz50rz054l/M8BSzcgx+Q8j+b+CjhtNdSarngd64rM3K2srsh3/49R//+MdfpO4t+Hv++Q9+1ku/tJnvwfLj9g29eRWAX9U4F41Gfzq0f8HLsRS2hhZK1EDuE+TJjGZirw7J4mBx9KCFMfBM4B+a5OOs9f3m79jOhxwtRQUgNy25gczFaVC6hn7NFGbPJx0PiLDYdnhZQXoxuJz/ffSjH/2H/+M/jp28V9SXhkYPIJY0jIDw0xb1/dZvfeDyY1eSZHKGyuPXiAdDuJlk2xREqCO06r72Fd/wp3/6p5/6YX7kIx95+cu/PtvWIXqb5iATXRKn8HJ7nLU+i/pmt/TKI5DvAI038Qz0ls9NVBHoruUWP11ZdJQpj4KttFrI1X50KutUvXPT5Sns69kNPdk1eiKXCFTvSrY0cWK2sJhjcY4FfjsHUK5jdguKWJolXOPNz3Kg/RfOK40BUZcdAygxGtWFkqRo/jjXiqiPdCBCKR4qNZKMHZfqyGgu+UT5N64MZlvDHr8rLvcVNj3CuUQmFK4cqnAb+9Dx6Sb0ZF/IGMyzCuOXbtdZD0U4PeqbnoFF3WbJbTrwV7YoZgKWA+CvunBe3/RMPd9z0ViX6jna1pikw4hAxpJyYtuA+qDlMRx0sfqoz4DVs32zeU3X664FKiRy4CR8RgdLPsYJmFmx0Igibg+PjHDqxbWfxv1Uw8lnU7N+qXVHTNlXvX5FwxIlm2LR+x3xZRuB+pKgGiVulAqHATkpfmQyZlkAJd3FZllZqAbuQjuFPz3AW8xNO6ZWF52ARaJf+jJVdhlw2Smn0y3FpxhGhcEOCFbxM164E0Pe/+Ef/tExbM9//rX/g89YRvcSWRaTNEqPSuj/LT/31mN07GMf+9jSZE2jnk3Tgz2aii+fUYMveRLLJwP1CQrwGAanzELWP/vsc/fak2/91ldWhD5ktwC1Vai7w5vjoz4dq/CLWEYq6FSSGbIKwWdKf/bshbe//R332pmj/AXUR8151YauhpKeoSAKbCJvlszGU7C2trMHuSUbl0y9VOvu8z/vpZ/i2g9vfcsz21sn/aFD7lgq26U7ZuPJul2H3ecpQtnH6gv+1TpA69Cd9aJm15U3GLM9PZqbZGVxfwW3CmjRNV9JoIjoWKjv13/zdy1qNc26icotSk47MEeSrsunD9F7xWle+NIIEEsuFnhPkyUL2pm+m77mNd93P3unj/L3wec/CAtc5NHHQ33MyUCrEfUe/vrpWc3FGovp0rpQEdxX6OSbCIEox1Mwmyg9sVwTXDrdXzh/+Zd/+Z2fymG+//2/fu2pW8iLHPtRv5BBJjIr0+LtsVDff3juXbAitLPXLp+FHc5+VcQBqqhPmBUbQH1i2nLUl6HHlNYUCu34xLkWtiX7JbudA711ox7PTFivow8a4d7gINWmM/Wa3rhqUUE9h9MLtAV+9aSWmzn7mNFHK+ohBqNLlCN2l8CEXB8Wh5/polyDUVL09Cn0Au5ViwZ7JzOJTbUmzGpW6/Un/DHlbgn0kkXCtADmAueN4M9c9oRizG9vlSdy+NU9rtsI5/gtueIuFpSSvWRGZ9Cx6pOR8ggQDnCH/epm2wrGNdNtAIRLY2mz/vhvmshxFyaoQhGUGrbM3XKx1D29ddV0m7H6K6VPK8ZOA/qSoXECCuLQaJQwKKbM7tBDKEoEYuYD02O9eg4w/DbMU73xuOlW4wGAJGwa8Y5YKOaPoOslKMOkDA9HklzwCkK+APVlLYgpVry4E5ow9C3GVh5IKl5OPGLmkRP5PCwUq/TDjoLIpdlpCqyWQ73qjrSPhOjk47AdNx+qrHHURIK49vuq6sSXUr/olJT8Iz9yz368/Xv1q18zoAISX5X8MnsvhSlKoSPmy172Ncfo2HPP/VIZvw2jvkXqTGGXeu5GONR3rFPa8XFpUVTOcCEM8nr/nmqBZ5997l578q3/7Nso6osynK+rsIlwvH193CRwCkfCVpJH7Ba0oFXaagu/fss3f+uHP/zCvXZp8Z9HfUI50q7Cx8q5Dn5XN1TBfsKH1uC18YQ2y1b5rixv/OAP/ptPwf6ud7/7PZ/xks8OOkrDgfL1yjmze8edxXcTnJtuM5zcamKWi/aWMml2uB2Oc3jQn0TvUj2vadgw0wd7VrVGD/ExyWoxyHWstb7fBSu7dc2t+KG3R55FIBnVrk77ERkmUQaDjn5acM6sAFkMKUqjUSXrgFaZOWdwwWe85K/9wR/8wYvB949//ON2Pm5u7lBSm3tEfdw8SeYaMmr/zTFQ39H7c4y/D33oD1/2sq8uiqJGxUJMjFFdxr6CP0D1vJEX0AL3/Ste8fXHi5ze09/z/8/zZJg9cifJdmbos1KZjCxeXI+1r++dgPq2b8MJCsuPqNQTGs5rUauwEIlcAKEmj7oNvRjRgFVybyanfD0SPbtdb103UI+qd2l4fcbfDlPc4ddmXa8/Djmisz1Y8bM4px7XxnnGVRdTPUeC5tQiCNsUf+1IdhW6Oh25UnKBeZ5cy1EOEgLGe0loOwWeWKyqz1lPhDzujPIjdcVd/B4/KHm69qhL9RzR9XPSgQI7Yv/xtAbsAHtuJpP5xxEBfqf12B/gzvQt6XnLNBW64hb4zXyp7T2zdV2N5rB7EBYD4/WybAkhlE4yDINqVmo4x29f+zJCW0+ZZjVqBhdlqNqw+kcpzwlODYcYu0LJYQtFjHoZGUkMtOq9jNWqb+BNo/VUr1xwGH5fQVXPJ3W9ChdXbq+HdltUlAeKxaJB7OWRYeYNCiHv2bbhgo7N9EDByFK6SU1OKMnUNYkIyxsfyDbR5b3vDv0yEzvvIjBiHYYlUp6bmMbsmqQx/ZuBLhXRlPRL0q91dr11yo9hhD7zMz6Hqp6Sv041Dvs++BlysORiN9id7VOf+MQn7rVj3/SN35KIgPoUkVsB+7FQ3BBtSVGfJOjHXetbIBtEZGUCZEFucZI8++xz99oTckp7IhfygmQgsOnwxmOd0p6JgRgXm9vcWAppp5Mr/LS6svXKV37H889/0o5Kx319pW7DK8Jvt+4H1ZNrU0/hYB84EuomJA6tX6rdibeVHp08efYHf+CH/uzP/uyT1T369/73//rf+zt/30X4+pQDo2vt8vsBuc3vQL277Wut35AAoj6KOxOQhm2gLdgPbyz3XM7qXmVx12hXw0HG7kCwymSM6zjXWFAcX8fZ1weoz4LPO3p23YUqXcZRlYpQE13Hpk8WYGKzRjpe3EizJTs5ECqWuTDz6H5Uwv7j+tr2G9/4v31yWf++973/sz7zc6P+ZFrrXmt4pr0xDAwzsUdc/cpv++f32tXX/tvX3b3zWb/2q//5Xm9c/Gfn1L/8l9+zsrwpNWdSHYUVDyoeVSUkRLrdQoxzFvsbx6OVf/oN3/z8889/cgfo//7oj/7fb/rGf2YfQbylNExR3IJSIBN+HGO6+Dhrfb/wNutDu8MP9vX8dr1yUfuCN1DR3rdPy2MI41uaTZTCZG2B9hPHbuTcH5mq0ZOz1hd3ZVpcsv142yfh01qLjD7Op4cbm1W99ZTV2O64s1uhuEuoAh9QX52EhGoVeFOMa4tlf5PpQ5MJktQ8pFlVtapqc/wsec3QAjdYWZv0Fq9RjYkORr1qtq5BQuMuIBy99njcWT0mBSF5O5kEch1LT5aPS+WFTXGUXB51t2a0BWU54USHs/DfMgsbJMsDpVcbYP/0YT3fd+Vebxuo6rlpO9CoSb4xks4aHi9o67B5dWxWH/MVMp3w39TtehhXNSZ0YC0TRksTY8jSS/w1y1DQ2QYHRXeEAimaqg8nNNgr203d70BRHHckb7t6yS147rstjteaGpLgGl/1xIs31DgdSX6VlIlwTYOpLUHB4sCHNRIJVRAZMIXOkHbojYRQNBzjtRDN8BwS00K/yWP4wJhK4u6ppuMs6IV4DWUkXjOiTxyiaTZ7ZSdzfx2fRW+0/5cmax/72MfuSe9/+MMvpP5ncLSovNhMINSLPS/H1//Lf3nfvdqkC+cvleWVoL4YBB1C9bnE+7W1jg/qPqq5FOSKyqvvMHNnSdYllZYg+s8++9y99qSI+mJ5pV5zlYQPOtYp7V9iIs1z84mwHJ+l+UwOVpNVnc41FHy8e+czv/dfff9//a+/da89FH9ZNZdcA1jg16bsDl9Oul7W65ddeswt2E698biup02sBra78+B3f/dr7vM8Evz78At//IY3/tTn/82vABUfKtd5T6XBHFTASCvnLQp1le5umNk1OG32RO+coZRHHadAGzJbKsCxZumMQ1x7jYV/s5vZhvh8mhBpkXMf3h8H9f3GB6DmHkBWS8xrpt9y7pePpzasfVyjLoV1UqAaK0vRADlZoMvdSm6bO13e5TKkQ+Sq4Ge85K/9/M//wn1u+PyLv/iLN/30mz/3c/66GKnC//eO+ggT6a62rphw/spvu+dQ12tf+zpPyc//vJf+9E+9+f5Xv3/rtz5g1dds66QmvSVMF6xBZ6LTmd6QKCJxvGcbWTVthEk+8tq++fqv+8Z3vON/v8/R+T/L6Le+5Zkv/7J/qHOrzfdgExkuUqDn7xNDzfEyPP/DL+hu3QBYgnPPIai0fEHrUdKHEKAZicCulsqfkC75EmXFzidyT2+BR8D2s7aenoFNeha87bg9fqMd32A8qDrJg0i8Aiyx8YQFftWOy9+DFb9pzAZMTxdmK5/vSVSG8Fv8j3aQ4J8iZdJ5RWTUhWb5uVORLHzm0mTg3Iay3Yb1EqR6ukUtC4bNxmVLkBArxNRWtmyFTyyKWc9RX0dGzbWlwAm+lFe3YUJVTyjuYto1E9cMSglEabBQ+sthfuOPc/B2xAL70XbcvNeR4ecMbek5t2FPphmblQtQANadhw5x3naDDYGompSMyuFKFI8csjINnJGUi1nqcF0DinOQb/m82b7u9h/eaNYu6WYNtnusXqznbu8rFHd53LTrpL4ROQMj9rNUYLLXgsg8uJBbSTTKSWVx+cQvxQI16rHCqpW7HjMLxKwsxFDc9aKaC2sueZ8SupRvKb3IxYwryTUXqG/hI/J1nk6QzLD3RO97t4Y/tIxpB/yVmAeLtC5QLG9NZK5nu+CyWFSpS/dC8HLfBPvMECsXLP25vhGP5/C+8V95m2wmF0SZBJYG4wJCJOJDO8rfHDOXe8uCIp1QKPlIDVfx2JNSukJRrnrxa6bRBENDjaWkfbKJmXebT43u8ctXLSD/8R//ybe//R2/8zu/O+RlfvjDL/z2b//Ou9717jf99M987/f+wNe+4uv/1t/6u1ev3hSDioLENUPMFIKtEbGMMhR32bwSUit39ox1JiBS2JN0I8A/L/+ar33mrf/+GGc8WND4hje88e/83S81k12zcgbM4fLDejSPR5mPI2VcEouBejOw6gjJ/fvGWj44vHUZzu1xcUEVl/iyhXo33hHURodA6e5tM79jeudFVQz1FaLvEU+Wztbrg9CGuxKLXa5sX0OxnI5spOnM6qP1/MD6HxDF37pluhWLWo3h62/R0yoLPHcWyalWXORwDh4eDcwsxbAWKk7Gp67e/Bff+b/8p//0jo985CNHZ/0LL/zxT/zET33Fl/+jrc151qanQJ4oLnSODBsLV1L6qaXwitHHOaX9h1/7etrCbGv3G//pt/zqr/7an//5n99TOx98/oNvftPPfN7nfkFGW+SFVEfkgsJwdAyiMTBP5nvR+BYbp/phbXX2xf/gy+xUtej0Xmllcfib3vQzX/VVX7O5sZMmI+8wIeZQ3/Au5GxOCqpLGYvFyT0kwwLnS6u7GaiU3QPtDjQzKxeNm78uh1ycfJDTMFMaOSsj9kZP1JQ4aHFIA2Evl7c2PQlnakNq+h1wc8c7sbyhYHob1jcwctesmNk1s3vgTi69odcvx5PZ/F0RN0a7OWCm2VQqeBe5C0fjm5yD1KzTGb0gL07IIY2+qeJDQ58TBkaga8wUDiqY39HulAsoT+3X+nBDl6bAMlePUj+jz5Bdma//+KUzWH6MxV3WHep7yFhgP7XAb5UqfFFOM61G1iPIeandURwrZ/X8rtu5cMNs3dTNlrcFpRw9Mpa4TyocZVF1poaAVye5VAAAIABJREFUqQV+sHo2P4D/W9fdCqTRrOQvjRZlUq0xHbGoTMgQ+Pekk1TjNVBvpu7M8jm9fcfiPWevb+vZ02btMbcpYwJHTFmMuuNW/DavwVGESrvkHZfwaWKkjwkblSs5eYVNz+W2IAZMd8mW06OzWEmSWw6DhSRnSCf89EDeOTwlfAgaHfoqzW2qtvJJnhOoNMJhQFL+VR2h/zTiMozN+PWolTrqMYhx5dKpBtx6xrMCnBgkS/EySd7SBM7BbQZC6GEMg/iN0P/IEYGs0DyVgSLlBf1FZ8jEKBOBtzDUw540VaA8Hd2CYRYvQ6UmLiMQ7t647G4p94HJ2GCmR3jQqQcf/szP+Jwv+qL/4Qtf+kW3bh1Y6EWFeYFLZ5QkFOd+TwKH7tW4qp5Q2cUqX4iu2W8MvYCM/eyZ81/x5f/TD/7Av/7lX37ne9/zK/h6z7vf+9xzv/TWtzzz7/7dT7z2377u27/9VS/9gr/hbokb8eslPZnrqatyNn1IQ42ycUzQb915rJ6VHezIX3nE+BKjtktb13S/WacluzYbMvo6Paz4hdOQ3f5A+5SSNSqGJDNrkZVfJy93MK7PM3H98ebWfmPGsLcEiAn7E2A3Rb9pQoZnlxuVxFDZk+R5uJ5I20xbyLZCddSGyW02LIpBqXFYTM29LAL80i/58u/459/5wz/8+jf99Jvf9rZfeuc73/WLv/jsT/3Um17/+je8+tXf81Vf9fK//vlfeO7hi1wXpV7RpbmBnefkY3Gxi7OJsFVSRh8X9b32ta8TA8fX5ceufMk/+LLvfNV3WTn/sR/7cSvzVvLf/e732P8/97Nv+dEf/bEf+P4f+uZv+lYr/w4FDcxxJmx99oZPXsbTIYqVUB93LlXyH/B8V/Zo/9pY3/7bf/vvfdd3vfptb3uOznH7evvb3/HMMz//kz/5069/3Ru++9Xf8yVf/GW7u2fFNEkyVrLXA69evKgkV+SaouNudCEs4lqgVZTgFG8oE7V5VcOK0G1QFFbPwH7mziQRTeeFisUNpkWLtiAGFsmV2XwPyz5eZbnFRquy5k73worfdYiIVTl9fFWqjh1N2a5ABWZfrsO6yKsXIYRX0co0iPpCki11yajnw6SOug3xSpXdhZnVJSe7E8ongeFStMtI7tMAXEwOjBrDMUUcet6FHdT1qitPvecimPsWCatmmulwOYMypdGLcdHrCS4STcUdB7oNAg8rfmcgz9OavIk7wB1QaJwRZFWZ4AqXD1J5P3YEggF7/NzpRFYwem/L0JS0MX8VueZeqUBG68q3uIMf9didjrDviVNv+m3zkbDMicqHTxk3RJlSOEaL4EgXh9+6/fkji9K1W+gOS5qw+fCaMpNQrW31UbfF0fkAUNl7NSZ5Nsg1lUxnVDgZBsNuZ8utlP5M/IgG6A2lLaHJYk9eaFTDWkCa9yXSDaC+HAPkDJDf8zBM7ovjZaY4kpLjq7LcIQFCFkBEMofTxYsj0GlQA+5yAXMOtCm8f1N27wY7k2OPJApDQx6G6PlPlBT0V6mdVawdzJsVTt4CUVFKymtOB7E+VoRevD+l24mwodu3gNeZtMhHFHh9RPdCx+QNHpKgFxDnmA1KfC8vy5Bk/nSVfVyAKxaTgj0XZ5MSspE/F0/A80ClMaZvNGQcGQB+rnwWAL/LxivfgH4bExblmCiSuuf4U0sLVaeHenTXLOnxtlk6baYPmeWHfKqnKERmTVTju7d8HmKT4Azd0dY8+LwUYJwP+OGhWx50tbHI56gbz8CEuAql8HIHuLvDjkbhKZUolydlewDeS3nTwVOkh6B2IVXVmdiAoneuaajqWceMsjpsZC9xlrj4ibNUVRYjaOSV2x7SfvGuLM+COtz+fz6zhPgdLrrZ9YfehT3JZxlFfSq/WOirY6W1B9SXUSw5BCqPQNELAgGlNcycEs6dQcVoxMXxekkZMR+p4iW1UtD7UZlHUXR2hacSBaZ8PbHURwk1oiddXN8jQpsFCBafpWQwIkPEBvxgq0lmN8CbBH/6hjvOYUTGgqjJa5gRb3BgOET2iEER3Iw01D1XGiMzPQ3Azx3noGY3zdgvmYYDS/nAO0QdIBLNstm8ArpuG4q76LXH3Al+fgq0JI/RVQRhJDrEBFcoGxkAQGmnvizONSrteU7gYQFo3isko0R9mbhiNaxmuVm/HKqhuD0LdeW0rnaIK6hrucKZQb7BTprS/E1iQ1GfbbyF4i6WueEM92bNfY+HD8VT+FhTbeRva060enoWECwgolt1OMfPjqV1FrllmlmjbGBUNwkPrC6aabNyxgVS7zQ7t2AKNFOYDpXxS2fZdMaRpsmYSqkNrNhzB6mjXh9hlp1ZE20m7ewanLq0feDgKBxZUdv5WC+Hfar1kl55zG/wq+f7tZVzMzXhdmcHA9OXwi7caCXjFCuwiXRvYG5mo86Ejb7495IaTPfy9pkPLB5B9vXx1McCuYue3zBLCj9Fq1AExPJV8O9pJGkQ8g32jfAMqVOySV2JnUz0adbQwlWRApA23G8oS3bmiuUUJrGxRZTHJeCjk6s60ZavH5aNRWTPl7nI0O4ZlpTAWPFBQ7SlX1IaFr3MImtysgwh/yMOZ/GV0gs/GvGFc390xgnjKm+Xta2QAsXWSH61nc7WJsF5UC4E7vfEQ4lzCwi7sKg1kONBVVNZWjRGJXtoc7yrIe/ldG1NWr+loLRMq0K3yZqYGRkoQeYXzW5Z4Gf6LShLHUp64p6cXNWOwcrOXXLIDiS0mNGOCfCyS5vmh8XmKLwIBJGBAF+drNZmSUPhbEhcAZO2dcWh1jYEceFiWpY9F6pMxlDmB7UfMavEN/L3qhODzyqtEzIVt5gIGu3FESkWwZLKlORw+wVm4SzgkQ7ZlH/K8db6Mmk/XBvkfDSCfcMgjQ6NXSz95oHpv4CMQ0hyYRaDjkBRUOBQeRj8RiddsdDvHzAWaMpFLOPQ54orDQA/s3XD+HNrrFu5/IjVDzWDfEm9HKHPh5P9sGBNBypr+5aBONdeDVu5dvSJxlctRuoJQhm/htOsmY2r7ka3krP6aA1JfS6TPy11jsjQCuLnoUK5qHvJBA/xjiPeMAVKnUfPp6x4K0KxYZdV3BgZ16xoixBguc+9LAislwJYqvxmcqr/+wVSnT1dGN+C+JEti054uk04gX161kxOQeHWJh7QpVu2SJVsK9FpMKJxs3zO7RfYh8KtVmh7ly3P4oZl3U6X5hrjvjTLeuUCrPXtuLI3Fka2a94euSHkwdAjyvyg9tBssRcvbnyRM2MdAEg6veniLwfuoPabZrTrPY1au1po7uDBaMqval+G1PW5speZlrtSjK2CU1wXcYNFkWqZ+z15sTEatiSYXPoF0hUBjnyWb+2BXOjRWFJrLbxzlUVAVTYM1oioTlly4KQvPuCv00260gXMvym1v/inIW1O+0ZHOhzGpkgvBfiTrsm4otO5MQRjD/ctvCrYpDv06MI3XBwPtWei0lROk7z9RVw4DCcP3VV0iVggINfg3OrkPM2XGSXjkFZHxFqZeOjSN4KMKRK/IGKSIkyH9YGA89wFNAuZWKCVJjVOZPAJLx6ynW3Yk6b7sA5mJhbswY44q3x3rb18EpI/K0rhNm+n2DjvTBt38blXBH56chrM4XhuzEinPX6NDrlVY216iMTv3vFHsccVP4+suhTOJE9J8jA95UrCgMGItdG7eGNftJSSgzxyX14GT9fD02v0PCC2OtLLFrUeNNs3wCeD4xw28OlxN6BkaNggvlB+orB1BZAfdxOZpIHljJYfFwIG2T0iWqWfCrgliYdme98XPMgwyg9fXFyVLc3B4+3rO7SfR3lJrcIRC0MjOqNeBvAWPTpW0VjsKw+KE29fkSNPknIrqTgcCDWjOTtU6XFHottA9OEoUYkSF0Zuh7AHftchyDV32Z6rF12SOTvqzQx7O0P+T/zPaMLIWBpI7Q2oVYk+O3H7NixCjt3m5xCuajPKhzUlWPFoVmDFD/ZCu+SItcesjo26qKGLM4fyfQGdi65XbkbTXUewFPQjbn+IX/aeBXnPSR/wyy6cbeAruNTLELXcOfDLRJYg7hw/R+SKUUPS4RCJiop3AdFSJhHgTGiw23JJnrC1wSydMu16MEC6x43NhUaUW6BTI+CjvWu+X7sVXSjKMpphBHNhUdA+JLmEnE8fcxwD8JsfgNhbrLX5lGpX4q7RQ4KhZfEokW7ALqAj4StyO2W1fhlGtHsAx5DsHMAGv+1b4BL4KyHIO3HAz53la3/duurOn6gxXZYMtsuAWf7mnl+G7hkWngBWqSisaQ89MXWpaN3swCXqM5nLfsh05TpXk4mH3/CE+HJTVGUPd6Dn01UqBV+rDRshFy8iOl6ZR8uSi4xfVqxjQ7mOBdij2fxH14T66HS8KnvKUZY3hWdfvHEBf4sWKH058HRVDYSCMvOclbII3+d3UddNEEewaZFpKbGyKAB6wER5VSKCIKzNo/tMmX+mWYpLipLEnlDbw2ZZvngiHJQUHxryA3Tpeo5CxeqKRMgl5JyxEgGty2XSXWs6qOG58aTx274tZFq/7KLgbVyhKqC+cv9xzpKgbyiRVzVQYG1yErwcKG9tgd+2U/GN62EDm15CEqYDoqsXG38IL2zsvu6Bn3Hujl+E1OS8LJfA6c1/W0/OAFbc2YNwvrUovqqnLpb0HBjIQs+S/+oeWvW4r6ZxP9Wr583uXdhkCKFKODGp8XXeCPKktIqBQzFTypOxhPpYKjWdO4sdsqGw7qFrFIfOqVxp086XocJRBOxemHgf+/qO9KAFl+Vjz3lhFoLhoXYk8bXUqCgSzFAOwxWdXPmsk0cIBVKEo5nQSsYNxSXlcI4sYIdegAbXVKMApSys7TZc/Y99SDOz/61z6VI93W4oGksaGOwRpWJoIBW5zOWfm8roySnn/u45DWz9+x0jY1u0fTuikCFfd6uQqTG/o2euGvPao7qeODL6zMOWsThTI4ewlfc/LdGzcp3DkikkTQ9uvSnee5jgtVyRhsNdDWxWhxU/AEsW/q1ecrVAAkOHHF3pT4YXGtxEsbxX1E0NsbbwoBbOS5i6JE+Af6dghS2IR6d5ZZdsaJ0/oMJMz7mcVX8m7fW63yRBz8E8DrpJNe0DtN+snm8sTdxWOgXhyC07HWpMCT4qBj6M0URa4jfe3+gdwmzhUKV6WltPYOURvXbBwHkVLpd1tmfCAF1qDBzgfr6e+7ovd8zGddOu1D4lNW1iXNhPahZLK1LSQysqUj8cdyqJzrfa0T4MiAf/srjDDl4Z6ssiqaqIQAi4St+QbA3qwnq/tviToA5+Q31KuvYoEjLz5EzasRwYFNcnaTupbyq7QPXiRu/xYJeUZvBAFelA+pa6OkBkeqP2KtjJlliMFdTghs2rCfl0OjTRVbFTQhFQlMP4IhAq0hlfRQGgXBPi6+hTppuJTicN9zLKcKDCRGJAGkU3qCjmg6WD0pE1knQZU9CM5RxXhONsonFYqPiVaX1Ds0eLsYvHCa8L/6th/ipOKMUfJLgchQHONaqtCjb+MghAqnpSr1t7eVPPbyvYE/+EaVedtWYCH1qjMy48tKer/WKKuVvcN2YKwWx3pq1yxV2UB5Zpu4hL3jC9qcdq2Vqp2/XOgbJWYesp1W+7MXZG+1wm3NrXhbuiqTNwKJZP9bxltm+YkQd+8RCFw7ztwYh1HkQMl4E9gzpsITw/gu2RKxfDquO2K0fWbTqNH4ry5RKoVdncKv79AkccZUB8HHTfeV042rhQYkUSMbk9mqOAAy8Onw5Z3Hho4+IR/vXt337P+/qG1vqKfTgiB6XM0Nl6YjAYQWklxU+z70UYSKtS5kiRhtllOTZjD6I3DvU5X7o8SjTwMG9JUGNxEhq1Ghnx3TJIuwFTEs6+24MzV5bPa7efuTY+fHM41i2/OCOoAi+T1Cfg+S1509POHYcD1uDYz1EqiypoZeAMtzAW+GhxzubjLsLlj3N4VJslg+sqyfq0Q9Mql+Giukjme1jsqfEaDIiokkZaxOviKyGftJ/NLZDWZmrWn3DK36d6PmaaqV+FMwMdk9ttBrz/ofcZf7vwLNufbkNPHoQVv6XTZumkxS3xYEbs/EA7LrgJlnp61iFYEFSzecOVQzuKcLZ8XcERR8PpCI4yB1DyGgplb+Jan+RpPiVL8eUCcxdQpvJHro/c0BrHjhZCHj7WDBtc9wzUsx2F9fZ6as1oDQf57un5Xr15HehZeX41OAW4q+yfxfswtGk/97XinlhxffInS+IttLR0LIdQIn89ELxq7vCpkg+nyXtFSlop0on4Zcr/Sfo9AwDUC1eRfOK5C+yiNzDCdaBeMu2SyroqWcgGW3LFsiUm7D/1+wUZNW+cusvJHg/c5TuPjxhCfTmgEq3Rh9KfMs1CNl7yLgmxRhbL/TMckokZm/cWBVpQUgpGdqggNbTIZZUNPyp91iDybkjUDUF9/tF5z4dGrSLXihOnNFNS3+L3EqFFMkq+kz4wsErlJxc/wX3FyaW4tlUURGWsyWeQVBT+LF0/BDNCXjdWI9cTM7vhTgG+DVZh47Jzg5LSTHRgM5FMtwQb2IqWu7FxnkcPDpY1hMtnDGS/nIOt6v4aPVJgs/3pCOB7KYv9Vh+DetxzvyHhKQW1sAFWKXCYMLFz5CjQhT0enuPjB/XspgLz5qBXv1s7oRW0zQmVz46kashqbeKgo4+CwwPtc0f+y9Z7XWuP1dsHEL+3/d+6ZrrV2hPTsBBYEi1d5hoVkjxmueB9PoVVnEEFzZZpZgEDMrEcVKr5dMgvo7Mj1zaUNeLKdL2SJkNoleNVc6EaUnRAUEMoQJ3PZT9JcydpCINl1ND0DUd9QxfcC2LJMN7wihwRknL/czCQfz/ct8E9kEOdpzHoyKmePpHf22JpE9v/1jqO7TpEuFyamVURzfQUgCXT84o1XVoqoZQfJqnY25P7x6Jok6JrUFDDwyUpgMa77YBfyugLnam6VNEq4IeRaVah2KPTdcYOB9JW/dIlEt9DPtxUlq3QlljGOIIaD+sLsDqxw27uUICAdyAX8kH/2NtlJpOerW2sqmXRwnK9ecWVgwbDYUGgqdy+vnCLPEHBENZQDT8ofovyFDBBJrK1W/Ont9dujx8kvITQTBc707O1uxPxe8h5gVRP2Ai38zQIBpw+8pRpVkw4OqjL1jyD0+gEICwqQpZNAL3OOV+95CEWZDjPnnIrkC2/vbCQaAZmaFFsipEOkBzTOvVowBMAaDdyhzY1eumhdravobLRTTPbM90WZOTqtoZaaGOzftHM77Zb+2Z3D46balfNCbcWGhOR6NZ9euJRuVJJSezR8JU0VZzvfEYUUV+RaEMaVdz1ALWveEXutibskZn2IXtZdHQUGVJu50TLmr1Pji+160qlQPJiH4WaN+rCUukRrq300uI+ljAKnfLyFX/lFBC+sjT2cXLSDuROSe7TKH5x9JM4fYreOc+dUHLs0h0J70kyJz4aMQkdHSUC81yJK1+QDS7oOWg3kfg6ezQZQhoUg3C0KTZjs6eEi3sCLRjNRbfZYLmUivlGPTbRsmAuNsX9v9YIWOhASEYlKSSyAyX3mn6vo19LxtIjPYtDy58ouAM/nfCUd0ClWa3Xn1B+kcripY0nrQVVjjUuMh0AcFQOnSlRPnsoaok2SIIDfmbptIJUzzNmNLPKHYJWLkqqYvkT6KrFpSuPGDjCyOelXFHtplY1nJRgIrA3fjiNlx9nDzp4hG0fCqtYa7FvzYk/DdnCRQcv3bPIgSVKki4jKQt5yIzKpGmduQokgtPnL1rPQ9me29emBX7rYeoZ73mwicBEiK5XZOsnQtVgn4sxSFSMKrsxl3NNIk2UFPwbNiUV6W1YGVZMt4jQPiMs1zn0Jz40Pg0H4l8izvrK4+/rK6hZ8VFg1JxxXBULovXFcTF1MTCRTQmcRw0jxQknILKgwHExrjh89EsO7VI+CiqNUQPEbUtZRFjYKSqctIRpPuTYgpw4SRjkmjx52c506/XWU7Fi8G29/Egot+ujimzjNNXAPflfXvvKXwEmkVxBpdLHMF4NJ9A4RefOWJtdqyFJYSS5H2BP9I58I9Z3hwPc98NY1i8BiI0RN9oNk41lSLwzh7XgSeJP5fbzML0uUzJvM/kbRyBvfOEC2riGMqdPuGo3jp5rl4xZ0T5WWPXxf2GVUvTWBH9jcETluxKPXOpZu6YmDwL2s//Hu6Ze9otdLv2kpz0vEaqFzBEAfmH10sxu6H4rJrU2Wh2FOGRR1Czr1fOuCNAtiPDCtvmViKLdQjcsM3L+HhZXGoToqtMl50Th0HRfeyswPWO2XT1bOPfomh7NazNy/AIBNmsXjT/pwZ0tbNo1oxqdGuncpo9RVuh1UFALPzGVsoikJRnGRrrIdynbCxrxrwd4+FxeRy2K+KnsNxD0ZUpB0/gNSZEiEWXp0Q4sTeCVtNniE/FGw9fNBJkUUanoH7BuJ7TD9LsoUePVa7AZJ+TW1fRonfrMiM+Nim+NKovcfzKZAImfKE1oWmORGip7ECU1fM9Rn1HyoXlrmvRHdICxmAkxGr+E3wRlVKC/FAMtCShdvVw8MnUs/aSizKefMtCls56QW3ohyURyJHwtCrnmkiy8z6JskBeTJZ2TNPlAPSW+js8VRCiMN80gFlMInakm1vzA2UcWpVhlWk/dXpG7entPWau5+aQ2Y7jYjL2PBXkaMbwiHpeGyWY6myPev1H1REGq5xll7dn0LAS2bfuwxw8cL2WBU0BljSvuclHt3DVuT4KZXa/rdXfka+iMY8rIVEuONb3fERGA2fi02xl4y3pRAGVHu66udKeUryAaeBd6qDuTyXZO3tB/KqvE0QcvTccN9L5I6cp5tXvH4k+1AwXZ6nbDnAgJAqGrJak2uG6vk4CVmUuEMI8KMaXBE6pV9Ahx5qJQCZ2viBUQLEatRYW/KBU55KD9UVlvxRgFsspnRz7djrevD+caxSQ4LuxhIEglH5ppeBkF42iE+xAlNMtpHr3J3BoSxlGZzDWeoH+uecT1XBWz3JMhD4mKAao4vIs1HjGw8BOEbCQsStbbDYY5yCI5809SCyzukGZruwGxpJ19Nd+3+kGtXERo6pnr5kUXw1WMIInmmTQmuMKWy9BzkGnzwcfwD5o+6DZX31Dzu/XMVfV0Ja8URhtZTvUIvvdqsJlC0eD5HdjVZr1nC/wqbQxcYKw6dZl1cXtbgiWUy4oLAPZfcT5SLid2a3ZsWi5ypIUChFDxcZRiJgYLipbR/0RbDgoz/DSCwwA2ngKYtHsAVmD9CYBP2q2XOlIoPiIiLQvkn81Tf9fwYL0ZspyFPX5mfBa2tQPw24Fz/DRuOpALa4qKqK//XLnjHKDC2W1IYJldV926qVqfPDL09Kxj/sBDgJFq/TG942Kpcwsjb8IWxLChzqK+MRXdfCtaXmt6cPhkgvMu+fmLq3M1/F+C8yoctNvXsz1wCSoXAlYjqE9r5XkbgJ+dp2bjSmOlHYK/PeT01n52j3VYzB/w8BdgsCwtc8GViz4ujKpkZGEPemDo0iBGycr29Mv8svwxaBtMxglKmlyOc43pHQXaDSPmM5nVhxyqRmPn2AEdi7/lGTJMy/gW0likaWH73VNRMmKke10SFGr4KVDJIegC+8df8pr0sZTFJDJ5VOnGgrwO5P8UHqo60e3cY6DcKfgimn2Tt69Is0VXgLZGPSchbyZDXyk8IXing6ql2ztNXIiQXOZ51Oz9sF8VrZGTIh3fpzYDxErk0qzZIneI0e2pnAgn2M8L+SYSRJhtwTLRz/R08DZquBjWqdxB5O2qccc5hODixuPWgoa6LK4anj/qh7dD9EAKkUpPLomEVehmSY931fQMrPhNHwIt73M1fW3PqlEqLh9Z2LnyCCT9z13G5hYUd4FCZ6aP5OrCib0el5q0BmgmpzFMWM+uh+IukXpUFGNvy0sihdlHQldMTnwCLZy7ZXsI8E+FA9xvKwukt676Qwhdy73SYr+NKCgakyYWuiPeZdSiHSLGqjQQIVf4MsRFJjdmHjNvFpsSNxI1QqYzIaPhs4N6jWymEFd1yM0Sk+UYa32+movmIEFsq2bDr1o6rYTA5xSmri3VOcIJEMxCZcsgjTBJpVlG1WMmxknPC50vyCtYwyLCJBdOgB/6ROrZi86LdoQRyfs2INgEB5JolCmhWRW8ETvvGr/iB6Xht2+7mhm3zcqjbo9f48Gem1nJmdGqz0eKKSp0BuXD18h9shbElLZ2z4LS9mf8aWbGevmzm8rXNvTpoJrFyn0BYeVhJAC/FQjSzQ/UtqsIun5Z+bRV0IdNzhcqMwX3I1MOhpjU4pXpTUy5KmqbzHYw2RBSJFsO7GPRjdSUD5OFzOrO1Mv1xhXjTyyw+h8OpF0C+1J5AWAPMqVRFxVLklUtpTGXahW1n2rX1fikGj+oJvb/jl9hU6GYdme8vOnsEfZV1cpv/lx+yLidnzCi2S3dbSuyCClYw6dtdFSCCDkSrV7QsGfeHdo0u4qHDCndFqekeFCRMkWZMcQ3YKUWQmzFr6uDKdTL5yyn1M5NZ7Kvq9HMgEsAWT9QjnX1PJxuMttTO9fNxlOm2wDQa0ZRDDo0pmbAYgoG5UMTeiNXI1KM84143CUeMhzYgolOzgOiE/kLddzQBVGOyxcwnz7jWU4O0hnhYYtGwgAo/BsuVVTupOKNH3GkA70tdZKts5F4YcZs7IwglxGAs8SRId4J7SDsgby+tGAddQ1+n20zSIUxZE/y1ugxI7kZGBIG6uXIRwxws0gQsSwZ36RQgqCniDqXUV+004XOZ3kaQuaL1iijPB9OJgmKfMOHL8PwRY2AKzxDIjQ0N8sUJnTLtTMOQbkd0pDDGY6e6+Cw1M0nFIQDoXSyWn9SmyXYKmDG7srys4bUaH5lkDr7lMkcopgA/B6G1T8giy9iNlbaePF2EevT+qLMAAAgAElEQVQOlD4slwHws9hJWSvlGepyQevkTrWhNLaz7mD7Yb/4gYEo+L6a7dX93K8TanJUbuZHMkJRxw5HmvjFJAQEuI7gU/kzG2zLsI3+rtt7s6ddbNVEQVVxIgj7gb2i3gP1FIuOmuB4brEKBi+L3ZgSeolWSuKKohjkE18lhzsoYTo033jRBlGHHp9IJ1Fqlk/kY2Z4IsWIFhUdy8me0zZ2LLl9ujTAQtRg4HFUDCg345dRJUrlM0BVvvaVP5dSkiJV7HPu8AleJ4JUrc6kItd++XJc4i+3Rz5nB+eCZv4GA8ZImYxujStxOdaqVu0mOL6w3LcHx4itXIhxw7DU4JbUZJfwiXSlkdIhFwnaSGIB2dfg1P7IqjI1OQ3uLxz7ede6uZAWCFU3xrgTJ1KjjYnxPmDXm2ZVWeC3c8fs3Kl3bmkAfpPa63ZIimtzLmvWYPhmyOMneqAAFFGLmoj6MqkbnDIqe2/IKp8QfuqweXlgE9OnMvoRNVNrvCw1zC5ssa7XH6/rJQAYLsIohE1MB7r+KSjAJLzgVvVxmuBPblGrXdeTXTXeVZNdbcF8s5puMX5VsBMCD+1bU1jVvsaJWTmn5k8bqFK2B+d89JvhMg7/GK2orxKI01hrDhsQrFWa79c7B7UVfth5vukQZodr0VQzpIAFT6TKJ35kUIF6TCT84jbEIzwudaI4fciKfb19ALYS1rpnBuK/7hy/2h2HO7thtm7CpFi/XDdLfu+Jj/OyLY7RDcNuC6VEBSmftlSchr7XWWt07FLIdSY8dEOTDuf1dUIQ5fSLriGOsHBxBNZkIpXDe2IMBkmW1knkxMBr9GHNmlCyPOmXojuYL1sRKNynQ07yOca7aniDwmrq7H1QRvRxvHF2cZg52b0CaVBYkuEuqVJLIypwXIpRL2/XvQpJDoP8ldZUIW4pXy9lT+cgM0lgBoEyK55AWk+bIvqaTNdhKZXC5pqt9WhItFTqfGGa5ErfhESmVjRY7AZfficsjqKSWk7U9v2RY6G9zXslmUJmvZw4lE0DMk+6hycK+D0tHSRV2l/rlXrzSu1LC+ze1WuXXVVP63ws5Rom74NOdIiTkfvrQQ/COX7zenrWHWv7sIFCnWNX8mTiyrq4TdsuYRLer12sAYXehU0OW9f1aNMag9oswc5vPaF6wOVP+kZGYBKmD4VzFHZcoLSfkRjhoOTnc7bIFPa/CrsRQhWcKq7X2e6tXXTI8zacm7R13fQbvqRncb4XBaMghzEPOZ99ZsgoDEhREb8VJTCf77RxMQ1rTuHMIw9QUKFyCIlwUdFp6rLLlaLQJjFz/ha/3n7MGp6Zo6lUgv0Ur+JIfWiZ1otGlxE3DuTCht/HbpcdFPfq6RYy2iBtQVA1jYJkRYpRDDmIeW8ZNcKVBLogs3QvzK6mYxmYcSokTUjxoEfnIVvpcEhnpJUvDgpTPWNEBuAfPNqd46d8aoPFBiuPqHrqs8Fd5IgpZwrU6eMYa8Je9070Fi9WRYb6jVUGgJ9eOqW2b0H26c6BfWOVpLLgMwIDFLx4b3IATLfqzvG7DUewWtW99qhppq7ucV98umCHijYrfDzR5vIgB0KsQK1HVPzoPA2XhRb6jDUp+JXiX5TFWtJTahUxYXXnt3/DpsctOKsDqGE18NolXU+M27Yg5MT3ZwFl6MQ0Sk4c5jwz7kTlACt+a/XkpJnsmsmDNQC/ZUpS8T4Qp+rc+eaNM2pLFviBEZyHPX5mtOWDsEz5ZJzy7cBHnwhTQcIObHFfuejOTrDEuVO7WKq3mJpwMKeAZBylVeZ8sknNqNrhQZrhpArvFVg3wAI/f47U7KbqN2ozCjaiWbJmVG09BeWLZk/VG4+Zdr3mmyCEbhTMzX/FUcgpXNAqjqdcBYkxCoFPNFHpoSjqVIoeSC0OGHt8M/QSWjVvofCeyhlf9CBXll1qtfChWpXXLkTBXJM5EIVxlTpA2YPNLr7XcA8pTd1EhzKhVOnR2H4KSA8Qv7gYiO8Vb98McIQTlkEF3jLrtuIkKoO3FM7psbdsgX7g6Zw+ZSni7x3LKg5fSzJWXM0rsYBeM5ASzEmNdCiKHKF8ok9RbIbkgQ5BDFB8k6shNnx0sNivLOaChCIhD+l1DdEkK+EVKaOhLHgNRQIO3Irffr3xeN2sQCUSX9uz8vHUcgXqJL2F1GX/fVxlspbP2j84zuGsXnoYjnYwS7WJeC9Gbf0ao1nxi2bW5t1Rmy4v5YTrj6KbOrpU2juY/wkcEOSSuGAL++ymHm2nKVAVJbwkRZHCucYLF4dz5LlgwOGHnbIQdNWiVk9MB/ysO2IiZqtcNZpYOF5I2pDeVtkb0dX8e/ki7jvKm4lcY84Q0WzCO9fc2zjCExn1qDqSt3PDJFauBl7h4mOf11fuM7cy5d4Od0ajYxozFJg/wdsxOLsDd3rZoJYSS00Pv5gIZ0nI6UeVKfCC7k25JClTS3B20F4QerJ+ZsNHwVCx5rCkD6WqYkBFMChzYHI+ti6tfdNs3TAhMLRnVs6H6hchcBPKYGLStXDy6MBV9nTqGlK+CyCB0AViJdbRd8VdwCP36x4u1RNSGEIMosdMH6PZSFU7hWqHu3dc9WOoZVLX01jruE8byapWbC1m/gkHzx60YJU+hhsVCR4RJ8oIaqhkC1QEQiVt1otpzh28REnaVYpGIikiirBWo1vT65fMfM/vHFNuCTQm83uYGkq8aqLEko++yMtKJMpJR07OiGR0e/zgSMbJ3FiT1G9b80eQakKwGmmeXEcXibYfl89BoVeX+VJbW9ZvhXKdHNgI4SdkbAKD6l6baQ3rh/twXNPshoLdEyvGbaiD66tsgLHioBBsfITiso04nyoTMnfIvIBdjq4wnh3y5LTbwegOkbJv4LwKa0Ndt+uJXntEbV8zm9fU7Bqct2n9B38OROpSCIbi/MKPVHSleFPSZRewacI9dmoKRYOFaUVUHL2S7OujcLMkcGQ6CcV6qDWSr4L/XbJz2aOZO5Jr3uj5dQPyl125aJiF7mnCp6EbGYQbgCK5/aM0J/f2xCjm1MhGkfn3R2cQKq+BQfFx6bRkJ0ahMzwpX8S1omKGDorMt1TyyoH2k/oummSshaAlYVm8A6PmiylAR70YKB6FBQumWy4nkYxHozbSfOCJ4svoY/E5Ttw+b9vkjYf4owSuaPbe/Y+n4Z1odbNWz264g+/cWpkFgXoJqmCD89F7+7FgCGLKs7FrNGkjSN4Y7+rpQ1DSc3oGIJmXSb8i59cewf3qa8BOj+r5nQai8rf11g3dujwZX9Dc9EEZhjP9upA2A97SEpwTCKBrz51WdANMbz2B1UvQTm1KAB4mY+4HY3x6UDCMW3WE9y2U7YZUz9vgXLoNiqZZtcRUbn+C8uXaqsIZboYRWTqyYnIZrhi5iBaUw2F5+4WeFEw+4y/D/IMSeAgg6WiuRDmWl+El+jo+6jvybJLkzSjMWENMfpmqBdYUuE9bYCCNy4Dosyr1NvVkmE2lrFH2XrSJpjNnGXPlh2Us7z8JtYThL4j/miy1jIxl4ImVW23o1qFe1DzuZ1696LWcX+8KeCOkpZXJqOTjEgoSgYNMjXQpsR+yLUKv4HRvv7961x07PpoDOIkKv8B9q0BMAxkE7arZvAo7A+dwLCFgHt0m5xtaaP3x9IzmucgVpph0abjjV/BwCPCjJr6sM3O/GaVXXDN0e8oaUCFxAIbQrOpNON9C+UW/jcvuCDu/jc0fJED2s/EwQcGnii6T6GdFSust8mCtzRrNIb453obEk3oZY4XxVRqsDhJo9MQsX4CKazvuWKOtW1Da2o/Xxw0HRJ103hmmsAFyalYugJxs78Oq8vaesrjUFZtB7x3noMk6RmEP6W3KktX8V9E3ghg7SCOqRv5UBrN81sx96ZqrZn5L1+suTOAPHhyb5Yt66ym98aSZXTGrl1S9XHs7DswKuUtCa9G12Zw7UfILKjoHz1TUBY8WaEUV3Tnqa+HtEfVVgUNqqFHNgm0Btnl0XpEWKvL4yh8wxWUCAX3Fu4uXVZxGVSdvpyGKyj0lfkRFXFpL7OkwwyjiR+lSkIiO6IOJHqHsXoxLMT3FnxI704tBJToTGnrSqYrClUNeRgdqsK6ixFRcOI7cbPlFtdVh2ykHO8yHnyDHMJQSbCWYMGlMo6QXUnhKaoctVWHoxaTQZi5IzDUxRPAOB2Bp7MxPVbnfRkhErwwEPy7NF9OTPTF/riotpvGcLmGY6eJt4g5SUvfpxLzKq/6xO/f2wEAV7DvKAr9wbh6TNOo05GNJHKdcDtmPzggB8PN7/M7Aoh/s8YN6mKF2qPE6oQuxW0gCcRkg1kXbvKb7HeVqWIekEV/NmXZAx8Q/CCJCYRXYFj+7UY9345aAsS4Z7ILlzjR+4TLpJfv62qPQPWtioWzgnnGFs0274VLjRl5XFKWoGDQZ8tRVdpfRTP3i7XRleIEXfpQYihmaNUN4KaG+NJYiuBLev1rIHfo6NuqT8OmwBxVe+WHlCxuhUz53MU0WLOc3st4OhZxUUZgT6ivJT1hNSiIkLjhEJHKzW5DSgcEOw2zRJqcJb21gVpaI04eCii0UdzE7kIndbN8xa4+5wJOLH1GfIYcB3P1FcjHUx3pLOF4I6nkf0QG8pVNwrqALFRkLSsen4C6TRfrSbjTXrO2tL+7iz1+16s7inHoaVwjqcNq7TuajGDlKTsVROMJZMPzKvDLiBKtFjUsBYyAkllaKRCa1MYPhmOq1y3B6qn9tXDb1io5bN+nxDIrNl2JYrWfZJcRxWhDm1sGfdADPotDxDpi50Y4ezYBZTEtEpuTi7QQVTMb0tNsvsA+2bAuWguGsv6gQxEIrI3iajK3bsmFbm6iV8yD28/1mfgcAFezxa/DgEErzRVzja5uGx0PjZVyNUDSlnH30YmklfHJaQZXRO64Q621Icgb/OVLe+gBbN9TmE3bCKljxg/ipN2p4qpMamKq61D0kkQgxiIHjXYoomWI4DKUCvx8ysg71Ue/fox2PoyryZcQMCP8CnMsnYZXQYLiLAy2P0+gFOTujFusDOIwYLNyuSLZelbpHAGHglqJIFXtF9CkOUFW8t1WH8YNEn9hVhY9DTmDjQn9FegaYgfcqRiVByTRSHbuETeGQkZhoHdNPvvFe0Mo3pXRPUSUi58QOziAESMgdFAyjwtBCxKjCmgQ9a997gRW5jMpG5r4jCxTNbEGZ9PRMnqUfTh/6GTgoqM1yAMJM5qRDhgbWVyGz38cgAumE9FKmu2bZrCE2mFoXsp45YGM4QYaXi6nJKWu6vGXNWi48sRCa0h3V4Ivda/rTIusutDlTEa1pJgYyZJ7W27f0ybsGiruMm3BEwWioSIBArQPgIeZhVrDFXE92AfhNH1LL58Ao2tGd8IkrTTif3YXxtMNOxi+aQdLOntsZ3+oADvvabVB05UCjR+XmoKlqSCWFGnfWnFjo9XTd7zqpGPMQb/4iiUw5uXh4SxIcJn7vz8aA44mqRq2c06EyDRzgblF0o9ypFdodnsG5ttgPzuRn0DVHK4izQIT2VRxm7uUo3h+NPlZpIqisWRZWUDIYMVS+qIRShiZd4a77qOEpp57scEbbXP6Z658txxlSyYP+JAI09MoM9RVmvYxPlUhaSI/kcp6omlT6oBcrxz6YmcLEiUtXgpREJLiw4Ywo9YHu5Nf8SuarDYgTvCpPzDHokHbdzHxFe7fHb+1izJ2zE7MxwbSx2q1RCBlHDNHShTgF9aDyV/AlYGXDVBatnFLOv7cesNnd1+OTupLueMRm/iMsmNQW1zWQ6uk2Qoeqnu6ysQuKNWVdUSZyn0SCS1E5RYVQQ4p0uXGxwjaI9yQmzMIr5EWSJrwDBskUS0AQsBru0PP1K7WH1lkNgjJfFjCL3zjYiJP22s/9ek2PdsHMTea631b1Evg2CGUHtv1H2YM39fQcSAWkvexBDjCc41ebQ0cBNsgBJOMOxY0H5Oq1C/7Ix2CVui1XGbtBv1rEE5mOckgMvxGIThc/5r2CEHO01H69bnLWnah5YLbhwF5/9pJ9SlO5XB6LVDefBIZuXjFrj2qzonXbuALjJh73l0sml5+0ZYNp7OGuBtlGvTRwZfQHhsYrk+AeSCSmIIE601Unvd7YXbYMhe54HBg9XygSmkEmhIjpRgqxxGIgdbU1AVqKOd9KaG2i+ALMIL2iiDSNMa2wsds9BkA0xfpAYVLkkNI9Gw6lcJXe0wsotiFf8rXBSj6aSQODLnEhtLg4qcivUQaiJPQKaasyRqskAIF9KtIqlRlIEoKUpDgTKZ/ecIzNqKT48KmEMKGN72PRBa9hi1wQLQSjSJlSJXyYRCWnJH+cCJcweWOBCcJiEi9gkBiZS/scHxGoSgaiKkY02iBKNW05TRAqBjTKkPuXGHcozaDETdGakDqVprDr2Mh5Fa1/76G+aqZq9XGXIXlL795R608oq2TVWKu05z4JYVQjKZYsxNU5Ukh/d5fzY+A4h5Ow3De1r4d1vxO23dtuAIbHfraw+rd8wWzvQ4rL/HYNqZ5g80i2cBQ208eZFT/C0UB3lDvAV8321GimTasV01RUTlAfqkrOXOXzIETQgaoLE4hpjZBrv9W1A5krF8Gebe/Bf9hNsQ6hfZNmhxsv12BVdLy4ZqMvhQyVPmi+ZM1WIeR0ZrCfm/wSek/TJPup3FXRspbuZnIgpOQEu1uKIrP272Otb2AIiqFT6vqgH8Ay5JOLXGaWbJl64RxRDNw1DGM4DQv8EhjpCIiRfi9DJHHsJWSFW5IKfThUVEypbwvJWHS1pZAnruE0gUUPX7keSm7ozav+AHfwgFcvKLPssst8pGNEGarKjyYwb6DzucRm3W5rFwOCRnyq59wfQnATjn2j5gZfFZ3yDVQEbVdglQ9WL92i0NoTsOJn1ayvvGKiH6V5a6XZKnWIlpYoJ7KKYjkEQghyYI3kifRDjB6WjVjGM66LGu2WNy0SXn/SE7PevQOnfttv7JWGtFlaVDclV5bGrYZkUmAhB7ld/qE7VNBY6zPagQ1+o23Xk9FisUnl+iALZqKXH3KlrffdtoVb9XhXTB9sSvhsIQlWuNOQhwJHpUNrs2um2/J77WIOQoE1eoC5qjR2b5FF6h/R3lC0pnbLfe5X2GxZL50Cl8NHeKGs0a5L8nTpP6YzSw/p9Sf0+mX7Mha1NmtuVWCk40knhzKFfUN1e9QMigdrUHWUW1BMiopyGzJrOJ4PGZ6IeZhTSFaKomPRS+8k+CtMp7ufWk3MM/WtFW1HU58pXkPaVAhgUgXntIIXu8okTKYyxv4zLEddeer7xg4wtMl92Tic5Ogn/FDJh6bMUjIi5ltEfKWiG50QFxINvTo+lxTtVZW5UJShiVYRyVSJVpTvKt6b2iTwgMEk6psitMPlJtnnZPMCF2JnsHuJHUjhCBcTJsy8RgJWEUs4lx39PMRyKJwqUTiBvTheJchYFGDUIJXffdExGaZIUvAo9+YjpxJqoo5+6Cfb64wXMLSAwINjYE16G9IVaCYwchbpoHt0ixWhD5ue9A1FBdxJVWLKsOnThUrT/nhxcIAm/lwEVbnKCnpJr1/R274eyV21cUWbibFahZQEMIR3NMYkpdqLWRWUY5JkmFkTOM125ayBRb9zcKaf1fInmkjk2isrc8La6bFefkTPXxJ2681umn7dtx8C7X5PTrD6fSgSXbkA5+RBixj17oFyW1/U+KThmJlJKRfvJP+I+gKLWdwnjs631qpYAt51wHVy9aKzZFBS3G1QXKurVrNJSgJwuBndEQrWD/MM/2QpOsFoEtdAEN4LqVZEet2bPqkIIr2KNhhbU1xxJSPC9WqMjMTFwxAX6Jj/wZV2IZ7in1sxWUJNiHP5WKjv9VExSrUWSc2F4ZDXoLufw9Qijiq8D+Xgo+ehiEWjc3DoRZuqiH3P1IXEAMI+Ej/S0Fuii5I/VGXUKwWDCDWyGccIm29YjUrSSFFJKDoZBWEKQzLOGLbXQifHkDC27VHWXTtJm+WHtZ5GojmE4FeoRM+J5mdRicPERuD8aPhGznMd1e6wdQiH+ePadt352pNdvxWN0jD6nf7jUkgptxhv64qZ33WFH/fAS9Z9vZjmQZDyxW1KdrZRynNhEVwp4HwBI4+E7RfHI+TL5woqH1VptT/WFVb8nmigpOcB4OGNJyEMp6jklyEBXd2iVDp6Vw3KQwA2I8jttJCvt8BvU/cz44/mIxkZhKHuFZJfutovG9o31lDuvMQxF47rMN263w+PfcCMRMJNVzEo0Lz1Z9vWbqNjs/pYSKqExNFrUC+tkrkGi/PVwywjQhIBSyIvXS4OL4AncFw7LIS6PYeh1JBuXXGXO77SEoQ84AB342S4h6Dq9LTZuKrXLqm1S2blnG6n/rxNEw/nWJhqVJY6Q9UF3ks5krHVaHLZQpGgi7FIxgeYLc+UXfL8+BqOJgY7j48i6mMXi8bjc5mV9dA2ykoQQYQo1JNTXDtzLDqE+gQd5RpRJCKDGSprWbPe6op5PBQQUndT0E3SGZ+VGMFQnwAbpPPSfgtggLcQ9E48IZW8xgQ8uOYVZKTUQwxDkYCi3UidSdKpCImKSE+aJbyySvMhKQKKOlKfucNRFfpPvW3CRL5ZBfGVyn4lPl8u/8F7QG+VDC2gRCpFFEHRrhYXBqtMAhOFuwKUVQRYquj1qoR8UOQKE5kIT1pgYWPhcJ0AhkReAfZQdagSbSu/XNZDaa96Wa8/rp0/pHxxF8inj/Q8wT1ODkHlYiObMnilc2qh8soZt+L3sF56CPa76xF17EDX+03bZmqWL7jiKPtu4e66AsPphbl1Jx25zutRaBzJa/Hq5EGwlHMHuuBooJ0Qf6WasChy0SRQKEV0RU8ZpPmkAOzng7X2vVmqrYndAfAJwBVKkq6Da+JHF851IFLEvNX0lLKEUB2u0rxQbEpmc4SMNC7RlJayNbFEZJVPUQGuCnogU0HEocGheS5L29QnAShOcGRZQn33fHLDa1/7OqlniCLl/UlUZYZJ8wlFcQUnXWGC45c5rQivVVQpVOQKuoLQX6G/ReWH6i7N3RqOQFTWJgeuJFVEClVs1kdAkhdBCIiqRngO1JeQRjDTY0g90f8MblFfhY5RrC1D+3Yybl4Lq2RWRaxd1PVSrRtt4iRiAowckTUCuLJ1s0bj/EoTB210DKyklC5URGpyWs1vOqfc5byNdl1gzvt1o3DUDQa1w0PdogfUMnkSlMy2H8tlV0EkeUSLi+sQSWZ2PGG8yLLBDALWCL6Xl5VmhGuzKgsnZX2aMhXvMKojf5mrDWbqqXEn2rs9k/vGGjWz7OENmAyosEU8Xhw45Xv2YlmvwiMqipwKQFTXq5CcCa8ZoCw4Sr6n5VXNQAK8CWcJjNXyw24ReB9GBMc5zEmxNOrAl18R0zrS1ctm5eHGQSxXTOU6VECFbecjU3ks2pqsGxkpxCNIHxC2UL5T9tFeKRcktQZx6ZTxA9y9a7ukRvNorN12D+sqbDyurDFdv1xPH/bnYURzT3XvAAUIccjCZuIpy8KgfSPj5YWRhqcS2UZLgTTu6+Ob8ZBSIp8qet7cBexitInb+CypksE/6r5QisQJg/cy1UkXG6mLU/H9aTHCwdxlHEW8S3jwaYxkMnOwRKII6JfoFJPGWxRPGSWefZ+IFi7oU5wbLTT1+aLLHh4hsU00P6lLfGETlwKoIquYyqNee8JyKVjC3fp0i8x+TME/zVfMKGUoK1k97vQgilWYhVZ94jURAEM7qcigKr6wwxwjKjwdo7+I9aIxCJaerWwk9yjJQFxWiqz0PXcE54YWtUMVdROW9a+43FKnn8iAqZK4KrIilPYu4htFfiVuutHUixJ0JtiJSleVholtJheciAQjSJVYzL0oEt2wP8GqWuOuGSvY2TKyYE9tHyjAfnetM2H01AnnOO4QSNA65TxQT5d4rvG9Q2UnIvc1oDI1nqulM2rpbO2Lu9QTU7nNbyZuFYYbXWbmyvlwCDssnd00/Vyd6CJccbmgHmtVbj+Dn+Be2i2khOOw9px524O8KaiANwnFXShIjjJGyB65Ri5TcnZ0lDs6yFvrToieuNBmq1ddcZcdd5bU9k3VbcAOe6jFZ9tpVOlUicRlRXbAElUmHWjsiVA4VICp96l4ayrJT5qnKC0VkbciCqW54qisdFKJBFYxlZteFUnfSF8yJU/H6x93zAxPYdESdKdfSpeFYb80K0mwkmZii0lK1JEIwxFQRGY01XUEFSiq8IUABGojdkoFVBV9FmVxlNjEUxSzCN6ok52IL6wM8zR6ofaTKii1RmwcdoaYY6Fgac+pnJ+IliiMKOXVCzFOl4UxtqrZMFDB+EDvPg2hrrVHtcusCx7CiV5hbQlhuKvAZdSoDNepuN+eWYFGM96F6aBQX4GbONLjB0O2BaiLG3rpQWf+vOEIW9SInISJAwE7s6I3rtqBKKj9uK83H3d5GRBggr3T8IixOYFaIhpo6ScgguKKiCBVomFkaolKijQlUiURJTOaxS552NpQX9QXCKC84yqLdM8LQ4uHQ2o1NatPQkkwfzYGpK5MXZ7nWFVj7UsrozInRt8zlyEBNJeRg8EDoatbHA8TPemyUcyK6aCep2o3lQV+eurmcrDRqV4DkXN0yZRurb2DA293I4jduqW6HQPyOQYTg7ZJqEo2azxNGkfq5dpaJX8urm1t87peuwwradYcqyXX/1ECwCHxJAOW1JRo4gNz05DCZLnhALJ41NBClHbppFuBvONPdDCwuxX2ptZunyoU6N64rNcegw1+cN7mEphXE3f6ODovOiKIdIkuwfn0qMGYCFsDkJY6fu/aUTHQg89FMXBv8OSGHmd7YHlSkSJSgvLXo5yR3qTZpbieFQPA57qPEaGRRySGUfstHAsewYp38eWapN/7/CdFbiEfsZMMDBC6d+kn2pl4Tq7SzAanoZD/J2wAACAASURBVAlQF6exirk0itJNs0dkgxIwm+gFQV5J86StAvuqAYJw8TKxh1pSKdyVZ1wIdCSYouT3vcp+0umhPSIlYi9Z0DqZ5BS5YHKPwiBnPo1lRFuOXg71ZnT2FFQ3qJET01O3OZGr4FwGM4nOepXozESX6190UIIx4OyjyJM5GfBqaeo1yoASvgsRObSCkoxkN1oye/wblC5FxMwbRXSMEs2DILntH5DJOdb+wIZmGdI75/sGtqXt640nVb1sKlbhILRMEL6O7xXttnBSTySOKwB+J9X0rJ74VM957S82Y3dxHUOqLv0JNiQcAHA66Y5z6Dddm2MHIMeJ7zz/GWgyOe1CpP4cv30opxa6R6IAguOk2yoaBkWHhtcIl1c5CA3fNGFzAoDYkV55VEPV7D04N2nrura+ZtV6gxcSNIj2Rt+IujVpyiQVx11YRHqZOy4UQhydCCcRvcT2s+EF0WmjYkkCbUrJWZNYUBGSojDwjzgpIm5hBKEKB9/cB+pDLd0nUhD3lCFVZA0PtRjE1SjPXNuwgSNrOLnSTCTsZsqBoj4qbNhnwtaUgaySVFDjwqQXVQHtKtX5XmFWpDUhURVhGe0Adf4q/iyVDTkMtiPRk05milZEuip0BhICp4Y11gBkcQQleq7ckdbaJbq363p2DUqhbMNh1noVzvhWySiMNKdqRkMyEahiJGIc+dhqgt7xp3BjWP/vQe+NT0GICrDoXVC/4P52QTNT4UQEBW2OoQ5Nvaa3rsKWZlcA2frxkLQPisghnGqciCammCJiqaWBS6CCdj76jYZGvdN07unhBIkRKs0g+pPShGXMce3xStkUzcYiekMh8S3ibZYhwwKS/Pch4X/dH+fQ+4rQ2Gycp0k3qoroAeoJUBOfac7EdJzd2LL9vl7WFvJ19rWl7X+9FB9KFgyS45f6Bj+ZJbDRy4/EDZz7anZD9ZvGrVt6f8Z3Na0G0xkRG4fTg7xs1xMIR+7um92n1fYd2AphbdPJpyHACs/qKanTEKiJERTgY6caPmkYfqPRoyA8/gAViNKeASC6DcbabN+AzFg1rn1ejHUD7K8A+S5COtLSQ7qeKhWDvPC4NoZFMjXO5yybm0SfMFVWpYmsgnGPhE0D4b53cj6JHogi+gDrBAaHaM20HKdSpzBT4knQU/g25e2k+YxGLuzWSJBM5U+kajd7w6WK6wjxK3+felW8niM9nAysA1ogyZikxB4nQTn1KlSpe8Ql6hTvthi+Iq8k99TH5W1GD7vcPUXDElUbxaDMjqR5ubSp/KEVKtCoR0jcQhBfCJVSFIRgUCCLIzDGEd5pQkxKak1kMmMBN8w8BiGCpqnbYiDciU+862mbaSJkdEgSmLOPu4lCEhaIB30uFULfSeZvVWSwWNqEuGWeNZwCBeiYLuAhobS86fmVnovmrQ1wxX5vlmHFb35HbVvn445xp7vWJEbrj1cOdjqDHMkERqASyJuCzS5/wz5l5I5zAOD3MFT4NKMo0h4OTXQVjxVaPmc7Y2DtDmweAD+3qcN1w2dLEnoqnx/SwbaZpdO+Pp4Ln982/S5YNTg2PcxZZq1VYk1iX0XEgFwcnAPq9ulwGq8PSNle1RDrXbK2SllvbDuk6Oh2wwTMOULqJZ+VGpWKCJ5mT0/iqomer4gMJ2CfXH8S9UszOgltRSSKRrVUdCyovfRh4GgLifdPOJ45kcI9Qj9Y4Y5EDwM0ullRG6CL70Z6rBqerydqgT2d9JA4cJF6SMxAwCqxm2LC5O5UcuwOZhCn2fOaTFtNp20lVzwYnGMKQYIiRmQ6NIzf6ShX8RFMZ2KhZhVWNsi4IulwCOgGJUzYGwympDeiJwQDBP+vZ6NALU3yL9KVyBE38V1YjcxQTXpF4ArtIXxzAuFKq/oNtXk9FEu0fvDKJTgWDy52hYXNKCyiZh4/VfjJb4mPo+tCCHVQaTPHLCIfx5qxK1t/WoH7a138u5AgMHkQR2SqsLma4MwRzlxjpmrjcbX7tIMHt/W6BbFTHcKOdYCO+SjQdlOxobo0KnxNvAgmk4rHJsgyIBujUKoJVPTsoVSYU7NET5KHYgsoQpEybrD1klr3VcossDlQa0+aegVQH+dm8NBCwghXj1xWaZ/FrFeqo7bAXe8CB6EOdqvMFMKO3abuNmDFr5kyo5Ne5LmhQYhQgMROH/K78iz2a2a3YbsgicYaImbRBpHEK9jUOgo2y7SNmdRrj8UaQn5bHRwNr0cnTdUoLqjl5Mmw1YKYQq5PCH0ymKD9ClbrCq2NlJ2P9uITLVRi85syLL9mt9T4QVhmDKGckZmcNuuXYcP86mPKXmnp6XEvrgnxHspRKCZXKWBE3EuNHVbRdckUV5rg9BtEWxWf766RB3Dmp54RDYIs5J4xx5rSeyZYLrTDFtBRjSbrTgIbBA1K4cu828xeZvAyF1/hAaBNZf6xZv3nPnq0r5p0dQBCIAHZvVQBsXnO/ad0C3u6AAxs5mfUyDUFmSGFFxk++5L3LX6Pfg9tPNuCGI1iBkgEg+Twi+AZUV/6no0Le8gdzZKOIDaPM5o1WyVBjU3RvhGPR3M6FAW4ynrL8XmacanbLMUaCYJSmlxSnD7EHjBXgOodvL04NYZlQ9FpS97rkhxSWskOELEheiZZTe02IqsTDg6Zsa5XIFAKSSBQEAXemyWlR+j8JX5pKRglVSDkyuXrW4tV++MczrgTHR4GEOhqojgF5cqdeafZ1UrRq4+67P+XQLATzvHb0uEEvwgjVXSewqAmwRxOzvjCZTCQ+UsgodRMpAzkIh0j1pz7TMIpf72aUgqDaK039i6KP9Jrl/TODYCsu09DXlm3YdQkiVnVZQLsWYkSiEgyv4zqByHqmSIdmJVBx5amOeMm9fY0SZVX0YgSNKLpoOh7Gluh1ys2N9Oz0ElFslTHPbmBI+Qwj4SzUvrIO4kICqFpR/4TgjBSxJ+qiGwjsGFxh4T6KMcZAJOYASW2SmEp6tAwUffyRtBmQWaorxZ5pzQji/SbE4tJs4KMVGhp/5P8J6lgbfrQRijKQh2GsV/wZ74QD1sgdCFciJIG5ILjEyDvGs56cWdszu+o5UdghzNkj7ehXFPVykHR1YCkMWiEiFxAn0vCNwJlaWWgCosPV0Gsyh3dDjlve1D1yic1KK8PfbSujcntvh2nCZtlveVPL3ALOJC2OnXD91ugWZKL5D4ynUUECFOi9aRuRpIxMneQoURDkilPSMe0lu6VAA9cY0ilRDxYg5tlgkfegNWoe1Mvm42n3MF3+2Z+12xcgd2SZpSmQ0UfwZV8JAjVGMnQU1sQNun0iQ5Up/lHGDhl0bTrsLsPiruswwKgGSEZFWVBmgKNgh3sbZD/5YdqsGIHcPIeHOewqf2ZkyiWcU6loAnqBO0W1kysKDM66fI8910VTXfO0PaeXr2odaeIk6aorFLhwZ1W+WbsGK6iky4JTGB0i/e6wErd2FH8dx3s+3DbU5Wv4tbvOKo2CtKVJ2pySq08Yl+w6Ld0WjUrSXXgypnop2JTUjgtyTBRpldk7JkqSxfzwE0qe0t/clc+EKEL6w2dIbRqljDGzKymOZC8Ty1cQ5WGXfySiSxVyvHpauD2WEcxToY0H6gvxdZGWJsJ9aVMV+p5l6yRHE7qWG5UEBkyOnM3SLOhUUgpHyH0eySy5n3AKUd/yrud+15ZqSsKD3gLNHhJHsFsnnx6aVFLsSmKCIdRLE6G1DhDIJyh2PkB1MeErfQTleTUJs4OaidUJ4jvrwzn7WZCK6/MqEeHn+SH0JN0xtOEYEKyNM3Jy0hqBgQ48aK4H4YzJet2DvwyjxPvIjORSwv18vtYQhBOQodiKhtPar8nDQ75uerOzevDeQ9VE47XEw/KZZUMM4kN6mgLL/2K3xIc5QfvIWvfgSVXrSv6wS4hZOW8DpWs78IB7t22OjFSIf2pi4cdjaLz6rYFOkBY+/3irioMhM8t8As0HDM0wiWH8hd1VOI1pmgGaxGd17QPuXN7Gt1RudZyrz0GPXeBZzgq15p/v0rpklgyZVXWSNlc7glhmVlBxZhaqAgXRJ2V0nxBPvKJnxSCCqxEXvelvkVrIuShpCikuHI3nY7l2Cc3+CEkBjH9xuYmH2yalfx6kXjCiCamhqJs0sT2ocyo6EJRLRT9J0Xm1MLgY4d8SRFDavWoBkbnDP1dAmK9s66EPllkxXBEUtmG27VAX9kFaEmRgBUfINCtgTB/vwXnofVz3az7zL2IHiNTqM9H3ZsIud2WmbDmoLo1tXVN+dpL8ztm9QJoP91GRdSnG00wNAq1XDYQIgPkRYVZ4IHUQkx2sE1Nz2i3xwkyNuE0szksb2KJC6/x3E7m2EnvffbGAr8NV9zF3gjH1rniLpC21yYZ8KqbOJ+SI8mUS8uVxE/oRoHbCVRDPeZ4kfw9dsJzfKPw9sSv2E5FNEN4BJFhumtJt3BksSdLvVKvPuqrlBm3Z0HDil8bjgtSTgDoHo3YvdL2sD6JE7kyoUfFhFknantvYQSrr+2GatftS3frYOxMn2Y9or5Ugwe5EBPBoKrnXtjjN7OCsY10cNLYpv4EezTCORUuqNy2jvHcL/E5vLcPwQVr6Jce1cqQFbxR1Bh8J6emTOHorkrikVHPjzGOl2zzUT6sA7v6ezh01wLabed1wHEOJ5X21Vl77WqAq7VH9PJ5SFJdOhVWs6ve1xtXSEPsKnGY8Rtm2WUEhEQzaSpy1GBJeinuyEIAVBX4tb42eku98gdnReGL/9uk5kjWH6oYod+ZWmQ/DcED/l4To8IalC0LmS60JhxTrg1TNqbENgKp8g4knUI6Ex0sckvSuWKwsefZAiNdckTgKtYhC6+e3ZK5StG44vBz7jAtWSoGRVyQqmUfCctk9aFsBTXnkaBwka0cKBaW5kQ7koClJ7JGMm4mLgvcSFbbKHlVqR0jusf82gxJspii8MmIY1dgDbK4z2jFL6PPLYYwC6vTTIxRlmTno1yRL8vxcs79noyoZ6OjARf4iGtx1oG4omYHancfjnHfegIOcFeQIgIw5kRbm7HLTCYeW2kUOAeZWxZG5wzh+KRePmcdHTV9yMBanC8eM47bLTwvRsZM1PQRtfsSdwb6HlT1bFagDIzb2B28Me03B/YxZuk90QlUc5nfhQ1+O3fC0UCQygX4VvmEzzgl2RzhEshE2ic+4RirgiSAevfbEux7+7iVi2759KCGFdRbutsgxO91LAFKXS4yJbFvJAuDOZo9I3WmmrI5KCVKXEw2z7AnxsnOlKfQ5ykhUIg67UNxZvEpieJNyAI/HQ/1yUmB7lGwBUxRCH2oZLcltRMZOSTLuZAzQmFn6Gqk4GYlm8qELVe2hWuoiigNkA2H7tFSOelUR5zLDDxk7FZBC3Gy5Kgvl9JE2P+ftDdbkuNWEgX11BUAImPJrH3LWkiJm44oipJIcWcVyT79J/dhPmHG5vt65qMm3LH5hiT7jllaWVZkBALw3R0Od/DToA3awRN38DMkCBw8CvNFPZdVkhFkCpVk3krPvg/hEJjx5iPmRmJ2w8kLDH7NAZLM12nHPk2Vuffa/Y4zYbCqQMBP1OlmmMyXOPjoN1d9jFXdfFld3y8SDIyBfq6CQrxikTCpbuSRP3sdHtxjoZoPsJb/8JDglwr6b7zLJWcamDIYU66Ferk6gMhpu/xbbqPWsxiWz4GbphW22a/IQptELpK74moE0C1u3sXrVOrm+pM7+xMCbQAQDCxCCZ8Vx1eeZ8evcPuEETDVfX6qWlsCcIaYxerULfQG+37H8K+LOrfafuxgpCuhz1yzev/pgtmAtWr6y3d+vHSxbf3eUGHbEb/UkXzFpFgh/dVfvHHXX4bFH46NTLaf+u1bcCPxtL/bG7JUrKGo6s8X9s9qve58OOK+0iiPN2ouVL5OKn4N0d7NLz2WYMU46XtYIO7M4z1ryHk+ehYW3j966tcPHBSc63MPj0m8iPh+5SdOvVR5FQ9WxDXiAkuWRHXy669UhTkuGX4iIrW4dgPx9yrpuBSBGIh+HYj3MohxUsk7qZ/i4MwOE1oh2i440SFlyvKZ5KGqUnQpbjRRB7XMgfylS6tDZVd2KKvgQBjy8kcy8/JIihg5Mn6tmRFPHFHTIVml1HcayquzMZqrbnDdSfhWelD0Bq3UCbezDc/8K3UzDIUhXsGlIdmx8dx2l3txxJcompVGZSrqmciW2kjYCurjk20dqYLIHQFPvvMgKaqE7ngE0fGZsClJbarBmPi8VdOpGBkCyFphW8hi7gH7NZsgjl9hdhU1F+hCWkqFLKryBde1lFVppF97ehLLXlDRgEDDM36rfX/2EnXMO3eN7Y8WRyusU0ZlPFViaeWCcc1TntH/FBvaglcGXt8jiGWur3y/RrcNm5tjnwOskTVANdHFP7z6BGcOsTBmGLeL3eZS81ZMRYuqsdIzWGxg8UAJ7E94cuDeX75z01V8u8tppSSjMjvVZhjLwDildsNRBEXbxR2/54uixUo5d/7yLWwywLPrBIeQC0hQi7xuIWazRtNkRbEhRjy/s1TG8yROZLCGWGCNZcTpCfbMgq6k/VAsewUxMluLxzVHswX+b3p9QlzX9DwmrCRMas2wsQpVlnjPQad2ubWCSHZYJy7Wx/MbJwkQYlwKMtO8bEotZZ0b0oYdSbBxlz8d5302WkMsiwGZtaQXJXTc6FZnmBqwyIoncLznAKJFod+g6lmXHS2m+7ixLrHms7kyHofzt3gG+HMPx8Be+OjvlQNaCR1DExqKtjOXTXWxhY+01+fy6Zsw9+Bwjlji4nNspeMWi3xzkwbvFGDd6GmAeHXszv/21/eQ1rgIvdMXcI7aF+trxlPHK8mkJO+USr+y78RYRi9BqPs0ziTup68jZVQYHdJxCqVxgqE+JAO4I0xXLHVIVIEtUOxYsHgUZ3+4/gDTJue06VSRJVkjkG3JwFchOL3SKo8y5E9O+O8Pw3QGgYbxDOh50Qug2kpihVGbME8PTfRlhEM8Ahdbrm8/QE1sV8IBBhESqJYZzn51DhGB7XtUi+8DtraHw34LmeWs5loKrstQpa8Q5hPzf3LwpUi5MgJ1oevSVhk+K1gLVmKLjrrbvnd4+iMCFnT95hrK2yxy4PAx7P4tnrO3xtTBgoIyEjKodEhEd92uLG5hV++BYUucF/d48sX8l3x+csyhGvO/kdnKth41Z4diB9RN3hLhqCMQwkoQL14T2S10I3eKyjhDcjKrr0h1VfxpyBMeMjcOnEOKh0ZpbnDMnSswHWqYkOk85isSh624eRNZJv0yKoAMWNF1Yj4nD3EVBUzuGcpMCLmXF1EXugC2wrwirtAB3bwtKRkFyOlKfbUj3rvj3ql6b4FwvZPBnEat8oDZ4x3IZsWQZE2F85hdOEFyIkJBxx/49Ay8ZHFMx8klzpLvXegtDV74gjxeSG7gbxnSOK4sSsyzTkZwCqfVzOGpYAmDMwU44cECXjFPupNfJ5lqezI2JGGLyob02YoawuBDrOKVI530kYkstoLCss+EBTnDiQiom7x22PfWuYNw+oe//QbbU4tWuPjH9ftgMcT0j5yrWeZWra4qc03SpTobyjdD4XLo4/c0HD51843r0VOKp+G7HipkxgZWYd8d/WuFBVrczUd3+d4Pl24v5AhrjbOgxsrEGWcLlRIWXRIbFt2F5S2dsF0ogU2EWqTcKBBzEp557bj84NYhvX2TknKPn+Gh/E+pAf1wtoKz/iOetu8J2csxk94qaaWW4aVXQaeafkq1B4jUTSKLhKjjhwa8hGvUfcdWy85qBpFKPRBAI2/MX7wctnz+/+z1GYguwZR62EGriVGAIngG5AYiMuSzLcKVo1nPOf9bgyZEgHejQK4xPf6rnAkZmctDFikj0xjq6srWAbXb8iOJ42yc1kiQyUGMqLycQx1w4aNp6w+ehLTX9ygc/OIOH7nVYYqYgCcj2ZAz8lgPoqc5zJg8CfeE4RjO3y4uXzxWd/oiWxFj2kaDCNFgwFapWsWeTAFxyqmDENqL5Q2HsP8Q6m3c4ibk1WLfg+OHga2xKJr80gnSXz02homhtMXPufkKOavLg4ufA/NZg2yPyavdTIlccp9ibYmRjPqKO0VsZQOTjFZkJkO9yeZiQKVM1b9k/jmDN04SA2phH1JXoGwJINdBR/t4WnIKRlh/ElNqsVtWNPRxmZ1el+8zpvp9NxxDnudwAqcxw4b17pLvoquLkYgVbHYta7kFWg3bj9AP0PV1+TKsTKbRYSKPX4U9UOJuXCZw5o9/g3BkPNq6fZdKxYRJQoDLqyLhPdmzNeacc98ExYoQ1cK8IaED2M1tHgeId3yGXc3F8JhvwDP0Mxb2XIO1ADFiyA9y8y2k0gB4V5gsSuRY8ei4tPfMPqGYmtjcWKUAzcsGiSpxOv2UnymCo5SgqeYmp5g4vyELL+aP8RkII3hU7gG9RxvlSuvImFbxSSL66dYimT+5mTxF/bE8B+JQueJJdvTZKec3TpW8bIanDmGZz0guTupTHQ9ePHMi0J6yIW5Yq2x/UpF7dlfqYpO5z2YVhe/Al1N3HZl3xIhyUKughJE8ZKLzBgV/6vOU71PGe/EQqnXCoiAsBiFUuAg3DEL7cls5prtUEGnvmnDsDseS8UWaQHVrxVDFvRwJWArLVHVV6Ly4ypwxJ2KTZV+akYGecOnlQL2+Qu05M6GuroBxJJEXIUMmvsBJ/a3YV3bn4Nha8NQ4drSDpJculzuDRsAQOUZ76M6d/u36g0T2+dyLcMs5P1ZydSQXtyIuFifw+35z6w8eh/1H/vAJSnkmXlAZoKIKoz96HrZ3/c3dMp+wfQtFseOhF7DMUgpTIQOfgxphcavWv7hY3zzWQ5uvkHkHwndMkhDep7KRGS4UU9SEjfVF83oHbOI3+X4N2wgYwg/gRb8F9Q9bjr1zs3iLQW88jbZ8SqMF5hiIOGVdVNPGIsc760vVIBOJhggyzvCJ+4GV/lten9ZoekrU8gAg/297fZmLJzpPikci6CjvKFbloo/bxNSOYQBkBi6Xh/mirZcFMXB9nfmuo4THZsvg6Ytky+vlI1PXjr+IzDP+SwvDcD/BsZGrnQB/VZ5tXuAglm+SQRhxr+/gsY95AfGzmM64hRX37ctKCRYIGKmt2WWCT8mTk5/OHWa+Lb4BbH0c/w7eQrQB4OY57xVwKtVpKc2IDMUpvroORbbx/dinbM8hLP7t9QePtQ0hTrR54PYwQdHQvPHgXxZZqxO/fZ2rwnxysON3kKKuGLAj+x5sUQ3C44tSGeDpwzKt8FcaKRCCoqYG2JvGgnTzmPiF1DoSzcRzYVjCApC6MveLJ3z6Co6FX2NVTyhzuk81e2Zkwq0kt0LwO7M3yqpJh2El8bI15fAYwkJXC90Ox/EDmSBVmRqIyA4M1m6BTMjZHT4JWLYHjoBevMu1T4QrRd8edyOGXMN2xn/7Ffw7p+6y1x8d1ruG8ApGQ5T0SxYgBUgoW22EJKriyCJF6p06VWy2UfzelN3T+4Nn2MUEem8E8EWvsXM9HnBd6H/R3fuP3f4jqAEDXX8PEJUrlr1M5k+lGUupEBRe+XfkFFvXKHlBfGheG1Zzobow3sQ8E5FtmH7qiqxkJgjfHiy5oCz509WnRm9ZMMSyoaZPHVb4Cem9TGlNXoJPvoI7pYKRiqld9iHJr8QH4/Onu1vFCGYuh9qtGsuOEIHPkD20zJOkiQIHxcSXNvA1jhxxgk+ESqMf4Sqo+Apj4DJzapZVD4H4bANzXxms+LTZGuO/8J01siOeXgJXRydcLQ/uzAzU62tMhpFWIGYiQasmLen4EZ8wryVl/FLkZoCnLTW6K2jghb5R6AYnrw+SN4nTS8lP8YXxK6dbyg7F66vo5mTQIk7ybz1zRUmoJkVkHpkxY2rEk/HYM+rsz3B9hzUP7vz5XxBLTjt+Mwm7TGpRZF1diXEw3x7d3R5PmW/gjN/R40Wah4On4JLFM35J2vZRMcTdM6jlBRkp6L/B8YbzAJH+OaV3QtX15FKm6aGPCpmr+z9jcZc7d4Nxzfnn2IuWALlhMdeLbGlWRAC/7xHD18eK+WPvIIrvTv4VLQ/ojQGTP+2TGp48o2Q6pobwWNgnxUdzpMPFcFI+MkGOIBayydPmvExIQog+yrlyw5zyAoFhvU4hJgIQO029wkRVvC9//9f/+j/++7//3+Xz/1if/yZ/y5X/6//8vzljllcrdUzS4NPqurSnzZWpMAgGAjcRNZP0k+UkwyDh+hJZK6NNJCKWqY7nB7HAnHx1+ZXwacpkodLYAAhpBEVRMJbFak5J93SUKehiS/CCCg1ikDERN/ERgHcCZIM/wbwAdP/2n/jDh67fYB9qMaUSntCiNUskn/8F1lt73/eLLb6wJPLmIu76o98cVDCOA86O0UZdb5JR/OMULqpBSep8MHOoGKNQUXlOe1apqucyn3t39Q4qXnQj9aaSH1LYPKW4zxiwexVuvmAFY/Rz/DrJybKEujdSJ+nIfCp3eIEOMu1yj7HNNfEPAR339Ig/YAsEYaMXsAfqnLBIBOY9RjKL5737A1BkV7Gk82foURSiIss07yU3ESgRTIkiiDwVQq6UUcJcEkygb+0qeX1wGtOL3VdqJzMfA0oNwSnNGYu7JOQC0U4XrpY1IuCtpAKhAUycGXLBMzjfiN1loY9fiPXSljEv3yz6N/AlkDHren2GRp28pnySSMJoiTqo+NSyqFRmKaJv87OPByIgo/U9xIIhHo3zXxAKO/8/u81DEALzNTjSLtU7ze8ikazMkpLYGGlNEdTsV5UN5CWpiw/NCpniuT5q6Y7cfp3IY1Q3VygzLqqGePy1eH2D0JdcMZfJ0cBnnQbRykm7SE5OWlD4HsweFbYRzSwliYVUIowUJtWx7ErUXMrrbGQMmZozVTEFWRdLUMVX3ZWc+KkYFgQddJn1QWL3FHQID5PtpNFgNTg+GgAAIABJREFUMNv8oV6fjxOg4XZBHsWKkpKF74AVVyTv+3FfgvzLbdx8dKEszXhXV/blFMOkFm0UNZmWyO5WtQa6iRMSxUv0PVTaal6sqyRabCxqPxXZTaMGRBqWTbz6ndofNP4yuAphEVxgLEOxQ8hjEOtSyo/txDr27OTr3AYeOxAcJwxxKigEwU8MRInHaxyHePXL29dYyw77GvcbqOoJgdKP/uZzD1Ww98nk4ymRWaGyTol4/mMGEeUR/Bug8ko4+MXvP3LQziHGL8dU1dONqUwL6KrZL47fop+gDMMnqMIHhTFX2NZ2XaLyUPQ5brK5rAzCJmxuIV3q5rOP9V3g2MAqJpBkOKwt7qt0IlrictuObF9QcoVaFEPOaJ3C8W+p1N7VHbRzWJ0l4wPC8CvUkbbkSTKZ6ZGM1poRXVh14rxDiVMIOskmnFazvc6olGkNToGMp9SdRAWwrQBqgiv6ySyf1TmjMWKnCiaiVrUQ6VTCaLolPNjRaWQpWkIYXZFFRXEzQ6EwvuvoW4xNzjROllp1WBk0HIhhWqT6RLbuqRnAi2cym4xCYOQvkugrRJU1sgjzVaUmpurlrDQiitjMCjFFiCplhrLA1SEYf5jfhQVdHoLvt77FfZvRFZlpxDIKGVBqpFwAX8DSHU/6izcxuwHqyB/9CrWCIfdhJiJu8sU2pYKdOmPVdKEcJ6m9oDhQWIlDNItpC4J3Eb93/fV9WD/w0P2lwHPFaKManQNUDbl4Fz1YONV28gdWEJnjCbHYtRyaRnSDswQFXPGUqrMyqjgdPSM2gfqBA58JMSfZiiaFjdRAIoNXtVWwFiRIySYSs3niGb+DcPEaBS80CfCnfwSocANVwbCpLL5O5Z1xJBYCrtTLbRImt4nEEzQ/QU+O4QjqzfSHkEEDmYrFCKEb7wU1FThQ2WjBY2zgDkfg7sBBguIuy699IMEyKouEO4DZnnOCTzhcHT+BkOgNNvFbRpsv+jhh0EepfSUxVrkLV0W0GQ+ayA3M6XJO5KPmpNAO9x4g5PEF2298cdt30OkebIABU6Ah5dstnuGi0PcfBAgT7+MJ+REL5EyJBWjOp/Luyr9VaYrD88xdTHqWCEyemu6ozwn//kTMBVbzurboyRpdmHSEc+x/iU/FTKsE1vyW/FKuk6xYryDrMg7L9MMvtTyA5D0qwrCCuZS5zGTRyqBogjoys9EHNWEicKvEadzGGLsqSOLtMG2hRqDTKCMMWVSVpyy7KmczOuU8E4Gb+DxQP5D4JyHJAtMJrLFhEnNlNhw34OpaeLihvEiAUU97wDtntRAipOhGRKaKnHZVZatjkKSLEtYDw4hzE/HeJcZLNKTYOlxP1O9lY5BYRRo7Gu9MHBN0lL2RwZGZU+qKrMFVy7DzjfIV/KlIMzRqWB90cgKF0WigYWKTh2PWi3GABeIgQ+ZPyI0BxXDvzv4K0Ntqwt5ZA95ZqFeoTBNiY+Y14rT7NbxlfYO9HJ64xbCbt9izKIVjc+ln/HeR+0e/+S0aNNuP0HB5vHBdgBRQ9PpwmWvI+YwR/ehxeYz7LuOj0xVipTtIKEXBDSS6OI295kSXN0WJv1pAPXC8UHSUDxxIyHDGYm4nv4XcJNdv34bhDE9UjpnTBSVImdblA7E+VfRVMjDxV0NCsoAIEgYLf8ibKUuSqAFRohndIQoNEmCmxMkBJYS/uHOqozF2GIukcknESQIOld0qavKSC9UNXGRNfCFsC5fLLlMAsplb6tuWOZaEiaQlGIdgioAxkOsENUOWOUWgCZlJBywMSHmfBVWz9h8IRiR9akFtkVwFPp/PQHQ9Ax2+bsjfV2igI/v0G2jhAI7fY3fwCNp5geNXzK91edx1kqgU1qaqerChC7RWA8fvDn2/e3/8wmMVK3LuOjVasJDLxLv1UzGONYML8Y5yO7qXUNzlS8oRgOIutz5lN4wk7oDP5rBdAnIfU/RjjAkK1WAy4SaLxCmldZAoQ5sBzfWOVE5KnJJs8EDu55Q2ZvlDJWchThFJsdSo3OHQRJiRBYVM9uHQ4/Xn2MoPU1eOYCZ+ILZxfZAI3hoHbxmizKgjAoer6bKQGVoILm9fHcMH2mxsSK4jWzInleiQD0AD0MAds39hx+9zD0FMxGnSerPGKZleasLUR0oIh9Ah6fYLhhi+YlfA69ziaJUa6loC35JpTMUrwq6AUtSF6Txdn9KIIEr7MIBneweV2Laf/fo2vTEgRc2XEBPZPIDQz3QZsB9v5tN1PGRR1AF9rzBH85wpUUUtAEOFuijGGvTBSIQZGkPZ6xt99pdqFgep91L+JXeW0qgDz5Rje9DkJ/psMUHMxkpZppDHmR1QmlC5kXwmOnNvPJvzUdV1sTSy3kFMXqxLLIcBsLNfxOlyFEsWQONw5uDtakkPNkkJ8Em8xYQSx1qBM2FFe9d4knNITmOWtnwyzhVZA1+EqC2OYn6q3Dwy2eTzfDq2HUp4GG/uiu8alQ18R5uvQG/MyWYswEP4p6yoACqPVjP+qz1dI/r5jJyLOKqklaeU51NRzPQxJaoiFIbyCs+0SKVtta2RQFH3dnKWjleRDmFqa2me4NlR2ToR0zbRFd/rFmFagu7aWWGowMlgpN6LqwvP8MyiGTyuJOPw9N35PwG6jcOOH1T4XDQoWB5D1JqeC0fi9A6E0jKNVaJiFIWpntfu8DGYdIe/QgkvP6VDfcsgeAy970as1zz541/dop+2eFrv4t2iO2tycurvTMl7jhcDNHB/AAmr0JMQS7zMt7FrBWZFBqmqPasHzVU+hXnK5sj7pWJbeMDg+vI4+sl7K3f83F1/7a/e+e0nqOo5nIW9GDssSYAUrWWna6yio3B6vbPyEaHVynSUJomlNdKTvTzqkR+sG4kTA44UgEMdvCN/q2qkfCfls7UdNGbrgerd8qIhx7bo0ug9bHer2Mf5Kaa26WKzHzU5Ps8sYIkCzdTu6j35k3fGioSh0sMxSJb1Zq2dmFGsV6JG7bSUt5QKxgPjuzq9+rosr4rMKdcHJ0eYCKZYjTQuGIl4lzOvFrAjX/jWRJW6jv9bM/eWkedLt/8Ei3k+BuMPjhz3KfM8ZXeTtK4s/cpyQpQSmVwTC0QvazgB4QBxGUwKOP4jyUAXo06z8xXFlPZqyLXwkdDOVMb6AkkhPAtsMxihqP1DcNtiBePrj2H9EONEcyq3WEUQvDd55gHfu3gUixN7c4e1MT4va3FhDX1ZwaBfLeIIzgpmcUH0oDCICYpzDNc6sjWQOVd/zGUJU3BKKz4UXear7VQlBh+TCdUSR+AsUHVKQsci82NzPPg+h8XRAoB8wQawHzH3NZ5zY0yqFP3gOorfMYtQukspJGGRujJUndE9QzGSxd+DHb8DzFWJ28hDqrnFwtmktUCkKFSCUP4aKvd8xp4H0O0A718RPyfzAhMmmW59DIHF1nmzP/0XnoCAMqFQI3S6AiEW2aTYzCyglsVpDTJKSuCQKRAu1gulujSIg61X2FUK3RDAs4UFrq6g/DXmssbW87i0CR2/9YPFVHDjOe74RXc3v9QLCUZFqDLdcWKBEVtWGQXFhf6l4GVC1cd+fVkIav9nJPbEqD+uPjLJn7j3SMckpE8XNlU/R9S9lY4fgYWc2KS+COdT2HNihMl6r/4k57MFLv5SCZnGZ9IT0AspUOJwmOg0rDmnNB7u1gpkMSyYOJWEaAUIKHIzK+IVo/LNRF4tkSVIhWMt1wno6OsmAQrPtnzJ3Lhb3lydjQ7lVBNnXlBjjlBUgFDKEY5Wg+QInIn1Vj6huMH1VzVhOu0ilyV57IAGwQvHY8G4IAA1jlijMKHkW3xtCKvm75LvEVIK05g8n0Uznf7prr5ASgk0Av7bhYPQzbXDXhFxbFgmTNRsk5VZ7+mPY3EX3PF7Au0cUn/kKSdxpWQM+Bw9c4vXt/0EPeUXXb7ovHz23cVoKKWupE0xawUqREPSFHh9l7G4S7xnzjoyVXNlTnjx+kqN0ETthZcbtVUXZ6+LHjIMApDvN+74N8hg2d5hidQ3bjjBpJp9csyjJBnmiDgjhhgjEMZEPZ/mGLSJ9ZDWoqV6RkR12MY0oJO6ybILhTciWY/qOO4/p9mSaLpBJ5qeqQ+p3Ib8UgaHYlzSPYRixhGPhR16FAJnIPbN4KtdO3jayNGJBUYDceADUiqifydXiU2BUbIPxUuZz6RAV7Cf42UlqFQz6vP91eHU5qzmYsHyNeHFOtMxlnflzZziQZVCxwRThKjwS92hDWF2sOMH232wgb95AB6OK7WmCsCHQsyG2CcAhyt+FfvapfTI2Oft6pM7weIuMPLg4jFCXzbJxeoiUgYak6UhGHLmJQtMHkcQX8BpAVnd41Eu8Nyw6sZ7t75lqp+hODF7yrhbHYfzV9DEb5F4UKH0T9zgWvlagFFwEEukFLxcgkqUOygqOeHVnXnivFWfSuzdWecypnpbXm9Fa2UK6mSWVRDnLaqD2pD2r1gvBGTvyV9hUW2+LkRJsCGLrFyAoIb2SFZ/TYsoGKQMLhaVqAVSPfsD1++n7b6Q68CzIGOlnLJtXgpuQ4QUu02CLsPiLup1YwYRE+Dwqb2O8OZFlR//FtJG92cHuTBXyc3zVWsQV38i76IklMWsdDUzzQt6KwGy1BpqKEp8ua3ff4ZljYAT/fYjFPp2sZXFCOcSx3O3fgA7k+sbN5xj/ictVV1hTnZuuTwntp/LAoo59oYopkzKGhOUl/5UX9Pw0JTXxIijXBcOXpUyDYOSei/En2EP0gmIx31dOb2HwJGZ400HjL5FDWvjQD8rBmy5XuYSdvykF+W5/yaQot8rEEr9NI7HKtQsXNuLVViT8NSaTL104mBnEzC/KAlVx9QzJ23xJkISbA4m/IlQlq+zCJ4YOtKfnMzViXWVPGcTdC3iJ8C3TZ8249A95HLn4AxUyvnnqRKZWBXe6PPWn6a0iAshH9gE5K9iRRnIHslmb8Z6JxgL7FJSijv/x1+9g3qYt98Wx29x0nDMtRiKWwAMyzLDMM0nah0U+v0+7PJBka5HUM4LkjDjRtzah1VK3IfFYjHrkxcryNi5d1fv3eL4QSXrAbu+sthNXi9uJ8Z8lfnnVOoAanveBzgUvilPmU4RgaTQqWZyRP4Jfp0xfpmNG1Rv8Ag4fvHMOp7NGC7wkVkQRkWc8PmpXGVxwzKT6tsocWQTfPX3Ct9JgcBe0WCoSXwE8VfbxZpMJnhajli/XW7EWWKH+l22lNAc7RWT0jhOCoR11YSqApa7x4L+dTgpI4g+MmhjhQ9I+IiJUAkZi/sKbKsVSyAs1TEfnI4zKFDXe7LXJzEOH1IYQ4rQQsOuhDYG4cOgmZtddEzJBtE0bxd3CKqeHD5x+w98OAipsNNA7Ja0w1bJj8QsqtdRjoRBC+99P5xBsd94Buz6Uzj6F+bgTbF4THYsKXwY7hzjiOJIDBlEQ+ZKmnFTsFydcOf6PtZUXKhu8yBsP8Ox5OsvUL9xcfz8Whi4LpXawlpcuLvl9zZ+PMTzip9g22RZ1OkfUKgmTAnaKUEmEwZjK+oC0cBKYeHi+ZhRpLrq1g2aC3x14WiAoMAzzZkGbsidFQsGg/jYTWeAM6JQshVzX6/v/elfGLtcU6+P+0g8xlTDIsRLFJpdQiZGH/DvXhkfCWkhtuj19YdQ6CVkjZ+9jvxS8gof9/ry7vTB4/7mK5y/uP4czrGdQ6VPqhSID0Z3CGJV3i5uiq4X8oBzHHGje6G38RIr4iSQEsljYJBTyCjVKPFaqZfuuiwtU6bYKmXfwDzXvev9/uNY2cXheXjI7UyePGZfD+du2rr1JfwdT1zkU08LdBXze8hQpZPk4jFjP3vyZjBilM4hI0iQwD+xlRtma73YYAyhHfWBOluHKZUsEz61KSBs3GIxW2/XLtOoxhzFT0XG0UF8BZ8xoFLb3982IfOc+Kv1JM03skc4miZ+XZiD8lmKmsbq4k+Twoigs3qDGtBYoCAPMQ6ZBkV0/YnOXwPERG5RoibF8tdN1oQbA6aVDtoL0lDihK3JhmwD7vL0JPZ3E1v7p0nMTVCUNmrjFeKgDp6vyzs6c9sa5iiWTqO5nOIuZvs1pZrE4Pri/sXr/XJPOPKL4wdn6rDGwPlfIRzXxIEC/wYc9JIp9usMwyEE8LC4CxxbB5csNpbAkwYYC4xFyQKc8XvhovN2de8vXofxHNKWKJ2kfby8jeNiPHWCwbFQWIA+EO+Xt6RjAN3kOkE8NmbpwWzrnjHr2myUdFmFeCylEMBrTcVdbu785ZvQn1JEhNrgx2QTTVpyMnid0YOkCsIyrlrqk16stboWI8ibLfFLCVXfXLZKTOdwUkO1AFKXIK5waSwCo1xydmU7l3CQUCLKYYtgL0ExFeGyxLIyLoWElyCysV94bXKdBJqljEy9w0ZWetCmNP0vvRhymUSTfhrKa7S2SuJu/9rFv/MlNO/af+wOn/jNz6E/KCqjPuXZS+mWFCeDuWxywknC4TRcvIMKxhCU+dwf/+oXubTX58cHNh9DHzH8qnTcNMmGLitTnUt5SbCGoRDxJ6yt9SVcvQ+bGxxhIgEONEBjung8+wcOwByGY3f+Kvs5d2DZhwM4OL2XPZNE1cxp93Wl1HFNoj6nhla65bl/FX1OLnwiWXPak2TbdHS/KF0k8SBrQynDoWqi9G9w8fwIugTDcTh7iZ7SHfbx+wN7ddDtLG29FLzUOoXZ1q+vzm7DQALuZe+LcFNZeCykCQdWD9AbX0fa5pTJBUhpuuhT2kvYf5LO+MF5dajqmXrVuqT48roGZaFFyoztHHEhywSOfgsQjryHPNjtWzdfhJQ4MyaTgFC12LwlcKAp4pklO70tlr3iiJ0SQe7mxInxwO3Bk7DFZiTXH6G4y4y5rH6Vqo4vzt585ddbCAMNZ6nBSZcREXFUVJuW8IVWWSmpMUNsICsq5FGzPEqeAgFp9frkbgP5MumLRT7S70oZaANdrGTSg9ObhfIrr9afPMikxpwKTQvpzBVMgWNzcP6s3C0pE+aI0RrdsGs1Awc/KT3U1JFUSfChhDiY6JLVswORpBJx1JgQKlljTV3RgBrLMi04Nx8x1b+gUhOe6iKDjLJLDIQ2zAsbxfF68OwpxQuSCBtUIQiMxsKlnlZL0wjSa7TNph3rJdeNhfgafRj0W9Trdu0taymkCQBvSwmKoEiGU3/+OoCXhYHS8z/hLDjIPmzvHiPTe0z4iLfnJah3+dRYDCKOYePW15DkCad3Hof1NXZkXuNnlZ0oVH79PkTib/8zQJXnT1B7ejzLRhie64iJYfFsetSFUR2G/QAHZnCrbfFgL99BnpjHEjIObawwCzgoFAsnQROJEhERONEUc5jRevQcT+zcJ7U9ngdfelHESjNauA0t2LZZRvNpAhGX0i1eM4WSEJKSgC1mmdQg9BVmipcZZ6RKhxJwa5kTXxoTpO3FynvUTIoNJx8v93AKYdMgdmHxD+tPaY1q8iUIu1PHMVAEVhPf8LTFiiiHaoVbfrVeZwtABdWWRrDFJp1G+h6bd+FhYDddYv8u6ObnNj+7xYD22UiNZjGJfZgfz6I8ed8PCi2eLmIh3OQDdad/5J3DVSriXzDoBbgMxW2/2nLvKczhXxfLCaIQ28cSF9iOr1+cls2DckY0bkQ7AjrcxpnxCN/oV4vcfuVvcwP30z9BSIbiP2C10j2W5uBiOnoDoebk0/VurA5toZaO7ZlXyHRCjJRyBogyKU8E6DRTG1SX7snjhJgGvDr2Z69g//MGVIA7eQnJLOmw+ljVhGQr+iKT7AnixLTV6vLNeFACdvz2nT/AabRsjPw9ZhxUH3Lt9p+iErnD4i7vw/oGGrIvI/9HwQU+241iW5JIkjktvD9anbyA0aBJEpyB9+MFxoIjWw25RwiHuXRDKJ1L5ciSRbmeUmJnShUEsHoNnDGBMx2x3kw6uQeYXZ3AWd/pAhK/V7EXLtl868p+vpDDdI8uJzwnkNajfSQRtJAl3Q0uoY1Kij9xRWVDnDOPMOkk1jk9lSsWcXBjUX8R2kvcoJVf/imHf6Q5IlnUnBInCIM9KCNxVSRW0dQWLssdS5E0FZKKvdFHzD3GiYdwGK9KapYvNTScAA6VIBwIGnQSR0q7M+GoEnf1aAzCrQXSm4NnFCg2lyha6RVO8zaDmNeFQDR0zy6uYW8XrxCspIeyaGlSVW1b2CHrlfCZxOMmie7kFEYwFh3qe+oaNdXl60PuboRbbav9cP4P5oHEoxEvIcQOGF+7IjGFlcZmsiOgU5Yzg/W2ucU8z8dYpf0GVCMAbZNSNXzugtVvAnSbxdwn2DR72w+XIUR/r2wLlCSuXLE6nuDfPHLbj1jiHN2/9U0O6a3bDMLkp0WNUwPO+Imx+VT8HU+fxzN+0fm8eBNWZ6nGAGy0riBBVILL2P3jRCulekPa2GLtu7wjiJ+ysGZMDp/JvEFINvHGxnfJp5baEqw6KQzSrXWD70zU75g5+UgVbP5bdpXrrqCFDg0TjUpT0mo6UeiI1wfqQptyQ8twMVTjhqmFGkuks+stvkvf0VFBKbp20xaTPB9DasDmoQv5fCz+7ds6RQuiiojFxu1WYTz3l/8ge97Dkafjly6Gn2IKmZtTtrbiNb6KSb+UwE0e9qO6gMrMAO/qIQkC0/mwtiememIBDJejgRySuXNdhw3cL9+kcv/L5+yPVPzGj5gRuoE4Wt7u0JRmsoagzxb7VBrIVoEmywSc771F0DyVuiZFEbAX5yd57L4/CbFkK7g39+7kD3C9UnGymZdpofwiJcby6dQVLYXUaHhDTOiIJab7DXwWxRdmz4M7pkzLF6PXAe0cXKz6c3PfX36EjEc4XLDGWmKDaIfoOHhzP5IRqnoCoNYOwpEfXQzvLop+3qYa2mkopuNaYDdRLFBvcUS+0sWGt1Mq4XvwNCZ5QuBj0drzZTmQCRue/Slsco6XcNhvdYRndKklnNHX6TnvsvccV5E0zVXhtF4UGZ5i2WXltXy8Aoctu7VUbSyDMl76knOHmNdH5UtLye3M0zCY0GRv+quK5dis22AbA1Diu77N5CIqkS12nTKO5HU+mrBsdlA8my2VYnST09QcDdYSADcC9iZOOcbFnKXCFtS7E79jzkHSNMb2siwRT+m5Kcp3KCQFnIkvSq69xT4UOGrVcmLkWJ3A7G72lETboG25RnHdpMzGBBiX5bUYcyaIG0LKKlljw98BtOP5q8XRgnMvt7jjtzoKmFpJDhUwdhDcZ/JRhUa8JxyATbP/GOv1PYNSXZDqOeI0Vjkou04H9k5+xz7sX0BLXb7F8OSAPXxgdSF2mEi+Vk4iCtjpYf8XUJb4gfJ984M87OQlFQkRYes8IUjVSuGoJAbRZ5zbAPrp5DnsVV5jSdLtOz+crRyWjlimsVfiSqa6YqRC4SykwQ5RIO63WFK8UVKvd9/Zg6K/KnqWStcUwpZUNHRN+1nNaEJ8VZsj/eqGjm+nF/WnJXmDNgx3jt6gOLQyAllmK8DKYCggkOGjhY8kJEUqVQpxuddiYWWr2bBtYseiakYPDfAi80araREL8wV4fTFItPkF23CbmxKT5iOFzSk1lcU9eTjjd/HGXd3HSpju+AVWqx7QiFr5lHTAXkHHpOiwREfLTtBiE4HsoQgn1qO6g6aCiwt3CY5fRoFMTgkhprXPSfStDsP53/7mGwSYoLjLyxA2YOJDUusgDAAhTzQfCVpVQk8wVLV1Fcyb6NBgFMyoFDrjGk5+q1IQKBV5hgqfG+xvcR+PjbnTVyHsY6BtndshMmhwXpsENFpMqmib8EuxqOPGbFhjwucmKiBFLSOfQPmkStdA//G8AGSufoRQaToCNzhHqKjTpzAoa8TTresABxCATtz1R6gROl3BUf8grBRmJbao2uJuU53hNMoeic/5cSlnZw0hj2sswX2TorSY773BjesJ9m8Xbh1P4S8UHaDMXvja1trtj6nHSxYGm3y5k9XwJF+aJpFgfs5vlXPIr3xhlqAXbyQMM4mRFREL/H3H0LHkl+A9DUrbz9nJNqMAnR6/fOGeqmE9iEeUejYXPvG/TQrWUNXvakuuHcuncm230NG7VYa4ZKrFMv0p4Slipm8RFhWlNCMe7EhwUagWBXZDNSoCs8lvx5gaaJxCpGj7ES7QABd60SKnic7HJSufAdMSHeKiJB5CyXYs38nJxzs5NqFb8RodlSEx1KKiFrvq7I1/8A38pZs7d/bKhRmreo7ycYMIGU7pzZUkooyCVM8H/vApNnB/5jfQlaj3sddwPHaY0r3gCmipO3fzFfosX7yBHujgHK6j9eaIrMtKZY320Aocv+29v/0CVtTtV4hrehrRFJAUhCoQoahIEAnE17FUYDz7kazGwR//7m//7VBnh+071x8HSJedVS8pjWtml2jJlkFqwp8ygoEjvEJPO0grR5N0oTcL+8xEULXRzA2rOgIDrJw8W74WqubSLNNQ8AJbshYCDZHLpmQwXVtX0p8Iz5rwmdrzrARJj+VzMVJuo6VxDFOk3OazvagFtZCZAixat1q4GD1LGDEUKP8+pw38GGZaGHa+BEERj/mtf4H0abCGy5QYhesJc5KbQ+31vHKLEXn5wV1/dduPYRF3UNxlH8Oaq5jcTgaR6UImPyosTKpGlOayxSWY+24OMZNi/wFsxUDrGvTfoIH7UGJV9fBSLMSVcAfFDyEXbvvGw1ruYQ8nZjZmuU2ZneuL1qxYOEDgl5eE0EwnOGUkcQoh6yrtlQdLUrRWhZZsGZO8jTSQkgORhIYD6FB388VjpZxw8hJ/XZHNIoYyzrwG01FColNSMqEaRRXOHrM9QyyOXXSW+AhREA+/jVACGnb8nvjtN/T9PvjLT346NzWUwm9sWjulOUQQhdkdP8+Jo/dwAAG8rBWUVdu1WAF2gRHJ2oIRuNCY4cBFOmAyYv7O2u8/BWTFLevLD1C2dG9AX3QFpL6vOhqcAAAgAElEQVSYJQu3Lh9shOjisUAvJJKRBqjmYAoiIcyNEeLg0utTOltqC28Lx0k/qMTroEYTTCKUlmYt8416wjQIOtFpmK8WmkDIX89FiVY85pgmqeUHqWFhPMWVpYmXSQ3OFsI1BPvV21KAiQChBTkWmgtv8b+iV/ldkfjUWqC3MhVbqreBEW0VicVWLFh36re3FjuWHSpOhxMdh9JVA/gGHXLUMNBRN0k8SGFLztJUGf097t6FbpdtOGHGCXCls8UGc9GcXoM7BMVyoOV+EqiHYvAYfl1hFezr2AXh3p/9DTt+jGBaGJQAseh/SlZXfwDKBoy5R9DAZ76JeTi1wD3q70UfwJHCo1/d1Zd45tBdwDE5HGrtc9p9aoqIke/gs3u5aFmMkoabex8buENC6SwAIsiJ/hU8oqiIQnhI8wEzK1Yqw/lAA/cXsaTnAkx3+cZBVU9WtKNBIUxTirennyx0f5cCzVfoj8VrO/RdU9GIQQi46hwaIt1gYcHyJvQUBASsJufEZLgosA16RuFCOvG5VYWlZELhZQ1tOWH63l33xF8NoBlCe4c0IMXrRrUoc2TBHa0AkAlGA+wlqbLe6eeUI7c4fjEhHI4EP1zEka+znSwIs1WQ61PdG4lFg6G4yxuHJS6gW8zJc+cP08L3JprVIqSZmj8jHiUDbVGDn3gYeBUdXTR/H6YqxNv7cPUeG7jPVLTWnEYSR8PMxkPY4LqKZ4k/h7OXPixyG53DujtqEJKakkEkaiHSRlLY13xkbBhywwC+ZEPFME60OCK0N2WXLz6IJ73740WRBeyNAY7f6UtUZFJZt+jcWrWYkjQsyUVBG3Ny/NJnNl+qAD5Vj315/OARdpvE7JXtRzddlYZAYm6E/KZSmBRbN8VZYave499gcziW0IRKKteahnWjtRZS4rAUpG3jJ/nnCWWR8mOI6vBRRBaUcIvtHGpV1RnIe3XqVydudQxdMdIRj91EKIitLtBUixVojWX+ROHLVyu/uGqcSY6iBMQTuKUJKKQJX8DIcW+IbMrVZUqifgBBlfF2TtAmyIwbtCzQspjOWXBRS760qKrxUgaoSnkNu2HHIBTULUlhkaC9hAYcJj7bQTyS2UBsRptWl17jLla0ALvb0KflPTVVN0VGY0w5wx2yWEklQ9QqHEmVZpJHxa/iGnP+AsvfIwy9y2pOTND/d61bY1dELNzCLAfXXj7NDGf81j2c8bsL0OTnmz/HKthAihsU7itQG46dfSV/DYTarN3vh80DTN964g5+ddN1Kifta3VsaGzV477fycv++hs4Tos9dPEWLL/FRdyL7YnWwWFl566kh+Wa8n4zbC5B60NvK1Qnm4fYH6KHe7qYbbIx6U3J2x0bm3GNBCDp6EJqkBiOX6A+u3M3i+P3zg8ncOTGpy7wAQrN0f0fg8bSx3BQDe5rsUyhQ3FbvmgI4XK/+lWsfSR3FnBRbWKInTaHtvQCU1KC/sXEGuMbLKmWs1tq0QenxpcmFgRsdekmwaecAkdr1TasLC0jtKfxb1uPaGhMYpBiLYlhTQrU+0U2wHNYCoo6HDwNECR6BjXfoRtbPgDsUssHzbBFSSkSSvOBLIbhfOFNECzX9/31nT/8FyZBYC8HV8pEFZFSgZyzjfSOh4FZQcAuGWA29br1A8wO+OSv7/prOHwF6Zqp7MLsnURonBum6B/57Vss7gKhrnD6J6bJzX3aQR1wyYvYnD0LX7a0iWaEHeRB6WRQMzStDklLjZ+MxxscRyw0XEVYHfrtPyj/sYrJ4hXHwpV+Hbohl7hsCgp1PX6k2UwlicV30c+JO9hT6lLL6VATp4YJ0OrRr5Dzgm1p/fYTtgVaVhHg1EA3VZwqz5l9Agavw+Hq5BlsDi8qaYsHSseLPh59TGGCQe+eNYSYjeImU9MBQcUPGPjAY6iLJXD7Xz2k9sDhQz+f9+kVazzWAY5f6PcdtMQ4CH3qKmwqkaKzNIuJ5h+mkNf0ttz2k0UNIw29a4y2wbfrU2BqPWIa1rb0/5+8Wg9regJMhNFfudRQ9qVtcxjXzXlSBWPijHDdwCfJ+JPbK5LHWiLgR6iZS0wpJa1FMaudv4s121W7z7ZR1RhKal8h2a2Z75CtEpLUFGtJAY4C2xCkSnEnckezfj0B6SDUTxt3dhRgJ+vJ61Zo36YNhREmOgXZ7JKYStkQOjdfJ7hY0MyUqyFv4P7FrTp/DY4KnHv5Cjt+/ZGLjRZ8Kg9AeYRjQRDVRMJecy3vhpkbcHwF+jJDVU9orQ5n/KZc7nJMlQkCNm89fo6BQGzncPnOjVepG1jSdrEIBCq/VCs8KrA1lMCGBFFs4nf5AYu7QOQ1Wj+COyzaFmvUII0XRSuzIZ45cX4FLZtOXvpYH3UB6cW7MJwiMGeA5x4msViCiLIVwW/2sR1J+rLcVE2uDaLaBQEtQOjcqGsniG3HWyj7CDLm303fQApD0bdTCwqDd5jil8JzN6CUcBP230T7KyilY89HjMBvlgzF+bdpbJExDe3A4U+J3FYxFnUx17ocH2pQch2Kz99cfrkfzjU5yPXah/p+B09iVU/YEEtFhlM3mrwrspvkBMom2JaHiv+n7vwtbKGAb3AfFjkTNiEe/xPT9mItGo9CAJrYqeKCKtwsviYIrm1+wULEXyBP4eID7nvAyNB+zRBE+NJYKaqHasxYAQtLSZ299P2mdBzB+2fPsiglj4tVNCrbmRyh0W3CQb+REfz35IZN5MwGSKI1VvU8giplkLpyHxbFcf4KsgTdCrJIKijEJCkSWxi0JyyZi4tlTEhhORoNAWjBwWPUFRq4f8JaNZ/89kOYbjxEBNbejWa+kgS+nxdu6mO5FH/ojhaVikk0EBX94KdL6Isrk2ylnKG6jyom+mvDAFA/uaSy0a4YfT+GzSMHUZjFHf0Eun66jq0UUN8NEO5Z0LcCrw/PSc4FVlxFGhcLNITXZ1GRgW5HvD6xG0Od40k5lIKSzBe0ZmPyg9QN+kGhw5RqtDdkynJaM7FeUYkjU3x9nCpmwST6oqAPPT0TLArZukzLj34YoyqnKCFXcTsvpa3F6P/g7XxdvCeM7QtJs9tcS/53YLcJ26gB7cI59G9Qys+apJwVz863sW/RLVNFLZppg4iKAIEOLZJMe6WJR2u9oxrBnK3BtoXABLTFuzSC+IcOLjcDFUYA7yGixqeeyHDK5ey1gy7An2Kq56InINve52rI3HCk6a+UffjhltkLf6Df9/OtO3gK+uzgV7++xRZMmNkF3eSn1B0IzJ0Z8lJuv2HC5Cdo4D7E8GRMm8HJ8FWXCCs0xYpm0O3d4vgtVhSOmXv9MQVG4WmQMcmkFQTMUAm7lBiCxQM2ePHoBdRhg2I5UKzMjRd9rI2EpWuErObai0VwBCpNSaW5QDMRpTe+TLo6eb/FKRWAO1lA6qMKPWX0Z6FnHxbiSeAjebugSfHSSb+RQoD8q8fPaPXmYm0OpRpfqQPDRBYrJddtQ+R7aqWaGS2RqAcX+kLdPHrJ3YwGuDqY+ELSR/QKVlqA/jT7tBsAXb/cCFU9UVA8gRyB/hBRqXb5eExqly5Iu4Wz70/d5QfwsqDV52c4juty1UespZkkntxbkBAu0yDn00ykGyFCFF/5NOYi+g4egn1/cw/hqu0nEJJ7Ywiz5zhKshd6oKEBvTeA4xeresY6lqVtHdy/wnwNzVmMN/lBBoMGynEevYqdpNj6iZmOCmXUdOF8qniKEWRqjIFnFhZP+BZqQYdF/J7+6WPvcnwqWMWB+Ky07ToJRmBQYvyr5c+k18KBrO29IS3WHwBNHjzy199QldyHy49u3mIvR11P3uJfhEnIXewgHHn8O56ewMo3l++gOR7US8PcUVICiku58q9ckYaY+lUuHL7v5dYaQKg9RHYgqecTeOmXHyEWjMcRo+EBHSn7QygGDi0x1uYxPP2WhpAx9AW/mWqWkfXrI++g/UyMmgp80N0iW3MaGaQbvaIYoV1QiMjdzDYCDCnf1hN1IS2R6tV7NTIUL8mf9K/W9KRJ9CML0XCgX0QLPjTgJn5DQjd9e/D2i/jMqakt/dLG8ll6cJ22goa5InsyUmIK2A70Cy8yJN5lGweVC6wFmiqn/BrUrr0jNqhFGD9KupqigtOHfHaBbgfB73wqfnaForWIaNPSIEhix7Q5RQ0kwMyEeMUpmDh4j5v7Rf6uTsL5X1ga7hMkDl385cMBZicWaWPHVgTBCOsnGVLx02Gb+M2tP3yc7Ln1LaZzjK702cPTLzAOHEj4V7JmwHf6AAlaLp3oSOd29gqcc2gAbbsAuuQOdy/R6Zou8afcCkLZUoJULHgqc4TxaTGMoPvFCpzMg3DyPJ7xW4AJearDaTrS40TBQI4UJTB/hPBa3CEu8hFMM92GQ/uN4hUTpwQ9E7mPVP7VbJ6vGNTrlYhWs7LdGwHbnfAUAGnZqbt5Qc9KuJG75syfMqjCdC2+Nz3xot0upfYhixFsbHIqcppo0VQC1YmMQ5+q9e7h+3jlDp5hBeDHeMbv0KeuzZOaDEMQXSN/9ZDCLsOZO3+DZ+pgQz4sjl/a9yDpnXsteDLHIGF8JyT5Gvms8F19txj5P0NtwyTrPoKQTCXvNSHFkp542AkyG08gm/H2GxYFvfenL7H8aS6Xzx0PwYmNeTKXVQkKvagkISmT7mQriSz6XgHbSleSCCcKwPwdN5GGY3/+Dzby+QxxzNOX0D89WTizkyTaXBdfsu31KVY14KyHJd+jVcmAnIEJh9XhhMLhr3H3EiqUbt8nXVZf18BjkUWVaAdQske/Q1JlrKSy/RSmq0zzda9bFe3T0JAwtMhG34+fVIwHjW0PDVrCwuPQqvcubLFs6XyFAZE5pPZOG+f3wwq6INZaR/xdgknbAlBnMcinyg3Z67PlKa7ZtWzrSZiwXnVc3UGCxOYTi0lP5coQCf07ZHf5iRbDiTPE+IcOT9o4yxSZorNmbp5Z47vAMFiTjDDZ2ZG8NqtQ16dSc99VN4PRhAWNpJOEcNH6Q0kBBj2fnMAyprExxQdP7SMdcUI46ApeCtmkY5m8n56m2kEQzO47BS1ZqKxbOqZkUVBl17832wI3Bpz2ZzKHDX435TOoKuqihDpYXdS0jCsDmtq0kIRUnEpH7l7vjuUwha2LXwsqanndycYqXlAS/Uf+4m9s5wD1MMP5azg94vbhJInXlCNnZUybFfSbYr8+CPJtbqAj82LMHT2FsivR5PI5CRMSvbDO53Ln0e8BDuHcQxejyzfY4SceCmcb1zlwnnXzoi83j3zshnz9wV8uyvI2Zrwooa+rDjIs7CbjvMwxnbaPVJSOIa3BmlwsOUjBWuYPlWlcPJQot2G5LeiESzk2hNgOaq8r+h4bGkv2jLvp3IRUZ6aSt1lslMSfiSHLFj6BqiVN25FKddoqid/TiTsFNg2LtgC5ICXG9QjwqVLI7JCWw9iwKCABDfoKhf1JCfwKT/Kl+FraYDCJSlCXgpgXNwjrTUg/+iVJOVp3Td1goEasXbwRgyZz9v3QiJ+vsLILtnPY/xly0fkM2+aH5Wr6vNsPDdxPwuU7PM/8GQppHv4LCgbuDcXx02qCQ6PximQDUE6ZNS4orfaQfLgPkNz/BYJusbn2Ii42twFyB4ytY1ea+EVqhA2uV/7qPtxiacSTPyEnFqsHU3IqvEDtRgI0ybyMqrOAtdYy8Zsn38jEjq/oapac0IwTh6QENaE0OY1UKhN+imcWjsNZPON3B47f2SvYKw6zgqQmbAO5rhMMzgiPVyI1GYeJTYELIhWJSZkeHBKWD59gn4P7cPMlXHzw6+tUvFoS50SGLekwZLb9DCoVSo4tKukbFoz5CP3x4oaHZUv4bK+K5eR3UdQITFmADfEoRzSSZ995PFg7+P0naHJg2GKZ2/oKah25kr8D/TDAZa12V0s7COK0idAzLUZJvQ7yk3cTX7YWx3UsmURHdIOeAa/LR1V+/mRPJhs39gLUSiZvLE9iVMycKuZCMWJM2RpSkrgxcqmkpHATL5YtpoHvaBldDUyYMzizmmnZKa1wM8Gy42MsjT+uOcQGTp5560ixicdm4oqF8V0f810/uHxGGN9DgSdEK2bbuN+GsMUykx5EEAaXO8aA6fr3nS45jR2U0IY5O/e7Y9VmHIS/twElLWoakOfcN6ZcSl9YLIXQ+uXm/jhs32GzoDs4AHD2FxQg8Tkpv404QSfltqIDSLuhEYKv658dGHNPoFY71CjDNlZ7U27iF82+Ec4enL5YZhKuv7jtF3/xBvr4OWyL5BWCsBhDLt83+IOfw/Y9lEe//LhYeG7aBqjmQiMpLbg1yzMIQZRejQeN8vVkbPUxSnXyB55OhAbuC2ChkKBjwFSAtacRGj6V/t76iXyRKUnpFT/g3/4I41RF1ow4MCqqSFSkK6CxQymYBClNKxtQwnxvLZaZ+N+FA6eQH4nE2bNVL+IanMvJdsJR6zPp+1X9g2F3jv3/5HW24qNCmyElssbi+B3+Cl7f4RO/+RkO+bgSTjKM1OZUU9R4E9l/tXwfz8C5ur5zN3CmbnX01PuD3peG19I2UyiQLpxFQrvmmQbHCEJsrg3HnuEo11dw/7Yfw/rKelHZY5jqFs1wAsVdoHsBiBpI9fSbPAHtp8kJax0qjCVBKuRj0LaAlXhL0QgtevhxcsqfOXkIAW1IqFONVT23b7BVHWZ8QO7rhvsMwlvbbRyaE5aPUEAJIjEFkQZaGmQv+dghlXud3P5ToIrrj5C8evEOjqeWVfMN4fRSbN6QONfFI/FTKqkNjt/v/XU6eR6WMaerlezuQ2iDw6Ss0dRH/EPlBgKw69HYWCdmhKMcQ4jViQ6f9KmdwycohzZdEMziznYOBtFpmIqMo2Bqk65ACtMC0esjuiGJpFyKM62HXCkf+Gl2jv2UrITSPKdjo/kyWh7QszHjtHCTKv/auVG8mtDxzCZJBuw6dp1+8iNzvZ9/um7ii2KhILYQSJicy3o9va3uh6QRvJ5Pxx4h3+cyiJBrFtxGc5l8Ghw+bJ5adBLwEphb8GczYVOKfXgaU8Kb55bIprRuiQ8uiM3wRGHm7A4Rj1TXKJMS+bsirCXOtFL8rvHUYOzWlCyXT5jpP+j1sXjB/8yK8tlaasBqMh/B7/nkcOO9VLQVgaC3TFvKqf3BEiMe+xAsBsTZn7HgARyQO/vbLZYWVrpLIdVcRfoHMEUBQlAD7Rxgxw+6t0O256MAxV02SZQXsMce6Iu2PvoVznxDasod6PJhG2IH59TAfUz6jxtq8ODBz4vL5y7f++172LpcXweXTTpWCZqWAmplWDBiLprPui1mq0IKloPJv8BGFNjRAap6nvY+dSrLkjMHp7oyE2k6BAoWi792XxHGB482yupcOwjbZBxTJrQUKl8dvvH7i6r3lxEEsWk0xQQcfXNjhs110VfvuJlQjjRN1J3SiVJgyde/J3ak17ez8xOHgPQwjeU7I4mJwl+wPPnSFDgmsgr0FMnhOFDc5TJAeOgROn4PYd/Gp8xz8Tom55VQYheB+2Y3Xiw2tEvn4u6h4gWGk0gjwUL59qIoNHbSD5uDcTG+MazD4RM44wQW+TeIE21ufDebiU55fBDdEMhb5Pb5K8jRWOT2NTRwB3kel5DKihiGRIaY1JtZFglalWXGW16fU2EI/pcYft8jmO9e5Bs1BZgzpAVCX6IvsVsdFNmCerAbnoFiYIpSKVFkVAoxsLRJeiyMJsbXvEDFo/GI2wDxX+Gxhav7AK2JbtNK3azeLi03igv49EdwnDXuKl/dwzHX6dKzZicGtM3DJo0r+vHJ8y1lnHxCVoge3QGm51zfBaw3Ax0mutKFYi7hUU5FFC+sOeoO7uPKiK2iXPypegLEU6L/yp+IU0Ss/1F6CNSPcmPn6DKY78H8q9SxZBa/ev46MUhNNE0lFuQM45Uug1JclzNxxIvjDiqbT2nr1/HJcHdLQrINBPLvTB8ky4z0Te4RN1h+YwPUFOajni0bk3h0AhHK/0zZCBKeZUX5wZx5W2dSwdKVmc91JsX9ZvzASFRc9Hr+BlHNJmTYUN1M/62wZfeMTgEc2+NyXPPxeSiBr0vyxWiOQPFSZmsHC2pctinBW3poh1oiwsV0cSf+oJEyrRUGF2qNWSmdZBmRE/kVdv9ALi9zWHyV83/8g3/HY2n96asUOwxrh7UEoO+qmBuxDpV/YgEW+/i5/bjj9xh8v1jV08UzfjHivoaDDYvDiVU9HUblofD04sKtTqE5O0Tup3Jaz+c4PRECY1g/BK22fbs8BSWw19ukS5b7g1331bz4XRSTK3OKZUItdQyvHr+ABu6w6bfos484+SlVj8AKE9SKMs1HhkdVeWunMquQ/54ZOtF3/dgIk1fLbwFNWyGEc23zUTOLq2EOadboCSvTjULSrl5GqVSvtA00OG9GWKBoDdMmzgUbvrfe3V4fHZ9adQJHO6IYPyLKzNPaHOlcgtHBf8wXauHax1oUcYNi3vrDZyAojp6i47eP46wQRLNOlxAsY+5ju8UX+o/BT1vc8fsK+x7be7dYwx6yHnDhc4ybw0LwFLRahWGg0xt+hBfqB8zfKeyt/OFDfxV37b5BmuLmOlq9IUtdtUzc3fqPCWoeQqbGV6xVc+/P/4CW3I42b1gHufPcVGrfm//3j5O0Ea3RMQXJYjaPm7Oi0K7C30eAvEct9iWmriA0MCC7N4nHjclbrhoVhgKGP6Dfpbimd9IaEyXDPL0R+k9MkBcDvTqwH+zFRz9dhL0x7M1WOQ8Fuuwb9y61QQrnL8HLur2DFhGXn6GE5l4Pqrbrf6w53g5s2jSg1h6d5zixFaTgHjx218CMPVRh/YDFXeBABx7NwIZSXo5JBmeJ8RrUgkjsCVevrzoAzJeAfzOFcc9KeizCvpTWtmEiGyYp9TYXI6zLZrRXb3GJhZJ7U/eOisOm/NXiTgjHjLkBZLHZkSM+pOVfuS55kpY7QaARyZRDTBnr0h8QDgPOP2U+GEuz5sBQ2fAofKeWRv+FG6jPM7Y82BxOU9e5r8L90gXLAEAZL+Bbi/nZJO807XFIJqGQaIO8TqAvI24UhFEnDF9mQmAFKWQnVtM/X2PiQ5MgO/6uBn9R2shXikpWVMexKcdxzIl1XdrWpiQnn9ITU+Qk3iKRqDmdh1FMYcJkQnH407+zvrODAxWjAAghrREbLYyYfbEJi17sj/zJ36BdIHj8xZ3/7VYn0DIh9spzxYeXY9KPJZ1Q5mYrBzqbbx64/V/c5hGotPkazh7ADdG+QS0IJddHcAjhJPrnHgo930Gwc7yM5/RKRjo6UZMvbmdSXbNbP4TutBdv+/NX7uwVJJQm0p1E7WVpYRQ/PE+b7I2ThfDHYaMvfokben4AI/XoRQxkemzgvkw+xD7vJWuFvp28jpoa7SLUhgFkqdsSOjFUsh7hf6bjpZH0HaNQqeFdKf2mJUFMz8larLYJ+FawNERoXau6/1kNr10wgaMvIVF7nrxyjdLjDd+ez3zid04cLLL5u+dv+Z6Vxh6nmBVg3IFEVWhKVtdMyQ6CnGx3d8ozL8/Wi2lpYe3mK2z6ks/4pe4yP0LDLYrNG/7jeVhY8hbS2mHf7/h56iaaP6X2I6VJBStJugIgO9Fdns05e7DvAX0FU5399XWkqGAPuIqhTKDAxc+5eJW612w/+bM/A2xwrbMwnJxFfsRiTtUBrMKk8v4WCRXKMWGl0UShIQHr9A12xTv2IC3yvDoMi8wHFxrPcJ7+5cMRgqvwyw4xRcNSmq4EDRuLatNkEwKJ5BgzTjFzNYQRiH9ZxbIWyAH+hBtiUz6W35oDLXU2YVIlHBkAIj/5Pbb9CFDc5R14WXuxhdJYz/wr8OZahoQ27NMB8qK5Ukh1idHP+NKDXyHSAaWJvkBFcWhkssK80NpMRQCNAja0p8HLkXxHPf2kTNVqrsVPIJsbjvpCcM9crD3Tx1NWUbaks92vbWXnpHsmP9pDyEZ2IHtKZKoJi9r5If/O6W/pWMo8iur50E2qeKVsIVJrtUwg3Z8fLLfl5Vdo5L46c5lPGsTPjg9eU1uZUzcnl8ByHjxFU0pJFeewxdwYZArA0SZmJEFuI1tb2Q+P1wsQ6v2eUU6hJUEqdeHZkKW+XHIz6FB15nJ1FrpbToiCjCeEKv1bsbcWibDGC8jbJeXkOYxsRXJWddV0IS5To15CIVpFIWQJgvWILyrSsylDNVlSOULUEWUrzfufcc7Bz0G9YvcbHSGM0ACLIrYJBOvekLvlgDfShY2/+MddfXW3d+Hnb/7ste/XEG8OlQ0LrtUnI50xdbkzqwooLLY4fg/d4vJtnrjDZ5C4UhSAX2ElvTXuQy6+3+RO/wBlcPsN6hZcvXPjMa50qOe82dLGfOp98OsH0PcPfL83y6KgKgyovUQhVLAIInEVQYyji5QTPOIyMANcWcWSg3AxDOH0d7DGbu7dA1TY40mIkiTgyY36lpmglQrAFp9KjmY3eM6qqVcHZRzBR4aIjj+lowQ8AKd5yqAuLpSolODEn6MPLJYklWBjfDoHyrAzmwCNfpIvGrZq8CIriDlYrIROGhmR1EnFmombO1PL2viuz6b9Dcu+4ZaQYZNN+n5qbkr/U7nNrdk6fqeoXRetLgKTSJNjzmCsN+e0vTk5QmjPhekS8twOn+TiLse4l1WGEistYC+Zirxel49Re+wTOF7ELbLUBeHwd7heiruQ3XiNEbHTaGHHvKFOmLorfm9KKaaxEPHVfWrHt7kBYVirHBGKgiN8cyXC/jBcvVlETbi+Xy0ewslL2CniOe0mXTXmaX7knZmR6U+7iNy7ZvkQhb5drzZeFzP/UwlWEHf96tBfQEf7cPsVetadvETOXXnGns3ZqrdM3gn+SgRM/cMC0oabN/mdzB4qeeCrobctdNAFB+nwsb/9LwwgfoZyZdNV6BRtS1bKL01dSeLfDWQUn/4Be303eJL/6u3qYjoAACAASURBVC04frDXN5W9wQZJ86nKEMBuGiChNGwuUvgU5rPn+4OnUJP25iu6o5+g3pvvYdMvCfbvOM9lwCJ8QnOHUJNxuo3s9TUMr6pyyJdiLAqd50B9Vr0iQv6macjfy7S4fIruFXTGx/OJCS0urO06YDQfSVzf0ovlEVPBy0WxmRQrXK/IWfstHMIV7Javy8ZU3jK1WQUWTMNCr10skI0mdtgqtMfkV1huQxO5bPCxrkVn22YpzPFVWK5Ogz4lpk2vUHLtlKFP3ZKOzEpsRzP4S8ORGKxd2UmeRCqvoGrP3luYlpM3X5FBio3sXEJgeVguBwovS9Ofb5kKehBvZw+S1+mn+FpmgWgvRuvYq8kbdWpx/vj0q0tnhtFd6Q/dxSu3aEqoHP3Fnf0N5dFcPAHIBU6XcWdRbKL5tIQhzQTsOazD3h9iVc/H+HnqpiuXOyz5eNTQzzlUObuT30DbQbE7qOrppm3vYopLWV05xIKKJLqLfgjrh+DEnr2Cv6d/gZ23KNHsyQgaoMTGiaEeP04UTjmRARZxBCVq4gRm2EQ9+R0gGaP4l2/d6gwBPkeYa1GQCFvRiSAhygXejWwaNOphiiMpqZozkcTMSVrLLsomQlSyYRV554mNdG508K4FBCY6yq/SaXQ6laAzJmxyKxWJElxCRpHRhIgWctUEL6sIoNSB/EmltDg+PXFnRb3AQp3/KNhBMoiTwJFwqGyStYAQZYVHVMTZxWM8FLZ7UW6s/XTtsIG7O3zq9h+CgHLppLHSEUxJMbzXd6EsCkBsfjqFAomQ2oAFUY6fQ6OwlGg3u7L3pQwqChCXBGn+1UrPEWTAyRW3PlKyxgqKXV1/8rf3bnFXrj6i+bvhoI6pp5HCc4XS5eJw4i9eg7t4+wVKSZ2+8P1xcBIgmn0UFnggLI8gl9+x+Cldpn4j+7AgOGfkOvJM9S9eZwl3hN7G+ldwaH/soKP9ZxC/N/fu9KXrj2PysEalJhvN7/lKDP3MNGRmuhY/sNEnd5/Er1iDGi/69UL/ofY0+ujna5yV8F74XmuXm/Ll8qohtjKCAwi5yRDWmnaphpDhEpcp0fGFN0svWqnXpcQxBmL2SLghlXgBeIbDZ1B8G6cEZY0213k7cfaGj8c8Uh0Xa4dsNLLSIz9xUqhmKPlSd5YKZWRBoCWaFJqU2rRMlyK1jC9osbMmYDAhDSQ3xtHKgIhvPnlzN0x6fXJkIS67XTfXMYUeLdPQZgpRdUS+FAqe2Yu+hwIhGesCLWOFyiwtPsSLorAz0SHmzxQ2/tplpWjonkx1cZ70rKYElDk3YcfzRzwbf6IuituZD+n59YQIz7ND4ys6pgzEMp0cJCn4rji6gnrrs9XFNdBNXpR+8rMYylMK1PBRI1CIlTlXI97JdWmMaHrQrOEsaOvvdOb6dcUNqNrLD9jgbtGXm7D4SIvLh5tU7vQ1KaOHSSA8ylMlTLVvotzgNZ+Kno439wcu9vHbPHL7TyFxJayh9Tl4RH2aFdhe2OPh8HkfrZmrz+78Hz8svlOPpwHTIRwf0ZfTydDpwuIu8wXo/rO3/vxPOOMxXYU9TI6KOTAksMVgTmlJ0J7+1C0gQg+QyTnA+MtMjv4FuVu3i0GGjitMfkyeNvEhDUrmBEYJT7Knoj3J/iQq9F2BQPElZJHnc9Nhu3yzjGJoyiwsZgC2Y7KuvEjD3xMCptTo9WgtP58+2000GkUhlu9kNjG9s6Nv0SttoIZyh4kXKXDUg0VRev4Iscnk/Cszau2vhK0kJMXRYjRBJDS9QgzI5BJKhnxDNsUiRhY2n7bg+B08cofPHDRwPyDVSmaXTEk9Txk9SUwaP37ql8fH0/7qPSS0337pb+76o19zLcRIw6WWSRyz7pk714Ce4E1OUTaXuZj1jdG3RdwdQDsHd/O1v8YDXesbdEFxf7IotbKQLGzh+nDkL/8JD/4zduX2p3+ixwi1EEMynafQ5YrHmTW8wgUn1JHGYiQeU4bq3Hq8kChNjyK8JulWyJyMO+F5jnUyTiiahLiUaQ/Vbv6CxFfYQVoU2SvsJDS4lB87YmrGLDAoyJsL5JEtUwFErlHLEHW/JIauApYcW1gQt/KHT1IoFsKIHxdXDVqAwAbm7DOaFPOOOSSKrW5DLgDbH61Onnls1wQlZC8/++kMdtFzyCOFRzs5cynMM4PTND3K451I2kICrr66Kwc0MF0ZKP+rv/0c4g78vO37OSR7Y/R7aJ8oR67h4E1ir498n8QI1esTiSJ50jliWkSwsuGcwj1VQvoL+yg1U8lL3SnMAuMjXqQvclufUnxnvktwBUctI19zznRAaxxXzh05KcQTJziabsdXIcmdm+xqsfrcmp4MZ11bX3pultXB+YaAIUTIs+Ltle0bypI+Uhebr6PXp5NFjfXm7/yUXQN3ZQnSjXGZgTkK9NLqly4/1RnL0YQqSasFtDJzQzaVm+VeIh6kLDuWRKwLyCuYU/B6tUw1n9FcUWNYsi2DDj8TsnpKgpGlbrZJmt9WorzrVNUTqmCjSrj56k7/CuEwRVv87Avi0pi7TElOt+SY3PLG1ZFb3zrs4+cOHod5C1U94Ya1y84bvHSxKhb/7fh3LIz52V19gOyd1WlIXR+mJDHQ8ot1yVKJF4gyrKH98dlf/WIDnf8VTl/46dKFOR8jVDzChYkWLAXCpLrVSJPPXYGnH+IGJvi3xy8DqGqwP9zl2x7aOWDUOdYVpJt7FoJMdZv+5QKccaVYC7lebVOZ+EBsXKLaPLmTvkUgV0gAQeGEHcYSLZK8X+y2miiRqYXgSMyESGkpKBh3aDC6FDzqlClWVt3xrA0moBRVSL7rRpJgL0VWR70yigi+KIl3p6YqxDVfKZ8khgX5hNuiUo5gzE0QAzGLBYX4Itb05AswpdSaQ9wSWdh/unb7T6D2A1QA/tmHg0wYYz5qPvKXsg3wMn5aC6Y9w8Xl73gOvbBv7sHXuv0Sz/h1FKpJpEzUaWRgIQzlO2a6sLJnXNRI4o/SIBYxXkQiFIK676Da/l03X+d0iSn5h0LeYrYn/DqcQkL7LZQDdTd37uRPlHVwMx58SEWbCUwMM0MQQ1qLJKpEroWGszJlWBDkJwQLpyi2ueILvvRi6+OzJ4qVUGPsjYHxguEU2h6AV38P5+LO/4I9QMw3geIuYc3EnZi5mLaTN3jxU8Fsx6HXZdomBOO6iWoNOogGPuJ9A+xw+CuEYsEp+uK3H910A6Pt7VNLMrs3Cv5d2iHv46/hMJw8T+0iQTd9gdhKybhZVLAn0czWovi0vYJPlyUnmyH7xL1uZK6whtwfSMq9hzzP7Wc3XmLKTNwMH7rIBR17iz0NC6d02lqg/SSGLn9rLQRFhVrsek09Wm5acxJwSVQiqJ++y5nTAHVVSrC0BqcYEhJNC03q9OZ7RhJomapJ2niX+XYOAeYJ8J2lUSxc81uGPDsqU3/SEGvB00KW4HzH8SuxyWDF8xOs5Re4FW7pOnZPUgxkwoyxu4l6bhIy5vXvYkc/iFe6jsf/COJMaGhIcquOymv6rwzC2ZJXsDcfylNj0cJgc6WaTnbMtj4rj2N1ygzKNxDnk9BzY9iJ3qwAJYWATQlsKB4aLBe7KF7xXFy/789eY6LRZzCJLl5jx+SptsjTEtISqZ6tLuKUxM7CvptvIIoJSVxPl+/Yp3hwsfAaBDIHtPywIvnRM9g0W7Td9XuoODqchG7uME81nRjssuXkSlMjaBQL8fLTv/3J3/7sT3/2fNElvovbznL/3EA3x2ylTG5MU0rLFwe8jk20wuxPfltsytX1p1StYbqMByaxLOFc806JBPCk4K0hprpSFZPdsCy86yrMbfXE8VXJJnt9FAL6nCEtKG1QLM5N/KRlqRCeVMcJzZ0oJw1rOKWuqyO0xqeLJUzBkqsDZSItyhocZy+Hcx//dabCITsMLHObgZRjsDNH5nSr9VFL9GWAmKfipTb0zRVl+Leg0aAB+dL6eM5EwFoU+H0DeeDg8uEZv/UvLhzjXg1pYcfBriEgAFXyJMFZuvyAeZ5f3M1nd/KckMdETtdrr1Ul16DippPpiI0ksWkZoFA5Y/my/xjs+2U+IPHew+Fn5TNz5TvGng1udebPX4dbbH69rOjspVsdhQTJ2DxtItuqhNeE5cOwKaNaQvIzohWIYHw6d5zGyJgzWYsGVLnIu1t1ZOY8mpMdvyn0R+Hs7+hLQOrs2V9QSjoOuCfT9b2AwE6GojTgHKUrLWeU9Mhen6JJxkdcRA+wZ3vwyN98yjt+d27e+nigoMbQiXKnQ+UtZSjuEgky7PvT3+PRRyhrdPneT9fe0UotZI0MjyVRqCEYefUQQeGGSsLq1ng4YqH8X8ARfXC/6Pp+mdW0jf0YkXhi+xbFShqD6rqUbARxcXU/yQccewFlOQKFRH/Vu63vjvHCOUsxSUaCZwRtifV0El4WHDuOiWKjW1LbHq1+z7KG+utinvl1zCs2x+TELbiCi6HZ06fyl7oZqJevmNOYqpoY5TpBxBKMRC0VcmHsbb+OijO1vaAItyNpk+YqvLOepdK2Uyvt5D11i4ArIeNd9AtPh6NolW62JgMh6zs1OF+dVBgN9JWRU8lKTt5ePNWxYCRFqEzuopPs5IcjcezEuYL0YcqgXO+48i6j+fIrJwmv0Er0tBXaqFbyTC86EpRVaI0MNeYecTDsarl/ddRfvnI330C73EIfP7+CtgqdqwVCGDGIxSr1U/f68o4fNoc4gpKbh9i9ffmsr+OpGxhhb0wc1OG2HmipF+Hyvdt+8IuKgiqjZ5DSGVJAxNempnkfIEwpjXNzu3h94eSlO38Zzv5043lMwrQ5V/CX4juDy6iUSJp1KptUUDXHL5N/7m6/gbZeVNqyiuF05Xrc2KxmKyM8/qEKxRU/xyBIos86ll+X+D1TPlnsSHVEFEFeU6a2JIRg8YyJkuKPRKXInq6Uzt9XLhjl2oXbRoJHXt1Jr7MBlfsh0C1ER1F8LY1JgVweYSCSZmK9uYqjzviVnapybA4RtoJmbOHsrMlbBE/fLo7kCSlkyigOW53dTd1aFR3m+kvuqkVxsXD3YgJCA/cnbhEX+z+D6OhWpZVx/tSUV8oLBnnA9yE5S4tA2H6A8Nb2Dkzqo999GEPAYsLpmHHeT1PysyyQkQ3HZqVbG6qYflkmDImIHgJhWyxseIOdS9dQ3IWWC3LVbI3QjikS6zAche07KI+BbQDd8QvMoYglrFZJrlrqmC6n1vBTZoZYkUiKFgRGQCFqzo1dyZIg5zXYhw0yS6Clf0nErfJ4bQ0He6f9kb94gwf8FkV23528DCmDETsSEaHqOgYEIe2NGXKMm7xGsazTfRkDFp2uOBeFDNKqn8PRU9zxWz6f3eVHP53WreAkNKygW06aKFmRIUZIF5WKx857POkXoN71gOcsRm8sgcsNuUxVoVCwAF1puTNWEI311ZBE/cGzxeuDknKg6+9hxw/OBM6xkUmlB66C6fR0PTCnkBJv7vLcfpLbSpymZU1LYqsZ9e75nZxceMSU5wZIssusIjlQvUgjgxK0pFcFuCqeBM+3cNxVtefJdcGcVIUL0cnoXjEDqWMhmaG1avjJlxoV8i2t95qkXMdv0LoeilKL5n+8h2wLKEnKhK+1Rno6Tr/XW+815q+mmqchTxnJG/IcFMwlw+f7Gd6roCezYkjnNM+GsjDlxST5mJJUHAvK8PeyTBVKLZVVDaDlsyVl2oSFqx7qJKJdzoanEJNM10loiDvrRZMvWkCwF4gYxI5GmJo49W4Dsbdw7M9eLWYQBMJvv8L31YlLZcF58pKLMtQIAToOLkIYYzSnXDhw61t/8DhAH7/o+M14KC7uMs1YynlKEeujX/3lO6jPefkGArfQzgFDgKjIfaW3sRiLaRdrvnKnf0I9t5M//MkLN55Sx9jXiJLJdKSmSxycZvsT6sp2/DqtF/OpYPLQtWIf3h4PLdx+gQbu4zmcTvQDq07RWfRA6Z8a0FI+z/xfjQWV+Wbxjv5J1N9igwu1ZYiLNr/jnIVytIVt4a/IPs6YsNd03vF/nVpFkXgcvBTgmokM6aSmbcofG7xKZKE9ar0ifi8NKi0i1HihqKdyT3d28QUOnZyPJKc23iMMuSjgR7Na5FcHyedtUtJj2vSDnL352h3GM35P0hk/B8fhhKIpQpvRg3x7totiwudw6S7f4oE6OFbnT34DhsUEMx+pdMfC87+sNHeBbUO568fxXzxc7VHu7T+KvRygben2o9/cRuL3GVMEm2tXe2ms/QBFubAn4Zdcy+QwSlR4VzboC9YE27J5Krh5sShPnS52j6eD03fVSMosXhqIdUEipNJ1J2Iw5XnWc/4YNcjF+icoCOTh0KOD1BU4wAk7qKevXESuSropsBXK1/NFsSwe4TMTAis5qBSeBDJkD80cpFwECsf84UirB8/gyAC2JXSLazTdunK6stYcriMTCPPkI9gLXfvTP7DeGJ6c336Ahpa6jrQlUqpoUgnqGl+manCpJ/tQXM106uHgFzyQiRWwt5+geg08uNaiUsBKTUzdrHYg4+enRHP1vNOsyK5ZtdJYmOB5S2Sk2eTBtawXnGOLTk4onoxWyc7iYQopdoMwF7iSIIRl5//U2ZpLUNLBUH5C8VibOQadtSwbtxNuCrwGDdEb9FDaSlDhvY4Pbm61VYmg5ub1wpUqchSketU7LCoL7Bw1NK42dm6U96txrLcwr4+xjBK1bDQL5nSeOsAjYCUWKEhLYIpgc86Ik0ZSnqHcUXECQYShPLGfeJDSIkI1rMCg1lhlOU7QieKUQiEe1QlkVGbfCW4A+Tv2YXJhHbbv3e09JIE8/OouXqeQm5fjy7d0fHoFgGmxY2wTn0xYv+/3n0Bxl/0nYfHrFikPxtYqFS7fiwcbhmT8Hf8Gp/sWbXf52p392Q+HoevxhjFFPVkK8RAPRQCvzVt/+qI/e+FPnq+O/wjDmfO1ELxObixQkhKA0Iykdlwa1qQeXLKH4gGJuYcm0cGdvnCxid+isK8/LV50iIkrudKaQWNyPqNNGPDhXp8yXJhs1GLB2nHqLFoy6FbLTHXRXhphT0OqU2WksKPX0hTa5sdUhTz/nAsNFaZpiFbPF2VMNf8VGsGY2G6hqmgyf7G5UkPYBDjZNifEwGZuHIgqJGRjTZAxn7nIxne+9k5Iy/F4CmsxE+etO/oNvD7Y8XscVgc5TZqjXshPRatQEarbZIZdfK2VH8/Qy8II19X96vAx+AbL4CGmUJYFFguNkErDGtkFZ6cm6SONYbFE3KdaHD9ov361mL/foL/2fONrLaj6CalTBYhrrJS4wWrM7/GA3yJq7t3ZS3QYxgTYxvQqBvmvTq+C6kclDUwG8WLVnGbYsM1oS/V4hYjON2RqQVLB1nArdPyghInfvgdnaYHG9TfwhLvA1DQBKU2FENJJz7/b4fN0WlPUoFKLEw1JmNqp4xW/9v/Re+h28F9wBO7BFyj3uri1qYg0YwHCCzGwWDtqpo1f3Ft2J7+Dfr/B9gmLuh+3WACWbM9qaU+DDpwRHEcf+1fGNBe63aTjr9EIick73RwOHkMxuRi2gL5HV8CwhiRp1osiMKQLaXh9VGQXapO4bPLAlAJ1RLqJFFImPQVlt0R8V1q9qZ/0CI6+Wq7FUNgCtWZkpTVhDhzjTg0rxTYt4WJe9JSMtLSNbNZ8O7GKlGo0QZqLFO28s+WOKhVonNbTlhb7GIUE2GS4GFV0q9DdNR+Ua7REM5+YCsVRKazt1+LK0lVYCqM+rhBE6dnzf7+7Lr3AfAKKVU+hUyqPdPxfKsL0v+QjS04LkZRXOiehnCaD55s9cxEVyVmvsy4yrUwYwbN7DADmrpijH87C2d/xHLlLDdyPfAoYj/kVQzUEFZQMRBeBGcvxLSoNqno+DIuldfAUujPP111y5CbcMUtnV8D3C5vlHujicPnWXbwBg2Yx1/A0IJzR92SByZXNhAp7BVfh6PfF6/Onz6FpxHCMEyhnumoeI+NKzewWcUoaqGYxHO1zkMS1qLRDeHvsjbGA9PKtH07zI2OutTAaGkcLbYVu/ZRFbw2MxNvy/ie52TqekV4t9ZHNjBY9aPLjrMrqUcljkxr4XK5WJLK2qCqOZvotltDQlXgNqcL4qy12JFM08nfyd7EFLSHsJuF70MP2Yi1ihgYwdwQdHB/clNsmNpUWiLiQHV/5TNRpkbRvE2Jxl/UVNHI4wIafm4cuHMajXNHkDdX0J3JG0KG5DbLItOkc8ghuv6QkuqPn6Efhbfn0VOzhHjchxbQ1rg0GSbOK9Yd55JcCNrp2sLEDxRtxb+cbNnC/cfF4XhdDZgN7USr3gkehoLjLK9i3jL7f2V/OH+JZ4uw3puQIYlt2Gl96EzV/z16fueo6IGeZzo2dBRBKDEVJ1RsE4gT9a/BmaCRDBd1dvzpy5wiQq88ggc+wgTseG6MNqAx0KKamP7E87SpwmBdEBxFskv9lVrR6F9+ehRVtoKTtFegRKEK7uGrzVc5xywFHzqpC1vluiG36AESLS3z8PO0qL1r+8qNfb0Oik1QjVJ/ioZzOIN+RRVHkckQXIiH6eoq1r300CfafutheAvYhP7p16leRi3sZMrnJgHxuXsH5p3yVSU/Jk4oTfHlKGehCFQnQUANaPEt5j06xyzva7WmIbT1u15LFS62g2F6rjcLw6bs3dqX0J4PCKPYt55YAtXPLThk0Usd0VfQLakC5Q+OINZit4Sno22ZLUuqNMYBW57liJCf9XPuLU1fH96B8Y+EGfbMrdvifzc0qOiIpQey/KWnOcTeZTjXNTfViPnIVltfXMcIzbrAISWoCnFvSPWI0jTs2ssrBbnDHrg/nO9wvnbuu75ef/CoL66mPRU0g/S+rf6Qxo7iuII8WVViYIveQdM0uHXjI/hIaEP2+P3+D3V2/uNuv7vx18Afwusj7PDZB5TiXeKMAci7cHDkdUj395gFWaccOXdNVaqkc8jEMTHSJkAGf7fJ1OH/tLv6BanXjYvn1yZT0sepMnnyXj/l1qFTWW3f0B2wXHP3mD351w1mdQ/LA5UIo8eNQPyTxGMBRfXap+9boTp/Dgcmbzw66077vhwvUeXOKT3droRcp+zOqpoTXMRTQ26hdorWASZ/CuZXiMQkxu506v5PYZL4agoKLidDgh5/pgFpuZOotr9jRt0ZsSngOxkL8NFWMfJpH1rkcM6LIJjN2apyyfBM++o1mNQhBdRIOJjYbYmTHpyW6Cy58xgW5Rxa9YN9NOmSDj6kPCoRFoLmznxYuxvDQ0TOoANEfIJdF83StK07tCIjU10Ht30USnydb8xZ7Jxy/SJZoyKSVEkpL8tHI3kKSkuSRH/ZS2lCqHg7PWJhd3W4d+2WBUNnlk7v9TyivtblFy37jUtV+wSPZTN8bICH/8o2//XdMLHenf3b/4UGcIiQRJuvoNyYXLk1Ynhhnx3rJ/AVtC8IrgsvX1lPNhGROq7wIuYYhV+iU0dg0qFMd5XY4dIsiu7pPPWnP/naxcDTdLlZavlz8oSVrAuZ8p9nTWRG0nZ8UdPBH/3K3/8Y+fvdwMHW8wKE2bq8kQyYxXqutEoAjxsfgMajq9/3xSx/3uhfdtP2EXlbspTSkoKrmXLoWYdqZcDPMM5Xb2K07YORV56du/1F48A190W9h+9mvr+FOaGG/gtIvcaOyq86OIQ+ND9/IQTGVzvXV+iVO3iFIwYaFaTvu8GSKjc7nXYDF7Sfr1TtW+yPXO/5xWY11XKzQB6VgnVrAyRQ2RZusQN8khSZsiZqnjG3DQWtKzYT5X1sFmo9T8lLvtYweDp/6XQVOutmebdI0anqcx3yWcTRVXQeQLJJrU04xRDgd0rThnFjP1sukm9426crI6buoe9b6GEaMafdYixLmnReVXRh+q+1Ff9WSS5wKoETiFSPT+deQTXwwh7ggurb4V/O1XzyTEbaAgudg6dhkvMAgpcz0aqtcBCFXMU7FJrofsTsfnCBfjIz+yF28xVrPdxB1PvvLrY5zDJ6CxU6LMLGT3a2S4oht4vd/xqM7T6Byw/oGKrJ0OCzkfA7pSOEe1jzYfxzOX8He4/L3+A9oOOHi5h6O7DPdxiC9H3N8anDzpVv05fFTd/yvuOMHN3e5zboGuJuoMWcQGCUARrFzlnvYJwqN11j1xJ38gabYZ3D/tm/deJZNvXyUiHoaFhWVV5g8ouhENrIj5KoDNLNjJjsVIKPjUXwq+XfxrzFUEX2yBQX9SdNqJbMdiiOuS7z6eyoyIsuV3UUCqJaAAgYpqe/5ToYL7h5XQ6dETHg4ydYvZEzzJzo+fbVBq+wtvJON0v7Z4KnQFuLIdGw4EVpVZ6TT1UiuZiQ9kpA6nPHDHb9nsO1/8MRtfl4M+hjo8ZJPR5dO7WqPmp80BgmwgTSz8dJdfHBXd+HmzsWCKB6ug/DBohpZyrV3mSySk+/NFzv+b+L9cvNi1y7+28HjVLbx9quDBu63yRPusn9b93tHLHOPFTK6AbsX/AN2fDy7dfISesl0eA4QBNFarEKbBIX+BQYLcgX2bUajO/Yduy6RYlLvjkBbpyZWxvT5pHeXzojCyKsjCBSi1wfq7Oxv3PGboL0hJc4dEkO8hciNUjhAJIo7IqgN5VJsCcGD1FZkVBTXBWfC3eGvsaRniJmQ0IBhzJmcUw4jmnltedMsKk0P3pQ7ee7xxCDAB9rB32D6TKqiqUy4SszUxmOaxcSXIoP6SO4YAeoec6Ag9yc2Xbz+6q8+uOk673LHKmhjqoDIbSoKYcWbo2MyEC7+xFfS0Kn6BfJ9Ix2Uvo8PaHbtME5M7RD3Bjea/MDXLzS3fHXpJiTYcrfi3MH2jkKjyt8mg+Xl1I5J5BVCyRnTa/Gqm2rwPrHlqIj1O2t0WrUL01m9lN4jqDBLDeuwqNKymuuE2I1fWBPzTkzvO0trUpEmOY16fnMnVuETdgAAIABJREFU3l6YU3CpdJhrcXzzvb6QkHiwUwtpLNYre4VKAW6iNchJW6hx5ul7sgJFZVELyNntWchmOoPQ7A222b36GA5+zZERHobkO3sCU8msZBpIUQtZqUUJWP2y28T2vj7lMoFH2i3O3oP/8rd49OXite8PAx6cqAaZiwkzPHlBMUIkAGbPpcpjWNxl8wCU2WLMHT1zm4dwfS+f9kZfEc8krDs0hsLFXxCyPXvlj36DVsVuHbJNFtNXfErNSvkqGNYdQTsugx/+5g+fQeuI4bSQJSMMHvLYRf9qjUV9JDdvL7pSQ7Ivwwb2G2/+7bHGgL/65MYTLOSwLvBxikQZF2sCcJMZgrFZIJGrlUoaF651No0BdXxKhrmvsS/q+LGPHb/jUPVl2vSwvVimFgJa2IoJOFKok/KyhhgbcEwFG+qvRK9Z2Rn5k3Lq5BzIigyuIbdJO8Yp4KsrhvDfKeQ5Eme2ZDWsGIfL5FF6XDllo3zMLFbyySe1XPKxIy9DJGW6gFTPmO25OH4Qh4pI4ac8sqInwOSykS42xlyWkbcfIYPuBorIu+PfcVdhQOkxpF4yjq1CsKHGILOyCtlz+HtOSPApPdz3f0lp4TffFnHhNw8gSc+tZXioG1OjbYA87NJ42PF77R78210tHuNnd/YnZFXsETi4XAbZsierdWTwzijvZ4Ylz5KwmvIZ3BFFgddkINlcwp/AIV8cs9gpeZ64z7n4vVClDIuF3H7zp3+By+d5nRvG15SeFcswElKUTLlbK0HBrQ2pRTA75pXOEAuAcq8zpnr+J2SOLMu5+Ajb4F1qq1t1X0QHcyBzLk8Md4J3t/Fh409fIJ18AfhcvYOMm9javrVqK0Ref1Jigcl8Q3fAIY7g4mmOVWrgvnmKnu3CjF/D1Xso6bQ3pNxUP3fldHRdJgM+x0KWJDz14ydTUTmR3G+QuEASjxlzjspEKevEUJJlu+HkFVq4S6JRjFElmoEYjpI8Wsczbbx6hViLDRCB+E4CIX8xTlyUAWWzCqogq9BpjMD/FfJLQtjiSS3QBfAZZLQaiB1muNA0jhd27WkoXDNkydQIJT7+P8q+M8yKImvYXx9dde/cNHkGJg8IQxhAsiRhGEBAcQ2rmHMAxIARxYBZDCgo5oyKCQWMiIpiQMxhdc2Yd1fXV3fXddd3vnPqVFWfquqLvvfpZ547fbsrnlgnsddraxt3330WXDXV9UnU1nqTxilbioFxUZYWGnv97dPs1ivd4VDbKG4KL+mfvPiM1qWSPkrGc0lYWDZs53R/l5m7777brH59B4WEw5mLd2Tw27vGIht1RjXEtVSEZi7ZY5homYykDdOvTZItO+JhW+SujJsQL4EceUO1eOcyxUQE4WBvs2KqIBxFhYFl4kGp0kubJ2AdgprhoPgpD5CCu4PmfL0oGOS016V6pb6u9dRTFy5ZsmzJFcuWLFk6dPg4VPywevu2qJUVmrRzoMroIHXlVlVwKZWX5X1FzWDZfbio3k5WDEAvF5O900m2aQegWXteFhrQSlDZJiv6YfrQTJU573ehN0AxH85djs5XwDyQUYtJDpwqObUO2ikTNYMo1Z4ESa5+lCipIf2fg2Iy/bGc28VQr2yav78OciU423tFye2VQPnZv/EV4F13Q3OqDc1JAF2FSmWltePHdx511NEXXrB4/vyTZ87cva3PwETsS5hdDHtZf5DOM/ZwoRhGu+Aa5ep6NE+bNhPGc+GFi2fPnjdl8oz6uhZ/ZZJeTEY058V8XIJVOLNLpqKxgO6f/RcDkiSRg22091jkDz5hZbj7YtK6WQUvYUiRNzYnrQh/rE+f9qVLr4artbVvvHFRdsaMXZctuxo2wqCSUs/yDeOm7rX7PrPHTtkL3QSAHBnCwpHROwILpmwl4LR6SwXLZbtjNBFVb2/qENX9jTkxYxRvP5I52OKk7UiGBwu3vmkUK/jhyZpyuAB62DCeyEWqaQfM6qmdxh1U0uUodM06pQECcasbic4FVDwGlFik2zqlp9CyaDLRkOGkHGNAUgiJs/imWRkshUgAFckGE4NKEnjHI7RnRr6EaRi0jPUBPFbDrJ7VmP2SapQ3TQIOQlk9Hdg2U46KHbOyKTj7m4h0gQTiyFH6ZnLKeutLLOMFz5hM0YALpbKifwrjLyZhwu36ccgEkV+zYbPWIl51mVaJMmd2U9mkYX2qButkp2jrngBalkxpNdLf3ETsLgIDHvqHYqTUAfbGbxmPnjORUBaRsjaUOmhIDTtgSicV5B+fs/MekwkOhw3fsroNn4+zZ6wt3rQHsl5PLnnN8/FtHZT5loc5hUTQ0Va+e3c2b361q/jnf//3f1977Y2zzjq3tLTGGU/CuRQPLfDoLINXV4DwVsOfVxRMxOejvxlUw3U513XE3UePvHIKJfkDoXBjs3F6fgtB2gP9N+DQo0fvQKs9fdouCVw2abkCwHXhU7iDT+p34sSp1Cn0ziflLDivfcdmBP8uX34dvHvnnSvZ2ppT2MTIwK1IJAEhkKJoTchk2E5cMfc7RzcOS54w5Cy4gZn/+Z//gcmetuDMRM7nI1cxtTBp/A5viOwg8dwaS+s2TlKxXh2pRnTmkcCeSTXCxkuUTpJN4HDeugXwFu9X0kaE72q5J8rGVaTxrzqEKymT3UeoU+cOPHXuPkymK/FXnf2lRB1AZgQr5MBwwdgKGBk8Z9H5//73vzkJ2mvPfVEHLjQLUMbKewtS/DAcJRvHqUsqiqC4FwhDtUMwug+uyn4o4mBWz5xyZDIp4OMtUGkbUDYqoHGV6j6D6ljaU/mI2uNem1czXuRiJUlD2uVsirDxP5k4HkaqtBMwqZrtZEPH6+98ABOfc8pFmJnGKMMSS1YkCMcuQsWLzKhx8vAc+UP4kAz3iTXcd98qHymSoMtD0jfffAvefejBNRxTPJrDR0idZjLl++5z4Nq1j3gwQJ8PPvjw8MNnp9i5D8fcyBW7+/QeAMyLXjzmmPlmWfJm4+KDfGehQhVL5GprGucff/KmTZsTWeSGDc9OmjTN5x0eWSuCWSLs1z1y2hpQWVLmEc8iQoVHTjm58AqH+hASXh4NLEZGhMMEbRe9t/W3xgM/buecMGEKPTlq5Dg+yEVnnwc3//KXv2qhkKKCU6Xr1m+A+2seXY/nRKU9lQdjjryU40C7YBkZB7dCcFYn1lLeDYie6HwxBsOKmjrSQO6qBmD4U7cSKawPdlbXCRA5Jzwnac0T+JqLX1ITNG+ps0rmzmmnvrJtYSSYwKNpMkb6lTaKyIYymnAvPeWsTglGe1dSIbqPQK2vSVWOqR6CwZCUGRWnbM98s56drRgcJpMjD+wDdhlAi78mjpm0GDSGo0pieXaPGO9TIEH0JFOdqtlO2U5ViYuaYUarJ/aXCaYQ5urMxjk5RSxpOCTOES2SyiwxUElGKJpF/Fbe6R1N01mkkBX9SOvDudRPUFHxOWlSHDm7EDFhwJ7sk+sy1cjFlGP9lIrViRXz6sfJXF068gojmVGFu8ln5E6f47uPGpZLxvZMLXXQM6mKNuXIOllnlQPFDwP8tEkzllh4mVMu7bsQ4g2YsrnkveNbduUt92LgZecQFC6jX00VQt5apEtVxnKVXQ5Of62M6FHkwPvUrZ5MN2M/hLjrV7aq9dnPF198OX58pwvEgVdDwvookmr/lQknymxejlyoZxHlZfLK59y5mIAK4T/p3vFi2/JSJq8hh0XLhoP2sccorjEaw4nk09QQpmvrWWce21qs9U3fxUIewY9PvIrQPtt7im2x8Sgz8OYCRgeXwGI3V21Nff75F1CpW3E3b4oBUu4arfXdnbjmLqmNocXnEDE85NmpgXXX5GHc2XgLonArkytbpNhS+OjA1pmP1i4ap19a6zvtTJMKOS9d4BciaM0BA8f97NJLl0BrH3/8iQefGkhwqKCB1GHMRtMErK6LLpSdSHNrh0iqWICYogIPpJu0zbfDJJiJQkRwCEsUz45tTTBO5QCj4l5yKknAGGSWmPZgEiZDS5emlDaFCUsimQLZSMYLK51O80ZIxV9nztydYPJf//rXww8/eiXa+pYNHbI9PpauxOQulLOhvA1jHbWAkmOSSh5FolSZKOuJil/NoFTNIFneH9O1UeZPHHZeZwq1icikqYgFS5rpgUUCQbcs7yXLmnBqMaCSkpZP1Dr8ZUyghxrrdzFzbOvTbl5XfqfEq0D2qhn4Bml9Cy6X9WNktjalswuUKcNCKZWplUGnIX1LFrMEB8s44QTfZXqRtL7//ve//foO8ghsAt4x+N9tt71ojg8+uIbjCNf6GN3QUNra0saZEcDAZ5999uqrr//www+cE73//p/Hjp3IZ+2vv7p/ttIK6LN+/dOWoprBBPjL9siuRkrkOydN+/bbv9imYDCgfL755ts///wzH9UjjzxWW9sYxwsIB5X8jsjZ2N8+Tgz18xHbwRDSQnrrseb4eencgT1FAJt9jCdLcP7FRuuGGxifKE+ASeKwebdxfS3yt8a6a8ZLYd+Ktb5R4/SvUby/SuvLxbJdt8y6dU+R1hehdwDQim3RAYFKZVI0ryyY7Lgx6AZzyXOPIe2DmirFrJ5kim/G8zhRNRAITkoWTJGYvE3uIv2Jx/YE88VxkPa3Mr5jSvKydhieZmRZm2wgU8xE1EXR4pcRduVlvImWxQhVBhBdCeq2x8PE5sloM6keIqI01ZRLCZ1HWr1lWUzeziIytZr4kCxttKcqLjPKxQQkwWJvpTgfnJwXDXraFjwk8oiAx5E5pujvtAXEFzLVon4snl22KGWp+1BlCcyl8OCyoE4YSzxa6gioUbiPMVA52qCvJ/P95XSA7VqSDBzjptc7ngsUZFU7giiapneQjePS2e5SlKR1pKs9edR8kCs4BnLyRmvKAgZhVVuAfIQWdRJdWq/SqinP0phcJLlTGuLDIlNirVUnU+SrIT2a6UmeePSZxirBqXRFX9E6UTZNSTWOFc07iGwPmc4ZD/ASaUx/GoMYIrg7FcOkDXDYhm2wAz0+Ffapp/tTFMvTMeD67yaFtwbPJ47HAfRwbJy6xRCj15pY+5NPPoW+N7vthZdywtl9N7z23vuAG2642TK8nj37uduQFeEAIneJwkklPJD1xhnDRxG2J9kApAtnMuwlwJkY7FhfZvv90MEAS3kvxkfRmXveMXkFjUjBDrE8Wx/rIgHPI3dNQi9ql8Q4rbn/tvVuv2LJMrjQcyagws9vfIGUOt4m0XpCFav1hXJG2Je3/iGgSo8aRsFcLJuM8BAhIetdADwhyXBHxSSSsOvIGfNFF14C6seUKTO2hlzuANxdc47SmdbnSJnxF4ylrsBDteZJOlUmnttNFA1j0fgjCylqU/pZTL2NTpq13ke+46brpISHZllCu5bUnorqXDldiWlUmjtTeHI8GS1+JVWp2GktGxOKrUqxAE6wMj/99NPQIaMUCXYsV3g+jRa/Nn3lmw07KRU6YI94hspkXdoqawaKykGiehD6haLHJp2AmPCGuHytCfZTZQnRH6aslyzvJUq3FfkW6JTVpYhDsFzpQYNZ5O67h1O0AjN31lpfnz7tbBcyilurOoSpstffeg8emHvqZbjvPUagd1lEsQ3ZJM8o1gsH4ygcaixMR0k0M+ZuTOuDzy233C7t6xa8uSeVQU/C4g0bnqUX0dbHWu7Tux0dd4nmuKs0bOj2n3/+Bb315ptv7bfvQRyS2/oMPPzw2a+88ho98PXX3/Tvt51DIvgKqAvURXjyH//4B/z9z3/+09jQy0MNj4y7TERTs333PQiUzy7l8/Loo4+PQROlJfj5EcPHnH76WXbYG597Pp+r9EgBl4Ad9HRlLF9gEIy2uzKlecY9WWe/JhABh75hs1rrm3NM8cechfLWzR9q+LqBN3+OiVvT2MvZFIf25idyW1/cftba+nhfKZmdM2fekiuuOmLuiRjgV6YIRVlr7OoZry1zOwrJUeRfeBKn8namsnWyfntBVrKmSRKzeua40KzTXchs0RULjDwhrxci9rJhfN8NnMP0zuo0qhLtHnhK2DgJy36WNqmZFpSAmzHoaYFEW2nwZqZGdB+prFtoFxK124F8n9agVWL8RTPC2RGHRITDdlgGJ4/+iSST+C0ZYUxZL4Jw3XGLoLAGG4f0+bTRU2zMF2MophP5kmpROzxqYlk9S8qU7RTjyhL4YxKCmCvZJSFcOg9z7R1vuXyMi3wFkq2/yn2i63x06Kt+BwyBEwXiI1LnDLes2XPVjmMgJfnRAPxXD1ZZu0H3m6j8KhslZVIxmWB8UszG7OyF51/NiVvAj6Rdycisqs71rcSk8t6qiglOUMIEC41KbMg7oRlJNC1GKxGsZ2SqtNsRRJG7JeHEEgmHRgPnfjKsFFm1cBHNGLzg3YCaiISfOBgRa9dWnSgfFhOH67jjTiTKe+ONtxCIECpGFmK4hhNMKqB6SXaGxKHyqRVboqA+cogwCViXsPKB5sm7Vv/6lZrc9efo6ot9UcK/dkie1ufNxf+uR0IQlRALwSfoixpbAVp3TazW54OQmUis9RUnf8EiuKGwicCfsImel4v7b+L6xC34RWP5goQU3F+NKGlszk0/8CkMs3EeUz9dekls6/NXQNFQyjkpCy0l6Ng5BSPvMQBjAuoADRNFprvRQKzLZfKCFNsLPx+9HrBzguNhSpitWxXCKlFTLqQx8Vel1MnQJojWTtljuJSlaVBmUgQzbtBsIqeMci+++BKszAP3P8jGw0/Es6gMl6qsnhV9latns7qvBBQcTIZC/1ErBvZWuq2sbheqHJ8o7ytktSJx2ugXWSkwMvqeMJ1mekg0FLRiaFChCcMXbQIAhgvSBScOSJwgeJsyc+YesdZnuRrWVs4KVYAeVNDXX38DhfIFlyEza+lEbT9dXRKlMbaBvLCKYY306FjeH1WACOYKS/PFWh9oPqA1EV+MvXz1IpDPZBwEOG7cJGvJeZBpfQEzco48XnvtDXrlmmuud9iZe4Ea9uuvv3Ypb0+uLXhw1d4+lFo78cRTyZnw5JMWhBjBegkTUWR79er/008/dSlr58EHHa5BhdlF6ZV0unTp0qupuzWr16a4NdtjzY5g5DJuDy/MA97ese9uyuvEE5/ivCnW+hhRTQYV10KyNWIYvJjwU9LWnHTSAum1yZaC2/p4a2c7Wh/L5qX2Ds938nUqq6eq41feSyt+hOxmK+1kQ6t1EvEv0diXq8GcLi2d6cYdMLt95WCdKlNktNFPKqLk4imjEknKMD+/9uBTGAocea+oi0gfJnfpEC0d5KCokruUKEekTPx6PBjlKkL0oaQKqxe0YDmHFLxbO0SQI4lxmw831wMSP+d2ApFxeCKfHX8rAcxCuOKtWfj00Io1yKHC8WHxDlAio+SARlFSkUITaIdUURWiZpjKqkVgU/C2cuso4POFKHlGvB27YonYHTbiwS2bXQGLMYL6V6ksfggVE9Cim6tDO5jk7fgJmQx5NwEU6nwZrbhwdR+i40gbVfpuTKFJJaYy8SmqC7QJa8UnHnhcOxKjjzsmHoROeKNS0S2PabdbMApG1qkM2Kj4AaPMp6JMyhxw+HjtUpiw3234asZgJP1HSYbwZ5gEEPHGFJN+PHwwV2ziiIIGg4586AmB1bxutT47qtjNg9Gmxx9fB4/9+OOPmUx5AK9ujJA7r4AV+dvpbnPSJtlld1bb/pucOSoBvUOZbCuXlWmClvkWeI27h3M5rnU403RXwIvrK7ZlXtfCd7QIYSCID/F6976zXrSH550rZTgG9eTy2MMzAUvtyusrcippmucTVFYPhjV0ORuazErdrq16mRBcUQwaeRcxr3Kh2gcM7zz+t4CKJp7o4WkeUFnFumV19pRcd1nRT1QPEDXb6QMtVPx0KR7GWhxBMwEYiu9O4r8hSfEAG79HBa15IlNU5QRBgOgxWvFL5QfSfThKWmpGMf0UdszBsptgsOuvv0k4IeZWHVXHeOmKqKwFM6+U98awPQwuL+iEbNZeR2IfaFClzZh3oapdVA3A5JzksWkkIb192iCZMbq0MtRnq1HlK23BAL98M5oZtULOYSAXur8mUJiIwYxn69PApnxHJYlZWJHi9TfeRKH8xPNkyyRJmw6CCAzeVCB0ugtQ2H43u+YQMTtI1z6fAO085PvKK68qAkJ5wRIzwp3Vq9eGWl8SLsRH7/Pnn0zP33zzbQFG+NB71lnn0sM33HBz4gEiXBdddAlZkwr5qo0bn4fvL7zw4m8QjQBZ7rtvFXV08MFHJNMKJpMRf4TPQQceloj13uKHso4wIoSDZe62OiwgShhSogTCdllfVutjRqes1xdXpRJYAIO6otTG5aEkAtqtyeeqNj7HtobJi5xc+FqfaZx7eFqpXbnk5RU9zKQATfL15LAtK/vKsl6SsnoaMcMVEpJ9VVgIKM0ioxNZZXqI+tFY+65J5bWvHKRoXVZ7kgf7yxc/YU89bsiFuqjowtJ3neFQ2T30YJo6Me2ztvh5eE0BfgVSY7RMXFIl60ahp0az8iupGSZTFZjORBeJ9d2p4uElcD1zzORw/5Dz5mO2FWXjpIuhlJUgBOa9FWBV+HyOZolSfDjLMYiCMGMMUisD7WeUJgyr0aLMubgg5aF7Ed9K+m7kc6bJBIKx8J6J4nVjsS0JxDyBCHioZxdBM7iMCmfIi+q+aJduwVwsmP6HCrjH7DWBmMTJzzRDVP/q5C7tePrc3IlJB+rHof0w0sGfIekO85gIKw16cwmWN2Gphak7r2tEZSQ5M5f3NUbISaKRLH4lJrOAT08Eh+QA3+naRgRb660+VZwsFtnPsd2bXrLHP9tOTyzzS7G7jCFsR3rrzmp88xa01he76jG0Yf8esP8hRHw7O6dT+01N2+6+26wdp+5MD6TTpdN2nHnBBYtPOeV0PBj2dkvkJk2ads0114NMALQepIFly5aPHTvRjJOdNItcc3Pv3XefteOUnWgYvXr1v+zSK+6//8Hnnt24ZvXapUuv3m67kXwLTAuOBb9TdffAAw8999zGhx9+FL7vuec+3gGzYGODHqEjWqLmpt5HHXX04sWX7bzzbuxhDUaVlXVnLDz7rjtXPvXUM08++dSKFXedeOKpOttNxJwWXLs2fB8zZsLyq69du+ZhmMi99z5w0YWXwBpKpvXNoLi+EGzUNXXKDBjkkO1GheQAHoPBw3ZgZKBHCEzvu+yyB7zee9sB9FMtz6enWmgfMEQ79+4+6+233+myfr/mmjHjD3aFudYH/w4aOBz2aNWq1Rueefbaa2849pj5fXq3s1mwMAn/dMc5K6mqrFt4+ll33HHnE088+eyzz61ceS9w956tfT1hSLjfu9c2zp4976abbn366Q2w1wAhsNfobZXk6UFfEl/J5SpjQZmtLebw3H1W376DEklSbU3j7KOOdpr64z65bCV3c4dnrO/0PffcB0v35Zdf8bWFq6KyTqcnJgVAFlJRprNzGqznKgDjF159+MkXr739oT2POEs2jJGZWizmnopXAxCQ2ikrxeJ+mUz54YfPvvXWO9avfxrQ7cILFsNPHsxwKcSy55kzd7/uuhvXrHmY8PTaa64H7DA8T8N2KiLHD33cU1VZv3DhWXfdBRix4ckNm1bc/8RJ5ywvbZsuegyXJeUsJwpFWvsy6OTJ02nkn3zyKazM2rWP7L47uprvhg7ns5qaetPDeHP3WaWl1SJdJgo9h4+fufDcy85dfPXwMdOUM5JiY900nlZXwZDOvuuue5565vknn3lhxT2rFyy6rKxhIDqjEiTYkvciW5Iu0ADyhSqQF3faadelS5c/uX7Dw4+tX3z58mFjpiJvS1eRcXXokO0vuODi1Q+tAey45JLLp06O/X4Tw+3oAmWPXOjPPPMcQvbDDj1KedHvRfPq29au1ha9VbWtb+6xmD+tsWP6fidde/vqR558AYa09MplBx10eFlZrZO0I3Iv1XXftoGXXXYFqC5AAB955DFQqPbZ50CHNHlipX43jlSnKLvPP/8c/v797z9UVtSJ8PjWxcShQ0aRAYfe8rQ+TnNsIymZp8A5+FtZWZ/A3QIGB3pCl4o4KC+r9QZA83rvvffhAUA0+A7EuUu5aFrSFzO4wAphpPz8iBFjaJuAEHm8zJfdI00EKP5ww4ZnPa5HnIVeBNY223IWkQMOCDAwZcoMJzWxJ0hEud69B9C6UdxUCWC6ir8o5KvhV2A9Cxaccfdd9zzzzLOPPfYEbPSuu+4pgtGOHzfJkhqyl4Imr0M51N8xoyeEAgzslMKjmNmdtuCMstJa6Y7WEWD8RXa4VfLW9B7Aybt2RlDo6Xt4mhEyW19Wn9QoOjNuXAcg1NixHZTvRBVwx3IsqP6VbQuK3+GHHQVLBERm48bnQTxYsmQp6pM6Mt/huVoOmboT/dujR9Npp50FLAkY0913rTz7nIvH7jwb7WPNk2RLR6qyv5DlMtbfNJpkM+Vz5x572613EEe79977L710CeAmJ7++lC9ybYnIG4qXGG+WFlplyqfK28jvFJM/g+JX1mKqmXkSbNYUr9MF+lQ5h+1VgF8HKX4mM2os0EtvT7mYyvM1aM8OZhJPkLDjjLWRqUrve2DqLqyWHqht7sO+uKsHw92LwlPmLPeZhzVJUfULmDIWcB+BFq1mFV5Rs506cWO1HEK5PfFyKbOHNSJ8nSt+hiIFOJW1q5oAQsCdu5EwjLOLVKohAH7RMFV54nSmG8bhabITMeie71A71u1I64cmvDNdIaoHogdKY4do6Eg1jEV3mDj4syhI+2sV5eJNdzfRX0D7k64OT6WhCIRgy9D5FlO4YYV6dM1NNUzASJBIqvqTRZvl2a0888w2zqMsfiMRAXz2w8ftCp2kRUj/AVd19Hw87NLIOATfPByc1AZqqhQ5B6/M31jrcwfsSYQD24cR8d1//0Pomb323JdMFvAdxKDvv/+7PeIFwZFvZJ9nv/xMAAAgAElEQVQ+A9etW98VfIDcgxZXU9Ng6QVdQODg1z//+QO4f/75F1FkBf/897//BcEUxNwQtaCdXj37AYsKu4PPRx99DCId3ztaH1qEOXOOGTF89IsvvGQzjD3//AvS7eKkkxb87W/fhS2DEH/wwUd4Mp+VKoAxg5Zom7Wfn376CTjf6O39HJ7S3QihkBz0XngGWLsMoUvkQDegJVVxeuzMWP0dPGgEdaFS8qAfr5tPD2HpnEXnJy6a/Xz99Td2dlbrA+0CZIJwav/5z38uWXx5QAhY9jy2ZXTnhBNOSVxbaOqWW26Ls8gKe5SYz5SUgz5DjljhaI+Zd7zjIqguGPDWXtE55Zw8TJTNBUQr7+QFm7rwN5qi2dnV3spn+LDREbNjKzB+OvHJjz79cqf9TpDZOqV9FZRtMFtR2Z1+7dOnfdq0mV988WX44rvv/mno0O09WiQMoA4ZMoo8e8PPsxueax8wNEQ3+PfkYhjxzV8PmX9xqvtw5KBCuSZKN7udWca33np7K8uCOTyjHOjwena92/fe+wDSD+lz6dIbRK6JiiyhfU9kTjvtzMQh/fVv3x99wpmov5FMaRQ/u3RDthvx9NMJpOOe+1eXde8tUhVLrlgW/gpY0B0zebiMzeXrBEJb+ZxkXBDhXa31zZnX2rPf5tcSFgdmB0TSycnG8Agw5frrb/rll1/CF19//c0xYya46x9k/jC/vvzyK/DKsqVX02Kec875DsPyWLKCottuuwOe/OSTT1bccRd8WbVqNWszG9Oc7XewFGD69F3oJqgTXL6kv9yxzbC/HFBaegWIZxjvNGzoaPp11qz9hFI1gYDAv2eddS6foB0zn4J94KILL9FDxcQzljU7MmXMUtX3m266lV4BRLaPWc4CNz3OAr8CoHYpdtbS0uYJD7Z9+Hv33ffAY4Am9GtlRQ9qBEg9zPGrr74ON3r9+qdBaeGtrVu3fusQiCq6KxkXxaO//u3oucepZ5jPs8v72N84S82wYcW3JtFm+Lu0Pmc7aJpr1jxM2oJKwVIvyvuLit4z/njYBx9+kjj3p5/e0Ea2dwseRg5BCQeo3MmnhXIIfNaue7564ExBGf+rBmLtOxt0JLNIqT5O6BF2HPTnMn5mYab228ibpPAIS83Ke0uy+DVPRjfU0iYsCUMx0gm5tek0toBjztSi4tfYqRM/Vg3GWqnCKn5KoujmxEOy1txsK5EPD5bdOOqNQ7iYBc9VDBIAI/nJrKe9MMncRnlx/0/r0ZaXsUXUzjcvSyp0thuV2FN0H4r2T0EutTmerjN5ygwFtnJTJs0xPhstNv24qaQS33yFaVIw5qoBpNIrd6FxIteg0pxkWQuu9c9tXFkOc5R4TKYq09X9JcW1QoMA/Lk6qdRmhAQMKA3JbLiDcR4XqQtIJIi14bzi1vA4A8tLKBfcPJ7sNE1WxUg6sBBlrk49UzAOFOpUqFtg3kwa2zb8Zz6TcHAJ/7LWvQMPqVEuWBRH6E/I1SEYp2E95hMGEJ4uBD9JkaT1BVKLVAY3Ij2HHz6bbu61l9b6LIMEDrHppZe3bNmy8067WTyfufNu3333PT0AX4C8XnfdjSBE2sxsb775VlPTtnydrdZ32WVX0DNvvPHmPSvvu+aa60EOpijwLpVSHBQ/ri4KNc4PP/yIHoAunnzyKdBP7lxxNyhL5Nby66+/7rffwYmLAEwOuAgRZWCxr732BrAQuwi5XCXpXfTA22+/s3LlvXfccSdI0sTL4e+xx54gHAfUPKl8MAw+JJjIvffeDy/STaDy9MXm8LTKNkf+ww49Cp4BfkDWOW9bPzbcZf7xJ3syPfw979wLu/AA/gthTrgnTtTcFMQaGvARR8x56aWX6aLd+fbbv2wyd+B65JHHbL+k9d1zz33PPvsctfP++39eseJu2KY//ek9y6gwSodDVIjG5uYZZyzi7A3W9uqrrwXmbeV72CObaY2mBrv/4oub6NfPP/8cNgteARUUhkp7rdb2Rt57SeIrd3qv3CRcrLRaH8eR39f7TdQ1yHx2GSn9A8gQ9K9d4X59B9v1CcB4/fLl19551z3PbITGf9VgPPdsm9kfaEVFRR09D9omJb7/8ccfn3tu4/XX3bhhw7Pw3eIgmos9CBG5vWftbzEL1vyBBx6CvXv00cdBwqObgBqUO9HCZy7rYcS7K1ferzDivRgjzlwq6kZKsrCpZNCGQ8crSesPFw0ApNiXGNRN7pxOfVFHAKVkqfjnP/+5+dU3333vgwsvW47em4VG4G3lpdVr1z5qhwQTv/HGm1fec987775vN2XRhVek0mW66qCSeyoqtNb30UcfE5qseuBBWHBAVVtC4IabVlx86VIaHoAl7PWDqx4C3Z5+Xbv2EU/rsyhMK/bUU8/QXlusf/XV1/g01WmatjMD/MMD551/0ZdffqVQ/j+vvv3nG+9a+8j6l774WueThEXAV9ThNCcUfdsGWi0aYGzTps033njLY489YU8B/v73H0D78lKLJQoWpPUtWbL0ggsWw5dvvvm2VJmRi4k4PXv2I2kVyCAl5uG2PuDxHUHlBvhLx1XwIYOYz32SmG82UwHEf87sY1TaTHf8Ue7KK68irLHBCER+X3319bjB4rOmi5yN8eQxTh2e4yetes0ZlR41cuytt94BbDGfq7Q3X9kKZ1GWNNIlsO5c5MzRAk9FRQ/CizPPPIcesFofrABpTVs+2/LQQ2uIYNqNBjpsFT9oDbR3S2roAaAwnLxfcsnldvqgkABIu3h0C1D7d955N8ajRef7gc0M7H2pRv1darYmC1ujfoq3JoQo1WaYzYWajbU+R0BkWp9OV5jBWNl8/Yw9Dv3HP/5JTW3Z8jku11XX3HffAzagFPDC5Kr1tb7FF19GzwC+AxOEpXh58ytWMdv8xnvo16DcI2XlQPUuLsuFCmvo88orrwJrgBdhJS1JAfzCeo8M5tv6JCPvly7ycoFHT5+SAKO0nZeUwwONkB3o8FbabDJvcenO1QDJ5a+kWnYfKRpVGJhK7qIDibV0nkfTIvaYEQwrfZneU4GKaUQRR5+icTQedkt3Cq7/pKf1FU04HCohkvWo+JSarMTE0anuo2STyammYxZKRFyrI051Y2UMQ74SFAyvL0/sj5+xGXeDpZNuZjWuMHMRKyZQ+F2NpFseAyKaO3SG0vqxIq9i/OC+DeB0/P9ZU6TlqjBRXRQkVYHg0Uyl7SfLuvEi12Q0wwzzc7bDCPLqBTJqSJAT1EVvGfV+4bGFTJXJ8m0xmWfDZFRHQfHDfG8lKue52SxRcNfcUXTtvtgq7Vk+UCmKT0ZdfpqNJPCNnTo88C2m5RtIinOpJT0j7WjD9XIdsulF7uEZg763+lFu5513I7ozk5weja0PyBBRsXPPvYDoHZ9pn97tpD/89NNPJ5xwMj8aBPkb2AyxkOc3vsDhnqgt8bOPPvp45IixEVvDstLayy+/kgZz3nkXemAB2pT9qZCv4ls2efL0r5QUBXIbsFJTRwExnBYBxJouZQ/ZbvCIcDuWX30ttfz88y+wrOt4jRo1DuSDLiXm7jh15zjWTnVBChJ8QLHJ56s4DQIKToIdfax/ZgwAbMtARCBOc+ihR3p7NGTIKNvI44+vc4EBv5MAd/PNt4okrc/fbi+bSxREY5tJ0daDeDFmzAQOtCAAWW1t5MixxRDbEixrioTtHjFiDKd3sGL2EH3hwrM5Gs6dcywJJfvvd7BHuEHcAWZJb+l8gJHzitb8WUfNTfEr++57EO8oUeubO9dtKopZqde7h+M2m4srHjlnqByM87kqZSgrVaV4clN3PezLb1AT+/rbv1UMmCaydeo0K1NZXkuvEE5dcMHFOZtRMEJHI4s1JItzWtQ+YChJlj///PMJ809Op0rtT/AiCPEEeJ9++pk1sMNPVzOM6NN3gAl6yaejzKgxE//80RaNEfuehC5DJRXi/6l6D+qILiRNwhj9SOv2GF7O2PoISVevXotnHyWY3EX5bvUWlf1FvskmHH7u2Y0DBw5VudqzKQzvLu0/ZIcXN+kkkIfOPlGVc8iRp1OFEaO7VMKqfL5SvYijHTBgyJ/e+zOtKszlpU2vVFQ3qhdxVBXltXffdQ+9uNtuewUsykSVMHzcZRedzUXbFhwJibhMCWl9hFxr1zzc3NImaoamMF/8BNk8eZ/ZC+knkO/TJeWSOafBxtG7MFRYitLSWo7UoCUSNQZNvr6+1U0hmw/Rc7PR+up6NJNBGw2SkeFEsYijvy9btpw2CNSeUOsTfuUGfZOUENCyHC7piUEBqNj1DDW3zz77DBq8/fYV9jifsB4+aK+OW3DdxpgYDXSbji2uu/YGYRiu5fiSy0aBFOKJdB5nAULnEUNaKNjKlHR9f8z32bPndbm5Lq3WBzAJusGBBxzKxU0Y/CGHHEmFJZ555lkOAGaQ2Tiuz/3Vfonx6DnAo2EcNvr3H0xZlxCPDjnSi7uWTl9cwsGxsa0xNHyu2Zr2oXzW9vtvZ3NhgqM0Jk3S+oSuKpZNpfJbtuBZ20//+Od+hx6PpfxSlaqaKJLlY80xGWh0XJokOYRI348//sgPi+Gqr2ulvhAvzrlKqCJ+GFlUg4EABx54KP20ZcuWmbvsbiM2pbJw2pMOUKTtFgTIW6PmpWH4ABd57Uhcfqqe71aiYvyUVQeJxkQMb46okHfGiohmd7Jp7clZwMLcJbWiYQzGKzaoPJbo2VimYrMp6thVHV2UZADGnvG0U3+0jm4jffjxX6QJypheOV48nCZ4xsOiXXvwH6mgesuegAtg0KNK2do8KQVLWjMECxFRSXSR5xY/f7KRawz0evfnxTQ3Izf662wIjhNN5s2OkTKO7yr0rgyr+VX2R0/I5oklABj147Hagdb6LCXMSmdV7ZkOWbDzqnYUpWsuFTXtaFtrnqBSaE7EqoDYgq76qN7KuwbD5KHyuYfbZC4/T566SlSMH445TfpURX/RClrfRGSXDaqmfESHGmrkPFG5C5kc5Fg2l1DFEs4LCRCWBHAMOnmphiDokytpLjJ4wMQTam9t1cJ8DOp+Ma3PmxRJ3sB7enRvpifJ1kef+cefLHVACEu9EOVI9gUeY0uBOzHrInf00cdRC2Qlo+kQte1Sx119uN8FG95tt95BD6CFxAy4vq6Fjk6vu86x8NgXgUtRy8AX+WRt3oL33nu/AeUhX+awvOehh9YEdBavsrLa999H6RC0HavaCYzlm0gs9tJLl4TkD14fNmy0PT3VWl8g/dheyHMVVAJvNcg585133u1SgfKlhRpOFFpa2qiL3XebZXsPq7Tz4fHKDR45o8FYVRa627ZXfx/4o9zUKTvRA8DjHaCyfbESSXQ8D5JKr179/GRQmI87T/ZD+CuYyAUte/IiR59cthK0lC6VLaDIK76YBaqFfYXPJdb62NbETTEiEhnLQC5boZt6/kXvPCnW+oqkWORgHGnSaXwhkECXHjrvdA3G8xdjrbxcD+BPlZWx6gLyN8d6O8JnntlA+NjWNjBmTiL3xBNPdinz0U4zduXEwW7rUUceTS2DTkj3OUZQqDfvDta2rKrx/Q9R8/9ky1f5vtNEzUhRUim7OfvOiD6+aLS+G+0A7OJYrQ8+99+/Cm/SsSJIb6WtGLdQ3ta58wH0wJNPrgfNTc9amphSTOvX+MR6NE1/9/3fm9tGYhki1PoyVuv7/PPPEXkjxUhMYhibdRM+o8buKLM1ShKiEkDZstKaDz74EH5a9cBDHAhjedpKAGqmM1m9PuHuu90REv66lDWgpKQUy2ely0TtIPRgwaCdzvMu10L5kUfNNUWisSkbNHgy5UXkVdrUA0OGjCIp9p6VsbiphUWPZUTaTnXFkmVw8zolp6KeSScCXOxQF/AF0gyBFgmjzFC9PguB3MPTqgR0PATKM+NrYZkQV5tK/EldkzunUxd/2GUPOx3YX9KCtEkt8jHOmY7I9es7iBoB9sT7NeKmm5Pdfd0jRJyzaMNOZHKmq7fGju2gB2bN2s97V2qcxTIYPLywojzG9ANA5WO6qB3GEUfMoQeOML45fHN9rS9yQto6O6cZPHpKnxw50gVKckQxvvvu+2YTdhtgNNP6FPniW2NXNd6aCxxrpx1tQjYXdd/J5sL2aN269V1a68sZD8bcH/+4NzWy/xEnyEpV0aGspy7jqUTGm2++jR5AV1szi32NHAIflRTAg5l8j7omMuF++NEnom6sxNpooPh15OtH0P3Pv/hCcbRYxrN7dMcddxLJHTliLB0XcuR1yIiB2CHbjbTI67FjyUxAkup/lvdJNU5W45kc1Y2ThSZbxcGJaIqMHU/jnTLj9BghW6bIxo5UY4eoHqwT1QAxwbygNmYvgWKI8LsrRyWjrZpFxOfrLbXQvJVNOaEuAl+NkEoUGwYDNq6nZU2B1mwqUylqh0sK4ASVqWYYxrZJ3x/Sa9mnkEmd+i/GkrkfsZWkESVkRk1ec1Y5BrOzlvcTjcoOjC6aSi/Sc/dL5/Ft0i3wkympzGuo+E3G5LGY3GW0Kg6hl06wd5P3vdjSeU8Gc2SkRuUc0kJFia5FWd5HNHVEoPWh4jcRh4SbVaJayxiwZxsdZzzRp7Qqm0vocRcAd6gnJM4tNqyH/MZr02UkzuWdcQaMMKlNP4mzlc+cbC7u2KzPMXBrIs1ryV1eXVbrM/HreUePjXJNjdsSd8HQbTYRPk0AI7KSvbxps103S22vQ6k3CbWiHGiDZAxcfPFlFraam/ucdda5QPH7cImKSwwyT+6ml1xyORd6bHXg6dNmJkIbnX3CdAayI0lvl486ci41sscesyKTmQqm0KVOCrvXNpo2HU8DyZLFOVpfIIvA31NPXUi8lhmK8eFNmzbD/eOPP+mjjz6GL3gqyWAA7tMYMiXl9ibT+ibwXaMHTA7PBK2POr3GaH2LF18WHz65oEsM+G9/+y6EZ29PgStfe+0N5517oXkm653VLVx4dpc6dOAEcY3KFvjSSy8Xo32nLTjj+utvOvTQI+1bq+0rVgV1cXCBeiU+FFAXt/VZYFvDmgroLF7UlD4OtzJQxLU+BwzsSJqbe5991jmAa316D4jIkqP0EKXkpEU3TO7/3fd47nvJ8pUCNIHG8TJbX1FZTzsCo419gF31Y4cdJtMzpMHS/aYmjafayObRIrNroOUed+yJ9XX6mNliRHv7UOO+XjDHn5SNJn/UUcdojDjsdNE6VdSOxLgX1KbKJAtIs5WprNYXcgur9f3www8gKZpelKe+rJClzbKizy0rME3Ov/71c1ub8dTScRoq6zQeUhbGdcykdk47ezFIQniUK7KVxsNz+fLrYmpJX9SMyCD/7p/el9keqGNjOs0ycqmCXm655fYudSQRCkDmTmz087W+KLgwrk9rfTvtvKsSszB5GijMssfQVAP6GpX12+lvCgDWrHmEFwuhJExbtmxB3SyKK9Iy8pun04p///vfOhWKZRAeTTNa3xKl9fXs2Y+A5Mgj5+rWOJkSufPOu5B2pwqTEsVaH8dNP65PXXTAsXTp1XwwRflp5ByEu4uMF9FbVAbi+sUIA8AUupS1TTBZ2WGU7PuOU/WJ1Z5/jGX9ZOk2pI3sPkD1ZsZZnAEzvkb168h/3pGx2LIfcsiRlpdZrQ/wRbrDiJFd5ukUcuPG5wOkdmx9nPKQMETwTEeuCZVR1ZNWWT3ttDOlT8Qcw4V9JWlrkBs6W8M3VIFBcg7PKEnrE6HWpy/gcZdechnKIblGTO6isnoKVc5BqvOdcWY6lGWH5mJPnzc+97y/AoJ8tdLnnKMrzo8ePzXV2CmbO7PNHYeccBHdPOCAQ0y+xIL3Ouws8H3g1IV8NSGmRt7PtlhXC8HBXn2xyFtWWmt33NlE4BHd0LUBE5NUtmFMWktHBHI5qHClrVIRXuf5bpQLh6qx6zyNqUyVbBiDcnyzOmYCxU8WRIp8CgrOUqhtSqhoFegP/gOcNMVKl0uFIvctC6WuyuetAMtf6MvqHlXRfMeXnLPGOJZFq6lUNVRlJWj1Oo12s6pv4QwgrlNfjBokqANMtJNJ4dlbW72ITWerD1uLLuh7eoSiICv6pVsni6YJsrVD1E/AlOCC5Qrhw+NXtzjHkmpZ2YeBMdVsp7J6Tko17YDrk2+QqZyui1tseA5hz4dTE8G2ettkbF32DI7OnSl3kZSl/UXrRKwe3DgBPZYLdcrKl7eWc5672IMugVqfDxP+OHygFKZ40dZPAly0cXr1aV/83Vf/+LFBzN2dnXMyUwUenjKI6/Mgqa6uZfHiy4gxgzTZv99g2zJ5eHbpkHo7u5ign3DCKfTAXnvt582d90KOZ8CHaqob6EVLbXe2mVeSgIBcg9544013F7Lu2Ya/+GQQu+mmW/lPtAhff/2NtFNwMYeO7uAxf7XtqqpAL4o40iWnFIZQlMWjjz4eEmj7r7VAMg9P1z/BIGRfcwjNc9LU92j+X/VpaWkjN1QvSpMsrmiltEAb5TqSJDDr6MW1PhH5ruSC2foGDx5RjNLZ8+bBg4YzHLHw6eZMc7Hdw7iDDjqcmlKeaXoNl1y+lG6efvpZjotaoryoviwxXo6nn36mCBJkSasKugBgtT7J7i9ZwnpnaYI9zPVnJFytL+jLTMHmzrJUSTlOdNOm8nfewfCwm+5+BLNpNXWKujEVtdvSeECYoHXGdrr5VIgOWe699wHb4ymnaMthZ+c0Ds98JT3hAy4HI6IYRBVJVasRZbMGI669bTWGxatyDul0pcay2NVTD9J6eMpgMXO5ChrkqlWrGanJ6AdAeitr/ctfMfPEuqc2inwTyD0mck9Z7UScvuXDjzAC9sVNr2JtBpACU+XW1oekLCFfXJZSzK99+DGR7S7VhYpfqpRssHRIDwpPvM6x9BDDPJHiWOvr3V6EKeocnkA64rrwMpOGwadLRfdhUgXt3HbfY/oZzYmzA9uHUMukQUXuFOyG7rrrnvQYuTFLnf/QxT417M1G66NGKPcs6BJ82LQXpaU1lPZj2dKrqYUED083mwsBSVmZdkumAIFY6LH53C0RKIJNjHahUwDp56qog30XO7IJYIYNG80zUoT8Ha6999ZG48mTp3szTezXu8PlBMtZnHddWkflcCmni0cMzz3nAgKtfL7Kdmc9PBdffGlILYUpn0gECppFh8DIeYbX6/NwDdaQUHvduvVM6gi8EkSOAo9ffPElwafsrlX8hW+NcBbf2RqXfkqezWXUOA4hQZV23SAMu0trfVlGRS2cl2J16co+quZnmwQKkC4HmlBf30K9HHzw4Rb9rRwyXzk4eLITPdazp853MP/4k7CSav0Y0dSx+gkkF//857/Im4Aq8RgrWUBe1GXLGCLyejDJ1mTXPzDkDUURujAST60SkIWKPmivwyIEk3WkE1W10UaPvE3SGLuTYOxWXmaq0XQDb8G7zcrVM1WeSnGVzyR4jD1cHAhxCjZ44BEiXRLH8aVc15odfwnaCamEg1buYNj3rP4bmQnKrGEiWNFedh+q8rWqEhfdR0pZji/a8o9BnQzpmtATh21/tQKYuZMUpRXMgvuRhvzazJrg35RzwO8FUTkA9PkUZv3pFPXjZb4+pasHZSWTOqRwVpWgFzUoSqcZZdEPJVUmqgeiikVnBPU7iGxDHLFSbBeCSXH8Eu72xcxU3WdV0zNo4sP7+lRXgT2Wb0H3H2SUE0TTZCxZUaiHtU1pP9WcoQnJ1QK3CW/5QqqXc1n484yTBVmId9mYjxgeQ3K3NpG28u+Rm9BMOo3n+et08aJMW/n88ssvM9UxmG3Ban1TVYkFC7X2O/kwdKkwfeksiJ0mLvqhh2qdZ8cddyYAtf70uVylXQq++NQLhZEAA5OsMG78jHIsHjhw2KxZ+y9adP7dd93zwvMv2jwlK+64K1yEp5/eYBGPY5fNZAMzSiC1jNhRWuoNzzxLDzQ29qIXVeC7CzZswL169qPHHK0vFErURWkGQLuzzxx77AldxuQ1fRqaMr755lvbRVlpDSntRx15NB+Ao/VFNoBYt+lofe58ae9I6/vxxx8TINYQmlEjx1IXWDMgxOfYyTk+9dBiTWXdlMnTj5k3H1jgE088+RLLgdG79wC7FCDN0Hl2lxJGQfsaP76zqrLOJ3nsHCR8ZYfxnZiSnsNYPE6te5PWd9qCM4nwyaSmFqreK5WhI6RofBl5XB/ncA4uu/s+aOCwvS0Yv8DA+J7V6FjfMgmobUU/7Zd19qJz0echFVcd5O07Jkp13XXXSiWj/JNbjSyScqZrX3EwIn6FH9opKpwq1RjxwmvoboSZ7iaLupEiXSZ1rSTy+y8lbuRrfQxarK3v/PMvYuRUcSBlDRtgQkPPuWgpRvqhOldKIg7l05O6bGB27cOY7uVf//pZlraK0mbYyYrqRnp3zpxjBTEDbUvU01m3bj38uurB1SJVkcrUYL47+FtSiV1IzOvbpVyd4+hwr6aogXbJtD7Xd90RF8jWp5z6qJFCnJ4eWGzNENnYecr5OqgyW6iTUVpZVrUXLnwxkO8Ckvq3ubk3PYbujlbOcNO70/fNzNYnFTpTtBtQVI/v0AoAxe7Zsx/d/624vgn2wJ6c1hxbnxp8goQXY5MXgq//tWs7ZfIMj3Hnc1UUuXqFmY5HsiTjlTtO3ZnaQb++QAzlzcacgtMc9rDlLAk0wYBxWVkNJVu6+KJLvXY++uhjuH/LLbfz7qytb5eZewQpK/QzAH6z9tqPHrMpte2smdbn5xRoHzAk5lkOIXVlZZGjdC/AXLyTZYfcmYd3CbfGUH5QaGlr8HzBZxCu1sem6dbrs+IEz+GZdcZPxK0bEKWyTGXr6M49Dplz6iVXXv/Q2ic2bdpsM9zMPmqeHbbV+iZMmOLvHfuX6o5csWQpHsrk6kTjxE+2YFbVp59/TVQP0jkhddJ5HY3myWBwxcgLbNpltXxVPeRNHE+8SkS+ynqjRx9aY1S6xUKrMm/SWxlLtOMhYS8QG2oAACAASURBVM7PElRTQc+pGy1bJqdBmm+ekKoZKrsJqUOkiJxaf4oY4KVgMrpRn/xBBpqP94X/5CHdVjbCyre+kGkeMIfXWeN8ERulZVLvWj2gtZJqQXqAJjxFtkxKtXTK2qFYtFbG2V/E//PTcyQO3txMyAkihamY7Wlu3pckrc+ugMVT+6Tzr55XQVYNkK1TUaVv6pAN40W+AfiIciop4VkGePtRPBLtvZJS1YxkuipVO0Q0T4qaOrCWSUOHShVDz5SoHuPALhlMTa15UqlSB1qy5EDHGzHAxl+hAsLKVFveR7RMRZN10wTZNF5kGugUWIf7mrpNISxtE0re0gc1S8KS0c/f9QSlTm1MxBiPt+hWZ3MHlwQH2YgpYGxsyelAxe/Q+oBDPP74ujGjJ3BaLJjWZ1K66xM1azQnz43f/1HHV6T14VHrV199Ha+Pj8n45XSV9rpL+eJzIRW4yHHHnfjiCy+BIFusrxUrnEoVtAg6tNriiVn5USPH/Z8mYs2PwKjoDvASby88qCDRZ9o0Xa+Py98O2Ahd4/uDDz60+/vII3jqD0yaNp2Y0GRTVnH//Q6mTayuqufUtiOI6+PL62t9dL7CQI60vk8//YwjJ/uO+2iVXp1+hrle+Je6CSO59dY7oM2wDoT9UBlAO4va2kYYJBmU6APvwuCPP/4kcmALpbStvIJl0Ly5qOEZrc/J5gL3a2t+R1Mu5RUiQevzsJieBDkVwfjFrYExptupHhg1dQJpq2jXGfDnzTueshQoXuWIPtK4b4EyZsf26KOPd6l41BgG7EiMW6CHhhawf+fnjTffVoWA8dQNC7zWjsBELN2sAKHlBq712S2m71br0wHAMSejoMf8+PHaeXX28WeIir6ivE2l8FLlIlQ1PxX/hoLX5ZfrzMD1245Ara+0ubKuje7MmT0vUSZbt259F2l98Gu6QpSA4lclSyoxN6ksMK0vgTIziHJtfWHEsjlmJq1v5cp7zR6ZoAW096Yxxq/7kENP0BkCm4fMlNlq+PXUBWf+nzbF5tf1KIw9l9xs4vrsM5Rx0TPvALGi2LwVK+6yK+BpfbQIE4McnnBRZb87br/TW3YPfTx26XNb9Z3qRnz55Vf+pNR17z2YIemzzz7zNyjSf207A9uH0zhJBOdCmEgcZLzv3PcMt9tyluR3zYuUxvmLL77UJ5hqwNa5kYi5fctqfcOGjk7gj+YaM2YCPXbE4bM9iSrW+oS/kuPHd2o8QlxwZudeeZsdipKLyCKrQfedrbENGlGBkld99ulnYXe/K5uLbY15eHoyJfxt7dlv8cWXAJGxgfThB8991IJETOvrZ12cki462FKaOaaLENke3/+AOvxdDz6JhjIsgVBmBWWVGUVtsWQagond+L8hbxGJLr7IVAUkq7xNNnSKZlWBoGEcukJ0Q0ExUllJfL2CDFZ0RpapEfWYyySNOfEnpbpvh0nF4nM0CurJBIqWh8JZKbI+OjPyKNl3nlZEsJ88TE+8ZNLlo1vAc70npd9F1obwgaKbKgHFb3tlO0VvXlk7jOpbyNBDUoN3ouDt63ustgRbRvYv03ACLSXUkQKB31lGtbbKjFlQ5RwmIF9uptwn9eoElio6BHqX0vrMMloNJZOSGTxHSEFrg9BySFk9gdErNVKtXoaNLettuh1zCD9cXjXTD3bWEQZyzMKfjgBQy/up8XSmm6eoIdWztSokLKa6tkkEFB+S3L45gEYiGzHwDcE0nJ7BkxA98v5icSixcOYAtBbXosifmP2X2JJXj1tfu83a9Q97ouNliHLMw5MOrSNt/I29AW25gt/5AWmV5kJanw188i8zBrJxwQeTjJm92GnGHyhhGn2Avr/zzrubXnoZBnPllVcdfPARlBfkzhV3c1k2IbiRgdSkSdP+TxMhXUgyKefAAw8Tvkzg7O/f/46mm+lW63NPofioJpjQrCFDsFx7qTHlDR40gsAA5Cf494orrqJeSPyiyAR+YBFmc+Eg6sf1BcSFtD6lurhu9AwdrOPcEUfMIajmLTCEz4KiTjWp7AergGzaDPIl3F909nnnnKNrCYLWFydiMtMBALj66mtBVubsHJb0ogsvKVBmnYDyFn3lokt4Mh61aPmEHJ6MLEBTy4s1latiNEuTPNLbQ62PN74VMF6KYHy4BeOULIuq2tHW118bKOYcc5KggwOWKtNE7euN+/OfP5BG5KXEDLEeGOifwZXv/D9jxKdCVoi6EYq7TFKK33CRLk+he0Zen8B5Wp8rOlitb87sYxgoaqMc8GMLz4fNPhHdt8r7ior+mLxOGkdQmSH18pRTtUdrv0GjUesrNFXWa9PlnDnz6HA34kVZjSj5wAMPqnZyWASspFKUoOIHXP+kk0/rUmmKGc4GqQ7MxbW+BAGFaX2wuWYRslGURuTFsPVsCmddts8RJ1M7PUfPwsTZme7nnHPu/2lTUKtkEBh5gQYi0Pqi3M476UzO2vVRTRaUii6Vl2Lw4BF2Fk5cn+nCoTlm1pQ6/+WXX/Flx5iLOXyHFS5ySnFmMuVkAPfMhnYLZs3aj3oHeu6Durv+pYUaepKaSkhDx8QvTyT1xIPEwkjeBY/ZovCzZu1vh3Tjjbd0qbTGjt2Y0dU+vQdoCUwEUloUOw0ed9yJXncsro8dL0bOHmFAMlsTu1bWonKq8Qz3lCJG4bXEkk3YGlMgQT3gbA1J/KZTT+uzjfN6fXzNCVVDrQ+oN+UmoM8///nPV19/66XNbzz08JMXXX7tPgfPo/vc65XkkC7fLO8KhFLXWbntthUqWyC6MPzwA/KLW+55FLNlNGNcnE0NpcxouuQy369Fv1Us10feu+8tpv/ExEeFFMq0qp+GBdw7U80dqKs0TkDCKHRCLE+qjCjzvlRpKrsVZElVqm60bN2R0pmI2iHqEC3P0rpk+Y7HixOaZVzy4ow/gddkPeNHpL1JnWkmKGxJIpwLlsUVQh/gSdlTe0fZp4H8pspT3UfKpk60koEiXTvUREtm/fk6VCJvwJ7sItlYJ3Q8Y41JIFGt0LpcIEaGYOClWvAXpIDyAKbnyaYqQS/aEc19zRNl4w6oquEJY5Z5UTpOpEySwVp5KPbLDNXNQ1t3zSDRMpnynYoGU84hpUUR1/+FBTElj9NdnCi3Fa3PbDHZ1WnNC8pHJi1L+6I/VNOkNCBj43isKR+l4vRFSe7W20gPJlx45ZTLgyR/6YOA1wSJKknKZ73ERTx+ox1vj81fybLn2be2UqU9VAb48Gw2FyWIB4MxZ6sY7sISNngbLMOhmjM2zAJiHvYlEnVRDTr42Az1NgE9SGA33HAzyChxIVTzOoXO37nibj4YpvUFAb4o1uujX1A/YvoYgCmRPJopLVT/foPpRVW1IgQP/SVlEoWj1hcsi79EUY70AfLA2Xvv/bt4JolIc9B33/0T3aGHz1h4ttdOeO4ekxhu63PWPM535Gp9WREcbQALrCjXSTKM1udMh3MCm0INdmf+/JPjguDmAmHIMuAERDOLWVNdv/feB9x00622uDAoEj2xbL2RV4LF3PorNE5P6/NTXSlCDI0nNtXa2pfPVHKtL2GXcYQgrjlgvLMBY7yyWJ8tyrz66mt6gyhHZdXAiv46T8mcUy+DlVCHyhlTYSkGdU/rgzuAC13aU8sZTAJrjDFiGPUFsheHZAZFMMhCKsqZSuJKr0tXyfoxUvEYPCutHS5TZYIEIBUC4dv62ArHWh8ZKLi0ocTEvn0HaiQ99yJR2gqKnwRBp7K/KDQbL1AaTIY8wzXdyNTKQlOFtfXNOU4LNMyZRBgb16pVD1rjpEyVY7K7dDl8OfnUhbRZ5DqSaBqyS7oL8/B0RJaYxei4vpgmY51DUjwySnbEs/Z9lA0fPj23n4UuvvVjjztex1FPJIe0yLoM8BNim6gmhjezcf7JtBfXRztLHuZxSkmZpzs8GYkwh00PWa1PXY5/gVEeyPgMekhdj2YHisx3TpCp/XS69L77Vh1//Em1NRgKLl1+9P77f+aFEG1VTKpeA59rVM4exrUDJ5pIG3BAoI/phqUhnD8yFgmTgrkA+c3lKpPZK+siiiUY3eDGjRgM9thjT1CDoMQSGTn//ItcUTLW+saOmRjSUntNmTKDHtMxYEwG2ErlBpu/1Hp4ChdKbTadqwweUX3CkLPbIdkDYrs1m8xfujabrcF0So6ImecenvzwOvTwpB7XrVvfFWRzOeigw6iRzz//4qILLxk7dhLabWAihUYsYlbep6xR+7XOmX20LlTAbH2k9TmioJHohDmjue22261N4+OPP4Y7Tz67WbROQadKLOcwWOjkt5Q+niXXVRfFdnYleZPaGuJWtOC/OqIp04ikUVpKonSK0h1XtMFgMLEh0N6mianSFlVXMO8tuK3HLbRwXxDZGtEwRjRPTbVMwfDs6u2Q9KkyaGnXjpcoiyo9x5ecXUQIvJ/CSUVFZi1iOhYCIW9BCicPoi/WRiz2ypVjpQ4Do4oOmO1GlFRhchdQbyiovnpoKqViFmSpj1CuGcZCjieEy6RNdECOfZdMlmahQIGlMaQM8c2szrQJXAx0v6r+Ass5dGBsHtY3rzdZT7KacStAisFPD5KRZQzWUN6hgFOg+DUjf0e7XyNGDEpQvVK5MIjOBbytAHNOeBlc+Sq5b2mwl1REKgcKJ2inUXlbhObZKbhZ9ePRDTtKx4U3lPzG29zG5gDA/70vcWVM547zU5FLp7jR5weGPdsoQwNn0jwQr5SMIwl1+1YWlwlCrQc6/Ce6/wo3c3G4CYMMWWuScVl0VfLxENux0hVlFOSt+Unz2RZKkzH5119/ra1tdKOfmWoR5VauvLdL5ZixwEH5Br7//u9UTtpDb/pCBU9js57qUfPmFTyRadZmJc3nqmgilAOGH/2awQTpj9SVN6Lq1Vdf6+O/fSvKDdlOV9ubMX0XnyQZQZD/S3IS+VndftsKK5nRW5mScooS6dt30FTD+G19C/uYl0/PI/1W61MPJ1RcsVqfByScysS2vsPnSOH/anvcbvBIUnrxuJQOJtgu0KaD2qwZcO8Q2HyQpi0799wLSLi5//4HhYsCHsclyM/n41ceUK/YJ31bnzcAS4zMxZu63zRlH7Zanz8M050HxvxKaRab1WC84i6pE6+VVrRoKJqzYAmmEc92Z5JinGrF1/qi3OWXaU8tCsrSEBjzEn+ELkbcksCwiQJIG91OqKTcn0rKRPcRKkPAJNE0Bb5jIhadesuP62McOu/Y+jQsObV3QLIhKLrlltuQmZX2RLd+TNHeF7OWpwoUzQIUlfK4fvfd95qwlFRX1OvA2jnzTsBs1KZxYc5lSetDW5+drFQZzKCjdPnJp5zRRVqfzEgRsHl3cby4PukaPahxbeuLM+hm47Nk4x5mDRGt2+9NRZlnHbmQ7hx8yBG0nn5yXW8fGcixf2MPQx7XZ3eWcm/AUo8YMQb+/eMeOic+kBo7EfhLRwm2MiRdHQm2vvxuu+5FN+cdfXwSH+F0VYMxWRfhc+IJp9iH71l5X9fv+3zFXUBDlUn9a3M1DRgwxPk1FDvMytyqigl1xQljcKhW6/Ma8alQlDvcmExbWvoIVVyxSynDiJWuQG/p6r6qEmmCqK0wF9aTHps4cYqn7Tseng7axrUKgcuYmWaZfTXn5UNGPAp+4g0KQ9B+/9ZEjF5NmKB9W2Jbn1oN39ZnlmjduvVdVutTd0C7++wzrB36+utv1NU1qznq7LtotspjVs8hY42jxNHzdd1RT+tzZXFO/I3Wd4fyGUNRkuoZfvDhR6J+HEYyqywXqap2ka4UFDQV5KG11s5DDj4iZAqcu3lUJYn2GgDTJ0QZonvYaXlvZaHqxMzPDTvIgiolIp3uzOsU+6QlY5mtFXXbS9L6mjsxbWOqgigk5xFWevGVnyRK6HfqaDj58OyMiUZ+BfYYQeIMBVzesDphotkqaTDxfeNOQod9QitCVMcPi8K1TEKVqWao8uM1YWORP2vdO6djEZHoXBToognnhhG/74Tfb2U9PYufdGBJZb/sltENVvaVAKgtqsAjZv2pN+WOckbdDXeBrqxRVRDGUvATrEPt4DQWioTWpkosB99gD15DqJCB+OTPnS8de8VjcKpNEgko7501R6uJlPdONSpjdVNnumGCLDQLk6fHWXy1UNvQzH3Vjh7yVDtRVMdzX7SaXi6iHAP8ddOyjDVDp1P2b5a3nKxh8lfYRCKjW8K1+RWj9XltCjYwkdBRbOtra08c1YHmgG3u3ONkMfXYHhQZQiyZZ8X++x+sFWP9Ylaw5aJshM89t9EKB19+iaLwsquWc9Vasrm3GYOAPnw1szO8eaUMZ6oeoKzKH374kUzlna0R7hLx1VbfKQ3Jy5tf4Rvkbdb8+VqlmTFjFyljAPAgzW4KVR/C0/G6ZjLlTQC+zlp+8KE1cPP0hWctW3Z1F9n9UDHI28bhmYkdTAKT/hbHtj6PJZhnll9jtD4X/s2C43ZUmApyRxw5x4cotgik0f3yyy8YeZhEiIEqUcaRLk/rCw4yHMVS5O66E9/69tu/0AORdXVO0BizCa+Yy6/cYImOzZRoWQ7v/S7dlMddLr30crV0HwsbyuuyIsr7ymruOdQQrrY2A8Zoss5G6CcZlx+Ys+AK0AFky0SJBdyVY303pINSxZr7Hp4it7exo4IMLd31jG3sLrGGYccY4eRhT9y+nFZNRT4FElVJZapuexSG0OI3OV07QmBqOMyRXdTW53p4BkxdX2+8geLX559/kU6XiZJyUdYzBVJORV9R0U/mm6TEAIzKyrrvVO0WVcBay16VNTqD35x5J2OmllSZCeLXx0yk9SkF3npqkWCaByZ3yqmo9f34448ayBMFcTPmXUz1Py9ClctzsYcnk1r4vkhW1LTXdtNUmrKO5lF7/fe/GGJ6F6KtOqTvRsbeTDLKsD01A3bOdzazen0agxQyUhQfHWdQdlMd6ccQNszm4mt9ZiTpVCkljdzy2RYsNOoCfCzcRPGJOEnV33//d4zdVWBQyFcRkq5f/zSoqd51hbrgyy233GYo7R94njpHWlVdjB6tg+IoZ2wghfiDrK1tJPs8gApHIuc8MZAFeR5juw6LF18mTa6UDRueCwHJan3XXnuDQbqEk34qafvTTz+pEpROTLWn9TnpXg0effH5FyWAR5GTH04aodPFIxeKXHjOs625wt0Uvkd0lElbI6UVWLMJHp6B1sfwItD62KEqaFZmjiQwKJseMPRC49wTFmkKcNxCStEEj+2zr/HwVJ60fBE4VFutz1LLq666pot8nod3php3ULLm5BQoS1UD43wS/LxeZJpb+tCmAANy+0oucm0trr5uwA8IAt6tsnq26eQuOKRJWK5NPwZUQk/cpRJECfMCFL/G8agVYBXsSZIKuMuC+H+qqhAqBllpZrQVfClGHgP9xHfgDAbGXgnad17kyrAfeudIDhqVRJxlI0BYghxkuKq+xTiVCXNSGihw7XAjyhbQvVC6E/8N10RXmyoi3khvIkaJTWwzGSQsULmZI/B+1QAM8FPaGhqo07UKRDMpKv/IcvbEnJdz+ShLXqM4qnR5uqo/2taaSfeblM71oNYML8s4gmU4Uwc2ktPehNDlw5VSGaQoSano03R5P9GyI84OS/mNF7nu5OOKq5Eyhly1pNuYlwPhXuS4IGsSxMXeX/F9TzM0elGUpJvZhwOVz9HxvBeZksD0ImkG4z7pzMjX+ti8XBJj27QtxFqf4/VujNcSyT3V7QUBMWHpzLAXnXM+0E1MRmIa32dfLdAA55PcEMquSaaSLDlP0gMUPLDgtDN8xZW2X2ozC82XgpKltwiCrS1b5PPP1xV49t//kMQtgL+13RtBHnpg1UNjxkywq3TJJSjiA0EfNGg4ezHPXychBj7TZ+xSTDPkVyarrXmkeqGK4uqHoGXB/WeffY78lJZcscxZfHV1dDjn7hxgYPvg3S4qB++BfaD1OUvhrkyF0UO01icZH2Jq7Vlnnav5t3QHaZpqbOxFcY9d6oghUmQIbj788KNbtmw5/fSzhNWThbN0ZG1GH2P1U2MTvvKZeoVp13m+OPEruimEfK31nXaG7SXufeFZgseAsRW46irdlHTnddFFl3SpguDxlrHllRaMF5zhI6xpgYOxPjaWhYryai24nHp5qnlyGhhz/XgBil+32AVXMK3PtmYDomA3qc6bwybVl97bDgBt6r77Vk3unC5DjBAJDEyoxDmffPLJAw8gRhh8VLwcPWRGobsFuj91ypqRmBlFZN56CzVJrNIufU6Qy1oPz2NdVh37SpEgCJ+5mIozj1bEQisGtJT3wQpd+SZYpTPO0OIdlkI2jdhSh6j1ZbuLTJWKXcnZZOux1mdVPmtplIVTTl3YRVofG7DJDpK1hgt6fsZ0nXRnYPuwBGWMa33GwzOlFo1XT4He7dFYz20HiB5DsIB7c8fTL6D7+s8//9za2pckWkrHFzce5SZPng5we83y65qathUi3jK7jLbg1StJtj4pdEkeoGnW73rvvQ+wLosk9jlan5JRZOBVbod0zDHz6X6QyTOBr9szsiuvvMo+YCu76AQn7oDNhctI9QNU7o0iBX7MW9ZC9cc/7uNIFUmy2kPqoI0elqwpJ2I8CibF1h/+BUUIHv7yiy/rejRTNdo4pQobm9X6vvnmW9KTQzG6qrKOdEjr6cBn+u9//7tLxfuFL0qOR3OPjbvmwxC5Mw0encRKivPFEUZjOdhszfBho+0C+nKq+s62Ju5uQlC5QTBkj7U+M7Z169Z3Ga2PerFFStlZg1X4s5TV88WXtIvpnPlnCirnACgWa33tidBCF7P16enYjDh3332PUpbGKu8G9AaUmNwlT6c2n3766TXXXN+37yByfnv66Q0x8jqTiqVeIL9bPiPk7W0CLItYvdhlvSjV8wVR1kdZIDvR4aJ+PKYyRuKcT9AidJtZzYZKqkX37UXzFJTjWzpVOYdSEsq1E4qKBpTBAYRgmBKuYaBZBU/GdNKYbpL0PRfZi2h9YdfRVnr3HXHNlVWRbAVM49xjtFCuKxJ06e7DkZHJErSvRkYgD7sOD4BC5c190h52OLtslVhOW3wlNkHr8/o1MyqVFQMw4yXaxDqxjl+uQfgVGos4GBtmpyR/xSJTlQAeyjjcoQzLmCMUn5FWXy0kA1uRK4SZ3/UibFOE5RxESkndlW2YybZ5Ch5b1OEEFWDnnfJFqPVxmUzEwpmnV4RGuUR7Xfyw8J/nihC/Y57JGhjKJlpXYhuLEVVdtSfP25ck36s7r7ySHG5uvUyN9dYdcGjrSxhzbqmyNXWZgHLfkKWUN0pGcvvtK+yJgtX64LPzzN1E8FYuX/nCCy8ig/zyy6rqetsjHVIixfenj18mT5lu47lXKC3XLg5fBLLB2rWlv737DCDJ+K233gblIdxWEJ3JwgZdDBw0zD7Q0tpGZ6KPP74Oy924EALf9z/gEDtZ0voi6poBG58FKWYPrca+SDK46aZbpXR2raa24T/qQ81OojpsdkHUkxOTtD671w888GCX0g1gqeNpMhTwtD4Zgi6TTo48cg6fsgMqIrfvvgdZvs5tkvRAKpWnY28NbH3ayUIOD1DhhL/97TvSqD28AN2YlF60Bpv79pXBg4eH4AqbGL/CftU5PO1pgloo1vswazy3Dzi9u5hFtk0QmgcOHBqum7RgvPZhvWUu2QGp3YKxgljloC8KlVV6teeedK5oBGo7UTaCnLFDKtsDIDyFIQdZmcovX34t7WyMIyK38Iyz6V2e11FqSpLPZiso6KhL1fSjafbu7WAEH6E06//gg6sNRsBMM9rdIpVPpzKYw7MeY0XSTRPTLZNlj2HAJ8jWd8P1N3FqSatt6/WhgcIlv1p1l7nqqnpKCPnFl1+OGjUef01ViNKesrIf1nKoau+YsgfFSoGw2NjYKnTu0II1k86ddxLa+lDxqybFj+L4mdbHOhWazMZan0vSKcEV/bXTGTJ0VDyRAALpjtX6DP3JO4+hBlWyrxFJW1t7AwCkaofJlul7HrGQbq68d1UuVamiKfIpWzNXkSOCWwDObLacY6V9xp4VElVccsUyD21Ly2ooUTApD5gHyEV8+Ku1vofWxJzIzebiHYUQPYfPFaDL6SmzWRvpBNRLMon86U/v1aigPrpP3oa2arn1sLIarBURrr32BgKAlMxrqc6TiozMBFoxkW4AYJDRY1HD1fpgqEuUttZFOTbc7l4pEtfnKZD0vX+/wTS7h1VxESA7QEIdgc/V+uBz8cWXqvu+J/aVV1zVpcxN48ZN8oYET35hwxx8nQGXq7ra4NEXX9rMmZKNfMIOky0eNTX2CuVvaxDgWxPxEXrRkqpfuzVxNawoQeujXVv0O6q00089ejTTqi44daETRaayC8pu2dNPj5Pfzpl/Flb6Ku8t0hX77G2CyYPMBTEkxNlc7uCzo8Tav/zyywEHHqIUv0lYzQztDBNF9eDe2w746ius7gB4BMyaPM3IhadLpVkCTuSDisi1tMTImykpT1TwfI3aRseYWae6KS5f2Ucduin5vrFDFFqUA3yBqs8xrcm66CMZTHXLipLuGBmFZXjQUwOTu6CFhNovEaJMuL58Zq3CSPiE05NwyvHzv+UEyI9aAo3RiSgzTwbeff6YPZUm57gpmuQueILZYwxqwqouYqp2SApj2kENLhW64o7Tpqe/efTEuemPJ+8MqZgq62tiW9X6bPuRCkoEZbUSDWJUdV007CBz9aomXoYQR/u4ug2aNo3DJEaulqjFKRPV2yGYNaFtWTZBa3UkhChjaYE1kvdHFTovBBq+/5NIWka8VOmIqASjWwGAK/qJnlNE00Ssu9iofFkjJXNihpscubxuI4wSJRn39dmwhgNXqaOOY3E8z2BFtZnKS49Zipj7yqBxlkeIa3p56fzrDMCzF8ngEq6Zi3Ni9113vurybX22l1RsGMznK8kTrEtln6HLqwAAIABJREFUrx47rkMqzQceKCurAVmTKhZ888233Xs02Ra41gc64dFHH8cXf0D7ELJEdeEZ8/5cvwUWSPePOmouFxzrG1rPPvu877//e5eqK20kqrzlLnYRiIsnbLHMHXyILiYLnObww2d3795ol3Hs2InWXnfuuRfGW4nwnQPxjn56/PEnevbqZxcnnS49+eTTgCGBvEjZ+bVzi1G9PPCQdpFFbvbseXaJdt99FlcL6ctTTz1Dv8Laeq3RrD0JjIZqL3ugvn7906AghYcRcTYX4TWe063J2MMTtT5jWWVD1aBbVl5LNuHNm19pbgYRVmW+VQ/sssvuJHDb+iKYA8M0YnWVTz75dOrUGVwWHzVqLElOXXj6vrcwKuvChfErU6bO0Cl2VV8jRzqvGP2T2fqM8a147/r5kUHv/Bpq5H5Yvd1228tDZBGCsVlzAONFiwIwTuncAxWVxsNz7nGiZmCqdVqqWYWUNIxL5bobwM4sX359F7P10ZhTqcLLL2+m11evXjNy5BgLM+PHT6LSDl3q6JpNM2/LKyNGHDFbobDGGhcjLqB9SVPYg6InKeg9W5uqG4EJxJo7Ui1TRe3QtxStuP6GmzkkC9L68trWN3vOPA89OXEAgCEJDzTSQw87qramAQ9fy3rVt42ZO//sf/xD18A48IBDJSh1poif1fpmHz0/UuX4ZKYmVVKp6x3LHGBBF2p9q1wuoAdw6qkLuyjAWMdX+7qc1OuM32Gpv/jiiy5F2Y4//iRQvUJS42h9MUVi6IPBz/qspLVXvzSerVZIDKOffMtKfUTy+htvzdxp10JpjQUwoKtff/MN/Tpt2s7SXWQ/XNxqfUuWxU8aCnDhhYst/VGVQmLopZnqbC4PreGsh580sYdxdq09+77zzrv066uvvg5DdTlavr19yEOr11DI2ddff9O7zwACJKnoDJ2DnHfehfFILNk0WEkT7DROInvuuW+wAlaf13fgYUI3UJ/Wrn1YHUtxFpmfPn0mHVXAZ+PG5zO4m06DMWfx+amz6ZbprFu33i6sQTdveHmu9cHnyqVXVVb2sJBZVVV39dW6luPSZVcLw1C4dAGQTA8sW3p1fX2rZIIXSZYzZ8Z4dNihCo/UT/V1LXPnHku+rBqPQrtKbG3IV1bW2a3xTDcUu8USTsaZgWFrLCeKs7mMHGukOhR/vcoN0kiKtIBeDs/nnttID48d22F6R/l16JBRN954C2wuIO8HH3yIxPP4s7DOQUVfIBr77qdDVNDDU8Saqjdlm8OTayagKNKRAUAszL1n23BZPy7V1FnSc/JeRy16/4NPqOWj5x4rddlS1BBsVjNoc6cZfyjkq2xH++xzEIA9/brj1J2t/sA2jo8tLw2j54qN+lLA0nMgysM0leamxV/M6qkPpxwzF+Xv0efg6m+mNlW/vWiZip5yoDRWD1Kx2QRaGQ5L3uXq56Z2dBGdJ56Iky4xVA9yXjv8aMBRCdw7oQ4mndas8y2/WJyYpJxeSq/L1oi6UZTjVLZMkTWUpQx9NNjgddIyrp+ktAia59gXdJpzfnLUreR1Fu6OSxcGQjyNn8QdLKQq2zFDaZPKQlQ3XhQaDEgQbGT5QukL/cBLom5GjFF6vgKbgqjdjsLOVcTgOJBiFEXKaBdlV593Kn86IO3nxA60dPakZEskyXtTR6iqcw2Y4AAUOejUAzTbfJ16jFJV4Vssro+zPXsFulDERHNPzGXcIoGUu4JCNn636ABiE5x029E3hfOupxhY7sW0IKd9GUzNm8Vee+1HNKitrd0bOb969uxLQWL0AYYBjPClTS9bEvbpp59pxUNdkcxare+EE04m3vPhhx/BK3Bt2vQyHTDD55hj5nt91de3UMxJF9Zl2vLgg2uuv/4mUBFJt4S/xx57Ap3L3sltfSL7ihfc6GURMCsJ+ifP/gx8AoYEMoqtL7fkimWplAE7tjWLTOEBEPUwiZmay6effkp3pk/fhbxxsEq7TFj58E5dfQutDGiMmUy5gYS4a6oh1qWMqCGgApx0BBIYfwx0cluC3H5gy+x4nLg+fRbIBFO1YjyuTwaAZ20gcJ26YCE9Ccv74oubYNdWrXrIbiWs1bbb6tz6xrCML+YLVauUNYk+b775Fjz52mtvkKBGn+UqX58FWnxl1W+9cs11HqpaW5+RwnOJvW9K6t2QMG32oXfvuOPOruAzfPhoaTaXgfFnIDoXB+OVKn8AHlNVVNTSK3NmHydT5bJqIEaSoONfJ+ZQxuQuyKKYh2dWMGLVo66ZJFT6AFyB5MHn8thjT1TX1AuH5uTnhRjxkosRSxRGpKCLUjVUlVoA72C+L4yJR4tfB8bEt057612M1IXJilRMu+lycniaMUQehipOs99+B9NC2SFt2fK5/ffnn/8977iFKPegy0cp7W+lAdTZc45FI2SmCtONqqoMquKf1vruu3+Vh9c0SIJeAJKIUT+LBSEWH3nU3HD3Tz55gW0z9vDU06SdsmuC3GvffUwOz56Y/EOds5TK2u1y2069/s61ttn//Oc/b775NgA5RUF3KQp80EGHC6uIkurFcMSSgs1G64v5iFlqgBY6qfnmm29tCmU+WWvr44TF0fpcRgmTgjZfemmTHTkQRgB+GAMQf+vg3aXyQHokyx6BtQ8c4mjdwt0F8xM022XLIcaYzpR5dh/6IuJMH9CCAKJgVNCIVX66VArTmtqGkFA7ARQuSEhOMA0nmmXsS10qzDuQ5xDALF29+OJLaWzffvsX4imAfXa099xzn2ZGQb9Dh20fVgE1KrqG4SQ82sLw6GfghpYOeGtor3hr2ocK6ZxmRsIfGN8aewqWUK9PPblokdH6XPxat259l43rM+1PnDiVyBTQpbfffgd44ooVd1HJEILhKVNnUKH2OccukBgJ3EdU9N33kGPpAS7h2IgALd1K18OT7emYMRNsMmf4fPX1N2+++9HP/46X9IILLtV2MFQGsEhaPl9JlRvpo5AX2YqDvAcfniCbuVKlA/8eCogsplZOIekTFb1R8cMiBJNl4w6yrAUdHLx2lD1TIqkELl+q/PewXrmoH40GrpYpGBwIkn1akUoVMKZqP2T9ru0gDRjzX335lpa6mJjNRWvhvysTvwRicIgUjnDu0O18vBR45XV0t1YkSkWKFL+xipF1ytYponaoYhzMN5JBKYlqHp2JtHiQF+YgTHDiwEO3vGHLnOMDmCDs5YQ53WbwySiDfrJg4LBUVg1IwyyaOiIQIep3ELlG61irU3G6qZX1/W55E/Ge16EQ0CwABqwGBvgpUGk0rdloc0d5c02snp+qcA8I9B2eGMkQojjjS0FofRu2o8Q0W8D83ljBbxKWrAAUyDUYJ0/csm1cmMiqvckJj7tTkJ7izVHsipkA9A64Syb4WppuX5fxHRIWbek/p/344ayQNuwy6zTu7K5VafSvfkibVXhs5KHTSOzJ5nh46pUx/brDSKdLsd404+j0ATnpyqVXAbPnCAxXnDurrX3XXfe0JM9+QCbeZ58D+NwtMre2tAH3CsuwAjMYO7YDHiNx2Xh4ageGOPrCX66ct93Dho2+8cZbyLeNf0BX2W23vZy9djn6YYcf9fnnX3hvvfXW21OmzICHrdaXqGwn4LPJ9H3/fatiBZV119LaRpL33rBQSXTHz+bihhrC1atXf2tTpY+j9S0Psrl4xFTEwrQT1+fOxfLIgw8+gksV9AFp5owzFmWzmCea7gAD9no88cRTrY7kre2hhx3pZN8xAzvxpN94xZuRp/XxxfydvTMEx7dy+cobbrjZg1Kr9dH2PbS6GBhPtGAMEJtK6dNHKwvOmTNP4jliTlYPkip4AwiuaBinsnpmSV3Xtj5GZNR+1V155VUkzXv7DoqN2S/PyJaDYSdjxEsaI/CxSEVvpxT9QUKcVZldsiXQe7o6BXylZbJomvjWex/Di9ffeEvKAgkFcshsLltlZndMyOY9nt3RMdXauu3nh//58cbb7hm1w25YzqG0GeUecy5YaYwnc+Yeg0w3XY4WQizHV4GZXWQh1vqkB7fI5xYYrS/EAj5UzrOBHnJNBj4nnbzAIgjX+hKEOcV0993PeHj27Ed1n0uAWwO81Y4CyWPmQac++PjGX375D+8CwOne+x4YMnSUTmpXnMLQv3QWdoWNCmYYBLO+7robu2zpjkA4czw8jQSW4FXOGpTKKxh0ifC8iT6g/qnzI3vCTbJOngpOwmidozqPeTHZgsLnAGI90xxbDYcYNjT0vOiiS/76178ljmrDhmcnTdrRi6i3r7uFkYomYLPrLzHhJGo+n376mR4/mxTxVmvrmzPn2MGDh5MzoQPqP/wASlFMfPgKmDtTpkz3CBeq6CL2J4K+QFl66qmnw8YB30eMHJOAg9IHA7Y1DrX3KIm9ANjs1tCdCROZ1mfbF7mzA62P2l+3bn2XG+VBr4wfP+nlza94cwFV8NZbb29u7g0vaq1v7nFY0auyn6hs2+cQnQS1T9sAQDEtDpGIGZ+YOFqfc3aQyrW3D3/g/gd//fVXr9+33vtkjyPOLKnqp8LAbIN65XeZuTvsBVe5uwh5730Ai/R6xMR2FypIyQoA+tgLaxKpbMMIcPQKwQLustBITp4oTKbycVp4DFRD0w1hXwq+ZGtFwxgK3EqBqlMzRKAmqWKohDH4SAfkPJrDd8fD08go1R6m+MDsSVnCWQqvLyncYQjn8gi1i5uxi59OEKp/ykttAlXLkqmR9aNSqkIAMtzuw1KqvoUjsQvuE1GU8vgjjw8a8smnWkWmzJ7MWtFdMtOUsw40l1RWFWAopKvbUatvRiUWTwRytXbuunyLuxHq1zw5JKrvJQRs6snSdM12WCuyRZWDb1IBdYJ5IHsKLYNkB8592u5+d3mlJjWRjn+hCep8oSCHpPNo8QPIR+V2MtYQztahVVBZC7exqxZZxYbpzcbwnYvCB6ySJuLXHXUu3gz9JHuA38/y9hkMsTaZFsfH4I3KToS3b9uM7LuSGEwu8oZRpC9+SenOwl29+oYWUEKAg5566sJ99z2wuqae9Rh/iaujtrXj/qVye+wx66STFixefCn8he/pktKwCzMqvFNX17z//ocsOud8YH6zZ8/7/4y9ea8lyXIf1n/pRmadpercfd975vUyPTM9PUvP2tPLvX175j2asgmBFGQatGyakmiTpilBBk1aFCmaEgUC/iL2F5D/F/ShnJFrbHn6AQcX59apyoqM+MWWS+Tz598XrZNdaB30RY6w5JS3PZD1jbPZKnijkDz8u3/3t3/4h3/84sVNa7zRw8nzOF/x27/z3/7r//3/CB350z/917hl0aBfdarAmpNBA4L2rM+YLN+pVdXNkuDJUK34Cb72t37rd8InpN+Xlx+6Vq+ocUz6G/Krl0MPbUzBy4t4/eb2pz/5k3/1H/4DCvp3/vHvrlZ7thXzbSo7vf2Xv/zNEC/+23/7N3/91//Xb//2P0kjEbLjjW/1kT8OCMmPPPi4jXcQ/ohBMm6Os6n91a/+IXt7WfOsExL6+C8ePEm8DZ8vvvyWWrp058np1e/+d//0rwKM/+pvEMZffy9NoRtZbOeSU8cveJb3fNvvf4L7SeLaenf6vVucNO4lB5Pdf2PRxcWHv/ff//6f/dn/+Xd/9/cB4Xj+2LRbPUrPrwSVDBoRpJY14scbdoPLL210QnIbcXQwpKPHzwdcHoMnIPmjr/Bo4LTpLoURfrOt8vdLSoP3k81krOLwNggl0BN68fLl3WLcHzbvD7sPMaTbeeSn01isLy3/W8aMNGPDD6uY+O3gvN9sO0UzTOhUTCq0Ikhjv/o2WYefkKWHrDhJ/+bmp8Viy/HlG/Qv/fA2qc+botD3hr1Pcfz++mbr8a9+43f/5V/9zX/8y3/zV7//P/3zJ3EfqUvrtajJZR+2VMGQOHG0lJgq3DZWyMMyiX9qbZRa/eo3/usA+L/4i78MIAwG4Td/87cePfrE8PqJDEcJm7jhVeIwhcL1biCbFOr13d3joAt/9Ef/W1Dz4MICeXfvfhU0tJoLikP6UhJaKaqUMVkstlN6+fd//38zJpPgmIzv/JHPUL8NhAWq/vzP/zJYjMOjc9plFlERIkM3gw1MCPzlL//h7t4JJaxubg+NNz169XY+3yRsmWQfuTFhlspPEgPmoIaK8lUUbvGQ9NR+RaTqk0+/+Gf/7H/+27/9uz//i7/8p//DH9z/4HEzGqmWvcMKhCH58buPYvnfR37zPhbtoFBnoX95tcRVjeCnkKr9wR/8YUhT//bf/8c//tM/++U/+VN/fRfru9ziwNywSCao5hKJh9vbh7/xG/9NMP7/5i//+vd//59//PGzwmfq9w0lJdzjgzvcY2Yig3HbeYA1Gy9e+RCXn3zrpksHledx85X08qvc2eWxP/0W1zTiUs/X7uDZMGwO2acs08GnQ04GurJ2tUe+LSMU1qPQvJTypXGLeAVFvnxKwFVFL/Q2AcJ4EdoraKHBlV/sDyffDJco3OHyFvdaz3biqpYxLqyNs0mknW6SZrBIPZIVahLd5w9O9NnaX2n2qyFlLW/i8OjFW3eFE5jD2Q8egTFH5wjS0GlKqMojhOYHw+EznO7DyeHXDg+HOMGfcOx1WbBa8iClvzQekybdtxSmdF9ZYwYkrNU5wAr1buejpIZx0PkFIh+POSlZX8lqSPZVX0BiVsd38Fv5FUsDmN+ljoE/6KSQlpQqkcmIhDP/66V6tLc3X8i7Rt4L1isMqkScrbvvySuy2ZKtAc36HjyhaaFgKWUFl4LiuSkFKgLXGCKz5dJBk9sGVZSTrKdNHAk2OslP/0IplStSYgNCTBloayMRHBMQ74V8C7W25Oa00c6SvpNMa/3VL21AarCBJgJ2XQJMU8isNpcIByFjnRt13wWTBeBj31tgZ5PXrpS1AByKv0Z3iCiLsZM5M1XbLF/CydbHOX4ZJnADxAPcg+2Ok353eErv/BCTqGGsZwozTaRUsSGktpzB6UEobk8oxoAgE9htSzxVwqU6kwOmeWd47u2AdL71R5/7OS4ZGvwWespUgMvKECpWrVCPbnuI2V1I4bav3e7DXN9lwnP80NAPW2WVyDL5KrwecsLZFs71hS9pN7KKJCoNbWiAKLug1ktX1BBFs1YjCil3stypkprdJO6ocbMVOuYg2YMv8FQMPMDjHZ6wvNyPv27GHfkTjQZkXyhXK23qQyIhY8am13ERtZjNeqtxr1mUH7FQIdw85TB5tUmVmaD27rHfK1SY8lndIFlKzoj75JPPDS7FZ2nWJ3pEHzGxRCMhFUSqR1xrR3DAkZhYJGnaZEELAeWYgmAy7YiI4Fm/TPQ6SY+UPum4hndeXIcLzxbOb+GJXns444cV7bGq51ZMSFLXVkNzcJV7stJ46Wwxp7isfY7HQ49nw/mPcHGL8wwh8cMD3KfZMJWCK1Mqy0xCcArpjhm0elT30lseM32JEgkWIyS3Z6/82Q9YVPn0B1zqCZHgWjOTvTSXFRk2llgq7PwHj6H8W6zqefgJkVdg0Sa4TV9Oe9MmmrbsBYWiX8ncOY5GHq5IL1BuM/VXI6fHSWGiOfFTs8NpFnR+4E5/RG8beeIPn7s8ZboV65kpdTOkZsGbvbopUU3sqUoq1vGfHGnEt0Z4vzCSmQV47H2M47AhNbp+N2BVzwO8eWM1uIm2b+i1G+uI6iwP4G75wy+Hi9dw8QawiuZtrOq5iL41njMEKh2lJAkuVT/LZCSH8ATG2k9DksWm23/gzuNhJHhqxSs/hehofq8G4jrEpzEimwCx0wNKq4r1aQs6rSoUG28sKtHLSWR8Zl5UxIgGPQniRaAsglqZNLbbSN85S3WqWff1hawPb4AFTVRk5iZ5xXnOKaexOIloWWJgNT7yV4yinZqkEbAunUiTyLPiXey9JnMkJyUUfWmWopxnO0vwnHW2jMSVDg0NivQ76VoHVAIAqmWjawbHCA3sjfXf0h3ZZYEWzQrxxbMO6k8mgwz9ML0oZb7Ii5hRA0GDkIhvQmygIou9WY7KHl/gyYRYQ2w5bMTRXKzzceMvXuNK/ZNvYHGYi15gqrMQumxYEjXuIz6lBSm+LhLwIo6A+o0FpCgnXJzt+6PnPoQOSOetO/7KzXaHECRh+jpBPA9KwIyaNVCkAsSL5eCvdIgCzLZh8xoPcA+Bzs5jWF1AzIUAF4EwO4NHtIdXo0+aIJ9uJEFCoCVyXQtyTMVGwbQ11lviv7GxghMb8Vh/LJC6QmpDkHrwOY6qXr6Bixt38q0bjz0yM74RFsIdCOB10F4NizAULc5jrtACBmdFld3ILhJbDXxoI5MHS+AMd2zUo2N8StdEN+XjLaC0rJ/0CywqdSJ6Y1xiA4iNbyyOyRUv8/mHzY/Qx5cy62OsYxbMzJrSFR4/jewVTAo8mWS8Fd3nQ5w8gVf2VoxfNIbwsKS9l8SjLKrjSZGVhZr/itwvBqnpAM/c4LDpVudpXYCLxV3cfNdD0Ts3iXcxXtFma19SqdJhhXndeDyc/oCTDJevZxc3w+5TP4s1lvHV8Uwzkd1xfnLuZZVM9c90Vi9SF+9p+h3zt1RafPsBbnA6e+HD5/gbt3nhUhiNRxRwBUyWEIfkYvS/PPDHX/vru9AdrB92+Lkftl1I9oYQ7o95rwHhT8lPJiYIpyQluk/zQ7bkUnJGwrL2eqBDSGzZhVd464wL8HcRQZRKJ3H17HzHn34bk6Xgc3GPH442pulct8n6QvMxSbmhpGL8RaavRIm8gF/pppdIkGz3yd7CFM9bx70Yw+5HuNTz+k2IH0LOFpQi7gtdONG4Z/82AQ2p4+Ms3DPf9jjjd+uuXs/O3+AB7uM5AmwY8zY/ocW5qbp8QyZEQsV0Ik2oKtYsnUWR1nkOMRcNCo6nqrzBk+XPX/vV5b2i5NydU3/QjGCztnbmUMyWDMdZQtLsoMhSnAhz+StkrKbIMOJR8pbWMgYEC9oO8fcGB4Rn5Qxh7xUuWbpbwis618c4UB5fk1ewajoGhWOPnzLEETS3/jb95DePQNqsdELNQ3y7IjoFmkLOQw0wyXPFT56WaJAo7lmRPW2kshdI300Kq3Q0wkWUrMVnfQgnichsvrFmSVpVrzCmcez5UQl9FJQLwCiJqOEhKXcW+nQaWWM98Lu3VIbdGc9LjY3MIa2zD97o8NO4+T7kALfu7DUWLMlLdyZtjjQARHgtgEeJodLXTCuNpC+rYHbj1v8FbogP/873cRnq5V2sLPfWHX2J1zeWuArfTY7DOIHBC3si6Sd+KDoVgJDIbcPWldt/BNsPILi06cqnDYfRyVFJ4SsGTPmAajdluzcEyk1xXSpf7UYbfzH0gg4VcUi0+2sCXJuNo8j5RZAgFycnQ8BxlaMxwIo+e/gsDuGXVMqy4fJ1fOihznvXixTnlPJfx570CLB+ZQEQWXfTslAot2kMC1iyLkh8jj3Ol64J4hkeDJWpcGLtGAp1cHiWio78yZ/8K6uR/KnnoP6Lf/G/cLAtOSv4SJzBVak4DFRKtW3pUGWXY3nU7qkGhQcXz5r20KxuoKFVA3FKrcIni7OhnCuD9jDtfItHro0XuM4Ni7s8dpsf4JJvN4+BJo16JUup3MlRrulchDkavfB3PMLdX9fv4tLKW7f7LJe4cIWStAdJdbOMArBY1pV8gEQ4I+84+Ze7tlnegrXwWw/c2Y+zsx9w0i98xtOU3Sl5odfIR1rHpA7PuTl/6e6/wwmcq9d+/3NIxzn45QxamkG1WEw90TieEewbwVReNJpnxiGZUPZIWzafRL9mXKD1kWYOlEKmIJUYUlkU4owxJn4/enRkN8ECY1XPvLVsZYy2iO/01fTOKmJxg2BdzZTUbTTd7WbaucvRGwaUzrZxq8VeSPzepaJrQwgelsdDAaHYZ1jD4Mq3SPCUJkVjorWJtX+u3sbPnTt/5adzvzGjYBBDOU7VWaC88vzBYiUqfohGtIGGuR/mHuJRk7MQYMzd3sfD9U+4C+b6LiR+96TvIXM4QhN6ZpEGTKYxFb6HkMtCEEdDXmEx9cfLF/XiFeB/+cSaNMfaf8iWWbMFBNwOKk8jO8KzPsYN4vs5V5tNl+FX65qYlOM+m/unFFXIVZ00LICy7pHKV7DICyHK+j0WSAqgTVYLShRyjIQqEsn6aMc6ZtZHVuSKgID8bQKieAC9VNUiW4HBCjJklGyEZTzCoGKiF41oeyMCntFgaZYk2JPGpQNjj3hCf79HZhwsGxT9ik9xQeOXNGY2lUJbmFaFVAcnf/Y/TWc5BNPmTr6F5XGc4xJ2hkkTBCpq0C94Qvw06w5xk+IVUCp9RZsTYw6IvJrvuaPn6UTjQCocfBGuRB5Ogo01/aAWuLE0CSjvBqyLlBY5SQheefMadh5AmvRbXeaYzPMuw5JpEyj0KngLJdKAFPKiekHNAsEVGXrLnVpwbU2PrLItgpQELjEsw2lePDEJLl4jS0++88tjnxHO5WUpI7UnpsFploHYZKodphbXyED8avlQcwaPIbY5eNOUqTxBmhEvkels2vrWye6jIJu7ftblRu3/+if/MpUYOTg8bwyXg87jts76iMJK3ezCsntd41P/xGSt5EUsmGxfG3Djddy/61evoYpLU4ZYwD+FyLGaQQ95jQCkKoXBLExnsP3QbT+C7Udu89rPdjFG4mBmoBLIUaFRPBstVrnEwo/fuVRJ5fKt33vi/A6UI9HjlIvkDOudGv7rcaPqKbm5ATXnxgOWNfZbH2BR5dMf3Mn3/uhLN56kmRb2LLIoF+qMqU5MUJf7/vjreIA7uhjY/wxmO54rNaG8aR+Ln1sUVxnY2OhJN73Ej/aeTbgcSCN7dc0TVCRPzNpoh1VuWaenspdJrwjM8Us/O/An3+COehRuSPy+QKdDkxOW9dEuiFiCBlr0dSJ75HGISHs8f1C3Wa/kFqY0rpEWkWFVT9wCdxsrw934kOFj1R+ygxrG4itz1JdsAMtcAAAgAElEQVRnPpP/LXfmAxiGbfRKODkcYY/jC+e0C4Q/S9YFwbQqMtJx6V94WlhaWMVttGn9Mx6/gd9DGHAR1xld3dwzTKRaYaVNIfM6nuCSx9/cQIggQIT+xEl7bU1kMMF0gN7ZHJhwgXbcT3nahqjVNA6odwHvlHAP1BKRm/MNbIUnyZQMplGRc3vBnSujAazWqkXIJKXBv2IOiAnQtsky9CTncZySZs7M9YckENFMFt2vchQtKCfBovAeG8k0KSVS4YqTx0ZldNzWLirpdOZahQPQMKM/GV6Nvlezwss+mpiX3NMyEm3ylzoWSjZ0mZATzli9gps/jkD6hb4x+p4E4zSOsxhCDjBbAS7Tvx2ufgqmDc5/9IsjwANVl5gzYN61SHW6mzrQF/XZVfepdjnGJBXNAtAVmHFDCx7yGxedzraH02+xCA0eJ3XnjtPxRyHV2XahL3jblJdaKaEQJpSsDyhVVUATlmnZvHTbDzCY23vsp/OS+MVCOHENZD7T2QJh7oiyoqL73NCNFA8cY2Nlo2tqRaTA42kD9lDgF7fiDK64t9CR/c9wodHla9xNcfrCzw/cxpDPoEdmVsJYX/RHWR6my4X/IzgaQhl2pj1i8UrqKRngkNjT8Q3HqlMUcu8gVJVRoqBl9Uh7nKrFzGVU6XPu5Z8azbks8//z/xovIgMudK5POncZ2Fn9or2L8Ql4xXm3dDw5B92IsKXa/q8zHWP7wuHdbb/AgDIQOG3C4HOGaEMkWBSfhVLODYp2+wlC4rfzEWz/wsUD3GOJjmVbhImJ3IIRbAhlWRuHjZwvzWCEkPidvcBJv2CWL1653Y8g6GywybEyc6ySn24uE4AEYBVj1L7hd5PhVTrFFlUOQBn7w8+wcptX7uRbH7K+s+/84ZdueeryguqYqSa2AGFvvIJncy9CX753V2/hHHcTwMHTaOcnwPOvcxfwy0a2nFzvuObKL6RHwvny+5V7Mh7kuZbEUi/Ho8rOrB/1LwyQo1/shcQPp8gu3wwXb3DpShzfzAcCoXBxWFbC+D321nAEIkFiN/h2g2nM9btSpypi07/oUPYeDUG4ePrC6+HsR1ieZeeYT1Bgalg0qKkSZJc6R1c+213sPnbpPOHgmLCq53E6FCQnz9jaRJ2vyY0mMjcSRLUwrEq5hakQZ6rTfKaPI6QDVkELHzzO4eonf3l3T7gKLfWGHtPZcPyBcV0ZIyflZPacG0TlUVSzYjADxEs9A58wo+R1zR8otghVSazX6k2VvOlSzMjzr2Su72PX0mYZakjfLNgu+EN9Ei2mInguYkdroFExee28HCVPyqv7oDKIyqi9L1gRjo1K2XiWhn1sWo9Foq0pPsPJO6gdPwNnlzYT7V5IZCnap2oPKUWvET/hUvmJvlrHE8QTWHGP9uU2sMWLyFNGF6hW6hcx6Y91k08K1FTIRRwD420aNg5XZhDilYNnWKf4KuRUN7iccn7kXUlgICY8ji8grKEbR4LAnilWwSKN3sYiSIOL8fDWEPQsDv3Jd7GyFpIat0bsAi5YjUkFLNJkppAOSI4pXAHJjkI7mPhdQYrkth/6fCrRwuCnNKoGzqVFpV1uaJQzpQbT0BjSe2RMIEJkRVhlb6y35mfxxKRn/vwWLl7jEqyTb0K2Hwf4ccoin8JMhkKFrdBepmmQ1lbHZoONIFj1hQR8tE09VajsQ82szISKhMVV38GR7c29SLF5SWag1NulBQP6rLZ7vIPVY1bkfPDBR+msnX/0j/6xeiMzOPSMFsHq0uzS/AgFJKrBbazwm9wcVUwmR9BxcFLNTWtAXqdmXIlJAUqJV7LW4QpT3pZjyPcquQu2Q1ojiouit/A4BzQUD2bbj3Bj8GyrELMoR5kt2lsy0paaWvyU5VQQlx44LIjyIk7Ix4UYex/HI+BW5Ty0su0ZKq64ZvHJatv+WN2kER3VR7+xxLKlIV05/todPx+OvsIZv9DNrIBtBpK8Hb/gSX3LI8xzcEtbNN2HX8JslfgzpDWraSchdFxDmSCRdtv1Mfae/jYsSTvWCT84PAz+0Bexm5nxTBWzVn5+EPJnF4+z9+ev4fALwJRvgZVdcMZ4grrUqLOPTFpausynxrGWXvDuyBhM3GmG9EAFgdLfdLsfAxaqQVeCdTjjypGcylJhgfmulPXFyTfc4LodQpEAEsyHL94O5y+xlLdPIx14pCQ4MpLSAXN9I7EwzYCkixt09WKWUQvS8oQkjoEuA1YxGLh4eU9HmZqPtnZxkw0pe+HTOx0BGMoJqocCdu1moRvUViqgM/XwS4Zpb3w3HudBuYSgelCTwdvH3t29+xUeZf6f/8vF5YfMQjU7xb8Ix6NC7SovU8Mr6E2aNdkcZPYjFq/MaRkyFqiGfISqt6dMcTSvz2yQAS3TKEjLqHNUyg0rfFHjZ8qIcIb0Jm+zpAwIEfuYOEaJZ8GcqSCSXX2RFTJGRVjhkn6cx6Bg9lSEIx2oCCkrHVctMFWV73VpdM3FYS3cVbJyB0+xIvPFKwwyzr5343GsZTxiUU0s1V2blWhEG2ojk0pfTKoQx1lW6bBupjwhjxoGOjcBNz/EsivH38LlWxwCx6qeX7hhJ7a5mOUAgtKmhUXVtphQGKEMSeatDsOuCzFcsPXhs/vITRe5MJJfQarmpz2uZzwXkOYaRCjxvLZQRyV7esclbkC3YYYwE5k/xIOVQ3iBQr8bLl5icbmTF355mFM+iCcovq+qMLVdou9rQ09jRN+wtMy28856Cq2llQ2ynET0gim7Zz4u/9q1uqMWq+gL8DuVR+hFDoQG0uXf+73/Mbi8//Sf/r9UxJz1jrU2rjb3k38M+aFhtwnN0hSInkaGyO5bbk5rGfMdpkNpfGNez3AKari5IsdUE65ldiqYJMs1y446DDy3NlEQQ7QDuEtwusDdfeGz/RCnBWY78RjSGLWDpFNTroEapx1mqIOL42CHYyXMN1gwI8TWMPftFOxlGrbzgg8WbtvyIoKcjm6m26Ts4irEldu6jllf+Hzljz7HxA/ST0LKyYaMubppYMjiEMeVrrBkNPqXg8+CCRpy5I3mHc8BJ3WzNJdsvolZXMuz95TO4r+2t+JZ/q8XTo3gUK7YSpXDksONBTYX+7hnAQ82vMHjHI6e+dlWdIurliBJtyi0KbsPA+REHcQVoWtSB2lEbcYzkrc4bYvVofceAq7jvZmFvpz+iHU4/0Ed74hk1Nlyzj2fsj5cVRSAtBjinCfsP4unAr7GYYKzF8N4hvcPKXlbKRkxoZvIsX4qMYZh5KOkaqicsL3z6B5LMCxjZwDIju3UT2TNRjRSS1AGlACO+Bi1mccUsCHLNvWh5Uo9Iv1bjGDndZY7JDKQ8R973JCB3Xcr6xNj0oyekXat3CYl5bkf0lpkGA7uPyS3+Q3KronBOSkaEpqM8qKmkILKTFl9m5zhiOe49fJIBs4E2pF1OaRiwkjrClDyTErIUz2eG/4gZ33ExgHviFMXGbuUKeG9k4MyQhfe89H+QPmk3s1cxBKHXqOU2P32b20Tw4VFXsbjY62XcM/hU1xccYbblx3W+Th2fgZ55b1Fgwz0hUCN0Jyqf0SaDE8bn6tSQ64OF1LTAYuh7Q24QuYOq49e/gSHX8Wa6WM+cQ4YGCipTOI0bWil25Z5a/vGPERvbvM+VnbZSef4xT0GWFhsVZZXMRkJtjOTKKyu2PQr/EKtyiCkxka1LFPZftIqmbM+SBUXUvl1PEQr/LQ5C4lfEDeu9rzDDUWBvfjIFCPXBSihUzVh/kWCgVkJ6qGoMYT6q3i2RV0EOdT7JN/EDCyXAjWwHTPu6iIf2g63csK8FBkJ40Pf28ydzFJE8G04O8MUsGeJCpu3Uaso8G9YNhmbKh00uk+zPhkZA4U3DzrVi0aTTsol8SyUWVkD+WpGrucupUW17Hlpp6p2abacDpocmY/rG/HQzmAcdmMVqJ0nsHUfFwuE64qrtsRlpDTGFGgeB9oWbjzEQ9Kv3uISjMsbPG4HjzJLsfIi753T3WSz2ZZaER5KvgkpV+HCmCt5bH3ojr7wx1/gGvvDZx73gc/V2p+UtyzK7BaOIvlFnOC6Cp7lFZ5hsP85Ls7PlUgW+RVc74ww7z3S5EpEobjGchpqqD40uFofkjV7MrZ/s1keC2eiPw2J3/G3uYz21Z0//ML7reSLy9kPPWQaFFZGUZvPQiCuI1xTRt4UUW3WkYaN+iBuvhiiEHc/iYszb+DyDZy9hOUJURnF5CbKiYztpkk2bNDFc/zc1RvcyX/22o2nkBah+MkyyM0FMz/imoWpT/nGFlnYj/QrgHYWF9cEZQy56GbINu8RQ9/pkqVI5E5pECWk1K+yM61NHc0Y+KDoZ16qXTdgpDsliKwgqDbLKwzpZunIUyl/oqw2R6oEd4cPFsc6k2CZANmOV+PWTGoqaLBwTN9r0S8EpMY7Taa1V1i/GjJluqrdwAjUftF2aojZAZJiMkO7wKEimPFEfFn/XTRYqF0K6JpGweQYWDeIdzUU8XE+3oIa9e9rAes48UbG2xVyoH+xCw+v/Hf6wJRPwskX43zasAv7n/qLW1zyd/Han/7gFge5iByZamD2igV8WuijVkALEgo2BLoOl9eXKnZph+FsB4sEnMc98SFdOXqORQLy6ViSMMoEgdtS3zJeKUtDcQ2Jn+Mamzjjh4s801j+dJ58Ei3duV5tHUUIwwP1HWlEXOqI1hpHMKORQO/poShHqzjEPssOG5m56UMEhscl3SIzT1+4xVEq3wdqKIQCWDhUkxXSLhWTyPI3nsaA2RdilAhL+06qaZbK+pSm2Ca6wW9UMDYFpF0A/0nRyXpndDAS08nfesADfo+6wTBi9Sgal5WiF2wIJIxVdrTXGQnlItscyOlU6G24sgBDTJniM+g2aZDg+RHP68TN2xE85FlfGUOZo9kZz3BsCPcDP4StD3DMSG391ahgikPx5tNK9RDmrtzy1AeVvLzFNW8hDg6JH553t4x1jEecGqq7B2kSXrtpJCfEBXvJvUqJZOawGjC728TDbDav4Ohz3JAWEpX9T3FwMK44ZY9AXEPh4kRQTE198DiLPXf6zYDLGm/wtNj9ZzBspSDbe2bWOAyouDtelUQyFCGlwRJn9qKUeI+O1gzxcX5qsQLnZ4ZN268+5lkvjycWDrM9d/QNLoy8imeCHz5zsy0oW+iJJWQGHxwbstf6xaxKg33zXFzE8TuZ3dEs6lvI+NlYRgBswe5jXMF78cqHbO3kRxeHSi0TTdjuU9a3IFJYxpGCLb//1J9jGjmcvwqhCCziVlI/l/3tUEj9lFI9OnRliDvVXM2UlACJrPAUdqRCrazhFjaUMpqymDOFcNaUonIYpgMQjfCbOcS1r+rENBRwul89MiQl3Aypnta5R/7rOqCPQt/YG/tZn9dv5+w1kRTblMmGgHWDFLdWurOC1YbV4N5Ld1wnDyL+ZoJu4zd9ZWC/SqcryevHT9avpWVCWM/OGr82+1VY2h+taIqtPKKs9MjtOLUXjNW95FC8WkSWaqsP+UKwocIRzQfGEBmVdvgv8ZY/Q5uwqv7AxZxqjstvYoUx3OZ39trP9rGkSnod8F3+QsokpBCgWiMjRgPPZ3wJs9xGOjVrgjhsPIOZm2/78x/8+Z3HAmK3LkQhwxTCoEYbWbfpFPeoiKXscDV/WqA1YsGY7Q/czkO//cjtfoyJX9l0EQlemJZQNGgguQDSNr8KLcz352Ba2pOqthoD+V9IyzuXeZFMOqcBlnHGb+YPP3cp1Q9/T7+H+fYMlsXztS0ZbCqV9EJZUUYVAa2wLdiI9yyQourGxKQshm09OuO+iv/GTwyT+o00N+uFC4wJRUbWzVrZDS9s8VY6hd6HRiZ0qw8NXcoSpoKxpeOqvUZzKxrBa2dH2Si8FVMK0qDOTBRJfEk8pyo5QeYOqOCYEAksrT6O9CnF2HKcQwni40UcMvMjLvWEnQdu+7Hb/hBNR1rRV9d56lpTPXvu4xgcImc2g4Ufj4dz1E0slnhxO9v5ECvdD7kERTuzlJg+pg6wYIWU+IZG1rU1oCpFO+P2sxFW1+7oC6y2HxKV/We4XjF1AYoJglT1KhVhHqPNmYeLw+IQj4e9fAvXN2mpZ9zThQsFswvIRT44bHTcy2BsqF536aMSAQWhgqVttyvalQkyYlSo5yql1RaJIbgvdBOvz3fd6Q944vnVHc5rHXzpYDW4Mm4CdpCsP2yZunW/c6WQgcHMnPWpIqgykmzqlr5s1OAQjx7Bfu1+BJc/w/lrd/0TLs4Mvas8AUYbM7xpjACBOksl2fAcxaBBRyEUee0ucFUwXLyC5TnUgd1y3G7P1DPfwTXdMKHU76TGcZXTGMcj0pHxYz65gdYaESam/DXQw4adikS58r8vi1M1MIG6lo6PyT+p90pLralS3khhnWkOpdDwZJ6X0ODAqi2wHql2hL0WxDC2EIUU/MkCEudl8zlDwWfeEcMuaLYUnIzUnRC3x4ZhelapfjZgYfaIvTRLUBoyyUZxXjzfeEOTPdFIR+5MoBrSNKU0RK87xZHWRNCMoMKVVgp2f2mfakrHN5jgtIVCY0H6iDeeNdrXoiEGiOIcNKupOvP4W6qPQj6Zky/eJWF1Y461pPef+ou7WLM4FnfB/dlY1zEd4K7NaCbA21JWpKrui90Rxik4Yx6LzSFUHEKe77ujryEReXnj8QD3Hbw+xBVQOUypNRKsYSxCUnpLdnttnH6FFRo2P8AdOzuP/c4jP546vyrz5IvKDS1W/qWOs1axjpKBKskxrTEwtiwr8EzLQ3TKSplyXhcnG4ed4eBpLCmO/PQn3/nFYdyhhMfpprJyOAsKTCgVQtRClu9NT6UWK49ggN/2jIy37UWUAyQgswTBTF++TtSHA5JPEawhuwi0ctv0CBohIKgSfpMENNoSSlPgZKeAg8rig3R2VIhrbCzlsGFyOfao+EA0QsYy6OlQoDcW0gclkTKwEXT2XINhECi6yPj4GnC6NDUXvodMbPPM4XEOD/EM9637OOPniD0BhhCazOjGuZgmN57gygtchn0bz/F7kuxP3ZOc66m04i7EtgulE7taxMcEubhnCNCa/OaVO/zCHX3uDz73ux+5ZUj8xqEW5ccIXrSJBA9lj19aDRgMDhykGb94KCKe/ZB5RbaBGT6a8ZBhtfog27MbeqcUpFkP4tEoYvkhExzVWjeLFtA2W9ewuMseLvW8wj0L/vKtP3iGRU3yPZPggFC0Qpsx2Gd2n0C6PejsjivN6mhKBVXExiYWtsWVI3hchz974VaXHua5Wg99CvjwRG0zQyjeMNvzuPP8Nrr4t/7sRz+d5F7APBZ76wDbCNtU1+hL83qHotpa3+Ncn3wBM9aG8vQ9R5ePIxM2dXUZLr9GLG4ITKbaps/oibkpG4+eTdOJdpzugSkfT7ElHKePoyDWU46Au7GimmZhKIVLMDmsiC+sYII3dnwSB8YaJy7HhgeXS5f5lOy1WmfIujPY37MIAgmmwoBgJjneVFqTTmDErPD6flEd1mosoMIfyW9RbUqDLlYKGYDpmIZkjFQ5EwpFQ+lESkNeAZzDDJ9rFhAyVmSJ+xajMGCvoRMcKbuKGjePN4TYa3Czldv7GK7euXNc+AfnL3H/xsaYzk+PNlclLVUuzaP8ejFEZUjrvhHvFuOwirnWKoYIczzH7/RbuHznL2/g+s4fPY8FV/K6kUinbQEobYrUugWu9ChEb9v3ccYvJH67j/10ESvNLNIB7oQDJO3h7RvwFnonzCARVo9IDic1gKrTHvmKMU36xTtXedD08FlgJpzfxqNyX2JeHZmZTSIobHNcCalZJoITqXSTM1NDhbs84kcIbKpeCLkbUOScsRy34z2iF7mTAkqPU8aNqbOQApOvMrZG3wXHoHGDumYyHsSJAdUXE8aGUCg9a3IwA2/suvF2wyazjIXbMZWPOalZXdvONYKba+Vi6FvUUpfq1wCznXlaBu+nM7f3xG8/hJAIbd5P4XssARWHV0DxnDK84w3jOQcTjIdw/jaW9LxLSz0hbQCLxx7Is3zsTIn5DlsHS5cNtW1aGQ9eC6H85rk7/MzvP3X7z9z+p25+mLfzoY9otrHUSljFIaRY6CWkiOc/wAV2B0eajp65DZfOLYC0XzGuXNVydBRyEqvEaPBIrMrX8KciwlkTjPGfyLnqElSCpZLP8qnIz8W+P3kBF3h6+xBEfPgVeroh+mWI9astY9jV2dYjYhOaTO0+Cl0WLKJcAk4AM0p+xMR+7zFcY3EXuH7nT0PwcITLWeOJhU2V8pYKi9txJwVOeOKJ8Fvu4HN/eYcHOVz9hDN+WNxlHscU5nJom/7LBCHTJcMsdOxV9s6w5Ke0e7PFDD4TTyBpUvbILevIHzPfBDeEZf3QqhnTJf1iYLpR2HF+XnodhZK1qZf5UmLWhRE3mSZh116nh8fkaB/13wbc+SNyPnbNU0Ic2kLx+MwwZLp94Xh6cPQGw01Mmz5P/Mr8KEUC57kAJAh1Et33DOdSdlzo6SdjjYH9lO5vo0c+a9XPcHS+i8LYG3LkaGfM0awWTGZs8ZTa2iZ1SKMz5MK5R5dUVTfMtkvZcRh9vLKFNJW8bCyovbEc/CYER55mfnDQ7lu3PMzjc2QhPlU346UiYtM+sj0iJiWklMv9mJ36XMYAR459yEyw0l2sCY5LPb/yuR4JlsAmm16s8LQOAUCZwMwHxAvWjW4eq3rGfTtu+zGMF1lwfuXboQ5Goi6Rn6Cu7DODjRlGC3Pk+SP6Y65P8wR1vgxhxMDCY73W+RDy28PP40IyrCoeGAuLwwHvTMxcCmvmRNcIhdKkWDyR9FtKV37laa0wfcaMVj9IqqTmkEj1ot1WrcoySU02LrDdOm75jo7H17+2t3BO2lZUtkljwSW1LVpDM6mMhlG1YNBpaLFvjOphEuRb2Kspimp/LRpsFyBMJWW+JEYPy6oQjtnJAgbBfwG2YgdWfnXudx6lqp64TGC2m0oC4s1g+A7WfYPbeJoZxKKgeHzZ6fchNxhQPW8h7vFLqzCgzfKxEhrOEr2NdsIrIMynHKAYiN5zctMZZn17n8Lepy4kuovDeNqnFYzBMq0dgCGeRzc/iDN+d+48mu4ywQX5gPiFt5wpYbvt4+zP2qBCG225TpiE2UCucLhKUUL3LSSez1vrI3Lme4DnW2AajPVdDr/wsx300bjaMOFHBpkKh0pT6MiFEn3TR+KPpI9Wv0ob6/mpPGnLoptg90maowvBA5y/BNzjN7Xzrp3I+ihg5vntsIxnNqCTxZXAl299nBwezl7gAe5JpzYWZhIrFJmacRMDtHfyHp8tP8v6LHsq3yEEo+1vlRMhonodhqcNaGuKqJkW5Cr3IPW8QzbDhIlm2nHZmvZSHBMNLiyCoYslDN9m7Gi3eqoSCZlyE27I6NPSH2twVGtFlhQZNZSKx/jD9E2oH8WfeUVpu+IGk2C96K0He1ZvvQ0tN1ujpG5kMzZ+rLVAJdKEo6X6RoWoGFJuVpJyYzuqTphdVbBHhDUSbyJco/ElFb2IwuMNxpZ0oTt6dQ1N3rzCPywo32wkEz0irSl7zSVuKI7HY3Pj7otl9EOjG3Zx5waW0sLN93D2o1scQD6HRw6LmDatB2yubjow1ZEr+WljHOLwJ/h0KNaEKRme44enzOOe+OOvfOqLL2G978NJ0hnflTbc11WvcfVRrOp5Dbtx+dbuY1y44palzk2LU60uqLC7IxdtPZjdYEI3yp9yABiRsezsMMUT23P57Myl0PLhU5zmDan+9W0Qul8eYgTmy8YbJWutOEI306gE5Y/Gc3m7pT7aWElLq4YMNFv8SAZSmYykOSW9qMy3DbVUZG4VhSXR9NBOcYIJHpTmUjBwdGmOSeOWm7UMkSsVHYzoZ40/GvU9olkBaeHLkjroHglVtbTDQghhO3UB7DYvONaCECFQwTSxmZYpezEC4YOjJKszt/cR7DyCnYew9Qs0HRtDXq3XQgVLicwPGplC5/LMpRP8Lt8M528w14qjdbmqZ1okSbM+L7mkNJSLwDOxskFYGo5Csh5LXC8wnsL+J373Y9z5HPqLK8OXro7ANrTniN+nVCfY8JD4nX0Hl+8GnL18hYe/D6nW1MKXzYrgyEmGZJ2O+NSzf5jCmtBVny7zhXFmPxXmKCdL4UH5zMwdFB5mRi3jnoXRz3Zxaf3FWzzRAat6fumHtBxj03le299Gzrr8R5JkLk3iER1pVkZNjEs04hpWCHUfdw3sPHaXP8Pl6/DxIXhIdThrC2QMMdOTr08FtzGjixsg3WwTi77GA9zh4o07+wEPh4AZmDGkIwXAXceGGNGLHPqhGhQoISs8awr+6ygwtXTqzvRi8tcQpLbsPRkH7S0aOzaGcpFTHIBrowjcBBNKeOKXSPWMcTap3Nbw0xFU5C27U+UnrTBvRGORtylfURliBF5MTFXJqzh4UyTOVjdIMXGHRGmLf7nz0+GCClMspGmXxjbpcmNE+z46Ebxy3+/Jsx2E2+RpCtcqiwwjDCD5pSwNx0nlzbLQBNgrlNZUYHixs9nI5ymXhIiBvU6EceLMDIJny6WJN1odlFxibUqFVVxKo0iI8FU7jjw/PqH33f98wHP83mImcPo9LI/SUhzmJ/qKRtElUM2FOFIEug7ZMZ5IqzcX6VQbDFPwOId9f/pt3Pfyyl2+cwdfYCqIo4YrkWwUKYuWSXjNJvqqlONMV0z84r6dhziwPZ3jglKJMUW2Cgsq68AxGysEWr6IKNwIPfnRzzoFNbU1jqlHUaasD2squHiIRfCyh898cK5XuETHnXwPiyNwc1c7CwYN4gtFoCZb6x1VEIGiqmjlkTYdRKHe1YLerxEDXnkKKk2m4Jy28q+R+WgVNvaoE0MB7QbpxbylXJSGjq1gaGk3t6PATS4VAnh8aSCZSXBU+O/wgai/AQOlDkIKIjihhkDd6S8AACAASURBVIJcZKGCFGh3cNamjaNFOtaiC5LVWa2CccClAQ+wsCEu9dyJv0osSVAp2cWUb4XlrCAPo/tggS9epj1+OAGy+wRnyWCRT0pIpfD9KLHkaBjTB4kghsBScD7WOl7kL+NZSPmG/ZD4PfHbj2F2UDvbYBB3EcfRn7Q9OB7otzzwp9+FJMfjKv03bv8zGHYgMbAdqMPdaFUc210y/yuwSh/fSPuPlHa//8OzBb1/3sCeJ0F4mekS9+P8WPg7P8QRzItY6gYTv8+DcD0508LJ/lJJUX0pb1djVVK4LOtjO+XAr+kXaYRkiZCGQTEfm8Bv+r0nsS/xAIbTl248UUuRmyKXz1TONsR/45LgOS5FccErfQ4XN1jy9PItniyFe+zHdDamGbdzDL//09phyWFu555klmtBm8tqLwec6iPsxMyiVGWxmRxl7EKNvoKnrekGuvPKiTeqNLf7uoKbtdCXltTTCE/RZiuM7pfgWMMlb7B898lGEIvgehjlSH2P48xZvWRvOzWo486VRDrbyXwpN6+WpHoNFSXlgpll3VJMjwky7IJEhQG2+q8aq9OcMcwliF+FppAvICQer3vxRtYRXu6PUdt5ozVl3bhkCQ74v8yIWMF3e4oCjJMnDskVkVynR5QD2mJQ6TMXGG9bJnWoTQmualyVqifF0eZanYsZ7sTYCs7YX93i+Tkh9zv9zi+O8ay/Ye5hlb0+mcnp9YtKU9kQFRr2rAc76bWc4wcTHviLe+K/jjOT4XM7HD73s22cukxcKueuOlgaOHFcKfT12p35rt+88ju/gJ1Y32V1gV7ZFSOcfVVnzseP8oQGAR4CpyxTnzM67UcYM/VyHaW2tHdG3IABWaQ87ZcYVu7gmY/eGqtHnP7gFwelwamcU7+QI0SlZYnw3Fn2L6O8mnHpcW2b2e43rRAxHeT+ZiUU+KkWG+aO9rHcvKzwyL0o25C8oKQtYRrJl1GSKsxvVdLW2YkChugL704a5hsm+q8WN7H/BmNNQ2ozjbOIES/ZKKNP0/wyBnoLA/JOrgVkTVNzFpRjBjaWnqwTcfxdFMOgOlVqqFSDmdqMttevYHWGJQ1j4gfbH/rZVjawWX2UqhKg0jWW1dalwBLHaKZzd/YjJn5X7/AM9/1PysxbWRuCKU2VC2mk7bIzTISFQ2mEq2rX8CkSvHLjOe55xum+J27ngQvpnCs+qJ0rWNme8BknuBZ7mOfcfxcL1byFw8/iUs9Vyl3Tlipc8Fl4QkyWdNDM+nGMcZVpv3rJ/GIoLGQ2O+aNrSikjEUK6sb2CkOb2LxLrgoWQ0G/PByOv8Rl9le3s4tbOPrSD5vB1WYHXUdmtW5Sk8KNCe0dUPEZZtB8KoteGrcC41YFLa2LyQMWWP4NN7he4U5UPBno7CWMZ0PceTFwaya7U0YuSjIVnc6wMzv4OLQGV2+x8s05HgefV1a3sciFIdOetTFFXL1Y+dVHx3SPahG1a4SVTG2Y8+P465pCxtklpabZRDpE3clepMeqsNA2zgIN5YhtKSy02b2QiDFsjePES7PL+8Vtd9ZJpthFwZgC9OsdSYMiLaB6qaSnCqXF31WRWBd4y9wNyzdG4bKWgT8rxsMEVRJm2uhwWQj+U7aLtGcNGzUOBeS0FW79IlPT66DVsCFFbLLC0CPTbQhACgPRQTjvCKVfvpS/l76ddYepbVlQAOJ1EvwKxoo247qaXihXVpmxMMfzZEPiFytu4xjk2SsIiR+kXHHmfNpVKI5P/TWgwvFgiEM+1UFFOuQ3EDPfx/NhL2+wsGfwNIdfDn4r2u6puOGpBWctvu8Gr5bxmbDW9tY1Lt/afjjsPMAD3P0yH3KQV+yww82lS+vP6ILumhWpVOJ7Z9wLvZBI5upGPlPJ6PBoWjfbxoOY8dTd1x6z/ZD47Q/l7IcY7G6SmWHp14SYKCYFTmiPnBMz4VJTSpslImSKJoxA0RpjEslUH2mTi9uSak4sKu8anYH0El2mMfTqTHN6j53TarHq7uv3WlIQ9IgXsb7I70qvTV9pdU3WcjOfqvGG7qnwvzSMsZwjUa6O9WbqwMItR+ZaxVPSLtUIx495AAWHmTb9dOGiocBBoq37MGzGOfNohcT+HdW+AluldsCJlMUJ1lsK6nkV4+mdp+GnWRmLiXY7voUV/c78Ny1Gp2vkYmPFqHgb+7s8gZ3HIcof8OjCh7A4qCv62gIKOhEXT6LHiazFAZ5JeH2HRvvqJviaIa1AhmTlMK/2biU3k2vTyqGo1c20q93+MhzWdxlhDNdNqxFDYcU96d+U0U1+fuDOX+EI5vVb3FqPSz1TddMFuuNhohKxPqPKO0xqGwGmDyr8kcNAXFksh9JCpoDz1bD71F3/5K/vIKZqfnGEo8YRnGIQQduT+H3C4z3SPcPOcPSFv34XJ7pvsLjR8sT5sqp5o03eVqA2uPruPiCx9oejPbP0nmBcEVsdKjC0wjTuwjKq3hopVkMJr6ZF5dpEwpeNFWUbKSXkflvVOVY6vrPzrIlOsc2MikGwy14Lx6c4bEATl8CVlo0xCyfBpKM0SpJBAg5tN4nJlhPlWtZ1nFgNwBDpcBa9nzzBBw4qqRjVr1sRkqOhCWWpJ3OeXBYqTJGkig+9U1+veSBnLB35s6JkFXoKfVFsJHEnD9NLF/gVc0jCy+tE43pGjQUuYlDcUr1R32narCYs5fAIYaMSVvwXN+UvMtkxgsHNG5fv4hjkuzj5cwQ4HrZyG7h93yhp2P/XUBMDmUvGeQWk0k10hDE+WIUY2s+2/FEcOb64GQK1h1/52T4eIxtHl2WlU29wwDALLs0QLnJ252NVz80rv/c4l23Yuu/zoeckESqNUxMn+gjcxAktUwihGQiHmeEpOuOJ1mRXezUOl85S+oc1+kLOnDZ2Xr5x1+/82Q+4hwfSJr2UbE+lj6PsL3+p42Jd7zjM0+Edl0ttJ91PjaeJK6FEXUPqWfvCAoB8tWDgSHWTGQ3TQzXCqpVmmYzjUSYjrKNcwpHJ727p+EYvQ6EaShlcicZZ2tolyQCqlAvtncIkUVjKJbl+IWmHsjNjE0rai6XUQTJBew3Nf/0WlszEGZugPmlx5uo8jhA9cuGz9QHMdqDtwSsLo3QhqA5vyZXRL4/h7EVcgvEGixzuf+riBlqfzwkc005C3bIR7An14XsOCQ/liFV9PBXndMtTzG+3f4Eb/LY/wPUX2NRCoii1Wau1B+u62MfiLljZJR5NcfSlm+2maRws5BhTvoHabSpfBioedjJ4GHGaIEzOnWiQW8VUCEi4obDCVxYy0UZaYhwHEIOLOX6O61YucbWFP/4S8CCQRZwFndZoMcOtVnB6j7qB3ealxIXWO9ERFugWzg/x2NvQo+0HQbJp1NifvXLTBWw0fArMK/c3pQ1+6QQIP2zjkcK4u/WdP3+FaWRQsXgoJR4srFbDujz8x62r8lBaUtXmpJ/uVZBRY1rf5KVWSKPPcGbrpEWZoEavjeHboPUbiQFlFkRcr2SQX/P9YkuesH2gvkN5yvFG2kJEKwKQBoLkrlLtDWvCBKavS5cj5Nj/SHvBv/d+ddx8COKz5tQBOfETP5iRIaoTpxLZpYGNJT0yQUyjKcrXGQLVwRHKwjZJAO2IttTrUa27Y1Ei2AVKxSTlPo+A0BSdqGeljTKfRRW5y1yIxht172xFXoO91nJedMd8P4MBNSDCWNOuASeG4U3GxITUehx5WlwUsrv9T9zF3XB+66/u/PkbtzzA0B/Xec7LNgwL82IC3BAWo5NiXgqRPJKvwBKLu0Dc0OKnOZZd2ZyffgsX73Bn2vUdVvV0qxkeNL8FWdc6COzGyuWoklyCLLICE78PsLLLzkd+74lfXaf804fED2RFaaE7QqO1uZAGmSceTY7KH/PXVcPeG0eQJMWf5j4dr+zGIfRoY+kPP/UXd+hl79+5WNFn2Bji3OkmPbzRHDfUL21ypIGaoR1GHquJL2TLQEoqmlJbqqqcgaPGZ/Vi2gxWnIuCn9QDMqFzsGnW4W0s4rF8nOXcbRXugHztryqS5gaEajHNWChha9YmgLii/BF9i7LVnFQe1lv2fySREkcgzy2FFigdbIkEFKGY8HYZjSzZwA1I249jFaiP/PYDwG14c28MEEihiy5nwoK9Bdx8i7MlyxOPM37BGr/CkHr/GcTFkN4vII6F1SUYnJ9GksnxQ9FrIJmCtlxZeRwqWrrlMa7wjIkf/l3gHj++Mj/3Mc6IziGaEQ+Tn+9icZfrn2Ph6Fs8/x25t3J+hp4ISIagsj5GVVbGIkE+LS/00dRoer8tAv52M1oQFl7vElLebcqbM9N3hy7Gn3yfKve4q3fu4HmsvJWWyxLbmM1p9rOtg2V3ANUpimpQZHCfQpuNN+iFYNrpqGwKU7shVu/ceeJTZbirNyHx8+NJOeTDRJewDGPeWo/Jf+TP4ReYDIes+OI17j8fz6KJzktDfTcg1MGYMbaVvnhuhe6VwNrGjQaQuE2zu7Js3UYFC4KM9SqwBn2//oj4VbyXfIxzn1nLbAxvjXFPANLdN/lZX73G7nMDve4DimnlWQlWQ1iaBt5T+SLP71RypxdtoXeG1iTkDOZUFPHNk2Kc1auO80ayATXGUJnCGB5XR7TC+hgAkMRUhvDGi08S05LEhZOX1pIhLEetv5YGy79Vj5T2UZvIEVIGxU3RGNZ/2bwFg70c6Cq9Gzl/OqM5xG6A6gKwLzxMp3eKXWcprE+LMXwIJrYgfPY/BTw85zbvqMbiLlMuBtM3HSI0FEZWm1NDm7R2uOJUUknPSCdGCcPo5/v++BvcAHAZXMJbOP7azfbjg1PSFxvwVUyMJ6Or59TByJgWoret+37nIZ7hvveRW13U/SpELsteGT2GFi4sED9x/6ogWkagudkXODF/1VjFodm0QWKIj+DfbSzlehVn/ILQT7/HRTVpBFcHcwVXGsxavmYHxYNE3IZDbPLiigniEWYl7GRbK4tWMc1V02hL3JqNSzpJj9a2wEYzmfdXymW2o8HfDyGqiaO/VnNE7RKU26pEqJRNkyX7paAiiJc7qQTgiZPSuDJ0gQUAS92v+p1Y3ar+ol+EsLzBbyQbnOIytuksjhDFpZ7bD9xsD0qFeoFtYcYNMGf3sYgVrUY8UOf0Rdw6hcvaccYPpxPRYkNOltTwpY4riDEx+W+hUSQPOPDnh2gWFid++5Hf+oUP6d/Wh3jsp6OZWOl1Ls01j9NcOEsDiz04eR4PJLzDteWHacZvK86OTq6unFcaxLGkhsNIB3VfKMiBd9kwj1QdFMykckmIduOEmO9N7QpyBv0pzHfhOJ1oj9O57ugrrGbpR0mDa+lZ6wLJ+rhKjkxnOcEKGBrtkidMj7hO4bNpVyeWDVvhgbe4JvkN7ho4fxVPvp30gK80UPXo3dR4qgE7rPz+U1x2dP0OJ4fPX0BoDWoxakOC9Ccu6JFKnyKHdtBa4UmRQWJHuxtSVCRzsFfgCAWTBvc9b3HMtUi95V5H6wYVuXrRKLmjtMsRbohBXMF9swuGcjbgEll6Rqrh27Im1NyVE1A24GkTLHDABE2NPhcTDXO91VOhLVUte1IwUCEzKzbXqqRvPCsb9wZ5tV8gWjABRn9i9xjDxgZXyzRU5kn5bgFj5BIc+ypdz+UbgZftMrEtcM4NpWKmaymNIyogCbbt5shFJvmjwN+PVGRWyV/NFHDpnMQwTybzzd55/J5GH1MxZTcb4tTxsP+xD0HG/ZuQA/jz17hMPxhiP29E0pZV6GlYhr4gGKv1r7jqo+gy7ncfU3AwDCs8aP74ezx0Dmse3Lnjr7CkGM749bXbUnMCtoqBlAcGxxN6t4Vhze4Dt/3Q7z7x0yWge5tDc+HK6vqemtA77f4CI6lRSzFgWAzbjglfEDUFd8wvSsnsWDYtXBzi0oyDL4aLIG7cR+TOf/TzI78xCA3SolSiN6IioBRapkmbDlf27Dn16sqQNSjSikauMF+2xlBQKQBvUHJehXpUELxN5pvKnabjbroj3gvkOjgZC1oc60+smcobOeP5de8Yb9fxmfuO3KzaVwOqKU4kH/LjnVqjCLS/IuyRSEsAoP6IPCUMBfl1ylfa6S9xOCxEt9M5YKWTx3icAxZ32cNSh6IdkU5wsukXj3YGV775YO4WR+4ipkm42vN2vvsYhm0ke2ORD9rhaYlGNSWgQVHglmI11bCpQZ0fc+lFF/eBh5vnh7D1C9i6hs1rv/WhX+zrU4ggLkZNY0w+LsQY8By/fTyQ7fIdnlx3iXuz47msrVoStzaS7AR4aXykXRpFp5zxsYIcjlsNNv2gCUW6f6Q9205xiEWV47KRAbB+GJx8O+C6lXeYDB997SurGQfI271CuDKPTtzAWFoMDu1I2yDKHpE2lkMXNhZ5iW/4zOLa490ncPGrmMe+w8WZy8OEHKi9kHM8U+sp/k1lYKa4J3DLHTxFkFzGVcHnL9140ZJDBgC2aNl1RC/svBAfreYiDToTqrXd2dJqMjzfIrOGDC/wITBU7CZp1pj8MYFb3lvhYoPVcT2R9Csva0BBJB6kTde7n4dHwugTy8tl2R5nAuI4MNWVHFZDXL5miMUfwwF0rIkcQnAyeWNyZO2zNExlfd2Mi7yoH2Gr0ISlCgQqciRCi0kyhHuaHlukTVco5T9xkItIgvaXycUYz6siSA+a5K3TYt7HKiAuGiPyE3wzodV7Hce5NZ3iG0IU2lmQR2191xm4MsAGi2FjcsOmxxm/t3HH11t/9oMbT72LWV8dWq7TYjI5l/quVUxioBq0/iBavZjKiuaB4Tjj51MFGgwgvoLZrq+2DuqzZOpY4IFrRyM4xzf4F0vzbT7ARU14LvNjN53GKgVjTPxkKYUubDx7S+OJCjopfthPXi4/Fiy1bjAGETjwVoldsUjpyh98if41TfOefOeWRz4dm+GnnHv7ifZOk61mWRnq9A0dcY+0rrIwX+mzIbpp3WNbJN6gACq1RYxC4sqlEFXATVPWta5zZM0SXjGE6I4YdUTjW8S6bkv1fM8Z2VrJu0+bpf3yOYIES1gCsby/6ScJznUWQKc3Vtz1Hq00++iUEVAXu9DNZbo3sfbm7mO//Qh2PnKbH8Bsm4tYcKDpLJe7DJ8wpB6PsCBKXg1458oB7mXicSzLEOJTwCjk+F+2wInEJxqrbCyMjt0UpfPzY1zhufUBnnYTMl6cgUyWduny3B3XuGi3MTlMpxekktHB2uAE124Z0cvwznsXszYRkK8VhFBkgUZ+W4u+lFVcCv+u9YgDmI1Q6DrkEsPJs0DhTLCuAScnX8fp3LjaAqdAt+Oe6mR4GRN0HKg1l9Epg0Ye2vWeUmqigxkQDMExlKgF+x/HUtu3uH7k4qUfL3zcM499Gbgcyam5jM64mgbvDA49tIZ7Qe9mlzch8fPj+YCDKVOp2k0epyG0b6B9D2DKU2KuTwd5RrpiyIPaPhbTE3lY7fTA3R4RWV+ve7WIiDKssmXPFZvCpTdDpRcBW4DQauM4QDWYSKcSAZZmcmMq/aICdPlCxGzweWQqYdHcMzGG0JXEm61RxFM6gb9aGDLaMocEs4zcdgveCkNg4U3A0pRR8/FLyjdyMb+OCZ21I2OI9wyjkDiDeyamIMUEC2mm0MSAHCg+C2URzsOpO/k+kL6XsnhYaVv/0aiofLPoMUeFmjor3UxF2OaQS5XMQuI37ONZ3jjSFrzRxWu3PCnHCi1d2uABNt9EKNPrReVVI6MksfGipb/513k8d26K5c62HS71fOevbtz1z+74a4974pdxwcnC1dCBl/aizpIxJ1NSctrskEIavOW2rt3OQ7/zyOMB7hd48kE6swho17rOvqdEackKBbwGTJO14qqwCWJQQwvagnSaHl/FBWkjbqOP0Rgurbl4gwe4wxRryk1xiw4PdIyPDG1tg0y6D+W8ZuYQyaeo/BIsREkUeaOnlsaZ9DArKjjcU7r6iM0E4gKEOCQNxBTb95CbZWTZcRwaLZ5HqPTVIqjgZpndLF2MbxaPcEwNcDODLINmqj6Fqwb/tV5oCnWvLczQdpobcr7VFTMaVF4j96VV9VyFGDct9XS7uAYStwfnHGyRjuourOBiIkuZREjT7lwe5cKPaJDfuIOnuEc3kQSFt9DiJUMLUiionKBpc0rXpNdr8bCf46a+kPKtruLnHJO3WpGfVP+CYlRhYxGr0SyxiOXpd0Na6hn6cvR5VN68YhbNUTozFjhhnZBAX6n91cprBxu2PgrudVWevoWeqcbYSGO2MqTY6lTNdofj7+P5B29xHPP4axg2nZ97XI5Rj9IRmiWhUmygGN61YZ/ubF1YZxhrU8LKqfQylkPDPZx7H8WpyxsIWD195Zencevmqo5WuxI/GAz3Y9oDOfjowYdtf/jMJxd/9ROqQNzjl5xXPFWl2e1mnH2zOUwReulGyvqkufGC13w4TYSSlt/SuDRdSwUrFJwZMhOhG8NTu41RTvafmKaci9bwVcRwK4aIOzvmOJPEJ/GpKnJIWapY//VGT6WmsRygg3vFKPAjYzsPEKl/4sZltBWMMYH6v/qTnIIw/u0v8BM2yLinP3+iQWWSXflZWMT8MWd4aor8JS0IQywYaMi9Q6F+r6Gn9KPfxX+tP9WQyHQSXNEsYK/pgqZEnBq0TjpZa6i6vUeg0vZJwyIx6dJ6nnR95QZcioPrTPbT+gpc6unOX/jliUvzQrH+Z63WTRGreyRYB/WlJShsGkqmLhkeKH9g5csGv7RM0c33gr8c8NDbePTc8XM328MTCNKh5DAHThilRwwKlFeUuT7XDjaMe/w+wJKeWw9h5wlM57nSNEZy3Ob0sFElyM01NyNZxUyMWThRHscZa12YjWWh3tgOzI0TmMMwwf7n/uo2HiIcN3bO93EZ0hDYuGp1XE0EeqP7StlHYRmAc6ABXkDUK7Dxp5pamb5bD29rXSYxMXDKbeWq5BH/5QV5XlFIIa0EyhgiPawaEVOmyTmDS41sjkD9Xid7LW5TaaFrHdcqRiQug0WBapvmjkcT3/WDzBTzGX7ZPsebHNQQ1kzEeA2ZeeeST7IOBmo6x23AO4/QXGx+GMxRpGoB9aix3GxH4pInSakXaJCXxz7Y4cs3/vrtcHU323sKwxRrLEctLvN+wJs1G9e6CbyPGlcCCRBf6heHbnWJKd/qAjc3zveKQ1lI1qXsF/eQr3DQcHEEp99j2bB4Hj0Wd8Fz/OJR5sl0O3n4akNpCdWAcJLSrPTCCGgbE6yAQWpcT7NYICpjBm0rmFIUu5QDDyxz+l08rS4uuMAD3NNZ9lgLh2R9ynYJsXq25qtLrTHsIj4ywncCJ6JUQbonONwBV/O6/U9xy/3lmxkuznzlptO4wWemRSD7gn+xv1i1KKgMas3K7X/mrt7hyRC46+QFTqpvzGMLCzZbSEegVM4v7Wo9NjN+7pmUiY+FG8vU0o71TTMZ8jSsmzZVFnlM0txq8PBCIIABl8jP9IscdlohNQ0CZ7RGv9SK6ncpk1klAyP0Md/FpLNuLoUaiIIbPsBMmUC7TGUKFklMCtyacIfUmmK9IHplmCpKj9BJJRqKnC66FOdNPtMlIpZd65ChL1rZiCkjwfMOt5vJ0wjh3aTGnfh7EhoqtTLYa4UyxkzLmgCr29mKkEpbbYc5p1E32w7/pVrsaWsCS5XzU57BQ1mgLfJ+gXU+9j9xl/HU1JD+4VLPY6zzAawXukfKOqmAyZqVqsyElBtUsr08hycN7+Uj2uM6EHf0tb/+CfekBVKPv/GznSEdmQVrA2vzA0RP6+nMEJLhXdi8gt04kL/zGAe5hzGXaBedpbaXuB8R0jHYeIlAgZwOzcoZc5svHuS2JT2ywsx5Ix7jgcceYg0b2P8MQgodgo/7d3Fj50EOv4C5BkqAAicnUq0iU7ojGNguWt2X7gysf0lPKzeMOEDEbWXniWI1sdv1EXKuscwowuMbJEkWotTXM2FsqzPVcZ4arQloDLLVv0pMBkLET8UZ8WZlJGqoWB8P0dYtFeYlk0VkZVJYYVO/N9GooKV5up5cONmsI6LNOjyEqw/S4vMQp65geY6nV28/xPouWx9gvROs6rmQ/VLMB/12iGNbuZruwo/H/uwlltu9fItr3vafQVLbVDzG52TJkAUPHSliBbTobFXjFbQQN9+ZCMNz/GLiN57HzymuV3TV8LaBvGhAlmmYzMU9xjCPxzlc/5zHFg++yKcX+Jw0aqPHUKqSK4FVWyP4be1Ds0rSOPBXr9PiTrLBkC8EnccWx5TlDvM9f/RNPD/pLe6LO/o6Vu5ZNGvgGanC7EtrYNg3c4RFDjEwtlBlpKVTFVdLU1M6ZQE1YucjdxHPgrrEqp4OF2fWekgdc13l4icoGwrwhmHLHX42u3yHLh5L2r7EsZWNheN1HHq2iMdLIvzOn3vqASXdDpKAt6tth9S9TpDaE2F9pLEsLpIR87PaMuqoVPXFmjGj1JKWFW74/TKkFk6lQ4nZDu8OM2EdLllANEDW6ymVlHFDC87YyGuPAGakDIlIXGlIUFAJGyfyfMfpXMcTa4DWuVGMlNOP7zBHvAvWdpmIr6PwkqSl64+3abESy9hBKfHZ2vaJ1IiKSb2I95cbVvF2ZRkshri2xEKeJVgDLC4sSiGjli9ilFytryOL67I25QhmkQMIdDZxYm3/KVzgfgMsun3+CkLil0a4vQU/ziWhOAKo9FwQoUeWFNKvuNYlHemLY+exGg0uB5rt+dNv4iE/8Vzj4+foJ3DesobRDBs2kfp7Zu8cU7uNBW7UiUs98WjmENVNl576ElIOl+os54wYByyDTRqxPL5k9lOF8uJBArbKfENlSvHSFTpjLLIXAtb5EGLW8NPBs3hIbhD6O3/ywi0OI89HZrUsz+WINCnB1HY1vdCoYIpm6L4j7ZgjMgJF3kvFYfdLU2BaDytxovf3+UCNJFfbETiphSESBqLXr1ptGgAAIABJREFUGhXU3gJ/u0sAq11W4NTxIu8jwWov+FEhF+2v0ZEmAsG0WByy6/tYp2y56OB1bZAg+9s3PmYv2ovK0oA64oaTfsEihRQo1fPc+Qi2P3SzXQxSFTYMkanv+dj3tAjfb4Ysa7gIVu7dcHUDl7ew+wk2DsshQ2gC9RbS5giuY+vWLqkFsdgyfcnp6BLT2vEsfk7xaAdM3qYiozYx6PyWh3FwY0n/RlxDfhr3+F39hKW5Dj7DvhQ8AE/eDJQqD1K7KeIrhhwdaKV76CxoZyaDwUx4QB7wN6jzGDvyrZYCKlEHHv8Yj5yd7fuTH7HUzfUt5sNHz92wKVJ0xy3bGhS14EHoi8oXhGUgnNd46OZBUcoIfgwbMG3bcvufzLByz42/eotnQYXgoW4O91Nbn0kbaXN3MfHzMStOS3sOPnUpJQ6tBRaNF6gOvIwQZT63HiSOUsgBuq9PiZ8zTi1XM/kiTQkVlYztGDcpu/mRD6OURDPTdRRNRY3Khmpodqy/1AHbHJN7+HDRqN2zCVOTUYIhVC2l8bIckiRYhX2gWxP3x+ty4FAQoxrnSGB0kp9GsJ+yPxZnTIFWskdOCfO4VWRUKyQBnZjGzvpUR0xpaiD1IFcgTe73RsUa8u/ICro05HPjyDOi+GX0/DYtCIkT5WxqU5SfBuTSzBXHj/jOn23pChUW0Dcac+aG0wL1Jf0Usb1ovMJ/p5TP+I1pCBHMwdO41xyH2eD8Rdzjt8Ci//FYhWimF3HAsjKE44cY2cYo4nqBqJg0AozIZXxLVJy4nMnDKhUawfHjYTce5/AWcAPAW3f8zYDB0JjcRo5pgPC2eikCiWavgLO6VLSD+R5sXfs43Qc7j/x0WY5uX/nWJu8p+7BZL9tw1f7W3EZhXptf06ISCGWocNDmnubdOHhQ2CquQ4sTFwefxTH4KPeTH/z8MHr0uPbGlQ2TwLIvoLs9GWKZwTGMg0U8sDheGn/xk8Sby1UBVdan7qfWqWNbmrwkYxV4REcs32e0qdM/bQrqd1IVvIInPwgL8QpqfkXWB07CXgOSGV7TnuiosbkeOqed7TMDg8FPA+cEQiLDlFG1lJofa+VDEy3rLaQJTgqzaMlT5MoUvFjRFUxljx/O+H2IuZCvWVm0YHTojfZLhi75WPZ0w7CxxAN1zl/6S1zdgOHv/ifOb/t0Zznz2rUV+KOzuk9BKMGgOCmfAk5eeHa+60O+tzzFc19CcD/scoaQB9ORqrD0kXUeZ/y+Rbt98XbAWiZf+GC3UwnTbO2TdWK6APyv1iMh5XLDsg7M6RqKWjU0u0w8SPwXITZ8kmDGGTfHERmIpbOwTM6hP/oSD6nDea1bOP4qrptdRKc8FbGySREDqNTysNyva7sq/IAMYbgWrhhTNZLb0UuWEYpsfmH3MQ4g4mjsrT9/5Vbn3tcBxKnsepUozY7JpcGCVNJzhGEboY67D94NWNzlFW6jxdn1ouYpjSwlcLLEab5HpOC5M7pHYaSD8iatFpNxblqpxXtSFPUUUzazQfYZ5btovmfZcd07rd5E7YkF8dSgdynv9FdEVwbfDBCvX0FKI0uTpVm9q8qRMIjTYKl0mzwxDYpTfLAZqOXOjI4xNbfO5qqeMla0x4WkmiEQPgCKVjPRiNi936MeqT2OSU9gsGgkYLN5CLr96ow7RCrVMH3bKO1jQZFgGifMkrjqneFCjIhfTn8J1SBhgWXHORkgn+UoZbrDFdZtxb8TjtuFeGXvKZ7lfRW3aJ+/guWRTxUg86o/usqRKl1HhbWYNGHCx7NBpYmIKZ54O4QYYg7zAzj5AS5/clev/dUv4fh5LrSQFkFBLBjAywy4FBqaS8gKDRh8QA0ix3iA+7XffQLbD9zuY9xjAKtKST1AViNc6pfCs6v0lPNI2CP2oiNiypgNjDf7pZCCRCNvNn5wjjdWytl0B5/DxRu4DtHYz+78Rzc/HDYW4FP8IRBomG6CB2JyleZyZI4tpSEjmAyuoi/Cj9Bw570fwnnvSogp/IvSPtMIgHjKGhFWnOGoUOaoQ2phUUdzC9OM1gr2SneEw6WeXa8iky5grKEFGL3uipsIzlI6xS6TJwZJah21EWBITPZASNsv3SRxlGd40IlTetcChi0/XfpdPMsBVwdg4rcNrq0+iOWgZKKOIiCUSyPp0tapXVgc4fAWLr+/wfofe5/iBjDU3EWcIZnyseAkWRL8NDlML2plsWBcI6vJh+RkeQTLYyw8szjyw8oIPmsUjte34nqNTbfYxwUF93/Cz8UrrOr5D7wfpnhq6DItnfXQqtQqheIDizkhl15Da6tGGsMP12LCQ2r0GMzkmZNKlbQyUuRgl1OkGjLhsxcQvC0mfm8hMASS1cWVOHHp46I9yBvRIJemknocS0cY/os/WqMm/HXsjYAHuE9+91NcKHR1565vBizHchwPNWlWSPJHEwbLIeWTsz04fIqH+F2983iA+zu/PEGODQu3MeIhll5vPjc8Qj3qsIqMVHMRtoNyROCDs9WwJhQu7SkRl9Nuiysso6j9EXilImkPSnstFd54e5cSrcYsCpfYkvaLz0LoBz3rJn9WsE75JMZVRjzlUtVbjTPDzVhckl8kALrtNM5YIpAv9RKpnY/23EwJC5H1im3vaMRjsEjOCtZZyp7Xp8qiwWxERfWi4J7kPA+RDaioBKP5A2dgUtkawfb2r8ENEmQ7k2xpPUbRHUv1uHkyICfiEsMWVwAISKxDpvAZEBK5WfweT9r1m7D/Me6diyNt/vRHj0s9NzHJweIuUz7HyTH1Fz3V/zIcUuJpAGoqYJGyxy0imPUNMVeB2dZw8q27/MljunLnj77FsWTMx1apwhgZXJTqo0Pb/F7gC5ww8dt1W/fjQP6jENINq0vMkVKAEmc+mfS5mCjnNfJTNSmBnKZExgyzHJaScjTidWmRSJsxyccVNZsYYw1b7uhL3GGSmHnyHZYcwKKmm3GElafQpvMmGiQlqCVbtK8CuIG/0Sltu2EW6q/c7AiwtZeqCK+rJjyZ4RZAalNX1vQi38hnsogGbQWQi+6rDfPOLBhDo5H1EQvmGah4m11GSbZ4W/rsQXvKRVndRrycllRKYdsfp5hM7YzoKR19MLWG/ss7EmfzMOPCBMyvLmDnI/zgoQ5xxg9vnsf2JzHGl3klEk6F7YiBuQ/J1enLEEz7q5tZSPz2PwtpQxu8SIlfosSCigakiXZHuPEeAITXzbaxTAtmfYe4LGLYMgLdJri4RiMOHcLi0B1/i6OKVz/5q1s4euaGnTSq6GGG3gcdjTzgV3ah+noKkkae7JcwywxCUn+N0WTD3In8yuIYfS8z2oxRo18cwPE3aac6ivjoSz/byftgydF/HUvFkCPGTw1VtYIiIAg09NQvlV6MgrERyWlHxgR7jyGuzIxnQWFxl1KiJm3MK0tOrIHsOPqPjmmI5/Hias+Dz2JJzztc6nn+yq+uAIu75DpzTWTMso3MxqqA516HKdx06gFF5do1JkSbwPFk4MO6IvDEpchjfbcU4izCULM0Yl6F5lE8ixMewtAcCjVubrhVVTGHFe/qx40oSvqkdXA0nyrNUhMm9VaJsppXzu2cC1Go9GXBRkoYqaa90DZXi4D1WmUdokfSBPRASNf/0KyDaUFniIRwhv4r3ghJvZ1kkeJPp3HeMqh/7Zv77O1hSWLGLcVEX5EssyzqFcwLchXgPr7yTVhnop5aoRgflIaCM8Qhw6y0FAfKAg9cbLOC/U8Bq67duOtbf/4St3CkA9/SxrD4uBd2Q8kLOh8BJxP/wl+6OEUzQFzcH/661YDv3ZkFf3k/JKhYCNudfeOHnSGQ57dEnQAhFKo7nNTIK5r4xYrSsPUBjuJvP3a7T9zqKg5Oow/zGzE68dzNWGAzNI7aW/0Uk/WyAUMg0/gQnaVJoFAWXHY1lehqM6842n+K9dOwlOuduwhCP5yhrFcRFQtBXpdUjnwTHvKKvEdxkptoV4VFL6oR2CwUnRK0d/XcsdKRCvjyfYNG2NwXmLIGp3vKZy0E2ZSNwhpIzhRqraE0E41MQGvkwu8XoGLRQr5hAfQkcW0ApeOoCNF+ik9TeNPHSf1ScY78TvlDPXKXaUJDqSmOyxeTI8vz4SEXGs/d7iO3+9Dt4AKBeLRdLE5IWgNFtoBoEyUuw15CGsnCqp6v3PWdv3yNIfX+s9ijedymG0ni+/HWmwiBRsYWLhqthrGzcS5utuvmR7DYD4mfm++mbWnKzkfFwUrR4QqWfMRy//Ndf/wd4MDiWzzU4ejLdIgf8ioXbBSaZfdF2hl6W2fhA+ARoLT2ko6ZazJJX7Rg/ep/tOFVKskyNEgltfEcP6zqOVze+GCBj7/2yCu803PYCwDLj8r6JM3eaI1u5VU6vqzrzOUbFW/jgU9L3DG++zHg1PQdVig9v3HjBSZpQBTZKr2W5TisUkDiI9JwdPXw8wD7ATee3LoQkIxnbiMW7oZqWNoQgMVwqRf3asLt6CeOncRNivG7m/K58uWn9Eg5daQO5OR2yjGUrUHe/pTbqc168ld9AdIyfUutI2wEiAVSGiuk/zKdM5FqYsWIQZWKtr808uiR1IvO6TG17I1EwwVhpg4LpyViCOK9qNVI3kj3i/0rrls2XZsYRTlToZ7vWWduvOCziiZ1Cxwq/KVMiDK491JehjtXYRz7rvDmClSgwwHhqk3YKDNHAwXFEAXC93oL25TwaZlmg7QEWW7GOMw7O1KJmPcIYXE4ZVOoTbOofw3l2biYfpXXT8Zte7iJLmQC+7ijOp7j9w7OXsLyMJfcxJOFFFx1MMeFIhyG6E5lO7mZIQ2SDwj5nk+V3+In5CqLQzj9Ie9Jw0mq57g1Aoh5FChttI3G/nV+RkUpQbbAmuzbH/idhxCLu8B0Gau3T3W9a7MVayyAQlr613sGBqYmhk7Zfj3/S1KRHufLWxalDOAcpyOSSw757dEXgBK/DczEUq6Lg9jHEnxwm69hyXpXhcjRKHpapG/nzNouaXsu1ESSIRlItdt4aVZhMRxA8FkMiyEC5lWzolkErF/pUCIYFnvp7vAugGqf38YIEKPPbGGtaQkNcVQlMuI/gWHZjrT8ylNIB71sQBKUEACIcqy1ccO8UD4LbRLd6Uzk4pUcxZLgEM99mfAc893HWPs3fLZ/gemQy5EMs5PEeJZXcB9Ru4ZKHT9LrOrpL392lzeYLO2FxG87nxKRNuLyylvE4i3pZirPgmNjrESiWrA0pnDx3wmGHQj2dn7gFvsQrEc6fM+PnnA49xTiQpJYlMu7CcsFn37nr37ymMfG88qHLayJihVQV/k4WWLxDGvGacNOeX4PD2xYC1YHbcumzldk3OCKbAyjSCLrfnUKwsi0+b47fYFn3+Es6J0//tLPt3XVPcNcUNHIMMNAGo095CPCAnClNq0BV+op5mMrHEbciwe442H0b9zZS7c8T91s9IPl9Xjlm7hsJ6J6/1ncef4Wrt7AxUs3XsXSboztoCTCo9aGmXsirYKWsyWP3lKsehudlE/rqsFNIjfLeSPLA1k7IhskaSG7QX/Ir+XOura7vYW1IGnjnQVFVUlNp3azH1n7JDWVTRn9JcktaySl1iOZX043cGbW9NjL1Jp2X9Ivr0xMgvR1aUu0/pUH3zz6bDpvJRJjT0mc0Fhi2S0fwN5CWtNvFI8UkZlLSkwaWssj60L8VW+GNnvEez3yhe9Vw/uRRCcSkn20RjE77kpLcKRhiu3hWkZq3NyToOsdLa0iXdEF+l5qlGnQybHEjfJaXvVcmmPxxzjzi7yPIm0OaWXot4b9T9Ha3sddB1hGfHESl4DKCnUiG6FW2CajrsKlIBeOWQRk1R9giJPKGCxxtSdW9dz0p9+ip4yJH1b1nO36zEOdErSLhrxq36H9jQO9ISPaxOIuWKnvER7SNV1hcZeUFspYfFklSE2HuMHyrELN5fiIRoLSQWlGhAus/w5ll2ZKMDym/YshCe7gWTxSGYMPd/4jLA59XMAGWqbWgj2GYcPp8nxD4xYW3Rkzji6ip1IRTC4537YAKfQyWZTr5KLOpY1ea2VkEjTtg0E2Te8L05iyWNzQzFTJlWJ7jchV94mVkJKiIhZmTYnMcKDydZThHL3Otb0Plh6t89HlWW5wOmtDepJ1RqdGspt3BcRK5NWemK5suuUF1n/CSb+Q+/0Ca5aQc1+qFsg3Kla4tAY71zGeBlhiGZVgh9NqwMub2f7H4LdjcDxq7jVGmV6MJsw9i1EbYcNhcS1fWfQBfgsTv9kebsTCMjY4Juhb/cai9ZlLkT9JcPN9fxbs9s/Ylws8miLYWO/q8r/mAkxeKWvT+sXAQJIfLV+BasuAGL/28VPH/kaznfZULFEGhbcpQvazPX/8zXDxBhO/kP4dP/fDni/ntkt1s5WCjVYwdeNexpCyob+Mt069lNGTzpBMxV08lpn1ux/B1S/h4hY35p2/8tOZx+W7pfFWE67yKgodN1mkRTqLgDGfTpkatt3BU4/TfXdw+Q4XH63OfV0masXhhEJhSzHrm2j+QOL+nKuISTYSUpdfPcsoaA6ms76asDl6v515lsyEJSEqn6E5T/vC3iIzMd6XNJ/ZyXkUPYoY2ZrqVE26eHZa8mo/pnjCbLA96/I9wNLvySCytC+zUNFHQk8heKLEa16Vxif2xpKU1hug3aBkV+hvL1WjA+DZG82kunwmg0ICXQYhiy1NLkrilG8KBir/JxJsPNEZfiGAvMXAj77o6E9mkr9e0YiI6Uy7eq9m7+QkAQbmBQcsjkk5SoU1f828mloKaiKK8LyBqj4r7aAx+sUd6lh8c0oMtvzeZ3EmDRds4Bms49kMBlzED7KEgHTzHWdp+0LrJ/1vpj82Hqs8z7F49MbSLXaG4+9Kred3w/HXftiKuUpenejrNgmy2U/Ho8KZZZec/e6Ie1e2Hgy41POR236CpxU3gMk9BoQtIwgH6ZZFyiq6cks6Z5iDGDaJ0Zrl49BWXGKFldzN08gPp3njutlpdvDMYzmfW4zJTn9ws/1YWmAVd36WittqpIPws7TZhkVGQpg9itTIECNWSjTO+kneYwR58nQ+iU8xjSCzvvSRc0pGACR4LoISKW71E8/6gPdILrXQ61ctDOgui5CLvhdcCUmp4OR0GftXxIJEVQ0oQod4wxzRsbBmuKoWjE497vjjDO0pz2k9eo/BcU7th3Sj3ZFEat2FFczO6sztfYSnt+9+4jY/hPlO2viU0icPnKqqF9IaU0uCosHBrPF0wAPc71wq/IhVPVe5tDKwhYjRSNrKQu1JszMmPvltTYVd2UyIj6xwm99sB0J0jtueJ6ORODbq2na1uLRkceDOvsfapCHru3iNs5fDDlG9yBCYF4coFZZio4tGtS1N2FKlERLhGpOOvBQac0aDqxzGmvj4b0pycHGjn+348x9jCZNbdLvHz/FQJZi7WRo1iF4GdEeMaQMbpfyK2UGuBWODXxTKBijYa/XJ004rBCdO0GH84M9+9MvTdCoJH1RdFu6lLoyE7Dh5ntRq2J3tP4HUGoYit351NtSzHGCqq0a1GRQ8v8cCPhGFk+SNhZJ6bk1GipMIDUUcyaK9Ei+KWLC2oyJLkfXlmT390ZkPDW1plmJcV4mHiGjp2tTO22mPOtdJEE/jVxZh0wSyrLml6QFjLKOQC0t8WlTdbgM3SQKcTA+ccU+SgshnBCUWWoRAjdnUqY17OZLldrIF1mWG4e6UpkBF6wUfy2Dclvzn07PkV6ZHreV1sAH+aplN6eEVro/yJ86QeIOYlje1mLFFfBEYpvB2BdKayZL4Il8NWtpfjvbCPSUsySve/dhllocDb4HKKBZrST+lKZeZm226/aextPTb4eoOzn6E5TEmWmiR0UbHanIlnOK2sYDEGNhqekFsbA/V+TsZK4npx1YcIpniIQRLHGwOPvIKi9DA9U/u7Jthse82xlh2ZYw+xpJd41gbHymKlhZAlqVcKVKZ7bnNK7f7KMRzfvuhD99DKgip2NpSFGfnYbTwQ+S6nHpa57RI+jTKn3J3ZLjG8nz6l6b9qRC2H30I2gKjZttxG/07OL/B+PL8xWxxFJ9KzKd7KlgwIYN1OceVMRwjY755plJi7pJVs1Kt4+bqRzYa3dhihkEyUmSvrh42ButqHJ3dybsvGJKv+04Hab/UHB3Qn8QC1/JqIXpQ3dT8EdFhy4uaZNOXJjWaogjU0RCc3qDRK/ursSEe5GMHqWXepiEyCQNzhYVSIv6rfXoh+5W9K9mQhYs1sdx0Eef6Hrm9x7Dzi3g83Rin7/C9vtadZ1kf5WTpaZNy/OBp6ScuxNBx7T2ucdj/LA+gkyMc4lkRBI0cNuIViic2Pi3Yp+u4FALXh+esr9TrZ7o5svuTQqXjHI6f4zlv51gy2h98lpZ6Nv8FK15hS0K9+AsjaRGCpo9UPjii1EDuNFnUU1gBHuAGkDK8vVcrhY/eKiR+WO3mbdzmdwfH37jZPpS5YrxND1wSeQkwO0WeYRw6o0iSb2KZFbFF8qlkQ+LWO7/zcegIXGFlOHd246eLuGxnsw4ZgKuLpQWf46tj1ufTPtJhBwLUr3+KJzbFI4WnNPC6KKOu7UA/R40GN3f3WnjEv4DOPUSI2UkRRRC2PgalN7OESkxDmUmmIoAcjjGapNIuaCKN+E83pRhlvoLE/XTuS0b2JLplmY9IRUC8pXJJP9JN8ERCYrDIELdmO2OOTEjqdRHitwSJIaTN4Wj8iKYku+iXvAFV8Y0/Ynw3J6h9ycr46wRvW6dMXbBuVkKctAh6dAr8MHFIBeHLqj15NXnQx5NAaU4iXiQ7bnG1Pa6777rc6H0EiyjTxHUBSFAEm7kfuWJx3lVPP+UvqUwlzqQtBphC4ufxDNY3s8uf4eq1H09i3L/CcbtYTY7RhrZIGkNOho0orc5epf2kndHnoT7clOj93M934PSFDynf5evh+md39LWbb2GPBlwo4oYxa4pgi2IRYz5d2uRjyBXSvO37uMgTC3t+gnv8XEzV6jGylliFburuU/maoNXq5nSDKlVuqyTqxaIpHORL5E8s6uP91oCraxbu6Mvh/n8VmImTqOc/YhnumOrHfZUE+WuZKdSzZ3td8QKts1QZVTcF+Jux9YIMw5EZDuV9RqxBuimRpW6WUgsKFSq65gWipdJ0UixlgaqxY/agn6hh5ATwNEDOdo5Gnqk+ohF2Z4tERxYv6gA63q8LRNUwmo1W6GcVhfU7i0rFkIfqqdELM9BXfSw7GvDv4Obx30086yUkftuPYfth+GBVz42ZT/u46np1c7TCl0kqTioedz6gtkJI/C5u/BVWuRhChnDwBfq1VGcrbe7Ncq8dodnF5L3xarl1RWxxV3LhuceIie5sy8+28Es9cJxtiG1ZCp5MgNZyNWzEGT/cm/0mGJnh4rXbf+LdTtx4vDm45IaKV4p8LidzWiiFMp1IYOkJGBx5liVp5WPgk48dGJgRqFaZhmSglT6V101uNg3zveHke1wYeX0X9/h9hcYn198iCZgsnaVby6sbvH6poF/lSLpHIod04iDEdHKSG6vc8d9ZXNK5/xFgkbBbf/Em5PZY+wcTv3klkhR6EcxfpGgBdx/gEPMCcXX0LIYit3gc/OUNnpiSDGPe2qraUfbqHjXNzJJ2XK+4RzoV7gbMMK45CWMlmwr0icUHToCeVTB/kq8mcTB9r+aAYEUm2HIk7B5fkofSHZuT+R4yDaVi+k7XcsuQP4wthLc04pka/W3lmwrFKG1EpkbYYYUmlaWmUGj3pe+XspAd78NS4YcnHmabFEuOXxTB0xp6FBQN8a3jcL7ZmiGkE919VggRAGlQhFAGB5igFeV+Kgt1+EcJl6mDfIWdvFH+G7pT77SyINkjEvvWnzjzx+z7JbDzqJbmQ+lF9A1QIkKs7DLhwhss8Phz3G7+U5zxOxpiN+M4XLYtbbEDXcQuNXck+iUtD9VlE1Gkp6nYd7we5/GGcH2x50++dte/jFsj7tzxt8NsJ9YW2/R+uQZFguHtXUAWbmVvN2HBmM37sPsoHuD+EWxeg49HGtbcxrc2neqd7q9WVTmupNFiJD96Jry1wJoiFrK0g0t2Y1SRinYGZi5x1PnoWZw+vUO5n/zgcI/fPMZhC/CMXaaeMsXkiBXdIU/JcT0DA0Ir1XXTLgG5jf3U0+KiWWA19d6+CzxTsK0lgNkZFTlI5SIXbSIpY7s/KW8ioCVhTIwhcZeGSbHfKIIHbzvNRoDnF5l28CFIssqdAUPSI9xNX15Uy2QoJUY9UnxJkbzAYH26dDsfeSzu8tBtfoiLpdOK8ZySdW0gIY+M1kEOkXHX0xhn/PA4h5T4PfPDJqRZslrcJefbXJussQkeJlW+dfSOsi69BcqMXxwrxEqMdIGJkm8yC8UWLYfZAc74XbwJnmU4/RFLJQ/b8cy6VC2ZFvmQQbWUVBOibUJ7agulHAZDlH4RocEAg7jO9aX8K8Q95X0EviQ2IaGa4x6/vI73+id/+HwY4iJhBjn1hSiyepHGvDQaYHWtZokqz6czgSPNBssMXjyKI1VkCSpwEYtwXt/5s9d+dV6zYjn8QedF04rlPDgVvTyOhqz8/lOcBU2Fu3HH4HlpZOIDNFQx28V72tZQ1liWqDPaqu0aB4FiJdN2AGbT9f0CshSXsJ5mnyumGNctSgxlID1qRNr8qUaqAU68jsK0goypBL3oLBXKv04syudhkDP6yMyo7FpHn7VX4P/y5JAbOMvV0a4JkChB85S4flkjKar28l2VTj1UbArdy+6Yb7ccKmMIU5z2E09UuCqZ8Is6sixsYf0l9xg5ueKq8TF+6udmWqYGc+h14TlIOG6qmDYUTLgq62NAFRkLl07XWEnwRwXBZZPzdNhU9EZp0O4zXHZy/x3gwak3OPkzW7mNhSP9MgNQLhSuboThlFRBIet1nSRJqzezy1z9/6zCXpT3AAAgAElEQVS92bPkNs4v6KcWSGWmUpln3/fyVrt3u72Vy+Va3XMfZx5m4s7Mjft1f/P9/48jcBMIgJSO+0YoTuTJlCgSAEH8ABCMBseeufgRa0bfvDEP3hvMkHG5VXicA7MUFYKQUXgmUlXgFxK0qzAHcnvT7vqqno+hv7LBvR2nT0bSnPvMO1Ngt5xQTEgYAZkGSCOV647CHSTjBiDZi2vro3l/W9njr9vLl7iT/u5De44bO105H22+C06B1g1VvBPlaQ/ZTKcrqWpalVxF2dgzmynqH232ZS/VJpGq+rJpSPiidobzlLQA5EE+R2g/J1YoTdFpnm7Ju3zO0qH1lKEZGTW1Q/NQIB9IlVOsP7mBKxbZ0pqu6Y3Y57IJpwiDLm+kqdH2Tb+6AvSDRhqsUkwI/3SwfWHnY0yDDIKaoT65CI6vIOP1h2c6eLAD3Qm49LmFCwq1h0/B7oUam/5ZGFFf1nNN2t0bx9mqijFpIZIrmtrhqbZP6JdOrpy5XRSbpa+VhXuwV0dw9j0eS3j5As5/tAePXWEYd247VaekbyrHhTIUs4PNaAHqiJBkukgKSf7gKFS8VyL0ks/WPtUqc792FhNlY1XPm9dwOyCcAfh9a8wCC6WCMjEDB+2a7wohdntpyquaSp2hiurIre58sBjLHdYR8PP34Im9e4fHOdz8Yc9fwvrCBtdApgCzPvhDcVEZbrCR1qVo4QC3cPqNcb5IPM3v+nfoz8HvbpWiK4b8URqMIUCiqoxyLMfHuaaMryiOWvtKnYnpB4ViyuXP1ppiYjqzt6o8KYTi3+tv50sFacT1P4hO9nYBPisLidE+Z7CKaAFGBDmKyKk1aKQr0Ta8KJuW46AUvpOxj4+LYWYTVe9q/r3mWGWfCQXWFGCTbmRrv2S9Ki3c3xwmyIY0y7QY507lYv4ItsJlY7f5rwVyke8pUB/vbFhv9ckr7CGxujPKs5WDUoBcFJkoxmWu/hIZC+KRa17jOY51O9BRh0evmoV1W/js4TO3o9qn6f9iujNnYbgzo2AdUhypX5ZeNutz6hKdGkA6ma0lcpdy47P511F+Qs/b4cvlPqZ6Xr91e/ywquewjoZSnM6xivePx21p+Nn3E6IPO6NbDP0t9u32gdn7FL34eI7fNZ54HiJga5cDWdhMqPqecnZIBimibvr832yRkxMw3azJlXMzewZh0C98jyX1hrV2IKA/LununT3/uV2cZMk5Zh1L0lU1QP52ttKrE5nPaFtQOAVHm6StMkcE5dksK/0EVDiFicz1WFFf5RYqsSvUGZr9xHwHrG+iA7QRtdlRJ8u5ltlkiTtUC2WdYXNKijFbDpRZwCxX+gpNw8t26GCpmI0vtT1LeVBaEJNU8nfs+dBCKIbcecgHXocMCqq/snuP8czP/Yd2+3E82m4NcRK5LcFUS6fZkY3dVcLw09NNWFjgOekXv/nyxfb2TXuAUTJXadnP5XUqv5lTQ3HNC2mRVrgA8BHx8mzYglSPIhrUbzd+j/sVj83pD3Dxqzn7CReX/afoqnPYAEyWc0EiOVxgiICts5yL8QavRrJBTU58OmfpBKSPyLkQ7+T6ahQhv26GFjx49sVO8PiKAQm3Zz+YG1zFFrfv4OQbrJpjktb1YiDnRW6taerRsYavRPnSkLsDcktj/D53Hwhd56OXMRA3MPTWbbzHciwvTH+GB0SF8wBXcTPFOiwokDSkX0/9bg73FsD9FPboeXv9u7l9j3s6rn5DGOlPBUypnsC9k/7ziPrUgJgyJXgUSPod+UKlmsWlZqX4qvdnl8BpbNGtN17piXy1MrXKfdNRELtfGrgCu85nSu0ew5tlZBkFV2PZJPFn9ifl3Y09oVOuRAotUj//kkvafHpO4jeVCNnKSjUIU0DCLcKtQOZ/Kks1ExvKaI1ra8NX0wn2GdFVcKiPDUftg3yccSc1qOmT4s1KDwXTi0KuDV+3OLHZbVhdBm272IHD51jg8ea99bp77WooW5ccaEPagsfVxVEIg5UwK5mM1LgcZwpf0jIWr8b9Hh16juHqFfrCB7iCwG/PuhONLbqQV+1iz1sexH4d14bMjldAuF/GNkiN7a3Zf2R2H9r9h2ZzBWE/ldvxCOuE+jIbVOOyuj6pCzYQarBHpPmits8eJI/HUSM3Pf1xYyS0B3D0FR7id/0OWY8HuJ8ufM5MG+3aiKKpKOYdG1fGERik1+WmfElspLUNrP/a+pIb/crw+TfRXmRoSpCLS3Jmz1FV4AQbCu4wOj1LnZT3s+kDom8ZBUqQicz68Kz0zZlMD2cTUziwiPkrR5EvsuItuuTLVyj2PV9BopFKsIekYUJ9tgJTdQDPFEVBrhDIudDcEsv/bq4xIXz3IaqLnU8wfRpciULMZHNddcUqCQFHQhmz5p5f/9Jh0i12oTuz17/bW5fTfv3aHn7pD7l25+NFyBTy5Xyfc1EprEpyjci1Vi/pk9+5jtsLuWtDTl4s3+KKf8DyqD3+BncRn/9oT3+y+4+NXeK58MGU3zharai6TqIohwBkgvClUJ2DcoKPssQVGp2A2mYKXWLFu8S/dh31JHoN7PJowMD29n17+wbu3sHx127bJG4oiL62FRty5aUlLgMf1Ki7mM2TmEjlX50F5PI3u+TMg2fg919cv7UXv9v19QDVLG6jWEbg517ha6eR1YHsh1wHL8PiwBx/gWlHt+/aqz/g6ndYn5qEFc1qZFbOjo+yQvnSSDKjklLEWize7AaNyuNknmRJ6Vn6Tf3++T/lSw6f6iP7Lb9/EoTQZgnpar2qEESb29mSdq9nS2+f5EidFyrYmCMncTpN0KFI8wJojIvcuNaWVfnUVcgWHlsgUeU5DL3XxRqUE7bIjhlSOhKnIGPUZtUpU+Zp9pO2j4UOSt/xKFRHXcaiuVAeeCkHW/YN/NV70wTzK7CqJx7gjpu+Ln+z3Vn0JS8gHGk1dyZW5kWFI5SY2XDwSImNs3VWsDyAi5/g+oO9foVVPY+/s4sDHIL1/tEWNPVe74+jRpeWdvx3sQ87d4Al2h/iIV39DfgFZqASxEqV+elSFWowgSkhc3cxoaqSUYMiFNLQD4SeS3cPptlAuzEn3yHTBxR9+xbOfx3MEayXjfjW2ZdmM/bB11YtcZ98IGYTtzy0B7m9GOW8aH1C/i45/OK75CKV+BJ1ILPb8kExMdb6Q5hC2UEZHclSXbm4CUsYatOJuIpNzBZxajqbnH0M5Jj8Zia3ktRSGlWy026QF3EzjPyaO4aY7yABj0QWGd4puBtGPk7YDHweZZgB/It8FH0wUndcVc9HZu8x7D+2ux9bu+Me9LvXeuudUEKE8tlBSJcOlYHO9mfm4qUZtNzN6/bmfXv0xWBhL0IgxR24MpY/EX4WClfymUjlk9xMuCC4TBvR5Ko0r33drJXL1DiCk2/t2U/m7Ftz9oPde0QCG26VwZVoqVApF1TJVjLpRpzv5YSWxMtYkMtqThNtvgsJkR/iEj8u9B7s+WPM3CbGyCzvRR3gzfkveATCLe6tgJOvMZxrVzYsymyzHxlmDsloT5Ji4RNtBr8kT0dVkyulsQ/42a8mg/HwxKUlvza3r835i7a/ANhY2NanW5hKznYaZkrrIqJgdszRVxZ9u28x4fPqFWZTNwvAe5YFO63/KMuCFQQqfRmf53My3Q9iAJrazedPZcCTNmseYAzf5BNbhgRpn2e+sXKnOoRMy1fMSqGG1O9zCehBdJV3Gyb6X+gSzagMy7y0vegKdC+W1Xldp8mcZ0sSSDsmUf3Ma1JW/1qzk0S7xyPUSTGvWTaoyhjrX9YFe2y2dNSKqjcEICkRlql46alV7o/inbWvyEYXy6MNK+4az/K2O1g84A6NjOEvnpq6PgWssLwx4cwohQLqvyVuUg02QeH0lC9x5tZCd6DCgFUOzOn3CFRwyXwHA25Z7LWhvvMO2E7ymmnRsTMZWdaGYrlhDd65c6jv0WDVweYW2h6azhVX6LSrJod1WZ0vjUwqSnQr4nNfOS3c4BLSBhx7/BUeEYZo/61xZ3i0sPBJ4JYybgqr/69Rj8IJonqF2LxQuDxDozLK1PfJ10RUfD/x4KQPYnJ+lTOYajOx+j0x5jjBK4PlzJKvGBO8VXHlCrC+ipkEC0kLCvflyh7/ljqszikGUPEaC2KFw8Ss3WDliUFFuCpQdu9TaPdjAltXocwow7nFaIMXqcc4SXeCITIH/PDv0ZeujuI6VuBYBwcNYWI25PHqyYg4QZLQxv5wMkqsaEbiVKeJT4j13sPloTl6bs7+bgeNffZ3s/fQRfl84HThzqiIkCwhFjKKXEg01Jc7wjjmyUdBaaXLocBUUowz+hCgxeTfeNRn4+lzrSdgZxc79vxHuH2Dqbw3b+zx963dwRPMzYZU7iGNV1AfZzfl2vigGI4iMPynQggtWREx82Vp9h5jotCAYIe/V7+b/sL5PsaEzLRlIKNnKNnijyoYjI0OS3wvduDkS8ANfq8xqefiV7u+iIctLZnPwsPsrJoLleaiaM6+pL6YjDkwYUqiUGqZiZS63k8+K6RWtQCm7VrldQEs6a5ren8DRUuIIi7mcIqztEbSessas9bK9s68DwxR66wsRAL/soCNdoy+Iup2W5HvM5KZdUZPYQl6J+thaez64jEPs2WeYM+4XNiiIquZI6VVdvLO+awszRHurKlO2PrrSrOYAWB1ntIWFCq5KJ/xaRhYvBELe5pm487xewc+2/P6FZodqNY7VwlGH3tlCKpaY4/IMWYjbd1prX5rhPUl0dYDzIPzn+HuPWDE7y2cfOscgb302Y3Dp7ug2Y5o6NIHUrJ8jTXZdz+BwZ7b/RwOHw/Az2KS1TrVsuPdLovceL+2G6QujeOdUexLuEIH1Rkxh2e3FjY+PoCgzrpd9cffwIP/DSvl3H4wlz/D8sidn7GdXkSEMBcpUNZy41xOj0+pskQH1lSlJ+IqPpt/r3xTcpZPdpj2TXJKuVmk4SjEH6OUfeXOv3CFdiorjp8mZTyTPTvDTCrdxmaB0gKbVqV3WdHa1HsF6gupmxhtA0dwcMmKA/A7eIohrH0s7oIJCINejUUI9SFrEui6tOPVXai2tT6Dy1fm7oO9wpi8OXhu7B7g2appq9jYQk6oiPeYg9sWJxqjTNRdrNvKB31FQ8i3CUd4ty6jZHlkjr5ByHf2nTn51u585nQpbugC3Ce2TaMw+XBYr6h1kVFPzw7oRQkD/XFGASjzjj9VNgYEiVKdTHfz8gCuXg5aF3eq37w3x1+7Y42Wrm5qBmJll+ZP81KXxr4pYq+OVzaFR3E43/EO1gs4eIIryN0bPGbp8g/bnbJFhL0uw+Q2loEBr3b69uiLFk2RN7jN7+olrK+gWeJZRKnIEOFCAfVNUWSSiPUJPCEfBLUXb9BmTk3X15k6x5TMtJ62wuXrU/ymSDHFiBEWMLO6RmtGW8h5T+4fzqK0ovCmYoWM/1aNjxLqYy0rwy9Rpro8mDwddya7dT3O1ZP8oLfMF48qv6QfUaXDJPvGpdfUWpD6mpmSdRKx7vGmNJRCVqBiC3UGVdaJQOG/jPqmXu1Sj1aoqbF08srl9Tkitztw+Ay8x25Yh84x+BMLiyvEmWTfTIKrXAbjz2Xy3uLN6NgersU+nP3gjgxy/sWT72B54A9+le9l5GLvzYJ1NiW+Os/iYL1tb2H/czyYa/+R2d5iTle23nMGSUtF3snl5z6WeuYT0YaZNKriWxyY7qwKt05vkLbgXMsD04++cFAfI35w8TNuK4LO5PJ/j7VSzIXSGOlY5tNhpqNqJhckUyYrpc0SfpYPb0fUIXVX1qCWvSn7U5K0yiNFHtU1v9VW9hzHKtO5NBHuaa5wkt5H19XfNUkBvR2XG5/2I7nLHey5uXK1fz+D/YewfYAnwaS8g/mNh9ZSPBNna7s+NZcvzc07nJ63b8ygn9v9WHZ/w20POeRqZLj27/3nF/3XxOodY/HwQaUsjnB9Of0Wjr81J9+Y3U9hUD5O69osWbdqWsi1ODersu+JiVsSKt7zXDAqdOALQWHmBm56/6k7Ocn10yH25aE5+xEPLUDd+86efIMVxcINf2Vlr7Np7kSbRkPphrgrz65tu2MPHuPJexidfmMu/zDbS9s65A+hAi3kExA/+4OULE2ccTHAdtccfQl37+3ta1ziL19g/STTh42CcY741hD10ZIMBGuVR6I4D+Q45axY02E0+VOlZdKIb9LNMpZdevV8Nlc5l4Zfe2RC8kg70eeRnlqTvKkxRjfeU55gk2tDKVjvbiuuMUZTAQp3Zg9/vP6N6aTW3dJInS0hVaYIZCIi9Sop7nURIqs/9aBprpL5C5o9NIsmWvSD8XFSdVbMLLa0lFw8dK1SrDq1k5rtPl7l5KhIsQkT9l5MdIfG9rZZ42p08Mxcv2lvPuA5fje/m/V565NwnGsZKxng8rZRe0XJpVokdS5rqIx8A+FfLGywOlhe/Gau36Kj9O5PtCHsjvVFFMzKnwIETZEsE/M61vnEmuw7n5g9Z8wNZMGqngNMWmOGpN+tHkucc5ICz0pgMqBq2jqP5n9fmXEZgzBRzZ1aYTosI37lNvjdfoCLn+zqpMV82t7XXYCWpF3VOagRNs2y+dqm4kst+c5KglSh1b9zzfdCmoj6+AS5p7orEqpCh/sMfI61l153LwhaEXvlslO6cfa4ZGaQbuHk5jsXnrqmDQiwh80lhjv2P4e9p7DzGXqIWn9nSFiYXOBUII26bgB+mAf4Hm7etoNVffAMq2g0S3CHvEPYLdb5tIXiK2g1I80Xo9m3ik9T0oStobqDElxa7PB5dQiHX5mTr+3x11jBcvsASde6xdqXS23dGW73kVjVKJKKiGih+8y7lP5dwc8063hSMh2nQmsDTZb7cP3CXLsSZTdv7MkPvmyYi5Qu3Z6F+7hFCj7BxAtVV5T8aHPcTyO1PRGOnrrNiq/h+pW5/B1PIvH7L4gVWjNiU5B8uJYHy6NHCPlu32Hm0SD5uAFhmbs1UVRYrE+T5n8fQeVnMhZvltYwsUfT56bwxqZmEYpzn3VdNjGo8Ap31TVsnDDKG43JMY+T0QY6SXbaDrcIp4jPUpNzs2YudMlMz6Ltzr4prWG6xmRBXfpGXUimVNWcQd33/plrMOPyJI/GD2McLElFH4lZG2YSkjqDVNB+3wfjlQnS+L3lUnovUnN1QY9CKuTV3IvFGQVEwiEdbFq25ZU17hdaNJLaAerYoy/h1h0m69xsmKYP6VDX7NR7VbwrYizjYxUiKOaX9UALq2Cb5aG9+Bl39928gtv3cPqdWex5RBptCDHwqqU+djs5qodrsW9278zBI7P3CLejYFXPLZZl92cNaZv65mgnaTpPErDiF5s5owW/lo7vGyyFutiFk++Mq48KN+/M5c+YooPhwY0/v8tVsY/GSiHOM16WlFKYoXDkzC0tMXMGSAlbUbz6rwUQxSZOfbmsMA6qYj+XfVXfk/xckplSI8qX81In5lz82altilzDx7jKfJ7Kgcx/e80nnhI+8YOv6nkDg4o4eIgJAu4cv/FUGFeCpeLhLc1oH/FD63nQwzg33X7mgy+HCWtTNwKVwinYlXWwTpO6PGRtqvFwcXIAf9zFu8xqf4DHuKN4WGWOv4Ldj4ef8Ki30WxWDrufFKraKGY61u+lZOjCqgUMpWWSS05aODZmcWjOfnbhvjdYUfnke8AqZUtrd30iMTnZuDapawtKyZGh74riNgPnvvenSNsYSw1tzcFT8Hv8rl/D5R92fYWn/GELfl2ub4N3H2DdtrHszfGX9vY9Vr4ZVqWrV7A+x6nkhQSj7phEylFfThRhxqWRW16avMryWaJDTb3xLWZdiguJZa9m7Yk7Feg1c4EskQuiySLBc63lGehRvnq6WSqUc3hU70nJFJtDNK0R1c7TAqHTRuc9lPU4IYu+g1Libv1q6J226BTwXzYpgp/6XxgI8xpM2BzFVbDAsqrKNkXUJ7eFZDczoaUfZlp+meng9JqigiLZS4CW94QPgc9i5lGalCusHec3ijg12A62/uEze/cBY323b+HqRbs6xfXJrkyz8pEf2uwkQSb5KHlKlU+4mj6eArx1/cQT9uDsJ7jDqp7GA7/Vfhsifr2EZKVpwqk0oj4f6dqB7R0cPIbdwZ57Yre3zrTq4saVcNgUEJlhZdmVd5WZkoY/SShVimY/4jfTd46t/sSktTn6Gu7etze/40J79YsZltjG54ViWblUTGtWaky68oVpfoejBXkff5P4IM3QrHFl4hS2tQSBLCgZW/hcoLza/8kBEppwQKJQoxDTUFeECaM59nmy8cmBq/GEiQiYQNrO+1Mk0b06MNJTSRgpEnn8NeoZ6/QnwBb6K3P4GE9v33sIO59iMfpmERRRQIl6h/nbx8FuXPsb053C9e/m+l17+xbruxx/7QrtrkLSaRhXV0F9tW+qm0gVuz9HfRWqhi/Bm/uuvAe0WI15oNKgbQ6/hKPndkDIHhIYd0CO3QYsPTUd1D5XhYH03/KZldkwVcUin6KCodb09rKEN0OfVyV071od+c3q5g6reprjb5x/sw9eAxBNVahRTaWRYsZGnbHbZB9mXLjTzw49P3gIt38OwK+9fW2ufof+0nmKVzncVYfgZ8oaK8HAgHt7POD+5GsX6H7jqnqiDxoC5gwjUmJ9VQ5lH6RVWlxv7mPfRKt0WigzBojpdy9TwEgQK4VYCFDJHi3ySaLEsm8ss1nrFn9qbfZ4lafYBC6DEEoK1UaRJKr0rWSa5zHAMk9nLmAzgFPBR1CzOXLNPm2OKCwr9YoQbWJpmRIM+iKFa+qrmWor3W/5xKGzuE66CpUkxWoLVWEpmvNqU2bBhNoxvW1i+TiIFDj6Aq7f+RQLwAKPR65snT+Ftqs0q07kpNb46MpP8ZbB7w9ZR9N8Y2EJq5P2/CfwnsW7d+bke7Pcdxpm4yuMpSwvFfKxlIpxXvv1CaK9sjiEnQfowt9/ZA8emy2melrnZefFPCXxy7yTy21lBpXkUKeV5Aj3N7vvvQniEGzrzgrDzCsMn/6BpzBd/DIw3cJgtroCA/Ek5bo4lYRBpbMq2yWlrb+0YpzVyLg2JJMw58L9BkhHVJyY9yEX04HqomMoIJlR/6b2Ovwww5yV1u1U+/X3ihuKjagSkmgygzVpQVQM+rgw3cPfGq5kwvqIn1MFWOa3vzYHT7EC8MEjM+CZQR35YKCJZz/EyThpQvjGjTOm0TG3dsc53OHWKXv71h59Ba0vgtKNVetompXws5vcgi9p78ryoRCwggpSO/7Yenf2KfiD6Qay7D00wxJz8MwcPjfbWwiVbDq1D8SqURXgvddi173QmmpF3GPZZXeWczJzzqZVA4G96Y4xdcVtqse41vE3uOMaa5gpz0qRLnWScocOdmJErHaA0bkvKOBMiBZngT38wu26fwO3r8z1Hyi6eeJu6gxvzddX819iYvASj7U4/toONLl1IcSrlxZh5CrkNocMT2n1hp5JimQ35OHO7Feak+oVbmMmtC3BP33WeMEmDo8EjaDEXjU/2VoNPNa+z+YP7/DwU+Wg6gKnM+lJe/YqIjWDYrE/93mcjpHQgVgAVVir9FacTE1nwozhcCuHUonmOib7JjNMp2w7epCoepsUA7Fyq5LDrXN/qUZzZXlgbKW4uiYY+pKjtJ+t/cFcVlQefdz9O63Hi87+uE7TeFqFX+pgC6umwjvKEZXIjXiprkalNCo3eA2z8soU7GDo7+AyPKzKeFLwW0zWv/gNulO3RK1KTZVJNyo3SjE5hKwprl48DPNj7Hw30JLA449+wjzPq7f24z/Nmc+Q2QS8V08pqRAqPOiTG9eYwbV7Z/Y+Q2Nl/zGe0Ww34z0j6vsLeq8HIsYTNxfYJ6dniRfxs++5r+izjPTcIsAbgN+NO85hMC4vX5ruHNF+G1B0dhWWEvnGKJllOfdjT1paMy+Kodp8NgHdvFDslb5Epp7MXHpGFXQfjhc5q5JlygddQpuJnhOsmZCTCYlSb26m4uoZN2NtcBDpCSWFNmeayHcV3c36oDS+KEbqmhQJd9hm0JCba8Bz/D7Do192PnHAzzc1QrKKm8CwbrszV0K5yw6LuwzaGM/4vnmN56y2ewY3ZodKGAn1ZQk7lN1FQDLBfUkrKvxTsBk3N7rLry8uu2R5gPulD5/BwRMsT4rAb2NCNeYu1DsRfSt0ctoOqXypUqZKhL72b3kVDgKTh7xs01lEvGu7OjJnv7hNcX/AzXtMuUfg19NcKsYLacQym7wgYERhFgSA2roFo0VBoRAgIl7m4LEdzIbrt+2A/c5foDeE4k/VhLbuiAvoR/oM/y52cO/G8bdYYPz2PVwNMPIlrC98lspwz0fcTC+IdXxH8ad6BrYpPNjkLcS356hPzbtIhU9sDDgQ+JSGA6P+6tNThU5m948EyYqdKMxOA9R+5YPlELE6VSYIWxhLdiorfddEjc01k+YsvOYHyOcMZ+vkHOOClK8TTOHmSE9/hRg7WSEEwNa4liOTcX7qj0sNrq9/VPAmHUtlI572sygtJb9M0b0068tpCidoWtakijwQVQAlImtjDAtzvv21UTsmW6BjlL4MYviqDapdchlKro42HtLg7ftFa9et6dFpN2jtu3cI/C5f4HEO4bi/uGZAUke633QUeBtscRMt+2JmsgiCYSdNH/2ja1c83dcHWw39NMvD9vqVwaNdX5sH7+3pd34dJW12DV5pxeXHB6XbwDCgGOAlLr0DvMR6np+3ew9h/zH0V7jtbazpEvbwZKvjlOD9hUtd/kET3cp7HTHXcS/Q2lVORyy9cCa4PfveHb7kNhFd/Ix+aD86H/Gz4bzHAg1rI6UTjd+ZCTlvpIIiZmpR0vjE/al7c9g0l5WqsqrzLvcJ1tSm2rEC8VnPQ/vVIIAqb5MUqMzuUmuN+KCr9Bkt3wPNzltH9Ef8BgeIoMvEUKcjzj4AACAASURBVN4A/PaeGKcozPbBYLlGnZPCg2VvFLVecJfycO26GbFom7VZnw2Grx0m5u07c/tucfCZaXet99ogQvC5pl1MPg/5hCWEWZINKAltYWroMYl0W0gPQd1ofZGtdotpIwuM+A3Az+w/hYOndnMDbYqdFtlqiNDGHk6AW7agNIWx1MSD5AGxeGlpOhQV4+g+c2tZ6+Wnx1jx4hCufsYDaTGP9609xSplIb0lGBtdDrcyDFmfLORDz7o3PkgX6DJNUjupjgD+Gw60XDtRdL/uP8Ho5dXr4a+9eoGJrGTWiNNuu5BqFBdod4Kf20WPHdvA8de4ymNhz3eYOLq+xKN67eajnB/EaqTCPUuVh2ep9qndX/0s2N9HG6jYVF3PMtkVPZ/QfSMptLfrQTZ+8zjZTEllsA7Yaajmb5OgWvaKirI28WRXJ7imUm/8knRDo2SuTcpoHPIbKihrglkCk6dr0slasg7NxA0KWViXCNRc83i1mBecp2X/RekGIxIyeeO5LMlgckN6DoWeTDgjqlMsI06sEAOke3wsmcenT//qgVYxxtiU7leaIM64Xo6rgmmWWEv66DnW83TrEFz80nRn/uh21ytvYfRisCXA08suMfGrdJvfBgNlOgxLmoVZHZozl+qJCYp4gPsA0ixEo9m7kCE8lVbKEefr6dyuAyMI7M1yz+zcmgHy7ePxXO3mxh2v5Jt1cOgvwTlVfTl29MJpyIxCTlh9xRGOA6UPfs22Dvy3+/b4K5dr9NYOfL/61fan3g1vTDRBKkenkg7r0kg+N4UuMeOpDsPi2pF7xCfW0OiquC+zprKkNO6oXO4baoDOQ5h1QDJzLPPfNfGIsDQMeZbZ2Q1vf15X88/STE9OLoWMxISd+zqrzKCqEUXJkvwgHZZywQPcH/oD3DHVs90b74HsfklMRgEyaqdhugu4+NXcvXN+mbdYfMuOejtciEX9PjqdoXWRmCwFNIc4fBQ2617Yer08wDrJh08QHh8+wo2R3pXmBpvWvkrn6X74tLzO6dLIcQIK5hje9WHWmSg77/2n4a9x5/id/Qi3783N62aAN8dfY4qj2ULCVIyh+Vom2coUqRqHr2uqItPrtMIR7WAhtGtX0nOQ1YsXfo9fg/s2l25pppQXOiFmUAdwuzywJ18bVyPUXg+myEu7PrWm/0iNTfEvFfjRpSRRdg8DHiVi1VFfCeBN5ohmJpqmASVKUW0p1TIuCeU8/Th3bpSjkcx/mUxPxdSboE+1q6G1yjqXAwNJhxqmjfZZM3Xn2H4h1ldHzooMaz8xXnBc4c5AK1iNExICQYNk71UxVYArMwYS4VZt51V9UKUhNIaz8q8hZCgrU0oEid/KMlAzW+OzQR2VyAhCIUx6CqjqT1ygLx01iV1H7/XanS+0RGczpnp+sJj19x7zT1Yn7vEVhNP8OkGEPOY89kq1HcW/QgkUSNpZ606SaIcOtLA6wP2Hdx+wEPaDD3D6rQ2U3IWmxTJiEB3JJi6Wcb1ki0IOBrpYNMzVRl/sw+4nZv/zwaSzg1W3uXK1B1b+hOWwe2FKY6R76NCUMRJPSkaNqvzPNv3zbkBi0I6rYbN2B7j/N4yg3r0317+3q303fHfIh13LhE+x+KpO99n6hy0QtUfYRrjieO9Fq2I7Bb2t+vjzjtWwR9Eiz/3uk2Eo+VKSgjhrpEb4+4vdmwqSVOABM13mwO+SUSv7WUT+WX8U+VRHpw9N6VgXjpYBnyq/wZK/B08G1AcHT13Eb5f48rZWPfRF/JuMdfAq1ye6d0cuhPIO7t4vBmxw+Hx49aLpU/q9CTk+5f4zeKwMf4Id9/JwMUmwsRCOMRYWu+2u86Ptfe6S5y80vmQONTojSiktaeJQhVP2n/bMcTZzLHJojDiluBkX1LEydg+rI3v1Csu6PPiAuvf0W5/v6patnhbsUbUBFc6ivVGJas5hdyGomB2bZ922CIupni7i9zvcvDKnv+JJJNBFlNuZGsHDJs9hubHe2Gi35vR7iyU939ibD/byzdBaEfURf8kUR020qgXqK9BiorUqHUlXRfQvLfDJyueob05QgjRVYVKlHb1ZG3wGyXysjVRYn6U29f4zmjCruhw0o9yfuqfPcFShqxJvjIZy6EwfSw939DbZQmZnT11iyCX7oPB45cM8D6gy9jnziLBMaW1GC5PdYO1LX8b4190j/M09a4cZ5aPZjV9yT8eI3isDEbKqDpAAsF69ORv7bK6BEJ4STI1uCPcBOme4dGH4w+d2B06+xJNk7zCLEi5/xh0m+LjPb1xppBjdrmwR4mpHwp58yku+Ryp1AcuZDR45OHRjdWhPfzS3r+EOT55oTr/D4i7g98S7cgJZjmgsip0IIiz4xPRwNJZPdFzsYXGXvc/Rkb//BHcsuBAZ5kbSTY8lXudeG1W2i88yIZmaHaUAC7FO0q8rd3T70pmVG0zpXOyZ42/t7Rt3VO47OPsZ0LfqNhFh3G85XwhLPVQRIAO6My5etDZrkMQkTWHP3r2UW6lvyZ1X4qPacsFuGz+UFiDp0dMFpuojo5OL/q0TgeoKU6kgPZ3zIjwCuXyqvY2v0/dy0x66O4t4xog+GO2v0GC8tXH4VNJ8EgQe53Dl8AxW9TS7n2IkJ+icTjn1VHI8H3UMyLsASHduz1/A7ev29i1m4B8+c/viXLY5rAiMmVEMc07sVz4+a4aWd6NhKNLVtBw0c7uHZ/ftD+r0E6yAur7yVT1TXihAR4NCc4TKVHfDql2lXJighmLTVh0rtG8MrYUMFHIeEu7xO4Tzn8ztW+tKmGDKfbsbnY+TR53xBbdEJaYMVSAHUfxmOuVJs377gPODHDyx1y/t5e/m5qU9H4yHC3xXO3kwo8OE/vQgJ9jDWm/xkKGvHB52p9tf/vbRyA81aDNLoccHC5o3I+4c43UmLFTN2dTnggnY0D0qubJoRAooyYKY6CS3AkUPE+obXcXzRIFGuvhV+nKGjVuE9Hzn1YymCm9kthpb4EvzkHocWAdEQSBPmWlXLiNpcRTis3oz3/kpxaAgfnVURjqQbaMyceCqeVG3UYpXwYk+yXoWapbP5l8qqG+6nxUTUFlKKVnKMfy6GLOQrMrTivx4IYSt88Y5OOdLdw7L8PEA/D5gqcybt+byNaxPHOrbJAf25O7cjAiZkim71YvsWPuonYUAO4PvfHGA+w9vP7gD3N/a42+xAufi0Cw2tllB4wqIu1OD8WZ/JmzBcBw7BnEZs3FzTuuA34Ez5g4G4HdjgoN/VvS+cI8SFlPEpmjpctWqcp9+yNZyxHJbG3fguCQrl2p1+g0Wzh4sywdv4fwP0x3Zv21iYfEiy0rKgbsG7FrB/Jr8azek12muBP8WbRKpSKywJ18nLw9SpcRXsaBLW3kEEmXnHYNVJWpQSVCbLWmYTHFp/ZTUTp2Xvc0eqcr8nBp4FaBb/7IiOfU3UrKXVDqbVuOIMF0tVZ7ooqJIx9m7TUr9lStY8mi4AIu7DMBv6ZJuRpcTG3L8N9W0JN/7gig+raA7w1q7t+8wfe7mbbv/Jd7QrAxVcXTx1RZKldEz6DbLUFGGlgjoSnP5HuLWteWO3fl0AH520Kh7n5j+zJXLWuG57eTQi0R/1WGUOl9BO9LVywWAxABUYVAbnEB9PLWNor6Yn4ksi/vk2y0e4H7xwtz9ieG+gcvH37mqXavCZoQxsDnJRyVCXv5pFPUZ1MhuAKxSg+eL2C0ePbL/yFy9M9e/D6uzPfvZrM7MWPy20pRD+3g6rh/dpm3R3YA7Hm/foyly9fKjeOsIZKlk6FKifY7auWffFJ5K/c72ihjDZh2re8P7lj9Fedanvyb7kFrIQLN0eert885PCW7WYU19FIkzdtiOq5Qs49OHPaBa39hYlO4VVgJmLxo5pcvzNr4rnOOUIFDy2SgnsBGPrw6e2avjPl2+HhdsoLFBMkDFtkgNao+X2GrHOT+OKAZ1uVjSrmb2xziQfsxUpAPM/WRG7Xk+p2BscHxq5IjJS94LLCdXO8G1iHbUTSD6khwayQkiw7zc40jbLwkGobNu7emSb1Phh9qkKA2TDGTl1uMeDwhG7Deo786ajW134OgLhHwuswjOfzHrCxNdj9JWo4CKaZ4MMye7udBttR6dg3nrhEuNLwiObuONXR215z+7EueYnQhXv7U3r8z5r7jNZnGAXvYw79ZMc9JAa1xEu9CxFBXEL10gFA9wvzX7LuJ38Ljprxq7HcUg4UPvmw8jitwRpnboElsUhFrIp8nIbmk1SkgQxTVb5sangBiv1q/Zvbt27ck3SMybN8NCa5Hpx66FLREkDetSLwAZL5sy2ZCrOIdOB0Puh+R0GOk2KtXITfZln3jBlJLJKMwpKepMCKVNPGX5naXdZRkpKN/JZxa0ce5zTXUoc1AZAv2eHaai3kC+NBEoVvw7+VaixGJZqz0tN2mdBaN0VZub8RsiXerwtb5pXOOKkRtF8pG85/5LF2qzBPI5rmFFiv7K7fH7HIN+Ox+bxUGYZQUpim3ymRV1V4iioD+uO7WXv7mgEBZ3sUfPoN0fkJJTWT1ZgmVTRNqD6PZijAo9yQwdSepSLSjXdGthVPIB6oQqOL5AlFnu2u2t3fvc7H1qdz/BI7kxRXAdC2UFQbKJI0nPjCq0OCPUpZbNXFVs9FkjKAl5WYd0G5v1VmAqv375XRXEnkeamO4YI36D4h3gzd07hDrLI7epPu9Vvp6mFcfks4PNJtVSzVrLblBMXEiKrg0X7gvAf/3ExFM6bNu7UkM9snL/IZ4GdPmrGYDf6Q+mv/SHecTHe38NzzbD4216ezeuwq5Zi9G/HXPyFWY437z/SA5vJESZlzU2F76sf1/Ch6WW5WcBWf9i/+OlxHOBzknxq9GJRr5hZ0dOD7lWtGrOT3knC3kLSk/YsZjFV5TYWr/u9cicm7UhzGsEOFO0xvuJRmSb0ZACdG1OEDD7y9UNq53oyiqC8uyc8RrxXuWegmOCOi/qLDDkikPQR508PvSnRrwaxM1FTqk5GFy/a1yQ2y9TO8zOSI8TkOZX2bHeAHgDAv/FQJDdNUdf22EFuvmA2G8wOAazAy2YVdhyYLIimYwXyWTMfiWrZqN9bwg1sp8gdjVt+La+etgSj2s//7HFMydeO1841sJuhw7vf4bhPugW2M6GNp4JzLgQJv99vGj9vcWe2d7Z/c+xEt3eE6zYjqv1yqUnLU1+hrvKX8oOIMaHKszMLlSMY2EJyXHF0QkEkoqqQSIpoui2WcNyjRs7sbLcGzxK+OaF6c4HMkZT0lUBpYdQC9nmkbQcYkFBpEdBTWZrfFZmKIxztuAuKb0lf1ZXGoYXjdB7mzFCs7om/Ko2y1FSBF50TG8nXJoTs9zzet/k6yg1qs3OIFd1OPJX1uAcc4uNVE40aRoVUHqB4AnM0Kqew9/GaYx2A1tM9TS7n2HC5+4ndrkL/rTMoDaXM98V66Cs/d/F8Pj61Fy/NFjF6s3i5rXdf+oy4tAzZT14CBWGvWYOaaUTp+ZwDs6aTaoBrPArOtFoRVMnritod+3m2ux+anfuzO7HCPzw2VU8sIfqzE6jmCLzrG/1IZTunGyhsGMwq9NbOI6roy4Awl8cjl2d2PMfzd1b++AtHqF0+j1+afyC64terpLhl09wZXVQWSy1MaNMYU65mIcHezkCHJd44lMzWBJ8jUm8A+o7H4DfLwPwa9BrHJJKgoVJmgp9Ts164iDkc6xfHi5PsM6cgvqM6adyUvVDz0z+YYoExZ+ML1VUuCezKYHfkFucE7CEZrGLE0VKo+C35fd3pV99b3kN2dhmiXpNDbtOLDk0YFgmtWKdF49/Vb4p2GdVjpPBapqxyjvyTaizrC7VFbIwezSdSV26Rxbt1V8hIL0pDKH8Imn5yVnQMTnJ14wubvalNFEQxfz+FPtfRstshsp2aG8nGKRNK+1dvanSnKppdyABx5BMacgPJY3H3wX0g7djFmZ5YI6/hat3ze1ri8DvJR7n0PicwKWpErNKlrk3l0nne7h1584tTHdmr/8wtx8wK/X2vcv5fDssObBwtbBt5w0j9/hYe2ZarlLVabfo4kadnTtfqc/uP7SbK3d0coehMIkY3btKfBfMGiM8qtRN9rYmOdwvLmTSM9Gu8FAHPMD9wJ58b64HYr5ub/6Ey5/M8sTFPNfuqA9vTXbyvYpCK8SI9CFQQB5RnynvJfN3zjBZao/PoadqKtW6lJg4IvAaZVS/jCI2WuR/esGqBzRmskx5tpBpX+gJc/EQmS82onb+fvOCmZX5GOU+2JwpZXupBG6h996TAc+Y7TVG/HY/x7Ilu3e+bFJwLZluEnXrTPGnWnd4nIM7beUDZmEcPHeHnofTz8L5DfkxcVIqmFzl//bAhXAWJJ6SNO37xb7pr2DnAVZL3tw64NfHKjV0j26R0ZotkV2kMn82otSsEXfWrxLEGBW7nZ53efe66HvdmGF5vXyBsdybt/bmrTn5Dtr9sGY17hTHMklrbxQ4DW9uI1QjX9KwHrtGUOfje1FLq3cOgM22O3bv82EVtue/Yhjz5JthmcYQn3Vb4tOdRm8kFt3sbbsJonLyzUeU1pLryeSqmETys2oeUYN1Qu7L/07YOvnC3Ig1VVnUC2JXUoUaUJkVkZOo0n1I1qpInp5BmTqtKr3SzFkKMDg0nWkHqDcb8Ub6l6YE46UF39La1ghQPceSK/VBMFF3NMx8qeEsFqGbGUISu9GRUHNfQv6UekZ57/ih0fBVXc5hmrazwKRRuZyNnbgww5c9RWVzJoJPiq7yd1ZcVx21FF2N+0It+CIB1rmlYWUXO3D8pXHVpdvbD8ad4+eiglvnuusdCEyPs/y0Yn8mmTjFl3UEY8OHJSZWXb5qb96ZW8R+eAKBO+fHDAsP+tdb8AVd9HYyakxMscVes73FyuNYs+ExbK7dIyu3Hq9KaRpmon2Fidrk4qSbqNaYJ9mWJJAwfYFmKxZ3WZvFGtH+3Xt78wcej4FMP7OBgCHpKByKSFsm6SSVPihM50ZwBwWvnJQi9ScphJMaQ1KGz8qQ9zvNQck4+UijMRRvs7znkUSknzkK5VZ74Vm9t9UY18RPVVvc5DdPSyDjLBmvemxV4fFIOipRVsFp98VdaudJI47L4H0i7hg9u4H+2ld2gb3PENgs98az/sqoTJKdZgcYn1CwvkTgd/segcHtazj8IkYd16aJvQKabZ6uXvJCoL5c3qpY4r5mGwSg5UCOT/Vc7Jn+GoHx9ga219CdhmMeUJ1qEl4N27J7qJIc8Ywh9Ew4Z4rjQmUp/RFCpSdUk3+7xkYV4Q6vQwfl6thc/IS7FRD4uVTP9iAkgtKoEsNILcm9ZBiszT5LXJdQHHs8+1c0W0J9JoBJV32t3ZgB+J3/bM5+Muc/mtNv7Po8WBepM2bkQta3QTaGjuHCjQFP2w6isv8R5YRqy5Y+TAsN/6a4AlUebPJCpfGD7kCirzCsKGp5gMJe1/vv77RTEbaiXi7nBqhGpDRxCgYWmwa1dESp9yllVBZPEUeJg3lGCApnD0p2hHsKqO8v2LX5wDsWDgo/FWJ9OXEqNuhEmFFYinn2QuEpZpuWXhFZk+J72XjL1Egx0hpJ/32as3ZKKmLyLfHXMUBXbq2nIlSZ9XWuzfyJMotOkzQ1sIhlSCnpcXN2s0bgd4fHOZjbN4imhpUp3LDM3zhOKzF9ar4hOddK9A//uoCkdamVeA9s4eQ7i7E+VwXbLZnN7R/t8sxV2twa7axkjR2jTBrDTpiNQb/FIW7X2XeHMh88ccc5dKkIap3+ppwcUWGfRoSkZidm3KQYRMdKZ8dYZUhDsCffwoP3MJiVD97bixewOmoHZMiMj1K3ocy7fJmAKDZ1AR4f0ZJLGwUoKqiv1GeTr1YVDhYaLIlWV3913oE1kbS5PSf39DOSaOL98wIRk3QozeKsz5bfWV4aOkmx0iIuGywJW/3ff2elINK+ytayoG16LO6CqO9T2P8ctndg91KBltwdMM04p462/tgYLGq1OcP6+LfvLO4Ee2+PvhosqHbhzpUJm8HGYphSmdR4ynwKVT6W1iljRqivvAvpswqnvw6KAkOjly7cd42Z8wPw86l9ZmVJCw3pRuyqlrtXQHEZriizXoVn4S1a+isLGOYX3zIqJKeLt/WeFC6u1Q2aFq5+A1+5Z/g7LG2YGLkZYy0jQHLYvu2zOJ6O0EJYT4vm9elXGtZLqC8EBkmzDWu2EKlDzpoN7t48+7s5/8mc/dhixO84SZRvmcJvDs5t3DcI67bdqBme9N9u0rQFqlOgI/fMhXmEc6E1k08GqQSFwoqlqPNdT/Vuy8flBBOTIds7pLWpeCUNGVTWbP3c3thgWsw0a16GXLhntGTHlLSYvse3znedKSVqc4aWWFwaKf8px4rKkmk46laHn/5tIAiSmb20G8gMKUb/GaMr0m0yslFicfxMAwWZB4HdWV/RNYvwfl0qyYDKgjmNxF6NSZvai+6BzGcKsGRx+JLKWNh/ssTqcJiCP5gRwxq8C8dfuSJy7/G6+NUuD92R6Fj6vxIflqNTmZX3f3yk+rhbJpsYHulOzNULe/seD3V98A88aH74fPnK9BeLZmXyZtnkJaLCyNXln7uwQi/2YecOz/HD47keu+Mc/LLN7fUyF5SE+ekppiSRriXx66wvyIDPEHP5abAOYb12zx5/ba4H4IfFXfCAxOWpG2nHvDa5ETMxH+f8VBH1imxUBi47mf/KNVVatkx8kdqHyZdKdvs+pJVRHeC91OZ8qv6FS3SsuImm8C5lH8rM0RnxYZIUc36d2azsRu3O8dTTntS0c/uX+gs883PnY9j9HFHNYm8OzXUW+GJaTYzjra9wrzUG5N3ZqgfP8bz4tKnP9uMJpZrA4N/cgaLYHvPEQ11T5HDGG/xGYm94+OjoYovpnes7WF/A9nKAPabdAcPdoHk7cVbae/dh8v6SzBCdw3OsTP7lZH+yQZFKS+6kx7VdHsHZL5jBO6y2w9/T73DRcam87v5SXmUXcGB28S+NgGpqYmcl21O9p6FvMe4MBk8NuwO7n9qz7+D073D2gzn8wnQnpD7iOnUv5p36DtNM4945Agqor76CFn51PVNQ38R+OdlUpW5n/lR6Vy9VvxEvLbQzbU7lksqruUjKTK6j91xFJuI22u6v6alSmT+FBxWjv0QrVfHNWR4E16YlIahdLfEsb78ih9leOFySs3gRzT8pklpfD6ZEJb1icqkoZ2lyR11OqKKLt9BhxeDOjTlVGhV7btJAMdolX6G+WqekVW2jiQBISav8tYuMZen2y/nS0pjyB2Bbu7FmaY++hAdv7d1bLKh1+9ouT/CeeJgbm4lsW2kcTin+n+GrCtfC47DEMKMNersd+vm3znbHcPJ3uHwFV69bhH/v4fo1esTxzHFdzCpcxisV2g6y2nkXpisyvge7mLtl9h6aQzzHz59nOKtZRwcuA3PYJFCfqg+1Z5miyOkPbt+jK9LjsJ/vXrfAQhEtnH6N1SNusZSrvXpp2sNBEgLSnu2wqEip1DlVKf0riXm5OJGFHlJMUslMNvnfEqmN+LfyDbvYNt1SUu492S0pPDp8w/1Vh2BBudERFckF2v2TjGNrStYTm/VqTp/9v4UcWs2FPSU8k7fFbsd0ALyWPoMRbdnNOew+Ggzf4TLba/SgNUptRsh7qM30ZSgZ6l60gBXmy928x+l596e5frM8+MzlNazi/Yofn0kFIxEVy6qMKQ9Ozk1C9iXZSxzDM3ZjujPY3GCp0vWFXR6gEz9Hfbn/RSgfEYoQYxzXWSO+rF5FXTcx0jJYioDH7wpZ5QgNaybD6hCuX9nbPxD43X4Y9DDutE8mjQBdKfpHcRTwz+rVQxXjmfxO8n32YMNe5HbUuymwgzVpdj6G0+/tyXcGr69huYccz0EpeVEkOKRw39LC+qMKRJlc142hK3oSKSkclWZ5YGrO7mS65DSjccPm2NySJEAiBvMfUbV5WdZL83aO6BcJ0pRhmNaxcqyMXcJ3JdvM9IWWhiRYVvu1vgyzdag8QP2nmMAgirwXJLyixylDZU94UzZrVh3UJIuV4dBfReZJiYajzMS9EIyq6hg1ODfXoxEJ3qvlcLLLlprtEnHU46QTW+9BMQU6JnfGPZK76guYIl0B17kCj4stHH3l6mQOwO89lmZenYVCJqHg01hmU2zAUJwXxHzMUjNUrhUX+6DP8TBx02zx4KD1qT39yfXTVcG+emG6y6GHDWnTEBNBraFa4ktypaNTdhdTPc3eY6zZgKme27HYWnyF5GlkWaLwLHuCCXxdQUnhUXVIkfXQ+2UbM6wWe/boGwf8XGHPi1+hOxolEO6FdRUhL3RbpoH4D0UXmDqiiZeKNAe1q5JcUvlEyVRyCqpJ6VK80998RhcCGmV1UaO8yvo599cnSFkbT/St/GtWo1h7KXdkzGmcfKNsKE3/Fo+kF3NQDj8pK7fHb3eAMWj17nyC2A+rQO1F2VuF/XhVUpCWRaJgf2kvf7V371wVq3fm6DnWzceE7S6c5RBi+FzBVllZ9HvOUTjaTCztbMrmO+7xW53grsXuYtDhsDwcC0cBDY93OrtJbFMOJN4zPU20rvqY1QhLcoyUBdNS/GpOrEw0lWLFPabyrg7N+U9w96F1R+ngLobFQYwK9gl3aVenwLB54bviZfLPZnx7gSyEIJggszNMAXvyjQN+3+C5UCt3LFAbF01CYT1uadaVkxuUGSs53ZDgXsXHltsfWTxQ2GHMt80bYaqhlDci31iZn/k3NeuBaY35z9JC6mTiTSze9JE584rQTSqInAjClpJbPkosoA2m+9WFjbFsFJt8aZ+TuKKReiJOWydj+UWTap2rRbU1GiTU3l7L25SFiER/NLttLJip7EMIj9Ad8H7zuk6rrj5xmrwye4EC+tIOpJMqSZVumx5EaxXWF7jWsQ7HcnAquPP+cwAAIABJREFUoydZ0LFZ1uSbD7PHwZ2aChuDC/ACTYqjL+DuT3v9Gm7/hOuXZnXu7tz4m40m3ip5aYfZ6EpSVKPYAFRaN3ZYGmjN8sBeDOvlP0L60+VvkLYT4AbxTZ5oUHfYMas9ninkzBQ05vYewYD99j+H9TW2jG7+rXPnqyFuKhuzxC8OsGNmzeRV1ypMf2a+Tp/qaZZhQtmVOfnWYH3Ud+bBe7j6w65OAA+tDiFQ8qKp0kQF/dMIS47RnAlG3sKMTPJsFbuHi0QJlBE1JcS4k8OX46rzKzau1xsvPML/zhEMUyAgZ0EWDuXtF/VGzjhG+ck1SB1g4QbunstunrHpg2SjSN2lpNnPYXGMma9DCgAGss7NAPm2H8PuJwPwcxmMfjdgb8bkcEVzlhOMnVk8aJv+wlw7VPDgHSY4HH8BsFgYVyI/HiJfrx/DxK++OJYEsqCrJa5WOdWFKjjtru2OYHUK6zMYlMxiP7jSoItjWZMFbtZEzkgXUF+nMpe1yWmuYTwZT0uorwnArwTM4s3ZNjxWXamH1ZE7pPHdgP1wITv9ARMmfSgMd16syBsnQV1Xh2cT/aQ41tOHDK1U/9N9n86n7c3Ox4uTb+H4WxgWlMOnsDyxeLBhFzajVgcydOCj+r6XpqQFiAlVVyWa6FR85NHCU6vtWdYO/zdPxst6G+/nRdvFg3FEkPkzSuuookHKE1gub0C0w5xXxKVdDrzyFrI4FSqnqf1ka7No3AkAqztqixF/loZ6r80kmgipXFZ1eqXlDIdXOzDHEUC+sQr7JKfkxahUJZSa+EcvYkSWyldqQq6Jk77PNrRQpkPqiQiSFOWQLpkquSi/GKqZ8lgrq36TNyuYXooyzcqzyr5JRxe4KdNiDZUNnuN3+wGuX7c3b+HiF+jO3c0r43d8zQteFbvhy4cWlElJadimjy7tjT8UCHceDsAPS7y8Gy4zrJ3r8+jz3gCtsF9FfbnR4A/Y9ediuRVhsEsGMw7PZX5oDp6a9VV8cEMcEF2UpY6MscTBnggJOahK2G0zvDyKctaoKpvtwslauMdvu8AdSjvm9AdXyvWNxY2dP+OCDSlxlEZIaqukLPhcWpLUSV1y5pbEg1yVBW46uWayq/Lfklapc0pVViop8lEnpaokEBVWohFVkqNZNeto6mifUtpk3n8lb6IRXS0zQoujwvh2ySPR1dF8YkOQx+HM4WMjfGdcZsbFyyvGLW5a23mAp7/sPMCjHVpX3MVHQjQn5tQGkM5F43EvH6wvB2zg9t++hbt3GEhptwgJgsN0LYGfNl49+BFOVytvQZ/inSp++T2wHrMGhtcNqrs7xWt17HZCxuMoCCtV+pc4NadXZbSjR/bIAQY6xGJQ8D74yvXQRvFeHQ2LrPGFqQf+nnxv2n23HG9pt2Xc777BxnRQaqUdk/Wzn/26ALPNsDTvPLDHX9mjL+Doa3P4zCyPTYht9hLysaqeH1GmanxV92ffW0Anb556qjbNINc+4wXFFqQmKuh0fmdpTa33bXKALMVfrgeT5CKrVDJVq5O5XMhevI6EhrQ7J4ef1tG4PBSFQU1gq7Ne3ilu++vWs1z86j2Z32HG7vRvlBbFnDW1z7Nq2c+ebpWLB+hUchXWQj13i99JfAcQF0t14KnlSlHykhFT51r4V5QDrTQi6SDvsR7qQCwwvdg1JwPwczlF16/t+c+wPnaGywZElnWdffKN1ESTjuf0q2jHoyx/jq373G4G68Gc/Wju/gSscv4nXPwG/bnbctPPgf2cd6MaSbU9nYcSI34P4OAJ1uvbfwLbW7w/Zq3E4OcYglbZwd71b8i5IkJ15a/81LroLpLIb9ocoP7A9B04+hLu/oF7/HDb5G+mO23RVtvE4Gc/dcqIZFzN4K4zRTZSfaqwp3GKermhzPeziaacfRxOsVc2v6mskdyRI60r57pFXmC0Gujg0lhprTKXyZdZpPSvSfV9H0wr0T2liL9rUgPXFk2IiiicnoepEHawXNdnWAgKsd8DgxG/XVbVM7ugky3Tl1qfvelMatw9eP3W+Ll588YePEdUgBkHsVrm2KAekQ4fgpuplFagmKOszb/CU+/GdUcO4r/tDqru1Ym7DoflJhy9AxlZpiSkmFQVbi6Drr8Anwx5nCKiUvBKb9P0tLKL66Qri4Kpnr/AsJDdDaj+PW6NazfxCISIQgtD0IDrXPD5F6Bj/qwnQhc++O2Lg1hub8zxl+ibOPoKDh/D8qjF2/oxMs8QYyBOnuFpDAcDqtNd3jZDdPT7S5q6tuyNptj9TujiylTNYxTHvtNB1Z1S/F9RGrsxqeAS61sJnlV9YPIn6cMGxqzsBrVAiCyGqWouuiTMWfi1ZyeeqjdYMXHyn8Y0Bm59jnfykw/gLy11lTtNsXv6IzNfkRs901mybOzitlqkOpFRvf/f4absTEa3adQ39u0vm1khfER1gjIRWGulzIICNcYT+fwZSvE47+MvzdXLAfXhYQnnuMcvHebGuFxpXxqaceZmMQeR5iSndqJD55zc63Co4HKvvfrNbUR8gzVIMdXzfACERnWu5wJj2ChGZ3l81p9tOJACD3B/gPXZMdXzidncQNtru0om/ThUEu7tuKwIz/zbcLAY0vRv9+UWVnGe7mJRgRusF48ZR5cvcMFOulSWNY8fSFSH+ge5P2WOqjHE+9bkbVbHztMm+ZBLb9RYVhLpKCc0E2Hac6ctiLOYyMhVSsKc339VkZLFdELNaoSV57JOszhrzdYYql2pk/8LlsIK5adaiOooJEt3oWZSu8WjL3fuYHuLQb/+EhEO+lay3MVZ/HIyZj2o88+uz83lKzzO4fZNe/MeDp+6qp7uhqYL2/zyyHwcC7ExJk4yzPK86Pd1Pa8SsCRaeEM7qO59M2C/5cHwAQbgZ/0mgoqI5pcoEyLBDzn/QBYUUTBb4XEVHU0kdvoPjfzVkA9hIBtk9OoErl6GzdXDQnb8De4vcEkrJbBa+uleQK4CGlmGZ+nmMXQZBrUdZsEwBdqjZ3D4fJBSPNphceSrdJb7hnzXUZ+BTJ4UaeC4JZPRmYJbM2Uk5EsFamMP0z6louVBXPU+Ol97hTaipBRUFew/j95BdmdqKttJlQ0k3tyzDvvPvpIkPYJPuoH5iNjGelCaJV8mlUoYDWPns4UT1oXFrNf5RV4XV/F5me6yq5rYSJmkTFHFyeQtMLLoRkPBWIlvL6Th+SSKyUmktTz5TenXkllQflaxhsk3tXwtsszU3jtnyOolN6QV489/ffiSm4yJ2ablScqXBh7bd6gGxpQ/n0iJPy127NEX9voPuHllLl7Z079DdxTNnWhkxP0tsTVl32adAiqv6VPhBt/DJhpAJAlzWB3t6Q9wh0DFFfYcgN8ZCRCRCJ7yLmVbV07t+NTiwOBxDgPqe4Rxv801Yk6ziocyr+LNHc0wN/mLpOwZjUSMTWVRuQduzF6aaidEzWxRB7qDHNsdc/w9noqB6UYI/Oz6xEb85rcCmgj+Uz8Ltf578UHn8l+4JIlK/9blbcrn+9fTMcZ+ZguHk9tmE4MzpQ5Ij1LPyFgYYA25FQ5YGj/POdy8wLia3nPNqr6/jokEHa86OrnXoJAaID8X9UD6Uu1M0bkMyYLqvCZ0ASus0GjXZ3ZAfQj8bs3mwu3xo/4It8MNirnQ4xUy6tfBqWGXpr+A65eY5Hn3HnMCB+A3WNIu8OiW9VXs8OgrjMKTqWgpbHMu2c9Sz4MRkrgMnUL/ASEv9hD1Dap1+IDAbzyOItJK37fJME8lDlZBfRkCabNv7hU6K0fecO9fk//ky7TEXrkRha1xa9Od2LMfcG+Fq+qJKfftngm7FXq37241LDoCc86q6WLK94+griX9FPFMQd4cEybuOB2C5wBvr1E+h+vgmd37zKyOCRN7AZuxV4VqLrBmYKAQpCqqANZUbdWhFnm4uZc3ZKiPvjTaQw2MXu2xw2r3GAqSa2olu0aiR/rG6hjTqxtQ9gQrLYz97MdfM3J1hfsLDapkJ9iYkSgjI+gvSigxaDoQdxL6ML7wE9ItfVGXeE1MUm0llkSr0F9KQkFa4g0jMC7IJCm3yKgXRWUcuyo2lKS54cLGLu9UZkqBTXJ0tG/k+5qfu24Z11kw3kCZrnXP2H56C0FWRKrat7KyKoUs3NXxxxUGFcSvMLOEeGyiwHcY4zp41p7/BtevzOWv5vSFWZ3isQohB9JVFCAH+pVO+vp37Pt8dJG8+KVjHHZ1BasTe/ESN/jdvUeYikVoDsM9sLLtNjrgumoPkez5DX2aRzjY5SEmbh08hr1HA/Yzm8uMyGTls6P1POG61szTooAppufUN7Mb7ExIWluZdrc9/Rau3+B1+x490Ktjd340FulG4wN2vX0p2KrH5UrjrfftXr+qluhka43hC5M63eb3v4QonG/FFUxCURzQ9TKWih3MTQ8AsjCpPMRV5i/EL/V0OGnfF+qBd3nLPb15kheydFbhksOZoKeOP8VyWeeLyZtSN5nn9+sbsKXSoDfE/NtASXfazQ50p8YBP7O5GaCatbvDDMLDuCH6hvQ8xmoWVYO52aY7b6/fwY0/X+c9HHwJbd/647/dBioCRxVGz0yDqhOqIhIVnhI+xu4hhtnBFHq8do3difi2GJQrQhrfcg2l6Kgv3/amg6I6DqzFr+LfGp4cabuF5Ym5eWVu/mxdhep2AH6oNNa47xo/OC7rrRU2GZqJzYdqbioFgaUwqYoP82vHbq/s4XM4eGIPnpqdT2Fx5KKXyTfKH/lonIcEngkbSwEGdEJmJlQ4aCUCa013ZBKcgBy1ZUdLOs0uqWc7blTZ0dcS7o9xS3YnN/QTdAG9t+J+Dj4zQqV32V7zRnsVychYVEPRC7UOOzU5/fUDCYB/2Zu8e9GRL+Jv4GwpiuvysUuTyKRtGGxEsKYX6TAnSyBpdjw6iX8KOjdj8cmedQNMJgNJotK/bKUpqeZRiqyC+oxV3qIIQ078JseHMUzaxVzcfmTHiLpHe2gkIInGx7OedVkyrD9l8MnIwqFs+tfJhlHHm426zyesPpuoMGQcsUrLLF6UM1H7SQG6RWCsLqUYyR8rbZSERAkuJf5mcRgIkhNuxuH76o64tcAOK83BM3M5oL7fBmRlj7/D3edmY1t/4t8WROCIj2KUmUDbkoRzAiZXd2IKneyNj1JuXKy+wzrRpz/C7Z/oJb19B1e/m+7SVVPo3a6bTTo4mHLHxIEr+gF/cpmixFHiDnB/AAPk23+MV3/dwMCLFXhgabvYbUaKnr4RbK5zqLb074VQK6KWBpIrjXGSamti9u+oIvpMPhHM975SjrG7cPoNxk5dqqc5/xnR/nD/Yus2b2TF6Ilw6hM8nwUsxJHjActvyxVyoeeGreksEp6yEOmrZY2QGOImDWrTivZNzveAAZqAiLpst4ITD4vHlLneDjAAT85cGdimdmzeJkUs7F2DBmiUetd8fqnR7JnJonIVlphBDe8rcznvklRrJhvjyP3Ygh6hUjvDBmj4iMZL63nxxL9MbVrR1VTMCTpk8aA28Xi6O9jc4CF16wvT7nrt6vC/v18hJnP5kandW7MNO2z7S7h6Ye9c0d3b9/ZwAH4bG1ZAv3KRV6STAJQJy8UsDM3SPoSlUFRa0kXIaOQSkygZeD0imXYHMzzbXfzQRl9ehGEmRxdpW51pJQ7p2FMSn/hClxqAcaOOFVwQXdOf2p6WQonfKI34Dy7E17Evs8dDbztCzLDtzXYncP4T4nkM5743p99jMgtu89vGBUu72rXhxVrSWBgp6ECUjpGrZ00B+ZWiQYnJ/UuxuMvmCqug7T2yw3K593AwHpwAbDyXTSS1CahP2hBCwfk5pqxzHK05LWm6pCjHi9yZFl1mBI9vn/AL5g0qP5EsUGHVKc9qVqCcwLR7mVVk4ohUK1O5yPpUeiRDWd7IEGmi7KXAx6WrCWpGzOmzEIwS3xMddEgw/8tC98JbbIBPTfQFyKbkKsiHBvxFhkl1Jjl5RVnIQ5Sj5drTp4L8UPNXiiKV/4yVGa9LFkP2IOQ9J6sFlKjBH1RqfiphbTZZGHm50GoaAyaqgdXChtm84M0K0R3JGCwPJi25P6gkeFmXClhLjkLtRi7JHk35AnGb1uWWwMFTLCJ38Stc/oqpnsvDcIIfviLbFRxdBrpsQPTCFKczF3JB9nAndtLnJXoCmqYzy50Bn+Ce+Ov3uDvi8iXGAJulGRMUp6b2KL0d8fp1JoXW/zYAvAM8mGv/IeAy9gw217jHD+HlZtzhwyIVqj7MJ1ESy5GACk9JWEawWNr0uqDSxscx9r50hIv07rgsxM4efYuWx52rKn710i6PlmDRShuwSrP0JqxulIu5z4cpuQ9KO/lU6jgZK1OMqSBOBJklWLpT4wKdLJRlJU2OBet72yBJTQP2b0vMmEV3ycpiqueaG8dMIY+fswByU+62xGCCFIVaxJAddKnySKwLOfpKPkFKKKq0cwLmIEFjYnFcuYsh7x6jQMas5HYXzRrtpbMvt1cW+vgKV4pjfQqbW+ivYeuBHzI95inkm/bnHTRnjdsRZ1YGD3B/bR58gJs37c07c/iFwzOdC8KvgpeKuJ+4e4VRKRchScAkb4YwlItHtRZD1rglNEdzf4OUQci39dVNcpg0ljOhMS5ly1xAXLUoVgWoQPmzaKQrt18MFZoICLOX+lic1+0BX3WwOoKr3zBv5eYN1io7+c56X1sbwBLDsQSM9aURaQi50z4XA6qVixIzXInjw+LYX9nDR8bXwd79BNNW0fHRy+59lOspZR9LUU2Q9SYK9yjxHPhJe9esgavITNGwCaPgDTGFYsc6iVHdr3m2HohLTKEJW1n2h3xONFG1jBHv4hgmaW2bT29IA8y374uZr6yykL802jcNW+nzZjMVL5Y9rrZS/Sg2EPqg7Vk3FNs0t5b0G9RcQbnKcgMiWuGcU7kFU/iStpavyvylNJpBGsyTYFXUFy5OpZEgzALTxIa1L2dTUWayEeWhKn1Vy63nwkZHI3pIB66bcdq/0oZIn01urvFxGYH61M+aRuKzOx8aVYN0aORS06j6GMFzu0RaX55uxxw8Mee/wfmvcPajPf7W+DN2oU+IiKiUqY0iIN6umhEVMcBrA39ze1pcBXMXZ9ua1QEe53D31tz8ieUoL17a7gLH0m7GyaW1r5tcEPcjEXSEm7LwOAd3gDue4Y57/FzuVueAn4OXVvoWKU3yySJlrz78nMXqJFJpXhSh8NlFnIIWWmK21WLfHP9g797DzXt3NsavZnkUs16Ft0JdqrRRUD1W75uyUpD2ya8d+7WgloXOjOtgQdGNz8q9D4oGpmOnooW02sLu5/biVzwY4/hLaHejm4BteSrRSs/kLE0WRQASlQq3jRoPulE5kHAi56/aFOQXpQaQPmRM7BMXdGkfW0tezi6WLdFGUf5Ssob+a1hvSxyJYsO/bLqgLsCnJAx/l4hbVqeD1Qv9BfQ3CALtdkzFVHBX8qRzUhg8vcadWOO8XfiW7spcvUQn1+1rc4cRP2dPd4gQmo6hPi63fpow7iQZKBChZG5B6DNPQh5ZbMNlfMnKMZDuP4830MuQv+EpcsVimCFKlraKGXIz5C2Ez+mR9K9+56bUK6N9r/4q7+SjiHQIQ2jczmrTt4sjOH+BhzTe/WnuPpjjH2FxGPCw63+I4tpxgxyLcLJ4XR31NQL1yXhpCTknfJ5haa9XW3QmwmIN/bXde7jY/RT2PscqR8t9Q9BvehfZ1wekcnFpFeHyV1SIkO/a0hfIUuNZU5mBnmm0stYYq2VmX8Ze5UY/JNijDpONCHJAy3oyx5NUMQhIa03omPYsp7O6/HeKtSfppnUmG115BSINjtRuZG+1DZNZAK1EjUlaZb/2if4SWRXlLahLAfCS0PobEo4lbRoGyNX2VbpRs6Cq/enqC1H2FLKoD2qjJsLZ6y8VSxf7aYRPkA9NGSb9qQs8yseroD4xHMPeziYa6wCnQzGonu6XUB/omh34Rdxh5DYqQlGrjAiBCQDTDK6GZ+/rzrncyFXYiNL2mNl48cJe/AJnP9nTb013YDEquKX19LjKiq8gBpnI06ZvF+TKLLkkoo0HVz6IF8Gns7fwsKMBmuLBVm/g5k9z9dtgbJlmNVqN+dt59gf1KYwU9rZCl6J5MBhYO5+ag4dm93M8zmFz7c5CiNUdLDfTBQ7pmsgRLtgV3VKaCBnB6TCV/dWG/JQWjliLYulhrVuzV0s8Lqw3x98i6rt9PxgfcP07LE9NPHpLt60z+eTkzepFS7HPdaMHHsL6z8cFOQU0hanMR6JgJdmFLZ5LtaS8nOz0w2A+nv4IT//DPP0PePaf9uk/7fU/zGLrtPfG/q1wCHB2pU1ZGoZhmicOh+1kAaoNynKlqAg5WF3PKMpE8Dc3csZ2tI33QLQBW6co7lJfCuk2ZdbwO8lf6mge02QY3USbUTV18WT2tUti3IRKuasjM0C+zSWsr8zyrElJAYpfo5fSnmTPhfLwYEDnKVjiwPtzPMD97r25eWfv3i0Onhi7b4MmDAeuiH6OL23S5GLdyHiqRFwEW8NsdaFOAX4MBTyboLQ92IMse1BBfUbBaSa/IUd9fTwajqS2qkDRf9/m/0ogR1sT0E6OMT1SgYWulOUmNOJMuBi3d88iTXBJtctjzKy5/oB5KzfvzenfcR9B7K0xvFfjECSKjl4G5SfBo4ye7EGTNe64uaGvJmRZxdbQG2vbNZ5mufcQUd/u51gEe7EzEiq2maE+daaxLxtp2ctHxCKUrqaEZFQdUVFt6m3k30Y028QIpDSd5WJTufT81dmP886Pz47qtSmhPr0/7O1qplaNp+LtHBXrd8YhNNG0AkU2emCojyrZfBQNlDvJxqsSEwRtJ7kj7A/Fe63Km9qgTCLKuUmfNexzZeCFSGz+iqzqmhT+6YtLo3KNVIrU1hO5CTs0czn7lVtXGVO0JMbxNuL9KTGlzq80KOafYpAyT6PKfASlRmSecyYDo4eC5GEG2IP7vuwWq5gMkO/sB3P6kz3+Bvdn2wX6JsNmZkQL7hQpKns16rGsWpPYp+10raBlNDhwv9nGNp3pjtvzX/HQW4Qr7wAPcL9wBxL64uAOS2Q6VimukGjOiRm1jV3smv1PzN4j2H8MB4/N+gZDOuA21cDKeHoW0EIyLlmedgn1Sc7WxJt8VjBtbsuSbc9jT3CnmTv2EDd2DiM9+d7gHr+3uIno4lfMcfVGrbdxkaq9kKtO6gfj9qNmXSVSIfGGT83VUV8uCcy4V3Im2b/xqWxajVefd6M+T9XI9uhqGWz99tH/C0//h3n+n/Dsf5pn/4Jn/4V7Xdw2LZ4MWW25iPqYzETqSRcPf0p7hOtG8U1RPRZoVfE4C44LNhV0qbfpG6ps8+FkmeTaYMEoK2PZby52T8gOE2k0yWeEynCLdfn7C9yP119gxY42xtW9GY3TcKXjK0IEw12ijln9ub16gbX+b3AbmD14jhsIm6Vz4mzCAafBXRVRmeH9z3RyRqvRe6U4QAmCMlZBBQkqmAwn5FBNg1sm3czARo7QjHxj9ngpBLfJmmKojzZoyFvIoBqzZoE7+ojWn40ZG9zoD6YGQ1oKJgi0y0Nzgcxtne51B7jv4J2tUx22S2PhfVBpi6utgIIq6tMILikmKazCZnArDiaPrC9h9xPcH7Hzsdlcw+IALQp/6GW7cahPnaiq/TTvy8zGDR/GNW/8NT5LEE6ng5zySiB+LZ9vq/dfTELaJdIxMcby3pV6b8XVQETCkhFpUJPD15hIW87aH5Upx4cR0BbfmJOiJ9+PpHN6aoIsyRqTHCceMuIRzNe8GnP5DdHXTn/lK01Z7OVTRrwL+M1BfoLZ15NhcsIGtAbpX39nz+7kG+Eq/SS9iqPO2CQI3nOasKHJn9i7NCEhMzqPklFp1wRJZWUz0qeco+XaGX0HJfapAhDlZGKuKSPN+5/RRJ8pykjD345Uh+tgsY/H75z8BKd/b86+h8OvBgwQq2W6HCct/qzQkDClIDxufZWeLFW08MMm7Knz0GKxD6e/wMd/Ypzq7k/jgB8EGe4g1R1VhSfYQF1u7EY73n9GK21Yz3Zh51N3evtDu/8QU7kwOXYJi3j2FATTirtXJuc1udMkRhDWGBbZrvBRbZn8m6KvcY6voel92Ul3IFgH7U5z/DVmzKJl+QGufrfLU/A5iuCo0axqw0k2Zei8AmZSf3LUwdFXBT/UaBsfJxxMr+6hYLuXrizmDLkaj22mUm0DNl4M8wUDff9EvPf8f9in/zJf/AcKZCjlsglHB4F4S+owAzB6ZFWnhu4qZW8B8VLhSFLgXIZX41QdOZVQmSdReUMvjIMyFIHk25sl6uAuoZIwWDKJqECafGbJB3XWh9ZEmC4bCJFnd5D6YNQuT/Ao0TVmexoEfjvpmBwI54JWRU5+8FMPlqa7sld/4HEONx+wtufhFybkmvr7sZZVg2H8lVwcudejpDSySHLv2sztfg1OKEmSEj/YPAalIQqXC903hrcvkGSKFq7Jneu8b3reZgk9qgMk0Ggtn8rvWZNeKfiWEwFCFNT4rpqtWRyZs98Q8t1iRBdOf0CwZDxNtuEEXfXtBYIXmcL703skxttkOFy2IEfntyM6UTTrc7vzidl+anc+xv2uyz2/QcOz+COpTHOhnDKDcvHl6GX8LFAfncmjjVi0j4tvH5vNvETOniYH0Qo7Twk55v8S7CejUiL8ErutOOcEuUJx53HUnY6magt8uoq8ixmtI82zLViK8TeD0ZX+jJq9DInFlXkBpqQrQBR6M3+WgSUtMDu+mv7Uiz5k0Is7MiB7tYKmIG5fLPCxgcR6MV8ge6MGk7ReSQEWsqHMPiPeLre/mmiqQm4jCmZJDJ/Pu57cWcAYoLgMsjiwZlXoA6xfgs5qg8pTKv2lTE5cPWunCZRH4Oeqp2DRebP3OZz/AKffmeOJqZzMAAAgAElEQVRvzdGXaND4lEtYySJDXDJtr7FjVlIDgYhSvSxdapNLTDUba5ew3IeL38zNP+zNgP3eNJcvGzx2wvezZyfOlyip9SHM35DqOazBu59iuG/AfgdY3MX6ai5262uilKihS5q8ISrwMW0hwTOxdgjedfm/hXfJ4WMKax8yOdtNC65GwskP5vYfuDNtQNHnL2B1kjwCTVMgZoWwipDnYlBnRGnIcwaYVs/6Uuuc+upRH/5X+mCOSbpwsKRjk9n9GJ783/D8n+4aIN8/4Yv/wlJD3npGW3yPPlsUjDlfhvWUfSO8P+TBmpUlbQnZfrwMAUWM1EC3n+R9VosS1don/9bEQwOKRew0dqDPWyg7xcgYCxtPOlKK3AE/3HV8hMCvu4TuAlbHWL8EH1n5mpY6tQPBU8VRugHSh1Bc+Zb+wl6+htu3rfPLmOOvg3srymEoMtd0wpnFxuiAQfDxpUqnIxLTN9dRiEWAwRiys/1odeToLj6VfW9ULGE4fNITKVlIqpBrSnGLmiopYW0JBGYvtflf8mx814ZjWtZU20dj1d08LFXLI7eBE6t6tjfvsIy2P7UveQoEKE2hP+MaZJHYNPyh/YYm1o7400ldqwVmsxbC22vDibwzFgsUo1ANsjpAvp0HsB2A3yUsfaoIhkMLqC/XGiJ2V1Ft2bKn5FKq7ljS4JTRNg8NJqMhG0Jm2St5d/m/DI3wJAem0CW5OH3yJYGQfa6dql/E4NB2MxbbB82kkywWHJ/IHhTKumzxTN2mdYlmk2avg3zdjcKmtJw/y4PP483cLuedJywohqlVqla4Q/oQi5R2OeqrAjmVF/LtbLz8cW3roOlUDwhrNg/pi1ydjOwdf2PWVO47kH/rpBbjlZGuYLnOk7ry23vlBlXkqt125PL6HSsEQIN2hnXBH6zHdfy9Pf0ejr+Bg6dY5yOFcFUKc22sDXyKhrqB5S8sPbpxzvvOeUldjuhi35z/CLcf4ME/MAPq4g9Ynzngt+IaW5U9rT9N0yXUF6qDLg5hWMYG4OevzS0edwGrRgS1In1myEmFaxWRiKpDpW0R9bH1JYzO16Xw+xh7ZPpixw7W5O2fcP0Ba3uevcDTMvCRAs431Q+xYzXZrnI/X8T7UYSk9tYGPgP1TVG7QP8YCXShrcHiWR3bT/53ePb/mWf/ss/+aZ7/C57/h/38/4S9T73FH7zdYQjMkyvSxVUOqqJSkpz8ewXZ8sVL5cVssZS9yoeTV8rplW4YkQVNOs9ppb603sn8zhxPiinsOEtFseCxWpEUCf936SJ+h013OmghvAYQiMCvyxaa4tzXlYkJG5uXZnMBV68wof3ug7l5C0dfYWilWZmUa23iYWM6KcoBHPmTirXiZ5pGqJRdmWzEKG1S1FfZNac8OBmSMqJNBfVV42OWYGNJt3xcY/apOkyIvEjoC9yugdWhOXPlqRH7fTAn35nFAZ4sb0RrMihXIpG7UrYqHbJJuaZ5P42I7ir4XB3++KFrhg/dCR5qsr3Ga32Fy7QLcn5UsQAUsDehVsLflFWYFoxiEEA+KF9E1U1BEynqY4YyUgzTshEQd+QLbZ4rbrIi9mNT1Q7UjLDyTzIrvZEdi3n5Gb/UgI/6xoKVT6JkZc/Z5KBA/Ft6hC1d9VJsBRlTuDxHYEDcAOJ7SajSAjxngczu6TzcIgNhqZ49h8GUUGyw2uRSfB9iCNpUnUC5PMQK5MsinYsckQHbzO5UJTBvPE60WPeC5Q/Lnsy1ZgpOKGZGTLYWOBW8jw0imTWCK+s2jex+ao6/M4dfw/D36AtYHHtYqNGwDHUIN2vTv+TsSJfvEj7o405uE0u7heW+vXwBN28w9+n2H3Dxu1mdAh5/VJAoZRqOUbXoiEl5nr3PbxzWYLP7AEOguMfvGfTXBrOq+rHiETnHucopUfCppLjU2cGIQ5S/LgbFNvtUyjVsDWpWWGMAVu3xD3DzOwLpuw9w+TssjxAQxuOVOe/ki6DwdhC/ios6bZvc8lYan3cV1EWf65bcZ8QmUYpXZFdkt1/mth+3n/4f5vl/mWf/AV/+l332X/D8f2La586nGJTGTK2ea7wkGyUminmkex41OdfFT759pGc/qS4SeizuqVYlUHOYjp4vtjS4v4YaD7H/mWyYKV9nmYY1+jCxUemcfSZIHjZx594GBl2xOoHuzHQR+CXNYKdcQszTirZyZ5oNRn7ajV1fuqNW3ra3WMHYHD4D2IHGHXSM9vrW59HBGMSegk/q1VZRlvXAb53BifEqJFgyNKI8tRm/1+5pcgDT+IzQOtScQkRjbxk6ivGxJuWdMgSVoZ1yTmmNDmkODoKBEmKG5fXqNaJ6BPZ/mtMf8Hvrz3IobKibxurrSpdMS9EdH4WEi8UBBjC58cchYr3QAU+uTtFPsbmG/hbW5+7ARlrNhQs9n9Ipr4PmnvEbYPwgjUUYFxIxwbI0p/FmeVulhyX1obtg86bInR3prRzFhF015uwFi1zvyRyPe3qjerPclK9SVXIn/qTYRvN7FW8jO1WYVJRNCtXxPIMmOt6rJK0V2xT8pR+KXQXxdybFgPlK55FlFlN6LUOY2s1JNtQIHrV10raQaHUV3jg56umUWm7MFemWE6Gj7U+jPiAXfTAaK3MYl3Ujf930RjhNztm4yK9dVBrrWJxgFTIkF1sH/L42R9/A0VfN3hN02qVQmxkjHjkxeyiZ7IVOyj1FitppIr4KSU0uvapxG2aWJ3D2E1b1vH1rBuCHVT0vUhaTq1rpQ1sq6iNXI4u+uDPNfTtLPMDdYJmyR7D/FDctuOO5wso9Aj9FbkvSpclqZDHV6rm4ZvnhYThaFl+J7OGRVaowYf7m070623TNYtuc/d1iSXGM+MHFz3jwrpMQR8lYlAJi+c3q9En8ndhZxK9IySTzmgum+IgUpNpLNa7xm/vxS4gFZoPF1rkjiZewODJ7d3b3M3vxAut5PvtP88W/4OH/ZXY/dZPLi9/KbULLN8eGvvWZcBYFdWru3/fXXE780fOFFjSFGTtZSsjkTsAgSJu0+daN2sXNmnUMQSvt19RadUS8kZlCCFo7jC+BiU4sm3EjaDMgwMU+dKcI/NZnsDwMxzlA1JklVmarA/EoBTHr2kEnd+fm4pW5fdvcvsEqIAdPod1DAWt8ZUgnSK4kfuN7eD/0pcEDGTKioCuitUaU6FReUYFhU7c1dOOf3TSVztcQ0Sa7gUBNBinZhwik8x6yWF/b5whQRYORuRGVhUKmLTqGYH1qz38M4b5hOTv9wbT74dyLsNNynTVbxcn0NopdwWiPKwRfZy0LkeBvx387P3Dsc7tB9+uwSm4uob/EXfeL3Y9gXOEUwxemoFdJMdVN2GRZTuG67C/DLazbMB2CKNuXRnnFzDHSp6qm8JSZKHoivlRGJ5A2fUUvSVRnpUS5+r/jlxEDkDdSdpQ5pVObUZJLpsKsTu1qvHygrM+5rzyifJhiB7gU6jphCxTumlxy6GBrp0GMJC06JspfZqyh9r2S7FSQSXVE6rMjJNMIMsW1WV/KZ40l1Vyyt+sTR0UCpVeP3xcNwYI/CCipddkovHQVa0y7XW07H8Phl+ZkAH7Pzf5TNGj8Li/f/rAI8U1fuRKuKsYp2tYt8j6UjR4+r07N+c+4we/2T3v7ylz93ixOXFbJcP8Cl8xmNWExC2qM1UECHzd4DNHux3DwGPYe2/3HZljPfJV28Nu3FGeW/q4SK8n3POgEzChUnA5KTFt3dVEAGeW28cBmx0VQ9+D0ezQ70Ov8HvPKlsfWLJ1l6a3zDfwtwu8o6jrHqbBllBHxImqayzlSGB2vzlqaHVVGZJO3Pt2Ecou2ziBdO+Fs4nbPnP0Kz/8Dnv/TPP+nffLfsa4dPohn9zV/a53YrzIJgfwK9BE5C35GFMbC587UqDkQkkPOFoi+aEVoBkZh00cfHCsDof62xBNEmj6ckOncK43ZaRqrd74yHCO7nSeKU56mOGFpHhERnYhq8gnYRV3RIwBD4Hcy6CXcH7s8AH/gJ63xJumpDmHsj6Neu2O6a1fCCiNCmOCw/+VAbXfAN/rjEO9ZxCcBQo+hv6m4kFp+0xDMUH8w4cM8BTS+dJNaZgE0DcOsOaySaIRCLw0xZm8pIUPeMgeECpRVUZYpYbxCzxn1cIudPxJjxyxPcbP67T+wXuvtn5jqOcwOTMV08jDc1nZZgxVIJoGZBGyCIE2UFn0vX/6sxkeyydPuwPIIC3v2F7jzYnUyor6osHTgJM30SatFtqDoxFFrK+1wo1/rnvi1A94rPfpXGWPlfjHqXhruKmXmkCheSlWbFCMl7UyAWHVclI8qJRmL2VhmAtdJKFKRJTo6KQCTHIQ87SQjF4yr+NgB0XKpA5MsVsfVxI15hVxZzpopwo6oL+EW+mFOIyCiOvU+0DxkKRIaC4p9EFKtvrFnLTRZJ7NnJ2WsTMl1XIbVHq4jnTuV+6WBV0etyLxKrkDwxoExu7beyB4smO0dHH+B9TyPvoLdz2C5G5jojpQ1+fzlBS39VZj7/icgoyspT+VZv7RgkMplKi6P4fo3GBbLB//NFXf5HfrzcJvzedepR2flKKtEEhzmcRG/3Y+bvYcDAB6wX9PfoON5YJYvd2lZmzEsJl+avUvAMImLJtkN0UzPbtAAnkpVH90dLIxmi4cfLvfasx9wj9/dO3PzwVz8CovDxviycg7v2T5vR4vups+wjnYnowzp1aRZn89Kf/90zU99KcxCbVQwlKr6WjeSqEejxxlkpreDoQMrJNTZT+74vn/B83+1j/4f2PvcwmIQFQvD3F8WpkCtEniI3hiBe5Uhd9TDKHkRnxqBXLYdQ1Gz/eigYQ1GHyjXJMVjGzu3IXYYy8agB6Gz6I7ZxGi8CwBKbK/yQvCRS5dK5LotkRjBmT4WWwLmIR1f3cUcBw+3nJNoRYHf1juqmrCZlpWTybifA1dqx7t/B0v66hUW3UVs8KE5+AItbLshfHfh5RSIM2uO3KpxnoQQmvg4pKzOBIqUnED3d4Q3fNtYDZZI6MKwioRPE1jUXW15gKRlPy6CYUJITaEbBUi2lOaagyKVtuOVJlrITBmAnzl74copD9jvT3P8fdjjF8ayiqwRsUdW7DQWYiW4faPSU1JGkZapR8SXa1dPdYuSj9tcL2F9+lFSKxWTsWQc160uhuWmbtbem99WMp3JK7gnrGSlaS6cak+qiIUZhdqDfYW8+YMqlpsLXOtDUMeikqvEIAIAepUdzGgud6OXNBSPq2TRzVAqIVVv6BxCMcfByLv6NFEpwAKedQbV74+v7khWJz22m12dhE/pTrrOlQSYGs0sOlciRXWMvXrbfGIKUemSBFbINUHzGQJQnZvCgJ49MdMoQGyPGZWG/9d54htYDpDGbj5GyHf0DA6ewP4A/A7wZp/o22TiIfrfz1EjQjn04kvF9e4KrK+8fYMCudiDs1+GldJvSzMXr5ruzBUs2WCESpd8RhZBMWn3Y/zzU9h/1Ow9aTDV82ZYj/FB64ujTIuW0D81P1pJZ/LWSmvBhPYYX22gs97xZzYYPjW7cPqtwdIRH+DBnwOiNqvjpc9oHUzMZqnOJp2A05I56UlUZnFpgqiLi/ZZOJphWldnxExrio+C2pgmDZtmMHfOfwE8we8/Efs9+u/oLBhuaGPxD9urrtuC4Kl1ceODtbGLgGFtjH2+3tE5qDOoiacvFIkG5AM4j1KzA2Zl20M8CfP4G9jcmgYRoHUHSAKLgpoRrdXEY46McWQ4DopOIh311QcYnu2wEBTZ4oum82DyUuDXbgkm1yArfxHDSC6H05f+31yaq1dYz/PWHfWGxV2cxy002wcQWDDT69G2hO4aI5BPBaqxexiuC5/XtQfl99ptY9yygEbStkPD9yiK9EgGcgjKHeOTKgRSMWoZAXLqjW/svPPUcTY4UjGh5uJXPKRxQPV3H+D0JzxiB0uIbUPWbpr1tJ8FBjWFaK0jI8lxlUHaOtgrjytKV+drRMPy0KzPoTvP9vUJAxo/GNsnxco0Y32ldA8mC3VMApTqUtNifkJy84v1jSmmcmvJDk5f8pDgHFvNGP3tsXHFWNRsi1ELyxxIRoTSeGdZtOoNRHXSxidMGa1ldWjlpb3O7uIjlUGVblDJNcncOfIwk/L5xcEAW+c0ny6n7XgnrGmsEnKxzPupvFc1NYQFFh/8/0l7zy7JcRxduL68RVLhFBHpKyu9KW/SVE9778tPr5m5vbN7x+x0l+/Ze///K1AiCUcqcu45OnmUCokEQRDEQ4Cgq6OXUhIjWIE0YCiK8mFqKQNVcBIKlLvUlGLFoC7JSb7X+PpFLuy8LG/CIZkgt39YRhT5RXH4FRKWtN3RWGbV0qHduGtWTyCdyfKNZmYyZtRMq4YCAJXm3IBaBIm5TI94G3FeIXPNNFbR5IrZ/apBKdVBM2U+be5NveX3U80kPWU9k+gx+LlHws2svHLdrd1xq3ft+n1TH4AHw4QcADTcvdzAnMZwOXoyuggrbdnLIl5DMrNh4KyyrVnps7lC1u+Z2frUHD6zBw/N0SPv8VuGdyCgcWa0KbWsOS944altKtdZcKWLzCmiF9RVD30NRRWeSKcxYwhWNHUXEuZPehw0MGbnC3PvhX3wChJ73v+7Wbrpz9dOi1+hEH2ZTBUbhcOZQZcr50KdUi7TIHdr95p2cEt6H1ZGhnCi3fV/gUPtz94O7v/i9r8Ao7bjm0B9eaoKtFE5QTo206EXmWH5glSspdMVnfnaTnlTH+p5xQyvmNEG3A/m3eauqLGJPE9aHuqXXe4QQrUMg7QBzPs/uOPn7vBhdfjEbrwHsdnt7r4OXGUTrmAkEO6J7078mkFiBdRHS+sLE81epQ87dMGbmfXRiZJxSphs7lAnPgloSmWC4f8il6BLhYTXaBYZkIcZxIqPNqqd78Cde/SjOXzkNt+37d4/yNkzJZBPor7FOwt9aDhXqczkvmXwO71WoyRG3uM3vlrI5iI0rFDo/w8TiaIB1SdyFmF6YUENKw3ERYgvTPOsZFn4IizCsXPi8wkyILR9NRfnaroo9yRzFuetv6Zqe9HnxF128YZMckbAP9l8MRtpgcF1mFdC+E2+2ExddOU7Fah8lTeS9J1yvW2Xc602QTIJn2CpCzQrHce6m72fExLRan1NR9Cm2OuZJmcRYOHXIvMVbcPISO/IovIyv5AYV93E0/GqU+XjZtZxsyO3ftdAOpO7duk6+NYqv6tNMDynKkXXZ2lrTSIn6O+ab3xSjardHtNOSz6yrpGi0arPgv3Y53eBrJ6m3vVpSLi/qGAyBk4qG5Y6GoYrruEAHODunX4Q6tmtxFsSTSqxPedGljmZgSOnwoKKWzA2HvK1VJNwSIN35lsfuztctlfeB2buPzGQ1fMrM96sIIhRNmqhdZAyGbQVVCcUN89rHdrjQc1Nf+qb+VZMuwjA6EzugBCU4xow00Dlk5cN6mtAjrn9pwb4dUJS4pIeNlKcyEq4kSmHbB/ZRcNS8l0wdSIJHJHw5u9gaXD8kz195c5f2JMX9v4rc+8Xt3FWmWHDlgrh/EVEpaw/L0R8gbflKUzO42HS7EIAQE+ONsxw3Y7X/bnVXmEaVODicKUN8/Oxcw2rq3rH7n/rION/o+4eVmsnEIlgxxAQqKOROuINVpEb9O9MI/iEAgAlA4rEV4v9y3KiGM1bZfKgi14zRBjP0lnEojo3JOXh5USnJJhtMmQvdOlJB6Fruv6dutGm3fm8gfTm8LE9eOY2PwTsFPuuyPDUBAWCko6T3EMSkvCqEsvq2n6nYa4BygpJbmbMVcXXpyqy8ijFilJqwLI19k+pNqGsqSZVYRj6asLeyUw8Uq2QqlVbUP1VqKqs9Z/hkuwCfXsMrtFV/YXTK7MPQfAkZwLib/PJxOSOFz2ZhOA8udc6KPUvc0+pJl14HrPzqX2X3eYq2x5LKwu2+LXkhVC5ob5sOjOxfw72skErLUJK3C76XFpmJWS1AAN17mHKQzNlRaW17QWv3r4WXGLaQPe6yMZi/rOYTEsklpU/Bjea9Xp8tt9APrMCFyR6gVXnmQ8EnYHHw3rvXzzSAFGrSRfZt4lI6pc6RFvaAOO8cxL2Vg1Xq52v7eHjqkF9hw/d4femWoN3wC3ZHfXubI8xJ//trnapHmblFbtyvVptgN89u3rfzRvgt9KmUmgPi2/T0/eOqTINqkDKf+VDtXWofD78iWyY7qiMNj1JdfUjSCZ++NAePxnsfAWWpRv5BAPg4HIuk09ogSZgkVZ5Qqnt0YpWqAL5/kU0ZM87qjJpxQyC8cCSHtrB8mjzfXP/F3P2yp78au//3S7f8LwduzYV0GBszYqJIIEOz0zVZEAxMVCFRFv8EmSnb8l0nG1mdsgUk9s1CuTsVXXyiz192eBhc9pgv9/swdPKtMZi3ArLhap3XKhPJDfSO0z2Mq+Jpi22Dt6WVsVr2YwgyNMM1wx45GYUeqWjAphNHz4nZjdkyW+vRuPVB9XB9x74Pa2On1Trp8EpNPF2/8Rf3iob4JSVzMSX7rJ+HIVRRDhZQRyuICAHq7rXKceiTDMIkPGzXGDNsIosUEdQfWQL6DvLcLtUne99n5TBzSvYrP6NPXw0OHxUHTy2Wx93hVT+3B3XA9QxwpdVNzi/iL0V8sr9VUDvbSdesmK4iqE7Zc8LL8fdRGyU5hWT8lphwFMzSA+AVMtnejPqjvL7rNUWpW2k3ChsYKMaraAQdbWlRwSVFZ8+J/k8wrx2wRatKC4Asl24xuIyAU4rOonoVyuZG9DoUmMm+VfyQ7VnmRSprM5xBhU1YRRqYUs8zQyWK0mD3EqH6SlN54J4MULJIndhZmXEF9+clGmmvELnPWZHhIQiSh+VB36OZiZmcVCHQ2CzZRYG9YI9Et6UDVdQnwk2aPqk8m635uXGZJntuwbqLN8yK7fN/Biis9rNCd3LU0tlDF84EUJZCasllKSxm1rGtk2sMr5idz6xx4/t4RNz8NAd/GDrvS6FOjRtKsbOwvysOjGGQhobbgmyekKo58otNz8Eq8h0B3MZ07OwwmXG8bhroTR0biAJr1X7vkCA2hemW7xrMwdMzLABfh+3+0walpqdr6rRpmsJBg/hGNnoU0YzFvjFL1FIjJvtn/JUFYf/LajWHDdYL9ABIsq03kMO+yS9v3Sw4rY/8x6/V+b0pbvzJzgQxe+oaUQFjiQZjOXYLPedqpHK8qy+nKlImZvUuSBXDu8RdO9mR9X9t+bkhXnw2t1/6U5e2NNfzfHTgR1XEYHkucEUphb3qxhXusynKvzNQqhP54byvq273L/dItEMwjtHa3A1N8NlEyIty8Z0xA/CngbU5x+Obd0e4P4I9t8ePHbrD+xgWtn2lD9fwmAW0aM00HvRVx+UwiGjufBU5ayFBVqtUNgCPBWKYA9Vb+G0zACEUJznIp8rcL0HNYmTALWv0FmLS3a84ba/hIns+HF12AC/T+xoPZywMvbHRaTwUezYNGGrnmxmuE8uykJ3kDIzjmLtZeXXS3Jo9arj7gUtWqY8VWdKLh0wwJ9Q+3XxoE0WS4kNqfKMjp5P2jlY07mKlV/kg2bhJSVYWMSSloQMKZnKWqxL27RyBk2hxwsvU6b17IugrI7WnuK3SfeV2i+FyFiFNnX2zTe/x7kty8E9m5uDc6hPrqSyLsMcEwyX35acwKjefuNPbufLM5k734oosbS1CQkDR325tsgteWq/57sbV9HjLQn0TKxlNGQ/kUdxiJd1P7Mku10lcd6EdW3+xumeXb1tlu+YpZtm6chUK2FDyywXJ4a1jWSvsQruZfxkLOU020k4fmAOafTdyA3X7e6X5uCZgUx339q9r+1kC+zsyivwgdL2gqfRhLSTNjTEZ5FpbPpVD/zu2dU7du2smh/BZAwjaMm4sSRYa7veRlL7Ap3eTgcO3asqXatacZ53wxDyB8ytmUC/b39sj59XRw8B/u19AwkqIH3FFCStUmIcMLWLDaie1xa5CkJCq5hInVmmWSjzfJSmnXZGtvGsq0ZgSu58bk/eAPY7e23u/NUt3zJ2ZAfLEBrKzz6RDVHjTuWWfmVHQ3zTCy134uX0OWOIbL4J5of8SpZscEOGS/bGn6uzV/bur5U/1N6evrY3/2SG6xUY9MraR4bJuqjkp0Kx4KjMjNnpqaDSpdyaVhO2Lye4NYMFMoB86+DuGyZfjTz0XHiHuNeo29A1GPtoiyksaR08cYc/didtXjmD5RiI85x1qA+uqZrfJYf6mLmvA7aiN68XD2AUlENKNiA9pfb0L3MG1gyP5RpbIJX9zfCnFsGinFRab91HRh2AXJCHQV2NNhxsVn/q190eu40PgSHw67KlyFM0NvfTDHZDdKgv3eOrlbrcr+pl3Lx7Wf9keqlbOda0jD5EI3KgGlmOvRCpcoGVs7zODYVkTBn0XF9hLWtGqcczG72y+jRd1SKR/TolNqhm/JAH42n8MbztDIKqJGXdGuWuUZkTIPGFt3BkmdBnfBd2XCxSo8bDHG4nDsmc2IQnutjIh6l/L8Kowq9RBhZs9SJs0YwwvLKeTV+UoSH6H6bFfaqL7iQRdfXApwWlQh3vi5OUfy0D+1lRmZK9z6ruwvlcXDOeNcDPLd90S9fN0nU7PXCNHWP4UoJkrIgsyCY+KQi8QqTrtqXBcXOQDBDMR7gfb9idTx3siX8Cf3e/dvVVn2qv3fPASssunShktDa331jYGKxm3gK/+/B36dhb/LUPteqRgYvqH/yXdivbBlzKyFWuzkRMa2bODz0fTjayoxV39T13+AzMyuMndvczSDkATJjngh24IGVa56hgLKg81Z5afOBgbjAVasPJ8sWRxVeR0mzYnskeOsX41DiVHZntTyGlZwNymuvun83KrTbYOOblsy3bxaTAJp1wQGg2SU9+jF90l34EliTuRmeaVYY/n5orSBVrG71x6z/gSIdsj+sAACAASURBVMOzt/aswX5vzdlbc+OPrt6Na1UmlTY1wcZI9aK6XJUmSlUCs1ffNorc84LgZTAPwn6DZTdahZ1+sCl6OThbVFjFfVYK8oGq523oppvu271vfPriHxtd5z1+yw5OyAjau/P4KThHIDd6QneVR328mcSzlMNUEk/mPEjML0fLlPGNM1GIfp47Rllq3OkiqI9cPViXECbbYly3r7L10RGWDpZAF002zdZnDbAH3Xv01Gx8aIdtVs/M+RkBZCKfHsFvGSw3x6hvEbxH35l3TwikTARks7kgfbGQLmMppPBXrgru9cUudZoMl3I2eiCgBGM0jZxiYFylf0uV/lTcdO9IHRf0YypWIKLyryolMigumdHxBXkEGSNsQQ0beNJz1Hsk3gR6KMd0xkpumAyQ4xFukeBQo2AFKRzdTylVeqslh61IZaGxbhoEPka8KKVh5rAZVOuLSCeJamafYOYwzovuZu3igqGaFH2X7Fze47kGdlEc/VWUipI9vgjlYiyoY7/EutgE2Qu4szJjLbc0oIgoW/Ai/wLUGbvBkq133PIx7O5bug42RwP8Enn6GKQmI6HBVVp1pd6fYj74OW/iXXlDOGywag3WJbCudj6prj21BzBfut3v7OSqPxV3JruAsbeTlviC7VYq4YVIf+XPGRuu2uXrEPjqs3q62VFnNiGTlMwaXgjzfV2StKJ0qfCA9GyQ/z7Zaw+P6naYwKYgbwcsu6sfuqNHzhsfdv9rM9octKsA/TpNU78OO4K4hpFrSayE8lC66GsaqfoAFwMQjI2Wq142psHp3bpWfOpFCyeqme0vAPKdvaxOXzXAD9ZNbMiwHweFBp/EJCWXxVWVqPzraU7zhQmYvGsaKjPQk9WrC6trREO1NLLjarJhNz+xVz9zN/694YaDgw1/rW7+0Q3XHXgwZh0fxFRF5h1ucoC0SLsR/2odXu7UOdZWURhxxqYNe455ZhDSoB4qX2C7ua7RnENw+jkw3JfUxCHRVm7/ZalWKPJpt074c2vq3Wr/sT18Wh09rA5/tGsPbLWKYBtHfQwgdX8HrSmf2qI6rxyljcIY5TQ/7VIQSyp/MMOtLp6MF4mMh+zVGt9mqY2ZolilBWoFW2T+EuKkzbUUBazOAsF0O5yddsc2TDZh8gLd+xB079XfwYntgyXYck8BmHEEv6lQLbw8j/c5jBdI6vENtqW5wZzhwPb99roU1E0XNhMGc4IQ3QDrtwV7c4HwMEhUGnE2Mn1Rjp+8wL7e4pWrJVJYsOFyXsS+Ghn3uJePvBPmA2P1Ji9Q76S7UFEZYhZnmvIkJyeYbJX+3L+l+363mM6r3kZdfB4tfSXmOc4ZKypdfKxdiM4U6NvXCryAXW6X0pxiFVhCcgJf/rWX7XnJ7Ak9ZTRcVAai/lykseHilmtm+HRZPW0XJzbxPhA4CAHmqnrbzK7Z+YFZOjbTPZifusjAUIJmwmaIV1cE5KXk1IGuv9wm2Jx1gaY+X0ubP9rAHr8v7fGP9vCJg6yeXwPwq2pu9qEJiDzEZKT91a2x5dnSmn3DNbd606zecSt3weM3O/BrsQFf6ViXDz2tOxSfZB8zF5iYqLBxAbAhEgyaPzdmWnmoUEFk7LK9+okDl0Jjfzw1DWOHG7C1ryLFchESoyOjqC8m9motRRlTGK7eqxogdn1upKSSjXc1Ox9cYMdeA488kJ5Vu1+2IKeBf+7ef9uV62029uRahPy0YiygAZtrXU53sebk2kUvHLKuJOtSVZ+U5AzBYONCoPXloanW4ISVk1fmDM63MLf/t5vsNPLm2rPO7YRLlKYk0U2PCIW+w8N8ymg2nR7I8NnFI7yJBc9ymURYyMBAB0gGy6YBt+Dx48BP4oeMEyliGwho787XabTfdNvs/2AayHf8DHIvrd2DEPQ2KgHqrRFhff6r/h19+Ao0OwWe5RyA7KHq2MzBTsRn1hGIGP6JdAb2NF/xrwpnXe5GfTmVRrAoQ1ZtB0HMZJu11XgVAdPW7uc+c4+fyDY/glTS7RE7LjjW3JIEaQynYaQnHIDM3YcXIJLvDhebK03QEPb1pc0SciTTcVg05nTUh+ytnlkwpxMzFgYvFn0S3l/IZJwENaQeHBSV1ESlpzxLFZqZte1QLTmOYYW44AwdmjBJW2J6rDqlU3LVlQ1WSQbdvoUDukrJsnHtJq6MZj0nsXN5x4nX/hnQnusdlaVMsPmWy9IZX7gh6Uly7SamLbT2ESjRPQyiFRMxPU9FW2Rjear3hjaWPiQX+YYa2CNvRfbmGn6BFaKyPOfsm4vIDy2QBqrlRAtusGVp2qsxJpbcZMvOj+z80M4Obb1jBnN4HplJR0qolJ9NrHJVmJu9/pxJZ5Z1xfo53no6J1tu51NIeABT5kOz/UU12faHqvs0IVV2X6WxHLBRVk+DWoOMec4f5+DW7vqsnnfdfA+mPdeCz7EqVHLqCcEg2ZFSlKUJ51tOMIpyLit1gTZ/nMMGnK99+Ni0EUd735jxlusCa2d+C3o2IWexovIwuZhfXba0TACbmPom5UXHaUsAmEqNNAKWG9nhKuRBPYVQz+rsTXXnv+D8jyqcS1mByjIZwgqSo+lGGhXpyy9oUakHCvWWG45+olHT1uuN9tcOIUzc+Io5fGYahtx/CZlOr/+rHe96pjXjd2TptBU/FxN66pqyJIsnqvdY9D51i6lG/yLAqYVqnXndxnkCAuxCBAtRgr1VeBmb2uGSme42wA8U3eFDe/TIbpx7T6MHloPoWUob0noA3gWAn0R9qqeL+LJyDMzEQ+oRmxrqI6cOhPuZJfwk5Ikj3bPNz6E+xkaKNhVElIu6xCCqq6j1Ejez7XjD7X1lDp7BHr8G+139EI6HgYWD1snmfYO8iikK15zHh61frjeMUyUSP1RQXwZnXpI2KNe8yijVTcwF1j75m0zFF1XDRJQ2YcQoioZOCaqKVIgJ6S7zH2YqzaLQC8yO1KDUXTqu0+O5eD+V+WzTOV9ELNOpUiV1tMYf/z7K3SI/V6JZFpswEOCh/eXQdg6LGTWRaM1YMiOyDs01GeNVjVQuA7h1orRJrq8jx4QdQPDY/7PHm4DhxY05ZdiKm7ZwR7PyCPe4MroloCrSn5UTzCI8osUnvAukSDCyw+Eo/ZwnagSZYklOhJiVx3UAbK2pNIZyBlMw+hvUNz2wsyMI+2xThye8JwHMRFnFz7DaIMyZbybvVrhgP9XEB7PNobrxFchBcvzMHcDONLPTYJWrcI6fW/KULNMVgZ6eDfddM2GvYBtF6Q9wt6t33Op9SOwJxzlM4Qz3CryguQDFgnio7y/AhzA2MxiGdGhsi3YfKm2TuILl4bOPzN3WR5BgoOHk0XO386UbbcAL0tlLGIgPWy955rEZsIhYFkSIaUL1NVl4mTwaHqlo48i0VnS7DbF2MoBTyCdgEu1+UZ28tCe/2AbnnP4NQj19nGcFntUBC3FaeBJnUalKfHU5UQqdbaUWYjKGXy5MSdmOMy0eHowhwcm1Z7ZhyP1X9uwN7PGb7FkLWXAM3jJgyRKMMm9yqnqEpFcMFodeBdAiMEm8n4O9Plgyjck+mGEsIcDDDBeSv29RzcTV+/bwB0i3e+i3NG88gARXzciFDE8EGsmmYddlp9MCWCo3vxf9Lo6N+4BWTxpPdDHKZ5Z2hKChxh9qXSlB0bTs5locUKlfwTu23eznMVujeMfbBkI9G8X7DKJXrn7gQ0CX/VcTUy2xcnCMJSY7hm5iQJijoUxzoZm46nZfXxb1oYcTMZPVrSbN4ZziONfNbklAq2I0nZJDnkRB56eBjnhryXqeqkblfXwieXUhbmA6ZcklJZiZcXPK1xAoS5CPCWgNz51FBV0AGPFbjvrQ7JVDUEpj+64ohwzQRjMFo9A0WQrzOsmzKjDZYLZ0rLn0tulwvdCWXCdK/EPFZoLoyTEwR7/ewIVo1tjVawrnpYt5MpVxlLMM+vjDi8qVJkFXJ0UWO2Q46ltQXDNWo+6/VT9XOqX9twUw4OOagPky2bSzPUglV+/CPVj/sP3Pr4PMRMm038PDggbAIqexkfZat9wzaSxp103VkLrTjpfd9mcQUXbwGI6+3fnaTLbDwQNsLpiQ9nJGTSxiBUA+M2n/hZvhGpzJtnoHcpw22G924E9GgqwnLhCZ2320sBbilLCOZtpGlbHC4pEcX5C+1fmjDtt1cX8Emd38sILjoR+DY2H3SzvequCFbq9jv0mdkT08I0jUt+DYLyuTAm0LXshUYN5ytb3NQPCsM+25JnM3WILjHM7eNSDHnbx0t/7cyEybZ6iy09ajRawRnYYJGzWMktxPCzSKixOSsf6Vsp7LdutB8EnVZf11g3XXmLDnv0Gc58kLc/PfIbmLC2EFF0N90yBaeueazLJOeHOqRWaWcAsFXdi5JEuYoZuZHcwbM91fcxkcyNBLGfV1r0ETluCkzXrH7X3nYDPzo+rwqVs/t4OZMw2f624f6WCm5rpEqC/nucriNAyuVMxWhnaLXMV6s3zrg5H8W6UvaKxjDvU5DS8JpDS3ymu5nXhz7+ub+S3rfjvlYGrrK27nK+PztUKY/ZX3G20MKG7Q7R9mtSOcvCg0XRz1FaM6ycNL2mCLl7CB+q06xWDNlZ+xsFPVUilI44zp94JBH97U4aLWEMWLoloJeeaUzLgyBzQVmXxWdBqYUMIyfkhBm+Y+RSU7MtPnFLdo0UJOJ/yyOhmw1pXLyXBSERI2X4ZPegBGL+sw9xac0XslIf9tgSGRMO7SjC3N8ErQYLmXoGhSZJ1UameVf2rvnagaN43+tADf0N944dyAmmqKw21C/62xWiiskrABi4dGX34gNogyPR6F38x9TpQ2uGhkJ1fsdMfWW67ebu7BjkELPYiZ2cFVsFllr2ltCXW1983N5fZweQCfgPqqNTdesQff2evPYLI8fAZZ78ar3d48G1JEpLUbLs9aFwd/jg0uUDszgzWzdN2t361W7ti1Uwh/Ba/juPX54M0LiaWZJbwcc6S+Lc5r/AmWjbwooieg5yHXfNW2FPLCz5yd26uf2KNn9hpsNTF737gG8XpPYMyjpnIPy7/a40ynLQiSUaOYVJc4oyrGHKnUVOCgWtXzAbe0BuUSBJL5Y9xNNbS7X9gG4Zy/gyPLz36FxQJwGk+c1vsFIcxfvS44uU5aKlDLsSfnO3WAZ1YAm/aCvTs2cAjKsrvxkz37hz1/605f2Ns/u/FmtzfEtaeDTMqbG0OTJ7izpMwrXKUwIActqDuofRj/Tcep504AVz5vlGTT/MEc4xPhEuyBPai6OZwWM/D7GpoCZ7v28Kk5fuoOvm8QtVl94Pf1TdzA78KFSqcFUiUiWpBF5RfUJ+g5O9sge6ZFruoFoCD+REMsCM6pqKaAoGRRZgGfWCHS0qVwYr8VE+JK5lDmaN3sP4LQ6OPfu2uP7ZUP/PZOCPEtQC818DIH5HAzZTksB4zY6afwR8nh2Y3ABUBaRjXjCWzReANWPrX7mdLXJ8iFUQd3a+RIorNLyeTFOl2d2OSEyqbD3E9MNffYPReL8SMr0LjJNtlbnP9xLtd6ivROjhtUwEotMpRCPJ2rkiN+ErMgaoImVLg5ZdjcYy6r9OTKZIzqbcWCqE8zHSYa6uOOypzrmxlSjEjhwdCBcZ6l6eo1aMqXajtGf4X8VaWHSvjFFrPULjZFaS9rWrFIEQo0wcvn0zyCF8t21oMbb9gG8sG1ZcfrPhoQDLtI/AV1RYnbngZdHjpZAhfcrE3sadozi60/wGq0bre/gPzXsFb6zHv8drps+1VtFMxQ5F73cjRGu12CZrhql65DSk/Y5nffzQ59fE6NUZ/oqYJg6/2CR0dBJHBCfDlGmDbT1QgcjOEhq/ECYNu0k1PYyrj9kTt6BB6/46d25wsLe/y6pJRaLXnFS7Uu7ggc0qzqsYIYU0ap/FRGboZ4PUxaFwyXxAM2OsISid/bafyTdmtNIzaQ1fOFPXvtGuB39y9u+Ta4Sd0kGcFOafUifChzOwqDYHv2/f7Gag/j0k8ihvw6tZd9vEAzVCEQehWSVZy9hPDX89fu5s/VdBcMdM8T71TPKvm8AZN/QQF1uqcOgYda3QBmeCZPhkbiCQG1yPvSf5UhFnroYWe3s8ufPjLdNXvf2mtPgKuHT92VcwhBj60bhDBOHd+WoCDGgblvNZqzLsTIXgH8SqxQyZCHXvirB3ox1EffJzBvEdTXQccW1ZeqJrQpCDBGtIZynM/yAuuY402z84VPp9xMZE+rzQ9gznWECewesyuKsdplGHJnOkIfJl5l6WVeyincjOXar9kxQCrMghl1sKhlrE6QBcIWbAhbnkcfRjDDVX/4SmGdICy32trjEe1V7lGtMzJEd/BukhuTREOEZcPTTiwaIsurKM33BVSmI3YphHrMlY6sFOYUWc19g7I3C70m+6jQKMVc8FFzZT77QhZccJmgS6FNvo84gLtJuuBKYzm1Jb0c/GBV5uUFRrFKeUdeUUuo2g/h5IkUicyowZxUYXYPtUXm16TAKNLYFO4w1dyO1uD87vFV/3ejAX5dxJQNYZAZCVyQ4YU5gkcDxhfiy5XfOtWQOt4Y7Hxpjx5CUNnBE7v3pRlcAecheFrGMEV5KMtrV6XC0ueILXAW8/KxW71rVu7ZNX+cA2y7h1DPqpW6CkWv6QJP6srqxhTtuRCozqygTTBv+ZCE7gv/mvancXf+W4P2r3wAlmWDoo+fuN1vGvBfmYlz3onhRp1suHjKHGemmIzwMkF8LbsA16tw8HATup2rTTGFFeC3IsDkxDmntdfi/EYTU62Pt9+D5C5nr+zJC3fvb3b5ZpvWxSfFGZvB2FxeKuoQRYUylqrskm9eVO85MSgkoyQZKSK6E6dJu1Zi/HkJbrQBruOzN/564W79wTZP3Ahc5WYOO/3MpNWrbOhlW20FkQlaKABMOOty1i39ShyKQNFRLKRWK1VBnXLvYt4XBmziIXsIxbl51fytD6qDH9vEj9XBD279FM7xA19fh0Jte0wFeO8h59ACrsWOAJoPpr9RDKEVKip451ClKRNp8f2FUN+F9qoheDb3kZnKZdobxzGkuC68BNCuMDaYDbpgfMXtfwNxnodPKkju8pFrbYbhMowFN+vOAqV7OH2Ny9Vg2b85gxMgWo/6IBxY0tcdmgTGi3i8cV8rqI+BB6FEmG3H3ul3oxUVU0Gt60bbIlXQAktL3YpmxGTkzSP5vmjXVFP9CUxGZpbbmJtrVduRVoHoCT0VUF9PW/qayQPSMEgTAtPjJbNUAsWlz/3ife7RVcVpQSmiCGeC52Y2p2LzxQV/RblrLBUq/rLlZy2YPtSnFpvp1kXNU62ECY4SLPdstihiVqpcLRWVsREL0qWM7tBlvDTU9ekv7tDySo1qicafKLJVLNpF5J/Vzj+B06jWzOhKMyHBNVj1s2DuWwbg+a85s7XQ9Vjl0u15s84jV/l9hpNtt/M1nDZ+/Aiw3+G3drzTTVpt7o28OOXkwbSIqP0XoNEUMPDyDQMpPW+71Tuw9RECX1saJqY7W0LUdZHRwdIXFRmi9zWaodBzig3w/jHfzBbCeYRsAUXD8WtHT4GTjX0JHr/11pSHjSi27s6vy+hY2pVyHadHRFXLAY8FpuTjVyrT5JStphPHsyf+nLpVc1OABznGe2PgPK61CkI9f3Vnb9zZa3fvz27lhj+9AGKGK/CAKW5/zDoxECaZ54KBlgS/iAZKyUFTUt9M3TvBJRpiF3j4UY3W4JzxBgM3YPj8jbv+M6Qnca3DWVk1wF1farViXvOHzJ2FPVE5uKKBjbQt8CKgqJYIkx/kQFGfhFJ+C3F3vER3KmO1BNut97/1p608tekAd7+UAMW2qzNFCrWwUkptf0bQyEPsg5LQgrmYJNKwOurrAXWFAwxspUckXvQyggC2O/Sfu1gJ3YmCrj1BZMlOrtq973zPPoEk1VsfwaTjx5GtxnbAu6a5KpCioff0xp5tEaz/ajDPVc26UvYREw8mnxdGfVQ1y5XsrKktLn0h3NgeKFLQaGx5T7SrYPwx3b1o7eq9bKlU5ay6yPbeqsXnZGpkjcITXs5CUrsAsUUaAdw1JAheHEtkZ3qx3hxNBwUh0C6Wa8YTo5ksQmizXc8wVZ6HfMpn+5HkzF3sFCQbmXfSQxJmjLus1L9FMcsBpFQCllv2mpQNaSqp9hPq/a7YqA2oWAb+ZKy6XN+xqsMTbpzlxED1oNLalepUHvaxWoVSJSzh30dusVbpD5bMaMMMr0BA0XC5A1qKOCkKELWLrHoU6ccKjQ3b8AlArJGHIksOZr7ajDcdRMg8hzR3+9/bfX+Ae0juYn26xV6JZcJmunQdSA4B+F1vgJ/x5/i5+RGspw4gBY4xYxUFMbntkS46ThchNSu0i6PNbhQA6nPVsoPwjZm58gFEzB78CH93v7P1pmsmewOpX9qoYCyu2ImNB0iuvaxnqbToowMLKtPw5fkOD3ksV2qxmjSmgcNoRuX7ICs3cbA64K23nc/c6Rt79hrO8bv9v93STWOGkJHPqBqboz76QpL8Hq1rhQfbZVnKGKKyEUt+7+eJBlL73DnYtlRde+J84GvV8OTGH6rGujUjWG7oGlhLd5+Q5wt6UajBivAMgV59XqkIRWp2LVZvLUqjqA/VazgCrMOZ6UEPd1i3dtM9e/AQUj5C+qUnduM9Y0eoullsaahIAle1yTrYWyDOs8a8wqzGp0qgn7Tox/xDS7actUVpH5JIy4yjTxxRQIMzp64I0nKgSN0guoCMhQ4NBMDaUH3V7nzpGq17/HjYdPHmB65bbJ3mkXxb3cwvE7SnODRPxhUUO8l8Qr7taKv8tggk23kc2J3Xp9scudUa+SQ/SciH/ZAgs3JcIGaRMvk8UXgHm5XxeXkiLCpcjm9VOzX3K56Py7ZCufnljoiNze3Xv0jJC3UE61BpkWc+yXI+sFrtArUWjscYzy/aosWurKwiaVmchwVKODrNWWMWSVdM9Lp4R/eZxdqNFHs5HDJrJXh0sKrF6r4K/rnImT6Pt947QmBUxbgIZwrVBWoV6KhZuhMbIoXgObiaxxCc1kw8o3U4u7yBPcNlmAxMJ4dqWKPRKck2U/RR/8JZ84LrMKrP7dn8nWzYva/hxNvj5+74kdv9yow3oFFV69lG4xpRmFsNSQSb0OMVHNsAfFiBrJ529X6X1bM9UKRK5wQyrhaHGKs9vhzXEbj45Xt8IjtUVJSWJ0ixDvyZcExfA1+tj5ut1qrtD+F46KNHBrJ6fm2H61XDSZ983BomTnzVJidm+UHRwxxZbEGEpE7Ov1nLmI4Fa0/yDGddztrjHNrw14aTbuczA0cXvIbgxpNf7cotf3zf1KFgY6ppS1BZLsiWqSXvkFZn0Wx6hwwKPp9Kucqp0FQ+rIys26Of3NlbSHXz4I299Ufw+Fm/FtO+r0zZE2R6Sk9ULrWm4vHL2a/iobqXT3fZ9RnT2UKQa4UgouTpyjjZnHfgmNamn+67/e/scbuf+Yld/50dzlwVttssumsL16LCsx7IV+BzCyHCr/JQuO55BGPxdLgFQzRNt0cu56yb8ifp9DlMdixBb3JE4IVNcfJb6RVkrmYhcp171oGrtnZwgPs39vhJdfAQjuu48jtXNXPuUkZ6/aAbLPng3kY25nAcK5z60GhpsojAJLDXxRe+0pc8LiEFEXUTduZgHaHjQKwjiLrp7HLhI9K8fOhNJUyCVo3+tfFDVs4iGpZNn3xiljhEgxlZLS9bUZ5Q5YTE1SjdRpWbSPJGCW+X9uGEdaIsdnFYmFrEZy+lycy41MtpTRyUjVDUWELgVJxK9kpByAtVLHaVR1CtOsBl30n6BW/7UR+zBi7b+nJm+KidW24CroWTqlGSXrPp/MaczddLm9BdhHvkNUTwAv0YtSKx83KklinMsQg91+VclYr0mq1TFJ/xqn+w7H19q/4w4jbOc9L9KuvVC08t0tLt4Asrao1g60/Ktn5xtJq0dhIEQY3XzPZn7hpsjYB8JHtf2slOF+dJyVsI9ZnAisgTv6vNDNbsyjW7cgeiPWGP36GHwVOqiNJEU+44JBXJaZzpfT65LCLDrAR1ZjF2ZszMJ26pIQSxfT5cdpsfmsPHgPqOGmZ+ZSdb/tQ1YPgiAcaCgAmewgrf5prT38AM6itPWBo8XpSrxob9M3bSiQfsq1mCgy73Pm9QHxxZfvLK3f2zW7k1ADkpIUxVG+gKcDGe9Jlb2SpQl3X3rkrnwssu1hnoj7X0Aa5j2LZ09MQ9+K0BftWDd/bWH8xkuw1cTJqWOohUKKICGGS/qginZpZu/MqFqDlkgvdAJlmIMPr1QjguEhGnPRCrxTnAqynE3s/27O735vBZdfAIXH8b53awYsMB5Sz2soj6elqHeVsIHI1QtvXF4VhN7J2LKCs+NBU/CrwX9YXyuaeOwRXBvSQhqkszh9BwJGoB0aFO5OVnUF8dNukFrtraH9ZXw0b63W/M0SM4lOj4idt6H2Ze2EnOw2hd+3e4Zjc/Mjd/tjf+3e5928x6jTI31Qx1fR2T/SD8xlukrRfEd/wVCLgUlvYn4pJ6hwAzZPpgK5yUkF4LiALfMzRIZzX115q/JnySOYKZEmRvGlKO+nlXuwsxVMy4wRTSohQQJf1spMxkFkcO1Kw0wxvOudcHzjm4jV/FAhnbY4GqzVf413YyN5FzjGo9LzDJXRTxMnsl/JtBfeWJdpFpWGWFbGz5wzLqE4WrHaGSGvu0n+3cks4sUqjmaaEVi3Pvn7CB0Lf9q1QUVnErv/2cCXzBDC20gonfgt8u0Ey6CtCV086UaLNQcz9c8nPPsp9+fOCQBvlUynsNa2SCC5LEy6714HWZReb2Mjxxg9nQ+vly73t7/Mge/eiOfu/2vraTdQ8Og4+lFTnTQ4x/kzIZNhP6QwvNFByeK7dtc63dtRsntj70oY+TbgrntlotPQAAIABJREFU7u6JQLO8rgiMJQrKda7Q55iN/L50WR/k6fOjwuFgLdy184EZwXaR7Y/NQQOhH7vjp273K/D3+h2MrqIpdgyrms2DpI2CBnWCy7W62LTs8sfFoF2ZBnoFyNd19KQy7erA3FUzOPL+9I07e2VO3th7v9iV69aFHTiJ+f0dFMhg0y5hhQYOe9TXgni7vTDqi41F0ktSQ4UR1O5ZWoJ0IzBmV+yNn6qzN9XJC3v2dnDzZzdaa9MqYjvYXxMZnFYAHrk4tGiF534NlRJ4JgzfGteSKxDVmP0VNVNHWfSi5QzbJzN/mMq0chMI9Tz2B2weP22u4eptWJBKZ8R3JruaK0UFrhpeJXjbN628I27a7isLzr05S/2vIDq5g45HYKp9KiFK4tviLkpVhAgyR9sOMxmDdMaqUF8TqgmCXmPIoQ1Z0+pqvGn2v6+Onpijn9zxM7v5oXNzl4JpAyUDyPQDuwHP35p7r6qTX917/8de/4MZrVP3YPqEjiNOJGq7cJuHl5vrko/pwiqJwz8NvRBgwzAbvmGoL94bUYUsQcJLNCHVrHZNP+bKURpFv/XlO4VIrLsl6qOESa09oX/Tcwm6KGhk/cJxGkNrpBxvwdCwPYUnOQIYCLSsc3Wfm95l+KHsTXGlVuOeEq2oczQjqwURQ6miub9Z7RgJkD7qMr8hcJ7pNUa85DYRA9XSktM84YZFlAdKGD0qYzFztFE2QTVy2jAfDDIUKNMYwbg0MqYsZwXjALuXQy8rRUKedfOIiWV8OTZcWnWXM3YYxUgT9JCT17tKwmQjX1GN+qUEGNqVeNDzDeQD1Ne5+/TyaRWxFQXJRMwkQJGKNEFTgfMtWPUhdtUcjvKbbLntzyEN2tFTOIRg7ys4bt57LBvYZr39KjPxYgpVjG1sSB3kT2wD5+fyLdtm9Vy552b7YfeFzLlFUF8v+l2gZ4mI4jczmGcx+Bcv69nYOkhHq+7qR96yfGIOG+D3pR1tAht9VJLx8Nsl61+RPb7GRyn557YDlKGdin8KvNVkNUmjoEEVEvpCd77l2FRr1c7nDeqD4xwatHP3v8yyD/VsRLGLkZ5iR7SgkA18Ni1Knkjtx4c2/VbVKiWgiErjqM90R7/Uzvjnpt1MO3Gt6oClhLEZrMKohOPsX5kGD9/4g6kPuiPphpPu9EiB+ph/LINY9Bi2gudNQw4S4y2K+qi5nEUU7AXN/UJQn4ZOY8ji1M12fajnM/DGwzl+p13KpeTYmTLUJzmJI/cQtZiYGFSZnvQmxmQ76LQ9e9Per0S9hW6lN9nddKwo3XdXKD9fVLaXVSFhWBHuQ/IV/+vcja+4nS/ttefu6JFrgP3m+7DHD3y53TlGvpkTO7sGqZJOX0NMwdkbAyPrtVl/z1kWF53dzsqGFcN+bSHsjJMO9TFDENtMSInoJixScByNaPDGKxpk87WmlbSDsaKMNoQw63OUcFXOvrKWt4W/70KoDKvCMmu1xnxT7XvNyp+oHwqSVOYrzWHNj9Zq96+C+lgheEMXKUe2XfS1ggro9IZBCLnJz5GEyMSWDFYRwhCNPPoCpZOZAvhNWixtVEJ9xNWs9bjSp0SKMqOJc8PWcYygYrkloXUHGxGpOs5YQbkmXbyvKQFKq4XkUNqy7OJ2D40O4ANW4zYbL8hOsrUlTVDYjsysJCrop1S+o7VrAqmRR133CL1LhvNhkuy25GcgiiI2p41KwGT7GI/O4JBjMJWQX4NQBzUZ4NhXwMdynUd9baNmzi2BlTlet4ff24NH7vAn2Pqy/5Vf+/TvmLB86/9FOzmJSDDN3zEteLTaqNcGEZmla2b1boP64DS/2QGYKXYMqFi3p/k90uHMpNY/vBAm1KSRleZ/cjwi17tomo5ooMsSuFUHU7f1oT3+yRw8No3xsf+tg/MbJ5A/wLY2/ZyXQGtX23shLJrpGo7PkXRlMQxudYHbmqwy/VZAfUvWzAcwRoYAjyG5y1t7/6U9e+fu/dUu3wSc3Fh1lxtpGfoQZdYpE7VFbCxopGYHXQHxLi5O6ufpKzP0p3o2WHfJ2BVjBhWk/1luMyo5f0r1wI3ccMNef27P35nTVxD+evvnani1HVO2eZm4FzzsUTxOqnsquSaMZstic1wgnB4rX/XYXAgVlL+SqE9FtuHqsBBEETdSND2ECE/IYPzMNdfGAxta54fwrNt0WvEmI6Yl1Icsfon6sOeNh27KfXetiw+fHp55uQyilKBKAauYt5a8ph/JWPQZ5lBfuBKv6E8EPGfalaRXrTrwedoB+8lVu/8jLLpde2qOnpjNj0C34A61s8HGuX3wzp3/ah+8dA3eA9T3yu1+U9lZo8Bp+W3XECIpK/j2RbxEgou6xEyNy3i+JyaOYr50+kgzpuN6EjVMk7nTa2hisxVbNkyDSxsXaVJm+eFpLBlkqY3SREuGfpxTa2qyB3oQefSGvKnSLOdFgxBFV6mLB7UpZapPvJ3XISXGwzS1iBlREq+ZgNxSJ5ZfHgmorxmJyYX527EXdxnxdeA2pnapjZL/porI7NtN0nhEBAOdfxi+VWpEhRMzHclS7NxkVxlBvyI5iinDhVAba3wMshqFpcXgmcIBlAlDMgFLDhndjFeUhpq0Iq3ls09aPiRgLBiryBK2rnhRBJWRtouxhq008iRSIoZAeEhLSy9gWWJdQPEn0kJxFEj1oklRnv/qv1ioOJdSi1K/M2lhzOdDBrcLngxan0PVJXf50vo9abChCEI9d1zUV5XacZI8sjyn0DBsgd8ds9Jc9+10rw3egznSjomkZV24TJA0+cwMUkYSHUpMUNUG0tGdSp4CnHNjfz+DMwkGK3b7UwdnST1sULTZ+dJMNh00cOg3lkwoEgi0udqI5iDxrhF7IzFkhOZlIE1AmC1YjVOpi+M61K65JcUUqckDl3P0cnxYjU3DPePPcmhXFnY+h8X405eNTWbv/dWt3ASjbbBUARneuhKVEvrJUK3pPbsmYUBheKYoHGOTeaYwCs0jaMqW1lEqHNKNQC7TMaQzHa+Z2aGrd6B1gwYQtv7MYOgP1szRY3v+1p29NudvzO0/uHrXO6mal2cYjfDEkiHN4CKOF4r6SIRbNGcFZpiywDa0TW5K6amFQcy2TmVRojS7cwihAB66FCADv4Y13XP734Ir3uf2tBvnbrAEWXldaF27E1vJ6Mg21CWclm4c87yVYF4oYUrjM8veP8KEgp+Ngi4iA2UUVxaSfB9NcUV4fcGvfurLChS3q2Cb7FYlBAx8T0FKrXn3+WDqGk3bTF4QuvIYrs0PIadad+QDXNXKHfvgrTlp8N7/tQ3eO3ndDCt78Ai+9cfBQ8RsEieRSof2fgaTz3xG2dRrlzJGQDdl2rQWKxVoUrjGpT0k/CdsjfFJWiIcpNS4AiW6T042oSFShyb72NKiyHSbmeG6CVVfTibzPaUNNVasyivzIg3zoL/y2Sv9JGaFRI8ljAp/MWqaGGLKRBZxXJdpeIgdpZarNqeS2SiWhttOWxRlj89MtI+IrYBnRCEhaZKTnM9Qrnex+jk2OIQY086SJh3lEmsa5lVEArhdbHRI0eKsVoYhH4+sf7u+QDZErpZgpsguYP1I+kLUzr5ifaEVzkWuVlFTFPscMVgjtaMeCU+tNjwz/PlIl4MUK5+cbMsLCUNWJ2Qq5eMutpEJIWus6I5k60tSNWHj4y6yCPMNTBwzd+EdHzM2t6N1t/s1nD3QAL/jf7EA/K4aM+pmbjw0MuIhhmptqHKDzApDOMDdrt9zq/fs+gl4/IAhY5hEKesyYq8Ic44zGoUc+DHhlP3IhzDpSv9wMPGHy827IRAmcbP5gb32k2kz5ex+b8brlRn7iXtsCTLhDGRSpMpSuFfYlZsopdiLDpXWAlc46QVbY/UrKFHutSHW7f/0BfpAYjty1ZJpWLr7pbn/xpxDqGcD/MzyLXd51LxZBdTXjSObaRHjKlEFpC1SHlI5SST4sJLiJxvIV2fchBoAYwB4DfBbv2dv/6c9+W979y9u70czvAJ2pz/FwaORiRstu9GGu/bUnv1m4HyLV+bmH91gy8OSWTKOkYmfrO2EhTA8qxkkEPuvIlQgRUWznn6Yg1sorYXDyS1qRI9SgsBvJIeHrLfgNaIMgXFnqhXT3EwP3OFTc/zUHcLSDAA/X5Eb+HHdeXgmtEyMPPuPuRMvxA/JDj0B7TDCnGruwSxIE3hMJ17lkkCJhIE5RL2gwxaKXeBl6VLrITswyjv62mMk/BnxoyuQo+X4mT1+Drp384PuRL7BkqtmVfP32u+rs7cGogle2fNX9vSFPf2t2v4KPO0e+IFbOJ3dx0G4GlhbeNL8vZSZorBOEWYTQRTUVMq6AqhqE+aI1HRdIblJVLPe8Bzpv23hqOIVkcYBaiAlyUrUx2Zo3fKgExLFUY5U1L5DNbiyDCzVOp0g61hmZAVrGpuq8fwhWyRe4DNxRH16ycwzQ3nLTAdVZsK95GrmiQYhoiQzy6M8X6KHwgKmP8k24n5hBdL+koKN3eaKZCq1i7BnKcOqIU4EnhsHutQxm0+TJQWKyIGJ/q0N7686/crHeB71UZKElYxHB8ZLHBSR7nbqJjSlK3nzLZNDpZDUUqc430LPMs9ziibAsqfKLR1WehPwCp2hjGXDh4moygrKEGWJkBYbRberxbVzcFsj7JvySVybKWq40cyX7viJvfbQHD63O9/a6VV/ysI0KGR9OVLQ1rKRor6oW4ZrdvmaW71rV+/bBvtN9/0aebdNP/UL8q8qeiz1lzIKxOgoDE/S+1Jv4PbS8dW949pfjfe9+E1orcniBsvu6kfg62uA37XnbvszO96E9IzWGxNUVdJu1XufyhgerVLg5bcqf3gDrWOcn+TLVNCmJqJq05D10pjajakEwcBj729pGDjpDMSdL9zJL91xDvf/DtmAwCYbe+61HKjZXI+GW1t1yL5DTKCs6FJFJ1EfVVm6eaCPiPAwcNsPQGdHDZqtzl/a8zeDBsudvbAP/mF3v3fDud/1NzOXJ62Dwo+aVUgR5E81NGdv3N3/hPQkPoCts5eIY4fCs+RISbgL/cqwX4JVsTSGtTKojwFLghXpa7IWhi1paS7Vy2izMeacIBYJEX3odQulBl7A6m138P3g6GkFi1xP3fqJHayFaWIqPDwYbzCnXHw4jelYqE+MOPeQf09Dp7SByE+r8Fb4eCk8S0xjvT9lLyPUl+QhPAwB7YmZU9FxGLbFnzDNrHemqF04fynhFUXODDQi2JwiaWdwGEO11ExYrt62/qwOe/QYjiba+MCO/Tl+tnZ2bqdX3NHD4e1fq3t/taBh3pqTt+7Br42KBrwHJc9bpIr7GvWs3HvJO5q16xKaFJM1IObyqBnrMuqTWkZMe8yYQHMwMwsyq1aa8lJm1lAmnomF+asY8Tkjj5mS+P2J9i+uhewxQzZHVi+z5rOpjil9OcmJTsn/ZEl4HptN5T23XUIAJK4F80dOfjQHDL6hM32iUAVIqXxhOkhhqMXaqjQa9LkWl5OagBGCkFLMZ8Z82VLUlhw31PGIui/bdwQeMJ6wZmoGhDKoLWWjaLJaDmFjSUQpn0PrVMEjoxURQwajOHhQbRRpTocKtP05fByh5S0t6a6UxjjclLHM+hdVkYTc8DbS8ZKc5Di1z4SxiHRTUuaKsmVjITPGFcnEHGbjSHA+0swk1se0wAF0Mzu6Avjk2hM41/jgsT34Ds7cg9fGobRxZ4ZqijRcXPYSwZXfCDded8vX3eptt3bfrp00wM8nO4UP21BJlhNLDjdtmNSMk4WBpswjVtUbNXZVcZ63n+O4QbDbZm3YqqtGsPPqykewiejwx4aZ1d4X1XgDim0MFM9Szw2l+yRvLVmPU7UBFzlNBuhPdAGCji9eu6QnJ41MOWAZYHMfEXjfLji6HXwyU9gAOZiOtj4zcIA7rMq7O3+xyze8kRcKb968PKPDNivzhjKKsoJzBn/LVBP+XA5DdZxy5ngBaNTv0M3NwSN33jTwrT1/DZ6Hs5fuzt+qya5/08etDWZ2MIdATTuD4xyOIdQT8rucvqlu/dFOr9pq5AHz3Ka8KTMU44dRn+5g0eCZ6o6TAE++GUtGZYYIT5TgkeI69JwRoyFGAnIQLp3SVqgOoll3sLibDhp+zg7twfeQ8vH4WXX00K6f+BPAJwjFdX4kH0mIsV9Eg3Pm4RGQj7ao0xIdJOPgSvLTdU4t04+oOcAusA5XzWQA/TplH0bGxl8FdpXgZxowG8G9+FcJkxhCjqjPuJh1Jp5VqCJGINJNd6rdz+EA1WYiO3xsrn5gqyXXjKm210YrbrJlm4G2dsfd/bM5fQurSycvBzufQjRKSzBo6YTnkQAw/22iijcw0H+JKoha6h2pFpm9ErRYstvYO3h21MyXtlI/n4WZtXshrJyxcuTUKzRdTSslZp+YYuncmTdihJ6tqQJljFIsTlY1nmDEdgXyuUGZ8RhjM7XUbGKOVDnBH9LjBUMEz0YcUXM+aDWS+Ym9o7aCz4vp5AzaKIEuROtIyWR2Z33dXhzDpAbqBCjEU/nnOQbLIs25zXiisqgwZMh9wIpl60GjQZFkZi2J8OBUSDzyJF0BBWFxSsMhsZo7RmgVuoi2ykQbIIHVXG/w/boqt+O3uLEZ+c+NDrX7uJgx5VZQQaW+1ruPsJF1ImN4XhoV+XfIZcQYkrHCc8hnCv4WOGihmU0Htt6qDr63jRl0/V/d4Q8N8HOjHT+rtR8uaU5+VY1wPpj2PFz4d+oPcL9uG9S3etet3nGz/c4ZWPmXu8C/JLqZDkKFi3lK03WyC/jw4TpQ0wlqF/Or8g7M0Zrd+djtPbRHP5j9H83W53a0WgHeg3QdTRtjilTR7znB1upyKK+vb44fy2zUtGOcy5u2fTc7TQjmpBecY9LIFL46NLBmjnyDn6qWe9WK2/7Cnr50D941oKg6/cUsXweTrj166/IwVx2TFrWL1X8LKpoJVaSc1IWd0h23U8OdCyZH07rRyqCBatf/aM9fQhTr6WvYYtQgutMXdmlvYJY8+p20aUtdiz2quhqtNKMS3H2n/6hO35rbf3L1nj/ED6fxlEGYzIJn0XQKuKKAin8iPpzil9GZ4xQcEmihQLhYslMAW4KLvvxpoip86Dp4oEYk1tRlBzsnIZJzuguKDpK7PLFHT8zqGRzgPmh9rT660p/z3uolEdg5NY4hnCmqZaaBLkxPT/xk4EONY3cDeJ5SvpFaNAwp30RgL0LB5CNVdtZR3Bj9b+kmF/VqOrydOMOAH/OSiSct9I0xsS2gkp+kjvZZeZZMvW32H7prz+y1x/bwkbn6kYGsnuNqANErdrTkSZqb5dvm3t/t6a/u7IU9fWN3vqo6DD+Goee9f/Ri2FXu0uS/XmITvKYTsU6hBivdhyZDGaljUNHdUt2LhCVETeNyjJ1gZ51UmnIqVacB69LZ37h12nSbcJq0Vwwyu+W3iUiSo5kWq0wSCgciY9kUJXmCM3mGd8T00BHGJxvc4wptqbNo7n60XktZlNqOe0Q2mdeC17wdo40TrM6FiNua3ww5asTngdXZKVw2M9q4uhhj0aX8J/eaA1ZpTjQLYo9QmY/tZfJPDALWHGbSIVaraFlpnTRuYoukXOFQRpV7ibdJsGvGbdEEPmToSKEsQqMJXdS+zMinxhAmA9QeFSzSRIXrSU32pLmPiu2ag/F/rVWas4aFYJABOBH11lR7kMErOih0tLYHLH4eCJvBGXQO0q7Y7c/N0VN78NgdPzN7X5l611weu84WT4rCCv3GZDuOsjD220YB1DHDNTO/Ztd8Ss+1+25+GKyKJROTu7ga+6OkaGn9yAeX6EGqurlbjEEaXRep3RfUSGOUjPyNP8zdLbnN9yBhwPG3g/2HdvtTO9nyoyAE74lauGJBm+iUns0xBys9F5ChRQyxiQ+6+GkKhymZdvBSvhE1IocSZWDNONB5fhrgahpLcQinmW19Zs7eGH+cg737Z7d612f1nPk9fmNWvqwXEawA2nzPhqNHCOU19v3mxCP1WhIh5pbxEZ4N+N/5zjx446NY3/ktRrDLqNr8oGrd760RCX749vgvMFLdcN0cPgTnJ+xKemtv/Vy1m2O9u0+z/rF3aNrBBgQehHOMIAcJ/6SrLeGxCCT4rwg88F8JFu2qcAH/E3hJgAojjDgqu5eJW0nxw0AXTN3swOx9D6ENR48HB4/NxgMPtwK72lBb2yWdEvGZzA+G/iXN5P405qhkMNik5ktwSGCb7LJQJod27f3lJAYRgM0wi1LrEsSNOJlCGi3qUoazai6+WeQ/AELNDRixHHMqGuJwwwsQiYxmFoutq4ZXYCLzoZ6QpWzrYzda8V2zFBpeN8C+Wr7l7v0FXOgQTP7S7n5tq+XWKxjZJbqe43xOfNdGgfq0aRIbDR1s0CzCOGklQzNOY9rsKCw2AiTIbCeUIHaR8c1U+bZIA4vDCTmj0E+CxozuSuq0kQTgCTtOZkpqnAwWknxGn0jUpyh6TBLjfNiEoKAaOgVi5EBbF+31aF8GZgoGFtYCSnNwZBruccYZje1KD0qpIORpG+Q03kqMQRYFtP7iYsztjDijS3NHQy/hq1pmPBKyh6xJPqI5zlFeoATgG4JeCP+JhUo+EUs8nFqSko4PK8ZARgbuSskKtQmpHMcUF5PbGrOLDU9ZmrKLGJl0KnpUGW7oV5R4ZuoJLaHJcOws2jp1sAi9URAS1JVCsLXIdjTihAkbfgUnHuynsqYpBHaxD5rnww2785U5euaPNn7m9r+24w2/LW1Jk3xKhuMjhYrKuBUDc3lkYI/fTfD4rZ1CWoulY1sNgQxYbh9Hy6mAvlTDHQ8KNCp1+M1fw0pbGVbk/SQJFAy4NE6b6X/kzNRtvFc1wG//e7v/o9v+1IzWrBvCr5cVfSLVV26IZVg9EWSXV22UQFPcs6hMopzlRMAHiGX6SiorDI3C++0BdJ26mFZm6LY/M6ev7YO39uStvf/CrNyGgOTBHHacZprJOBAI1mUDExOkRWV+WMbFQo57P84RPKAuRdyFALk5BDPXu+7mzxDk+eC1PWmw3+vq9LfqwUu38X5rEHfmI5x42eBAn+B00AC/DXP8kznzYWkPXpvbf6rqPWfHyAtEsQRDbm5KcQX38gUTVoVwWvkcngknIdpahmEPQX0kRHNKuccxD0N9GA8QaKGZ4wnVtOeINsCv3oeBefjMNqjv6Km98l4L/KrB1Cd3mfuD1Dn4JKygNC+I+jS0pjjrkg5MSK/jGEN9KpPx/eWOMAar2iWGKcZsMTpRoj7NH6h47RjG7nynsUwELKnTr3uZYblQo+rrQxcohDbgtvaTyKSZtsz+d/402kdV08WbnwDeG8w6GfCb/armq/k1e/ev5gTO8bMP3gHwM37HbMuZASaMOyfx4kIEzwH1QS2XjFCybB7is7Uji2GqaYgtAKxVeQl82mPWgzoryAlStSoU4rX5STZN17x0ZiWGYFc4sxG7BmKbT52KaoyU5J51OX+wmUlcdY6NeA9PnmnM5k6maviqHaUT3HBDaU6NJfNZjAFuvStywgul6faEbqGyqZF1mSGU88kedz3mmOR2hj9y8VX2haRKlT3lhpVjS5zpJvtcc2SZbGyyirBoFTiTCrcTo0gUVykq8alYZYU+KgqFPFS70t6MPBDwg1UZ5RWjhA80UixNzSqFKhFJOj1j7FLFRUVOs+occj0pCVS5oqCV1qhYJgb4CfmcSxHf462P2Y5FiGZcFOO276Yx7KlrDEfIljFyrbUxak8geG4OnjTGkNn7ztQ7fhPRLMmem2BfnGgORlxjIk5+QoV/h6twJtvKHbt2167ft9MjH/Top9I+eRYjhUgX61PSEchw1/aQx6apw0QRIdIprUEG7R3bgT+WoGnOcNVs/M7uf2f2vjW735qtj8x4w5MxtWTkcvGOQxW3UZU31kZ1SGoyGRQv0u2yH6WGp23niDoxRPc/11YwPDxp/Z+jNlgL8DOY3RO39bE9e9lAHXf6xt77m1trPX5EJ7Oxlv6lAx8vOtMdpFRU0B4QykxGOeqsaoLOTCdWOIJJ/hqMXbVSDVbs2om79XNjcVY3foL8nABuX1Unb+zmB7ZaGYD9uuTp9Mc8NNbkAPztkIvy4KE7heMcIB1FAx1nh5B6vsNX7e7BhPqSd8hzmHmTpF8IAwmBxDDqQziHwBWOcyj+DAgTYRUNYSqV4gIpemF+IR5P6DfcdpcP3WzfhBy8PtRzz+z9YK/95I4husFuvmcHqx2RHkUYLQOKxLrUazoNmy1lo/R2pXfa8onMJD7TrxgSQ8lmqB8PAzCCskIQpse6M/oa280oIV/cUxeTanIQKINgFcyp7fqjfj8GI0mxkRjkamtXXvwRfI2m3frawP7qp/B36yM7Xg6O9EkgvoZQzzt/dWdv7elLe/LC7HwDiwJ+66YlSXpwnOeM0WkSmk3XJdNNM1PTTbfd6kvndvf/xudJFML7eEWke2KDtxRNY7iE8FOLg2nhnQcjotIpfk5eRm/yX22o1FHi6Qu4cIvaZUUrCFU2cMZ177AXVCJJ1TauFiMmdJWG513AUuyOmpUs64rvJKpSB01NV2Zap1GIdKkcNgsmo4rbxDVDffErw1EfNV84IKdzXsASzJmDLn29QLMPmPHHScJlcuNGQ4nE8BVIQxqynHI6x1OLJPYFMTsUG5rXwg1QNO4ktEg2qCCA2+vqT4wh+TeZ1ZVlFLaT8rZssv9wCTnatP5iHYpNPfYtE3u1s8KbSoSw3mTDW6TYxLKZgsnUpE6oTxV1dQhEDUnsb0w8kyvScJfSbmE2pmWvGOVBDVbSNY4PbUKkaV4YgdYyjR4bu87DADu1XAPJdj43R4+ayx793u1/Zyebzg2STFLUp+mEbuSi11qCfR4ObyI3JqxbuWXXb7uVe3btnpkfgmlrcSZndfjUvCEEy4WsoWwTRHrFNoDxAAAgAElEQVSTC7CiNpXxkh01hL1gU8K2EPCdNrUYf6DfYGTXH9i9r83eV27vu8HWJ2a8bqyLlBsblxJoj5Mt6BKE1IwAKbdCP9fiQg/thC1ZCqElsq1qvNDLrByFz5SBnmmwZ3XiAcyoS+lpACFUO582OMecvYFYrJNf7Mp1gybHjO5FIod6NvGHqxEkLVrItKoc4KpC7nHHLHsJDCB0E/LWjNdhO1kDZU9fDO/91V5536zfq+6/qrwTz52/MuvveQtyDrapj0mDBZE2zWBT42gD8MmD/zEnL835W3vnTwNIRDFTUB9FUBpKQfaY5v0TYKyWoEV+KN1iFv3LysT+LgUCOVYRB3h40x12yCTfS0z52OGi2m+YbE/xnsPxiZMd7xHyR60cPRqs3bbD5TYSG+qtRgXQSxnCwE9433GGUIYHQ1ckgBFonJYpYBLa/JaQSQBFKgCj+K1DyDlXnkR9NOEKR4bRs6fgOvymfE7B6ixiqtiJGdTXArkZrF3CGuUS/Arpqb9xx0/M0ZPq8PfV1icWPOfLnrZ23+wEzgudH9u7f2uAnzt7Uz34h9v9qoIxteS9gtgnqSDSSDBxCYYITwVNYVzBQQvCh+knV0fYgKAUQkR2iuSGQzUM8Eg54VuMD5Vv7RThmVQ4QZUUlS0AoqappZQtnE4VGFMCUvMZYfh9hqgpxo6Yk3+IwLaHdt07BJZTPuACGcEEGyPCcEfHn7p1I9Q7Fn9u6yCI9CHrcSF4/uKyhL9KTbNh7YqWZtlX6E3/XDBEk/8wWmokM/g+OzqSLHWlIYHB/LdTSiQfIGnlBS3BWEowF3ttcEVKmPx3bKHiFGvE3YGJCXzICLwTMhCkIq6VkLqYVnG075Aa4RJI5ZMxPyx/tEbSlI04vCBlHf+KDhNV/JBcocIl24lZLEY0fsEgYjC1kQDrZLFTK57zThEqApdMaAsdRBk+Nbjj9KZxK9wmzhOTmljAUAiH67nNk/D55Ra0wAHuZnzFbn3uD3B/3BipZu8bW++67vgHfwBdGx2aXTsgJnLGLp+50YpZvmXXGuznt/lN9ywcVtbyZIR8lckKZzeqRZ5iGZSvEDGEG4TmAAD0wBDCN8RkHGbcZiWFo6IaSDPccBsnbu/rxp6A09s3P7CjTbBOXIzdnbZ7GnUQ5Vg/ct4miIgQV+CAgs/lSgSp1yYB03qtxlxCvKoxnek1TnndURvgltqo1g722X1GploaXP3cnb6w52/s6Tt75y9u5RbAwsYCNt0Kgr08xyIh20srnSS+kX/ZYQ81ZlFacRDOq2Cyo8mFQIXoI/JZIg6+cWe/QdjqeQPb/uFOX9qVY7d2bu7+YuHw6Dfm9I3Z/B1kgvU70IL57lMLwpO5Ga6Yo0fg/Dx7B1uSGobsfOkm24AqbSRjgtFIIEDCs2mglpndFKV0+SRj3kJcLHNMMY8fhr4IZyob84LaT4zlnhYED+YhkSZDPrqnKJnmZLugTzTV/Dvdd3vfmsPfQ0x7A8g3znzixwk1mP2FMsdg/iCaE2a2VAw0LD1VuBFAoIC7Sk4RAd4UDiTPXnxIzpcjzMGewMT/FAvKyp8GhyF9v/0pQaDuXu3N5CvjEijxp2ydkmQlYFe/bOSWqvGGayav42f24CEsl2x9AltkO9/v1OdumcOks3rb3P2bPX/rTpsx+Mrtfg75pSFedMW6CRItsu9Rih++LnFDIVo8yT5ghghBCxgFRXOBW1HC4iEWfy8UYUYeNf4Y6iPWsIo04gvCUiftwmU6QmS6wXYns+xFLcnUs9zJmcwsJ0qmLeVfsdcinCDdBJYKaUtkNeJSrjTOeQFKmT1N+52jPkEbn5MkDYTDVlShiYdllDvUQIwALb+oxHK0xlFTh7JECaLjEgGyInXphIpQks/Qj5gMzHkpgUzCjUCGjFHKyGX9xQTbMc5z4KT8FHtE8s1pDGRQ1onC5eiTXZBhCEGJEdEJ/SPZwscL/jw13yvc6Myn45dwwJGOVga1Kq659QunXZl3CpKT2MJgLbUDcCFKXY5xu7WtyctcbbJx6tqtEbWHCrPmJ5gdG+B34/eA/a49M7vfuOm2t4ln3kSe22pCqiMTEyEMI1t4aCaBvMaYWDYr1+zaXbN6DzJ2zPb9cdUjCPC77OFlhVRNJ8N8EcomXoX7KBva8KcFSnRaI7cPwYG9F4UKM5/725cwmLm1E7MNHj+z84Xb+hgO5m6LNZNAleJNMtpD5c0I0tq/rqYwptY+rzE0UsFSgMe1fEfgbZIGTF1ZoECaspSiLNtu0TGwEm/sEJzAO583GMmcvjIP/uHuNcDvBqTM8d4zZ4ZwGpvSBQx/trJBQHUCmaEJ0SWIqA0TUPuruuWMPFFD+Ly/YrpjT/5uT9/C0RTv/QapXB78T3X999at2I37FRxWAR4/c/qiuvIhJJwAbNOYnh7C+V1GFQyZqRttVjf/YB/81oBGc/amOntnb/7J1dt+H+As0BnAM3UWYbcVQn3Rj0TwW3ePwRuGcMSz188QinPwhxHYRASCMJsjICEH6gi2cTE8j9MWzSHbJgWFfqld0y+Hj83RYwt+v6d2473mYdUqLhdBZovHIoSOAG9KW6HIgADD7NcpCsvkoIsgKAlrmctOwUUY+00ZJ7WvBIrDqI+4DSMBNKSTADkCBVXURxtO+7Fiz6e2PVWP/hQqDQ9d2wWztuMG402Irj98Crs3j564q582iM6X4CM53bQa+E+WblV3/+pXZHympf3vK+/uQ+sFKpemooEdw6mvjxolWfsm2TEU9dHnJUvU0c/p/JcAibDnGPKRFkakMJmzzH7V3GUdnYF+3erFBDDCNDoVA5oaOsTSlU8YWzKWnFo+LRChPj8BX7a8UcFkIWXm8AO+Z90hy+TCo9uFYhGBdrE0zbmoIGHAYbekdmmMygBjbsOhf63+nMkeZ6k6phQxnuYIY5HG8id5L0cTFRtt0cFxBjLWJcnMuEk5XJEMx9rDBb8lHn2FRZ9QL1+LySgQzm2NOai6pCuS5PdhSN7Y7iEVp0zvq8zhCyLaEFD5KV+WYswkmSEN1vuyZ3kXO0oV1UisOsYxrhWRGOhNa5+bkd80NW6Poqqam9G62f3KHT93kN/lCexPm2wjbDzqCMYsUhmYdPjUkJUIiO6DrJ4rN83qfbNyx6zft7P9AN7mIQm+1mWp5IzGQz0VhpVkNVf18QUyt9opVhFcaAPGTqtFUFqLIsberJw6MzaDuVk7Mzufme1P7fYn5srvzOiKNSN4uZpYyiiyAMGgLO21AGY03Y7e4dzIjRc8F0gppatIdDAKhRa6mETbqqhPxpAD3/z2yMu1a8/zaH5qmHbyypy8sadvzF1/gDu8NjcqYkeYmcLLHEonqI99wj08oUckyGkPMDCaiQ8YdXY4PP21On8NeTgfNNc7c/7W3fg3N5jDuRTrZ9XJL7YBcqevIeDzyvvgcIAsFPPufJ3GDIXEnnM72a7u/dmdvjCn79zJS9jm9+DtYOsLB+6+eIA7IokCFcufTJMDU4FqcnbjLizrCMJJVXNI2ZVmW9DlMBm1jdazIwiH5XsMIX8E7DFHELryrrZ4+WPWbb1j9743h48HR0+GR0/d+gPP7bgFtK2IMtbVjFGmig1UYX9NJSd5NS3DEq49ry+ivlm4z6arIbGsMSEQOwhB4U+8ZJYUlNOFYOyE8fibbJ2XR2OSQxcioGVoygiy6cVhJEd9UX4sLJRATs5Bbcabbu8bc+w3+EFWz4/c0KfrHEw8u5YA/g0mbvWGvfff9rQ9SPON2f0SShv4SzljMDSc0dNl4p1e6qYNK+AQnTw0E0dbnGYKOpoyrArhFVFiOPm8KCCZuBTDNzeL0CcqelGmUop40USYd0TI6sSNbC8qkCMr1i5SteOvJeNAhQ1OdIdLRiH/RJovaCLnPiir9KDCdrSnMXfD7V3KVcXuFERyg6PIfG4ua6JCjOYcChKQDJMq5c0ENC4JXkTgC6hP8pMIDAJduEbG2PRrTiFoTzjl0QCVVciukQNWXbXJcEZpi2QvtvjDdJuGv+xZJsbqGFRpc5Rv6lIaAkVMkLDUEWkX444NgU7wLPXqW8YNzhmm7gqamYq02h28v3h3WIUVuNdCjd7LB0EvoxAyPTPDFbvzub3+EyyUHj+3+z+YestjyDGSllTg5ZycdF0zoRGwLcemAC+Xrpm1u2btjoHjHI4htg22Z0yD70WDfMVhy2VGR31CrckSxLjmo14fpy1jx8gEbxi7albuuq3P7c6Xdudjs/GgMUeMHViVclYvEi0jVXpuFlAViDY5soUeXeDF1Ea0NFZfSGmH19Isxgaa1GDQ9aaxnEbAtGqpzanYfOh2Pgd339lv4BO79ze7chNgsw3JlnHIRqZDJZ/5HIRWmbtCqnRmgIkoJfzU2dPxnYq/H77yzofhqrv9n/b8N/vgfxrL0pz/jzl7Z+//zU13wfocLJmNM3AAnv0fc/bK3P/Fbb1vWxTXIJMGFg48V5vqlo4bAAz7ACELxVso8PyNuf1XO9vzbUngJBITiYxeLwxWkcme8Ez6VRsp1pED+gwFe/Gmwz846WX3bbD1q4RwiGEdnku/ULqqCBHZOyxoMKHfrtdI13iCm7+zfXPwg4ED3Btd98hceRC+GvsEMCmlp+jZOlbBYK1FkIDcMxDF4IQjPLFVQn2xURgSY0SUWp0QsnpaOguPZL7TCERFbhi1LhX+MYCU4iqJYzCoyplBjrXyhUjCQaQMebY9O4F0R4NZNW7TUz+1R89MM5FtfmwHa5DUp5mzOhy7DGcXrdwYNIoF9vi9Nicv7O63brAS2SiSiPJQ1TBS4LqkKhc5B3OFi40e4jrIAxLNylH13WVmA8lpA1vbuXkl0iafs5nD8kaxSpX5m8IDAhXIDKGwlBvQ0hsjIYekls673HJCD+VPRn2OaOYtwraanH1djV8gkyX9SfJQEQkuTnz+Zl2PjU6+rky5x7khbYKwTsEChi3GAJJdmWUIEmPsRBerY4EKCWlCZsgozGGDrnuNvI/HP+vHJH5W3EjpKnJACjASOd2VQcSA8USOAumzsqi9clw4QTka+Dk7Uq7yyNGalB4bFHihKieHaldmhgPW1dgly7qDyK0rLrdJuaWjVSVJDn9dBoSukOKKSVLUIGF+a+VMUPlLZrJmYWvEE3P82Bz/ZPe8x2/gHXFVyryVpJEJmxAw+q/3hpmxHa41M65dbYDfPbN+AgdqtaRiG1rIocI6bYhFUeEdioRH7zIGOIXq5kKLVwFcZz135iA8BMverd93Vz+2Vz8Gv9+VMwP7TEKwHJNATXUXhjwXFW3gE/qpXMkJiIxc0YnqbCWZxlUNUt0Kke0NWG9zgHwQ6zvtBHLgc3tuAfAD79Y5HOdgl29DyhNYIKhNReW/lWfGPaG4eFfSTW5MAjHGC1Y+QX0R88TS4oedSXDlnmusyZNX5vydfe8VpCdtgN+NP9jxjh2CgwLk/+TvcKBf88L5P9zm7yo4rAKOF29egL8NqJvumZNf3f0XkOQG0ONv9vQd3N/+L1tfsd2RA4j4KqE+iUixMzA9qbIMSb0W3IAUUmKsFTyfLLqPwTmK+rp7FD0YgwwxLrIuDCvkz4zwErcLNQoxob2GPjWx36sMWHG64w4fwga/o8fm2jO3fm6rdVdNq0FSjzg8NfANO+6mllKb/D+ReAZTI3btcAVHwsm9hgAhhSLcDxaxYkSMpDoatRghXKSWdI3jXYMRIO5B3LOxFYlyDpAYzEOAVvFkKpAPo1b+TtWd8A5rJdY7yavaTbaazq2Om859Ajv9rn5iR6sdbRun1d43g93v7MaJWz1xDfA7eVvBeaEvze7XbrhsE2cEtY6yMfx7iRkWcu5nlhZ5LZcVI6PKqWUmv50apOJlISp5enXMn8B1a8myKbcrVyn+llj8zEGRad2CF2dCgU7h/DEu2y7erdEy6CNDGqa9YqBYt1q6VMXKuYjIpbk/59sUTebvOPGVZqZ0jBWitVAXO/4t+UmyQl97zvS4oBbTxq00DWeSoEqOGLlZluh32YsZbaqFyvkg1h1yX0X+JI5pNl/2Hhl/6UZdWhL9HpRpRi9lmk8IlgAbLj/fkz11E9JrgpiyPS3lgREjOxSXyXWmfF/bLK0TgGpkEs4kpOuFLrYtXhDY1kA72EA12rTbn9nGEjp8ZA+fm70vG/Oota4gv0s1TsKM5UQEbHc7xFr3V+InhDjCv6N1Mz+2q3fA8F27X80PffzeyLlZ6Ck+eHG7LFs5Eq1mL/PxSIczLsrGhSos9uroSL3Wnk9Yp8Za/xACF5er9bt261M4luDqB6axLEcbprUpu9ytMcsLUhoCsZPmRAFm49QSbZPTV+lf6om1qgipA1wMW4Ut9B5rGKGOarJiFUFdw73hcrX9JcRfnb9xDdS592e7eqvbktpegzFeFieiknuiRDyG8VghncMgX6xRPnECOvr+9QboDLawHnxnjp+ba//SQDvIyHL6xt342dU7jai7wdRcObPnLyy4NN816M5e/dD5Egat53OwBIlbDp7C2X2QFQbO/QOnH9z8Zm78L8CE0JVzSCrb0TYjqA9fmM8RunTyhtyAeTQrMWFCPgRpRKM/HIpAUUF4DtuxDN0qFnAFJx5TGyFo6ji8k9BlIDrchM1vbfqces/CAe5P4djSw6fVxjmsfLUKCugMYZyeqwaB2ARfNRclfs2if1F+UYqBRZnURYadTghFV7w6HPbJuwOTirGW+isCNggo8g9lewPA0zkj5GSmlkbFANdI2o7XFLh0tZWOr9qdz9xxM5E9Aafu1seuebL9eQMC/ZqmdwPufGI37tu7/92MLxhi919W21+Y8bIbdLW4wTLpo9ii0JstYQn1Md0nJviLQCOJIhyvQjFBxH0Oe8h4UfKcEi/tMExPmjLzjeLzjeWzMp+cZHU4hkRL5bIgb3ncYIYPnI3B5ojtLVSHX871b46x2JwqfJImbFQ7k41c7WWqFElQOzR2YplaSpjSXgFZdbZc/MJmh+waWXvqNavI5GVkqBXYyOWWsogxDUu1cklLTrGfMqNbvGak8Mi6WHUSR7F3cpTnWCQKx7CEjZf40+IFpg4NDIesd6bldtzzU7d/9RCGvObURVdQyLo+9VoORuJFgXKMMQaKIQ6Q843a6/ogCmQ4t9Q5RhqGTLbM3rcO5sUn5uCJPXwEoS8+CBPgDTj9JgV5I5qZctWf5dC+4w+4Wzo26/cb4Od8Vk+fzLO1zFoEFRtCgFASBorciEza2jLGMhFymk5gN07rL4eEqgcFTeHAjMFqA27t9vtm80Nz5X27dtY8MX6Pn4WQpBkky8khK611BPWpo09+u4CeJ1yVqoCJLuWwwchZG5i5yZ3x/HLbOm9XASgC2LwCW27AxwVpUdzZi2r5hvFjuXlhYIate5AXLrRTiwQ6Ox4JEoFwNDzSZDBeQhoCFyU/W2fINlWP4JBMA4Gp7vq/mTPvsoP0pP9h6isGUk3UZvmOO38HXk3w472utj6ETC3DqasmzueGNcNlc/Cw+Wl49hu8894723Djwf8MGjv15p+qyVWo9P8bVYCgEA0D1BBXk0ZhBOsI6uP4UA15TX62YMpSY53Y39gNFbENfROXGSoSdFKGY1HkINxNGf28Tzvz28cSz3Z87uKn9trv3fFTs/qgzcfrF8Ig1NYkOD1XsJNwVRHwE9sYsFAJdFHOdHivhRYUVEuohoCZ6u6bseqwR1HFq6QJ9KccGRh2JtCrZXPR0Z14bulyAPUuouYT3oa6BnNYRqw3q4NvAeBdf950cXX4o9+88MwcPTZHDRR8ClEt832zfGju/d2evDFnr+3p/7X737lq7oYrBrb5DX3aJDhPxW8OnMebTrYHcF2KCpTpwazWk5aBNHYd+RC7C2T56XNNC5ctCfacGYgKYXl7V6EHlyNoY1X0Ft7zk+M09Mx5i4AWxjrVLGOGrARgffOuKgYlTC7JoD6lKD/86mOR2l7GfG5S5E1/3L+F1uktWrgf+/tOIg2K+iQnld7PmOy9ZMgeTH8Xw7dZkmwe9hSZKf/NaZUFu3URhuSoyikWLB6LUE4qsoJL3X37fCK3WpEyM1pUqQvr5+KwIkwuLkiVyhHt4ituCyhqxI2JB13T7iiF0YbZ+cIe/94cPnOHj8zhY1PvdfbQZTiU3Ll8mZIhmAwcVjpaM8vXzdpdOMth5Y5rgF97Dp71cW6OO8Fy+ofd5EQrTj144JeaIKIb+PvBxOQPu91W0y5byWDJLN80mx8A8Nv8nV25Bw2HosbdppqAonGZBLnRIEk2x/HVIie0nFU4pkgCc5li8VCRm6ZwZBVMzUbi5ece9QWEZqcVuJfH1i3b7S/M2Tvjk17au3+BUE8vqw7kcIyTynIMjOz+FKWJa6/ITfIaYQTiOCaJSKMjVWIMZNEGs3XmJlv2xr8ZH5/Z2Jfmxr+5egd87IOJXT83J7/A8wcA/+zV99uz5kxHKuAiyHk7OzJX3mssVNOgxAZAnr+zZ79VN3620wPjM09ibFYO8kwYVaI77mfTIIcw1i1zheXMdEdBRWe114ztIfZP0ExRX/I9pqEh8CFDs1WEqTOvamo73Tf737qj30Mo4NFTs/GeAc53cYl+7aa1+5UIRoZJ9PjGijvfMO4i0KtCfAuoT3GFaXArECPgJes+9qtTLiVS1NFOV9EXzjEjXXxRKpz064YSKJTqwFWbqzZe/qfuzfhaNe/uoUC/iDBoWdEMuu1q5xt73acoO34eUN/T7jp+5tZOocDV2xBD/uC1OW/G5iu3+zUk/xw2Y3A1URXbO5jhhx3qI5NQ0ZFVUMS9r+FVYVZj1iHTZ7yy19h8KWfZRexCQj+exsJk9s9xI1eFnKfJr8WAxlwt2JwqGH8KlzSvhSxcp9/xdwrf9ppfyoTdZzdj9Kj7EIpSmitcEaFMRHSZUWo3LSQkGZin2IviCBPyPCM5ajk9vaNhXbWiAgeiUatWeqGh2su3RT/RTPD0sLxrK0+GCnj4hy68HNgLKe8axGJG3QYDE919Jfo5B/LrGtmvclqlNVzyMF5ljqLGM73DqJXqC13dOe/xyETgz3DZ7nzhp8YG+z2EjNiTLX823dRcHskuXnT0pXV6n9UTgN8Ns3LXNFho9cTWu/C86SOwHmjvFAMfVCEp4LoLaM78GMx38RRyANoRfOtTRMAi8VID/H5nNh7YjQ8hmc1w3R9ZPpZCyNF7Lp6lIIqafs60lGj18rpnfEF/7QKVFjpu5oM8h5BqqLk3ECppBlO3+xW4yBrsd/rG3P/FLt0AP2oD/GJaBTyVCBhGggAZTlMREbonKBHjQ/orBhvB7RA2/3RotoY0EtefV+dv3HmDYN/Zm/9l6m2guTEi18/d2SvYs3f6GjDhlfcgzKx5Dh+2/pO5B5lTt3TX3v87bAU8+c1Hjb6ubv2HGW8wOC0daOrVfULOWogYKeAW5LlqDXcMRSRIuOwvhjqS34biNAakWd/JfmmRNmspC0NlxdInkU6ft7PpkeZmumOPHtmj5+bwEaR/BOBXe0DeSpc38e1EOViC+r4k4sXIkMFjEjmJfiJhnAKS0aUE8lVAfbofUgFa6F8JPiXqS/lFtVSrhLAqvcNKTs3HhQwQnAtYjrjUqhQPzK6EDOHv3ER0Cl3vD+Fohsbu1+bac3f4NOG9CP/WboIaaQqpD+y9X83Zb5BE6vSN3fu2Ga2ugtQ+rj1DAgFL50Ov86gvrLQpVm/GPltkarmMYmyYobNogZmFOkz2P6G7FSNenQz6fGvZwnsn6fLqrCWtvtCcpJbcSw9veMn2yqLWrHG8mO2SLS3v5ooPpfurU7iZAtME7LjYlzGtZHXuOScmTz96rgtzgdXpUhdHFnQLFzd/lp1ChW5lgsf/xSGjJZ5cQGAWsX0L9OvUOq0v4vo6A+T5lawCxxLyaecA2Lo2hfTNbjZoVWglRvTFm8lYqijAzPpabIIO5C5oMTN6CmtqysAxc3N57lK2g8aknpvRJhw1fvi4uvbcNCbR/reNkepbpCix7HID0VFxP+GkPawcjrAbrtrlG271jlm5BdhvsmNicnn4lh0EV5RSipRKg7TgMy8K2KL8B0EaWjPtdtebcTVcskvXwJrfeAApPVfuwDkWfhsbx7cL0LwIqUkbi8ig9JBOxIUqyJO8PIebxUC1rsynbXoqn2d/0rLImYHZ/cacQKgnZPU8+bWRlsoFLyhVHcziJ5cAG72ojwMkClEkCOlQH4IZKeytaddozVz7V++3/M2cv4HkLvUONNaMbSMVJy/M+W9+l9Fru/G+G64a8HuDymqGpA8GnlYWDn7wvsHX3gX6xj34zd78D1fvmGRJa3g1g/qsmzJoZKk7i28VE3hAwQla9KNFFnmBzxj1sV2XWYhYaCB/M9Bsa2/EN39r2BU523N7P5rjf3GNujvy5/g1w7P5fOAFErLm1Am3YBhcAFduGntfbs+T++UY6lNYjV15Gu4iTJZevrYEhPowYOtCGdXexLQJ1EdcvonCeURlxIknXXbRaydQnwR4uFjmGAwnWPomDEKAMRyIMofN6g3wI16+FvU9Gex9b+b7duj96is3zb2/wsBsV152PnODVVstwe6+dggEwhLqGyDUp0xC2ALOL1erRkDOLChMOepXzBbPaXZuoId1vt5pRqpy/CRrwvbZvrliC7+WbcHCV8wMlYAtx0k8lZLXeteJJSBx/AW21stpC2Zljlr27YL9kkouzvH9HZfpi6ztcqEVfYl2aGgrBqK9lC+EsjRuODdbSIYltX1f9Y/9jGXPWXHxa0GLTV0eyoK0PPxW0ULExot0Xw9nWjwzutIADLt+YmfX/SnktXWkLdLTgom3md2tiyixi+nwPuh+sa7MILFweUAFG/YgetPYFhvPBo21PVp3O1/BubfHj+3RT9X+93a63aVbzEuLlG3f9to6qQ38k8GKmR+bldvNvL1hjUIAACAASURBVAu5PesDOMHv8tArn+68bL8hUNlP2+OeWqBHFlFQsffLpXU3VcPGeYfo4Mk4NGTZzK5BMs+1U7Nx3uCWBgM0PO8MU02KcmsfOeVpguRHatknsptK/Yhrya8RS5aWO6LQxo5Xl2f+TJHw0NQglo0Bt/Ol60DRG8jBsHQ9TXwZW78MDzB4W/DNiKaKmGpqEOY0MWsr7Fecm8lVe/zcnb8bPnhnz39zN3829W6D66pqyayfQhJ5wHLv3OmvZvMjcDQNfKZTGJjz9oxNAIErd90JHPXexr5Cbs8bf2xGqz/9oo1wq/Fpfox4EkupcYkeJp7CFKW/K+bo1xBCCXxGShbprNzmPQLF8b1CZE1xjqfQeiAx8EuB9Z7df2yvPXfg9HtcrZ+YatV2XqnZZYglzqLfywFP4hr7t7QJQMU4qURaFhG4iShd5shxmv8w/YtcZ7nCGYQT/xL/mwbbsm46Ddfxl/057O2VrajrVn/k+mDe+fq8O9eMVmHZ6NjjvcNnFo6lfequPYNdDPs/uGb2qaZVo5+Xr9u7f4fRdPLKnr62u1+64YovcCmyKNbrj/6D6xLWff8EzsH4cHFzeSGLFu1nYIbUhUrL2m0uTTO5iTM3N3DslMGr6hzWO3WJeSXbTFy72mrCN5dtnWzX/8/be3fJcRt9o/rnbRS6ZyfPbOSSm3fJZdpIyeF5bUlUoMS4pGTJtmzLtqzETPm53/6iCh0QCmjMUveeg7NnthuNUEj1QyX/YYTyoQkg6tNXMrXEKRCaErHZAvxYOE1lC2QuNUIlhIG3mcF3oJLUTRsMs21OpFWkhQwdZEOHWOHGOJqSmYiYK+OMnRKbPevbmcgSKdakktVgaREq2IzwhuPUEthSyidSzsFgR2zeURs9RvLZe4jeNWBc3j2juh2/6t2qq0nlDtPs+3aQbi1vY9sOW3viPKnzSB1CDXU+50RvqVj7iMIfPcT70Y07pOqpuz/UcfmkYG49TJhkU6bOWU/mAXq2UEz8+ApMr4vxPvRX0SoDZbOEnYoByQa7JC3kO+hQJtJHZ5hSxmvWtcAUQqBX5BOYbMHyLVi8iSy+YjKKaX1nJCmVDm+8ctwZHlc38JyTtezYbbM0ZYsITTNmYRoXcy3EJG5booZ2R02SuYt/lAc/owncsQI8P8D4qjZpA0REQ5TbiIkGXT7GiCs9xpyCcKgvnixfl+WPrijKTQa6F4udM4xIgfH3Xsr9L6F3CaONqRm+eCIOvs/Rt8RT5D5X3lUcp8KK+BZZT00TulNYOpY3/4OBH04U6nuOePjat9C/iACShKVxHGUAVBuzNaBiBKVtoSPxI0f8cqSDnlsipjJZREgEcibRQh/6irXGh5YYioU9ddQEQ/BV2WvpJTPayDc/QQMwDOX3QMwfymIiybMLxmLJTSw9IhBumLeZtbBx8+y2paBBR6MyLnFlk48GhWwMHQkXoatY0mLVP4aobyxHlYrvmHTyXZRloq84xktCgAH5Xg2uzlv4qAKr6pQfy7ll2Posp2i06KgMzTgfiy00+RObn8rBdmlWML0JN/6N28vx0/z4pVj9H4kUGDWl5S7WfcfYraIbpR6MtjPD/d1q4s8evedl6ayjkROmWWcSdw1p3jjy7LLB7bG41Dy6rN81NzO7uprThdCpb/Yikf6hWnyqske42STnd6ibMzWGSZLJ4IwU22WfybYwjPMJvgriRp8nCPViZt7LlswEP/da3jp86cRnvwVfzTW81szusNSLNyOyVCONnJXafGZvdpnd92aIty0kilZYdpZZxX249CHs3hMYw+cMN/2tB1JHfy7P1Blqqcnor5R4w1pGIbzztxIkVHLr9ODms17OxEyrfzsTcfGPinSwpYDfXbH+MQxWKQOpaELPF+KZzRbBnVN/XnVcAb/hFkz30ffJZE8M1gResg7w0NWQT+q6mIuh+qRIoU9LBvOSpYrtYS1bDjsF93n9ShvPQBc7UkxgtC0WDsQ8Rq1ArIsaRL0yrr0c1mDY6dFMh52z77GzNLTxun3xrjkaskPFzLTVHtnV40Mjy6lIPCvM4VS89D5Gbz98Lk5ewvV/KOBHApmeFBpX91nU14CQgFvONIzEfxKCKDbqGyDjqOCrJD3q3ipazCpchyqaBPwG6wTVxrB4DEc/i0PSAj34AZbfE7QKiNS4ZBAHip6UE7l0IjGGO8oG4eQ5+ne5/LUcoHEsCB7gORDIhBMRKOK/Mp4E0R0EBsIijp3Hh3yBnLEW+tIzR2HV/aTUbCQU198WG5+WqGDnIaCNX2kyh1eEciQ86OUUGMJm5nPXNK7tX2ek/F6H+sulIeJ5hHOVLqjCMGovuvQHtbJg8VTMLYvSIELfpOAnWqjloL4yOdZ30X9TAFuDJ3Me9UVwYCMzLPRIadElicdVl7srsPYBhqJVB9nWfdh9iNI/xQaogd5+IMbbUgvJJ1fg+n9Q1nfyHA5+hIu3YW6eDGvHZZNIIlqD4XfYHS3C+idu4pH92s/jZGbPs/iFMVNgGycR4a2dQzFywJhsn99N5kOOUWs9XWZKcUzCczPS/Zw9YiMP2Yr45nGHa4QDrtmjiHSltdf8+Mqk/CajFqIM+1XLCHo0N/vLzIH6t9NsyYNAdsay6zqlL4kPQ2PtfxUcx+hdjJGCTUpcODWdnSXsXH4FqVdzCQl1+bT1B8grqid667B9D702755hgCb06HWWX/of1Lmi+HUhjQB+PQbmA79rBVz1WN1P7ixPAef6jHU4JJmKAgdBF3lTKOj3GENmd5bkxkeKbnLnMWzeERufiO4q5UeXG9piqnVim0Qzm1pmUPAbVT23UdVzcllMrqLmGwYS7FVOPpwwg8Zu5pUcIWbrc5565tvwBsvOPSileRiLnCSWIxhtweIhTG+K+esIcTvzTfzoaj6wqC9yjet3Ib5j8OXERYh1Srs5iuTR3WzFsYT65jBQJIZd6Uu9S6x9gDHu0Mzvubj5fT5/FbFcZwlLy6sgfiFpkn4bdXPSbgHYBhQzVEtumkFos0thAAZQGiuSBGn3S3n8CtC/ywt59SvorsqCvLbMH0iFBg8ptvvxC3TdqcV9+TAvtF76mGyWBjB/KA6+L47Jx+nxz/LktbzyV9G7SOLxoSiFnDwsCZmHtaE+F9HFZXosodLRsvlvBPX5DW7tnYX6SHpZRtHsr6Fbl637UgGDrXuw/BuFiwC3RH31UGMJnkoM/uRAtZ852Je4UaVfsm3/5qplIrgdoWvcfIyawJ2xXP4thpTc/hy27qoJiZodvWUqdqLVXzG/HbGg0p90UZ+Dx0IqoNqEL6Qd2iI8tDEhCyPL3yXYQ5qgJR7JMEFh2o1PYPsxOu9B0z4Cfptk5rf5Kd7HqV6rbUT9uPlvRH0nzzBWyvqH6GOs0LB/ZOnB5lXkBmeHNc1+4qcOy7v7nL27d0srW/BI8FSqIu1xmuRv5dYZwJ0lutfWda+r+OfiHKd5PtHqEiimCn96+Wwfw20EuCimd3GvAD6HZxONqaJ1mLxj3srjSU1jnYJwY0yVwvisCzCRSee6XVRLNg4/m1Wz84SZNmFexynEqk4y861+1dpgdh6yszpxnoSqa8r0AJVPFnaFusNXT4NA86w+pi0HM2doujJ0TliYKUTjO95bpbhMD8Wu2uspSOvuI7n2PuDt+9AX9EUGl5lO4YWWPmGcxks5TC/B/FFuvOxbcMkSGD6Vc0wBo8m8CuOn90VnUa79kQ7Lh3LrDNDGb62KdN9z2uAvrrp2tzvQL32H6iHozMN4C6ZXYLwHo10xWFV8CeZEnq9x6MKvYm6dhlaBOcnt9vCjWWY2LD8jU6KhNlQd1J+UnCuN72hLLh5g1IrJNRjvQjFfyjOlVwI36O7eFYCpTBfCK4Vda84gmrPIL4T5KrxqnLeytLP1sw2gRC9jRcBc2+2sf5AfvURQpODfjX/K+WuS4mtj9G1OjbNFY7BNDOjJmuxvJeMqpnxoIxboVNJINV6dEXQXYO9L7AKqer6QV/6kAJt6i31E5y7kVFDBucOnsPIeKXlqKVa/NIAsetAZyaXT7OaPcPKShH7PpGJV979Gv5TQdxGIp3zoaANGREaOtZ5JBFlmc+V1rK5mSJTHDk0l5YvpLvq4iDWT803vOAr0tK9UOdiSG3cAtULuY9walPiRQ5dCz0mS+eiFbNDNxHg+tvRp6/fIJ7jlF1RWoM6zr0tUeqS3muAo61MwRvYuqQ5K1N6/j52lMK0wf6MM+VjLyiqxmyXx81oSl/XFW95kqORpzLc2znQsA12BZEH6qwa2Ry1W9XlvBS7hQSbRPfV94gQeoOhPcQWbd0Btyx1SGp8/lDe+x1V5/Fwe/igufQBo4zcsyzQqfcff7JhDiMM/wmSzGq33wP4b5TDMzT2SJ7a/R9tPPxjVfP5Acj63u2adE1hOgIv12da4uYJDxsDZ095Z2w2aX297N2chbOge1x+1UK+tlicrhQYzs0LLZOOZEFgKjW/Tr6jBISuYsps9w0y2wG0rsxIgFD/92jCAP/qhAXLGoqUoXxE0IqhPGCMfeMfLt6gaYATZf4ObVYARj3/ojGyuWLqLf5S7j1Hct0PAb/sBXuVO9jBPMWQb5veiSSl3GZIhmk89c0X7FEuZSPV9R0OoyHVba8q7DouPa6oYo6+zjY+K3TOUmqrDcuNj0b1Ay60TmvChbdxIBpbLKSxEMcWjd7yD2o8o8btIjenpvzMsK3tLYXck/xRzn3Md8Z+7x7q9c9LzyrVG+ZxEUsNNjOE+v4+eXYbbKOqU3RpCx45RZxUk23G07zPhDyN993M697YhMkaOM01GfJtPCPiR9CyneBiwiAt2/Q+gUd/JM3Hj38XkKqBhUr+UrIZRX9AzpKzwW9y/iBH3D/96wf0ClmmkcobC3h6tpoqPUm2+/AQolgNithvfgmLEZb9QrxZuwuFP5LLlGZy8EqunyKx3UPUOL2UKRZa+1GZmk2vy4Mcy29FzOHoFV/8iFHdbGeaxAMmXPrHmeRG0/FYpdwfF+HcAnhWcA6hY87mQ6IxFXG62Qhc7wWYUYzHYyHceKTyQKyykTorFYxLIa7PbQePVs065FbGgHY7WATDyEpQyINDsYxMXwRJzNSio8ooZwl2Gfia5sUEQO5ajHbnzOV2DngkKWij37sHyLapoVFtyxhQyvfLjybTWi30S8OQZqovpdUm3sssIAtFEfEFVLXvLsPmx3LoL2OW7JPF7ILfvw9YZbH6GwWnRkrOH2/LBD3D4skBtz5eoYlDM63COJhB9R3OcWXjf9DdKqKdFc9ikcpahLbv1aKzfZtGDM1KF8du8m2xpTwyKVKgvgEB4ZijWzWoH8egf67LTAPc4fztaRb5N5SN9RopToI2hPk94GMJRcU6dobb30PfCYtE2KopsHkq79gCfYbQk1nFWaFkvwHbiB2x4Ur5t/cpYR+2T4XyVOh+6s066q9VZtiypHaRhlc+qmLbxgv4g+qDI/JBnSX2F9v4mmvbtPJSk4Ym+2tSOv/U5DLZzqCdwzwgwEOxFfHRMiZBFn+iO7eaRfF+iI8vcT0WmQbA9md6QDTyG7eniQdhZgtU/oD7M1r18Gx2gid566eGgiq+AR6zR5cDQ9zgDtl5pvNdZUIhIjHZhtIfKNr0Vcp9Qz8+yBHMbDPXRmdKRSRJ/Ht/eo28r1FcnScGv1Y9iAoNNiaaMqNEKqstIul4Vt92ikker8LCadzRte3uw5QkXl+zItj50U8kEG9PeSppcOsTFqAL/tLjyoVz/AA4ptvLxS3njPwo/10IYB1e8PVBpkGRuKx/mbvmECas2NCCn8kWkZzJhP9UjDEjYvSgVwDh9gYZ8R0/F5S+lepKjExcFNuTBD2jjh95rfpYrvwOMTT/U8BIjuQP64cA5s3yKEd4ROr4s3Zxe/bscbdJGqtFCP4Z5ZkF9ESA3E0T0iFYPVtBIz4d/FkQMGCiyCp9hgSG2oVDjgl4974jte2IXHVnli4cCXfnT9NOedcxabNTnxysPJkeaZwA532tl/dAGSLG4drUErJaDqVmXAUmMiwEMNtCbpdrJUdCn8M8jvBJdPqGOkApoGelhWAYDlEMI+HGZCfWlfBLR9kxCffq3HNR2iaUqb2cedTV7F+XGbbmr+44aQLBTcQVbd/HQUWtTAenFG3D4ozx+CSev4PCnYuX3srOAwu1ci0CRIO/Yx7aFT1q2PxuNhA9LngGK7KrOmdcKCOMVhVJWnlJ1d2IN8Jvn1GgdCV6BsdYmdMqBTGYXnJxZqFWzpFZWryERJ5Op8zTNS0EdieSSPORzqo6jrAYhlG4VovWyl+izyiLaCOtToH34WKawjdQpcyOJ9WkbAqucBFaVr6utATH+2O+4za6do5tMR7zNMzYWnAQyOisIToy2YbwnJ5dh+y5F70HtDjnZx7jtkqCOQG5MiI5ZEUuZ2NL29DXiqM+hf8kARenPFshni68vYxxDZCQlLgriJ7rQX9Z+cQAtJD+Hjduidwn9lEhtfTeggO/tOIGjSa+COn1ERIrrmhDqG25J9OpZMYUVZdgJb97LpKA+B0eFsrGDm3g4unn0VCS3sZDPY8Q21U3s6S4qzaL1iEZ9QzA6G59yofYwV13+0QzuZGvtSJzfsGgbbzC420gL9NISDygvOKCjpuIfKfzdK63qicJhmq4SLUK7ZIrTAIwGZjAmfzMgE1c11Mc2AgNy5OiEtkcN7lFMlF6NEikpzDbMNZ7srorthxi6HcMw/AzXv5GDdZVfFlNYPIFDkgQq1vPgp/zCb4iLLYElAr+yYSMxvUlKoT9j5tOX+dELuf8XMbeEmUVP6qAOFl4asl1m+s7pvtYgLfRV2JbPwm+80qYtmmNeOVENcg8+2Z8kor5KBEfansWCGGyK7c+0RQBqQi69S94vSTGEXJiSNaDG/yNTSzMV9Tkghw1z58Ab35QuEPCgFv1Zqo963NVs1HEmO4uoArPzhCzeH6C4b/cRbN+Rw8vYKZiUSp6qnM5YdsYl/OPgma/8aaKvGqzGYz+YHwajOCRICBkfMCWQ1sEz6a6ktwrr76Nzlx2F6j8HhH+PFEuggJ/c/BwmOxjBKB/L0WW4+R84fCpRIP803/hMksQPDc7R+4uj4SkZAYKxJ+oL1BjjEma/bI5Qxo6fdJhnnElN7f7nWbhtXO3tDYjyUu0nh9XT5HMrRHM2WcJbblgTuzZTZof+vlSWA3vJhCoLt8qZgan1uITqjGeANwtdZmon27ZWHtqRNM6ARpiVGCvEYtZnIGP7qzjpUngv63fbbE+hqpukV50vZAs10n7LqkjMOnwhKmUlJ62gXYfCIk/QcdmVJ2ilduWh3LiDPHdjFKeOB0vRDhzGNECuMjOLRmwJvFWs1+YMrLUMHpGdAc2qv5k39GmaqM0EDs+BOeJch6jP2VsRl27jFfgW6cZsfoLR1etOlTZ47lgnYIC+JdoqpiTx2xajLRhtocSvGFUhHPpC+xcNT+NoX1pmi994/6215Dljv1iZoofYuIxHPxL9NTHZATUD0ZpxDTqjioBDUifr1ZPHxZ+tNxEJoDEd9ZlD6RPHrKJFJimNfSMKJED62pKaR+8hptLCh0vvy4MXgNELnsHN78X0ap7jDQ7Geyh95LgILV30pxsQgYIhLER8/xg9/qPlW0/kPVn5C5Fy0ujOkYsa1OydWxF7T1BSd0w+JPa+xMDrtGXBwikcfK+wnzjBSA+wUgZwr5ct8bUDKQawfERKoS8UDBbHPymgmF/7ltzhTmmULQM84VHbxWy5RatQr91BdLO5YKw2sYtAu0hyUF/kQ9/oLrXwctCJvAp+b3yqlQBzhf1Q+3Fc+gCjqxknfEWplqnjubOWaRFHJnmjq5mC+tzfnIMTRwOzwqKopggd8kwztyTUjNq8I7YUvr0L1U2oGO+QViTGdTDAsI7rYIErbV+X5QOzVYwDmEoT1YeLkQ8jaDaYwfMsKmq5n76CwX8xGgdqQa9/rLBuoSAfaQBhwjDuDwDj+G1j6A7V3/mruACPnqsFKA5/FBf/KERfvYJ8ETU82Vi0zv4bkenFTibZ7LBxbFOhMvea0C7TPQ+C2awuBAFPsCMJvUs5nv2KZj3Oq9TCYPHfegxfsF4OFFkjHqbVOYBNKx34ZKKpGUjXrznUyHCHJqc5aq14NQXzhGo5D0HeLr0lIDlfaWyKK2y3Zksn+Exrtkk2SvELbCXUDHy8mw3Z6JwkUUILo/KhnF6TW5/jPa7CfhufifEVdZZXzrfmQtSAtxijRLwd2eXYsUscOJ/CqacPVNeUMETdM/W7N5YX/5DvPkEHOdsP5frHKLNCZNiHUg1vponRjFGThDqeJ2K4IcbbMN4RQwX8LpTGUQiKZrs/Mn7367vIcyzAiBWD0Z34StfdJMlPqfM5QWsulEJvY8B69VshXpiz85vkYu7d7EaGpi5v19e6NSXOW2bahA/rkHitAg8RiDXQKrJEBMX/TdAh+9FLjH2nOLMb/4LJFQr2MAIbjZj4BCqJuvVwlvhyMbxaoONWhHPYC+SwJfKpPTI36pVdUDtMR/8g/Kb+9hZh7wwOFWZTCPa5uPxXMjFCRTtYOslRiPcMtT0Vrlv5LdUyId+e5UUVllOgGxg4/AGDW6BS6HO0GLzyteivEuobme5YnI7X1LCAbs4L+spXPlA0YJ4DyRyTwpkwGIPKfM80ZoQD70dK+XYL0a0L+jvJR3K4DhsfofrfFprAUSyN5h4BSizUZ5rBaTM6PkuCYitPw9NER6xwLAT/THxVNW9ECpz64oCC1nYvyO4FsXCT/HXdIy2Yz2G4g+KsYoRGpGWnLNTnwL+UlOrTJaC26jt0YQWkPGzW9njl3OuTIgCGc8jX8AYTVXmx4xTVSaFfdOTzGQYTggnuxtPL8uD7/PhFjkrUP4m1D2U+FQWKfN8R7iZrciH1fpd2XFWwjWMI/E0W/2b2k4Bjuhga9A4Dd39PwSHO+ZRQSyraiacsievl70c5UluneCI/7dPNGR3w+s6wYm0E1Dlbm8Qj6nrHN5/MTu2ZUjuXWeFJM9tMIKQ1W8o087V8zzcVfWBgFdVcALUUPtOsaxXCQzWNs5rmYRK9DeqDNhGTb/CZQo1QXUmfkzpTeeAhnz1XKnPO3yDHZQ/xtFM7vuK5sai58tT3SdR26ZbY2shDc/K3TtpQhsSZE50t/eYGU9MKg4DNiVxxtF3kIHuLYv224lOldoGtfvdXtbmaEDXZZ7m4Kc8m01cnsbYK+A23xWALShs/VCXFNsQmWJBovtzekUM6VwyJwDhx9lK2EhVrZUXSZ8G7BnS4P9pS3RTDHcS3xbA2mOT2w+A4Rs9o9+gJ9TEd9UUe8oV4uC4FVjUZoAZ+mpNTJJqC6MLah2jPdvIajl+Igx/l/D4oWAWldCvkTzJSbxbwAZOWetS7ObxagmEBOUYazKdQepMn1hl043sVP90Hjcr2vhQHz+D0FUZgv/JnxY7n2vxv8RAwdPtLcuz5M0r8tB2sDvaACocTIJckGAfy4Edx/EooUhw/kycvYP/vsn8RSoq53Z9JmOmgQQsilmlopiqYO6ZMDpwnbCojxXE5I9/qr3SGOhubv70BuhDQvnD6OFhqC1KQb/ex2LmLlmCL74piHvfATvVVPgjBGB/SsFCQ/TymupnzksMQ5MPftZ2enoGI36iDlUwPMy8cSbwGPUM7t62H+fAyXlvkBtiTTB9948N0TBiUfEbBIUsrCxz6IBnXFzkvJVVVWg54USJ6S7D+Keyc5VsPUdN1+zH5e1Oo7x5sfSz7F0BOczlEM5DDH8nd7lMMFrr6AV18+KjPE6pUO2/LyT3TFsxtsk0V8Vu3czDWrd9CeefBwk77X9usjoVAVuIO5sT2+yPCPqmo5A2fU3gbUjoHC5vKv1bTqcWCLoivZkN9cb5nVlwUwwmESbK2zLNwVzxtI7xOeu8iXnCcb91ZJN1WpRPQ6UXrq/Ds5ctxvmU/T5E1tdDWf8WCq+iKC28+AYZYlDEGFDcmc51/QACmr4AfbKFVA+w+kJt3EfiVep7RrtndtJxaua8YIoe57XbvL4mTpB6vyCZZd9NVr7U3cDJGUMBvSNHGiHXQmoedBXHxfQqJodITufGJGKwBdNnqIjQxUuNKB7SQQcPI3iWU9Q03YbiujmEKeN0tBRSBDqasbn7GzijHjp+wgVQj217J+uOPIXRXxGAdRuv4t3uBYrL1oQrFYY4pS972esPDEck5Q4p/1UhIqsGVFdSXli+QsDf/QVZZo1UKdfrHEMVcGMD9ORyr9FLc/Bfa+FkyGR71xUBmItLzc+Ia6SGLCWShuvwbeflLuPYPuXuG10woh9RxBWsMVsuvRhi84coXqKV5/FT9lZe/FoNL6HhQMd8rp3D0E7ktfSkOvofldzGeYT4qKV9oGc6QrAGPBPq5eUHY76UCw+LKVzC4RDZgfBw8H+ImkUuz2h6Uiv+b+jCC8SwwOcwCr0IArxX4Ce24suwjSWsH62L9EyDFEDTCRK+eS1B6cBmZqI+VX8VkUKWSZAuqSYGR7Xkaq7yR0HCoRHGUdDS/hZuk7vggQ9cmn6MCAkmVKcNQW/exeHUmXMdCO5ZiLXSzUR+EKtKoT+0SGHphrBFgiWZp0cH6Bwruyl0M5EBDfB/N/HYeAUr8tnFhKiIsXJcH36llBScvxMFTsfZHOTfPRG6o+Tzwn8+yn54brTlbfIyRZZnsYJnWMenv/iFhY6S69reBT4xjO4ZPWmnFiiB+zVQzNIHrVZ9BTCy51TGpT67kks91/M9eWiuc8IhJffm1m+HniUCsc9XCj/uv1f7Q1LJ+OJjfnzwebvkVacvyrLMWEmL02cFqnhsgDc3D1HmQkeBo/ho6rcbt/i760xvtiawLmi0jvhxE1yJvGzYuCRseoPigx7vfsnVUqmsp30J4o44ZCEAZdqxQNOws5esfws49PCC3WA6ofAAAIABJREFU78PGnaKzhETLaolHH0SPqzphLpXx34mzVzzrcEMON9DFgkJHZWd76Fw0r5EAgwOdGmeSnzsUDtEw1iPulGRyloZ8Yzm3AoMN0VtDoNtdBg38tAVgGf6hV55T3u0G24CUaeYQrf5hXcOl7AacUowfos383bzNeblTGzzTTpi6UMyJYnFu9XcoEDt9KRAd/QTjfQy7rOUYnQFqZImJU3uoLhP1xfGPX46OdQlyggDvwu+L09cS9S0VkHstDn8S0yukZ14hPfw90RTIdHc6F+d2HqBLz1OF2V7Dtb+I7iWEtarMhSNx/FQeobRBnLyQi8cETkbo8LMzAqF4U1UCxhhQHCoc/QC3XqE1IEbzewFXv8UZpeoVI63LwMDXMGWqFJCM1eqIyfK0dmSokUkbPDt/8tpgv7VgQ65AgoLf25/BLnp9RIHYwoHsTEFDX0kBzWuiFQFNSFMAVQQBTBw6ng/1OdmynCzxCi+PHovFA0m6jgKduzyQgw26kpiiOFotIkkB3CVZSeQjJ4Sdg9beBvWZGVAhU8+H+oeR6rfgvdJvdbIyy1Gm5cOk6il7S2pwMXTh3mMCfuTbc4e8myrgpymQd2Bytbj5Mxy/UdivOPivvPR+APWVJ+VsjGOtr9UCVzgsFD+94q9sdipyNkfVQowTKB2QxACPz60mUzLUO6+z0cO7HJSenyHCHOsnmR9mimMQgWO10/EJqw/sF5tOvXOAQ88LRUtj0pl7JmeAnjMhuuZJNE+YFANfaSqJXHaNzViH+fUAWdy55BI8YQ4wBAn3PTKR0vFe+kilpxZunqmrB0UXSpcPAzl/Q2w90Bs9bH0iRpeJ7yFDNUGHtHklZE5LY7zsNd4ygg5YTe8pn59DF9Hul/OHLS3+BLQdC1qm0anZuSDW3tcRb9E0YutO3r9k7GmxWIiBKppTT22eWeXVE8UgCvL112FwEcpwDl0jbgRzhRGAfw1Cnons9Q9WJaH1ojP2qpT4EQepMK3qKaZVmFsUDYPeC53IzPkyy0bkbRoD9wLUFlDzu6VfaX0BITWeaUFQKX5WvAwoI1Uwhjy79ERnLNDGj8R9x8/FzX+K6VV0YomreAR00eNjztZ6W2Ge93ZcwtFiIb/2DxQ/nrwi6PVMobhi57EC82T716/QhUZTYyEG6C9XtXa4JhT3iUDxOaqtXvlSTXtypTtEr57oW+IZenY5/kks3aJv+9rrhl5xhdrWVDMWT9AjqMKHSA0dCP7PYriOABsNdEdu41mUayniDnyQ5sjWUsRos6KyED4soWYYWPrNi7w18R4DRWAMnQneyGx8QnCIJH7L76p9CcVfpcouxQHHYRqEcE6rQCxJrsWqic6C+vyAeIYiKKGs+QPczHfvoZ2bOhknV8iMbSJqQaj+0EPIlLy54baWAWPmE+u5DfOAQ32Rt1k4c3OnoBasWpL9C3DpQ3LZeg/duiC8vyc272fqXNv8TIy3sfv5GGWhB9/nJy/EMcZKcVFfIqsdOHeTTspZk3NspHAepWu4c7nXp63fOlfAPhta+dEUG6QQJTNPsHAOJJP+u+rvbPDeBzaBrrkdCZUWR6HJIDmpC9XcaKGeRxl+MrTUKAcipJH4FhcfvDmobN4Kb8S5riXMjVBTZ5Sq1Q2I47EIN+81jCH1LBBxBmrHkpczhBL9nrIk4ofJaK0s5kSGRg56AufzNyQG7bkPe48wbs9kVwqt3DgEESRLdRMU6CYn2WP55tZBT3lr6WQmFJJYrElSGpSezLsUrYF8wcEcghPFbe88oahHd8Xmp6K7TM42tUwjVYciskGhSEQduv2L6FVvsIZJVUFWmiAZ2Veog5m9qENTZYb5H8vQvq6bVxq74h3EELqLCvJh6l5A2qK0qmfGcI+PKb/zxKZN+3pPWsgRuVk7fouAqGjOvAcFNk+qhAK9iVj7EJ1Yopnfi+zmv+X8tUzOZZ2pBO1IIwns2cin0XjMKF58iy1cTnAUHbSsioN/zh2+Ru9/R08Ri6q/17+BuaWMQn5JRIba64xGpCONwxGzdSZi94k8eklx/F7K/b9Cb62EVQtH8vh5foyRHkAVeOE9BfkKVChFIJcVhGxJbiMXDuHgJww4hoDzKf648mdVDgE/G8ryRKjZ4hEYKQLVPISWBPAiqpgMPKt1+arwcZwFoAdNjb5wOCQiZNPanlqiNUGxzy55+9h9kG/dE+TchbZ0syKat74Pz4DnEp2ymLxuCNHA5SnAMoIhde1ZOVgTBbQylWF6HfaeEOq7p1I+uYybMCpJDiqpICON1MJnUqHUY6fFng2oc3GXqssDbHFoZyQ3W/DD0PPOuOxLMSGPSiuw/qFEA86HCOwxPZJ0HQxbn8J4C5245AM52pU3fxS0NhlZXzyZmMS++5+tnP8vUitktXBpQoOjPkWTTik+v4wW5X3o3olyw3FOipltaLtt9Q9aH434D02Ov87mHN7mAIXunuOsamA4ZlN/be3gr5h8NmgmHFWTqxq79r4kFZ7AbOlsM1EmhPoiPQIPe1gUCxQe72boXuD8o5yw6i1js4QhDnWzetKrHE4OUHuqM86nBxLj1Z7lu49g83P0q4Gypn4VdCt8H8GRpUpBdW62zfYuNCMxGQAfIws7N+KUpAXSqyIPabhFnlG7y+hKkaIe4UXp+qfI8tZ52qZHdEr3qqvDPnSmWKyCfP2LiADVId0E72Y6O9txEP0QHBXKciOdrUYuZ6/y1zIsA2qTjZ/oEPDrrqI6a2dB6BmYl3MsfpjaR8BsUD9xXgWvVN46HvqM4JA0tDtdMgHVkUWGEuZg/QP0u3D0PDt5KW78IOavkcplI3uMYNE4otOoj36HESNy/wN0wdKZl9e+FcfPtIkdmgOdPBM3vs1x3va1nKq0DQMSFtWiyJwcbHQX4cpX2oMLnLyBy19B/wLFLxmI5Vvoq/P4NZX8XC7dyrVvj04lwStDNXTE4jEckI3fEZVzqgDkN2g4KmtZ38ACeL9uKlFZ1NwubyRvSR5c3M+DmqU26ktCTUFpG0IXNS5TLHC4BhufkrtLBQkeiuV3oZhqtE8OdXSl/cSKKJXxD7QILvOyBVuVAPZa/cdYb3Eqks8hgkly4QC27oPWddy6J4d7mK0zMvzBsNUxGCwFyEXyJOJAPxt4yNDNLOuWk/lifx3WPtKxOkjcRwqfCvfuKuB3FwZrKlsmJ+gO4OZ/klBfzXmkOZycYZuOcHXn2dy5z/0gB2wLQ7w+G+StztPqxsPpqZXTPLzTxRRvcRwSSm/g0zkIzoEi/nLd+5DJ2fywg8vPNFJ8w6QrYbNH0Ma6gXJS3EvORL10A842LtNsrZUhoMQV7CP7KpGTTs/QlBkdlypzrD0cCmptc8Pp2oW3dSo69D7OFNVuE+Ju7WkcvHWy4I3bJE3DroCOdoUnRA75vJjso9nG7n2hXVNO9pHPk8HocBGat4xsAtqHwOVR8MMZUV/oYQTMlHwz4hP1W0cX6Gm/8AhOLv1BbN6naL9fCHV2di+K1rlhvAqiviYaRI+8rq0g6kMdyEswtyQqTN4yAbyl2rpCnaJaUN857zt6pttSoacQWkIOUcrXXRZzlDrEblYmBk1LQpGiqqLehiUwdpuE4eNgUpuYrnbowmcDo4QsgNAqzr6SsOFXE+Tn1j9QcAv1Kk+eixvfwfhaHKqxGO+cbmDIm4uUaK2XX/wfFPRhOEGFuN4gFj14hvcjc0so6MsntS9TWQxKhVU0CByjWaACA2oC7DwWqguoJvoCrv1N9jfUhM8Vk7p0WrroVLDw8Ge5dII6eEDgRBBTi3FoUEIOinc//EkrmoqTV3D0miR+y2UM7hIj9U0FzlYpXEQux72aQb6XUpEPGuOIMVECFoF/aDYpCZgpQpUB3O+B2uh2MMCdQOIv4JZeIIAn1JQqZPPzZHYGLs9AeGLDlO7E6y1ToS+eJjiR1LazcCi37qPUa+c+bD2Qox2MZCBr1OSK79KRXiuQMwGkIbULyAzZMqmEUpZoFwi65VosiS52SUIrp9jx3gWU+G3fl7tnqOS5c1bpfD6Wm5/AaAs681jywjV54z8JqC+KNPy3BoM1qJmb0CcmYzf7jaOdQoXY1+2tJ40A/tQpGxmydQwDRdF2VHtaYUxnmYez4EwHzBjPU0fcZcFLFrAsM5txBJtWGW4wg5PBH4WmPYHyPV4n0rtQzqT2z8CQtaAIpxwG87SIIluwsUNAP5vfDF89tXWqxIgZxp+RMl0KJIyLXWP7mNZLm6yDgm1jUbFJruRLMZf4reNFqaddjKjPMzHEoKsZAj8p51AAOH8TQ5Dvobs22PxMonOXjijj+JWfi8pYNwpXvAbY91w8/Z3pFJhdSUPWOq8CDfDRgrWg0Cd+v/Q8CaXEQFIEAgw2vf4pBT66C9tPxNptUCeoWwUft6PNyLBU4wR03TGBEvWt4Q8MWl3nSRItBieh5NU0IhtIqIp6T26fFQTnslKBs1f6m9XKsZ15lGcq1l/xlMWkAn4mREzekLlp5vQl1Gt3K2sKSYBAbSjLRH2tFnQ1Dqyed8v25L1MO5ilh1LL/dZvi+OngjytYzCD6TVkWAOSukRtz7T+aqO+HmCU5yk6F732d3nzP1JBr9PXBL1eiksfooAon6AyJwr6NGFLAIbB2Yt+JUVfgb0v0Fn88Yv89I3Y/5ouUygE/PJ7qkzEfmj+9wKW3wXtnLBEjyMhFHoc5mpqLR3DwY8KAFPtCis+h2v/zAeXdLbKX+XAAEsMAjwnKktIWVtRqWW2wRsEVE7ovDp5iMsVguFIjel+oasQOwzWUfizfR8uo3ZDZ+GmWqQa9ZE6aL/pReUlJRFq+sjTelgYffE8ppQyQx7OMUI/7dmygUmIgiaiQ1cPBd07qDwE/Iptbfd+X6JXz2mVWX0+rXxjNsqcDgZjRHBtkI96F0R9IcinX/kWg8J39CKrJ4j9iA4a6GrnT4NVsXFP7qqRPUPst3tGcr8HoH5sfobCXu0JZv7aO/626LCSrZsyywzpbxMODxaZJCjmeSgoepKFUV+FXlwK2CxvFlZf9Kpj6gpwBu3EqXGR0+ZZuaIgC8uxcV7mQdWvMOrwUKUDz7hWDSyJR8sVr/uqlYNJiQ1o/Uhjd1JoG2kVn4F+JwYzTKk6kcOOoD7jx8x9TyS4w5aFRp/7KtgqtketxNEMnBkPevausas+mDm95FgHBfFJ0KUoWGixLbdJ1rf7GDbuiMkVwjl0HVh+0qC+hN65tyol/bmcbts8ENgMYvWVL5cONSxlTM0fKQ5XG59GkqzvFEt66X3YK6MgwvrH0FtFjC21CGtAofZiGCNJjq1Oa8UNK+DXXcU4gZ2Fcg/0XWelJ5bIKRcK/sjOMDfYVLmokeTGRvUO0zwxKH0XNs+4BJyRjc8QvtfJMC/RD0p6NLwEyduo3H/U784yxvFDHUiETHD9HzC5LspgGNq5C411gheZtqbygq/Gd0VnQfYuwvx1uP4vcfoKjl/mCn2tfwQo6xtKNI4dVAKxEjSCbpuCdnkPLfp2v0RZH4oNX4r9r6C/Vkb/Q1VP9NQCpwrZ/oT+RfA5tSofaZVXteJkPhGLJ/LoR1IKfSa0V88rX2OolXwgta6p1ZFfAfW1eun0ZXTs77B30BnQVAj8zCYGrJVF5ZBCiW7i6YDuix8gJFi6pbUfZT5uGlb+HZjtbDUmjLx1MKr5ilMNTZWzGd5TLGiEtnOdBVRo3H1CqO+B2LwL48uluA8j4I1JVmYEQuBQX0QGGH/L5g9liODMEEpscsoKDRZqVU4xxOW6DuCuzRZK4wUEgZufiPEO0ByIyPrauaXEzXqW59UVmvnQPuEc9BW6bdXJw0uzsVy+esxM3XFPnfiHAb6hlfIul2Ogl5miI5yja3EQksJw+8xlJL+PSWYdynZ+SFojVeWpcW97I9ny21s7A50ZpDR7ati7mUxD04c4xkE6D389YMl9y3lmZ5jClialNMNxAhyfGzVUmOWuYeDWpf0oqhKEYpU6cv6QbvjOxN5DuX0fwzko9kvQh5ih19KLsszQenTbn3IHkTxMzIWOP0Zt2xF/c+QqU0C12cJcZXjWEd0luXEXATPekn4OG5+ifZqcQ1N4JGBjJBk/aywciE9sUZ46dLsX0NFldxldeipcJLVjjFpWFp6TBvA+X/SX84xL+DrGeljivdpYkbS5iqlK6EWQ/JGwA+oUlT6FUha1ce/QAvPSJWNmnhRfmmZmtzodaEHbyBF9JEq65nCyrX0gj15qbc/88GcxuYYWd0U/VyTKOqjPFoV2XKvOgYWmtOGM8vl9cfM7DCV/iM5m4NJHalhR1RPjT/akntUk6xNacRHNFBXZ51COtPtlVtoHoldP2VuVEj+RSydw9FxigeQpdOlUy3BEzQGilBjFhqTq+aMCnHD6JkMjw9fF9W9RX1plEL2qdwPHV+evZfIXcvtZ8dxBuz4Tm2lhnf2Ej5Buuj8JoSzHzk1/ArY8MFDUQIud5XALQ3uj+t/DYucJ2fgNc32tILWj1DoFUZz5Nwb/qqJInDtyUvmwkZV5CCcKh3i1SYRAS6Xl4cIh+Tg50ygXhju0F43IsWeFmgzHLYnQKwWU4r9RPVK2IpMCfkSH+pMmG+E9Us+ulD8HKyjZ23lckHUf7CngdyYV7t05Q0u/wRZglHbu5Gav/UKbsj4bjCA5fUeFKcL5+cqNb8fLmqks32pGlL+MsL9BFtalXlO1lzOo4tIUlXTVOkgRogZrMTrL+YEMn+sJVQRniwduze7UqM8c/RiUauVF+KlLP6L9KmcIg/qCHE8QmnJrJ7J82oaS/5epepaxq1FfOraPMvo8rbhIX7MA17Z7kMgYGa+s9jhzzLP+nW0V2Kl9w3QLTCvZubYAfd+PgbbUkd9V+34uJcZznx7kZLIPu4/k9mcw2qUpQQxZsnOjxAsL91WkIxGOPKEBLCVDjTTz8woa5Q9kGUmtTvEWw1wN3Nw8Gi8pZkgdkLso8RP91TJMGXRrASZbl33KDIwuV6ivBGw9vGDuLiP2615AVdLuIvJMnp7nLFNOU1h3bbZJZVZkuMuy+xI+NO0W9nScBvpNeEZxNp0ppmIC2rhoxibF38YF/g0ctaBXqigsBcsl2s45eM9Hfei1BdfyCEr3LUOpKLZ2WyEiBH5HL+Hmf8T0KkVR107/Z3Q/kw+ELYOKGLNR8+g3tUQUpAExuQzXvwWSQEoF0tY/knMLFB5wiHcQGsNoD0aKwgWG18vVmlIl9Fayy19SwIYXGIlh7yvRW0d2XJJzl6Of0fbv6AUc/iSXb0msXfPK+gAd0u8JLCuI+JMqIcNwDi+xtP0/i8G6Iogp6KudZLIyOq6nsyl2erZ5AdRnY6TMQH0pornWbLxTkwDqs8z8SucupA+JEr9PxN599Py8e6YoLObGorRmrBCpZGI5RBx7Vv+2I6LEt+cHYAiBhuS6cwwLNxDvYQRzSuPd6k7B9O/S4L0UyZvximrR/zL5W8SDpuBO/01EfU0qJqL2/oI2nGRb213N1eG1c78O4gcYw/AherjZRn9v7xh7pbVv8hxqAG/ET+XmhjLEyjdHV5BnajkCmbv5pnBd/tsENI9w7Wylui8uNzD7Ufc2ADj9W7/ZM1WhwVKcvBaPazP9LFaMoT5maIJDNjspQvWWPyzNNKaicw4WkyyyOK9mHvGZJhKbWUchSxEyeMhzZrKcz+HEDNuFcX3gfxj7Nj2n3Yy4QDVxdFz3hugCoQdiQDH6qC+KYxOjQjGIqNmC0dvl3td4zmncAsP2gau49pS18zbLKgnwJ6dztITOsqHEKT1HYKAnYR69em58JPYeFDuPxfZj2PxEzC0RL9v1rTHP1yQQXTyhCfUR/FtC9wN549zl3GRJmWwW2QN3u2bO6C2P+W+vCkfRa1Q9NSrojEsedIZNoH36tZ7I+lTCFVF6kB/4ST+PvA19m+X9yIfsq/ATcpwIikpdzZSjdRz6XeyK9Y9QuRHjnj8TBz+L6XW0RBXaIWe53ltSXWkr5CgBjIknx+RElPYZGMPkGpz8JI5fle49194vKFw7GQsNsM2olkmh24suSbAHlQywLy7/SRw+Fadv4PSFVICtu6re5goqLJ+i/ufpawzxd/hUrr6bA2mxKtCrx1dx7VhgX8zfwGDxJ6/RvBDj+D2TV/+G0nK8jqmUEv9/T4xupycNcwR0b59YGaCF7oJ1kX+vggwg1ZiONoWCQ7tfwOY9uX1XLJ6WWEgbTJZTKKkxdo0OLOER0fkQ3Qxf4f5WhnOA+WOx80TuPcZwhVuP5HCXNDynWtVTFhNWw1NLz1pC5wVQbgTsvSUF3CSNBshK1bNYQMtq1ON9LNUQa3emexTCfueu2P70HXMPTdxPI0eOaRvj37AyDHoFCL3S3Ltt98SKn+gco9kGSwzXjpVGX2LH/SOqhpoppxf72+hIoMttzTsP6rOlbfXvzLXDMVFce0t8coXIEvGl4SdDtfVtKZD+SS0ZM4TbxieuUO5XYG3BUhiLETx4WXPe5cw897scyhMt7Vfh+M9XSMQ6aFZC/Yq4pUkxRtauUdSuFIdCu4Uo41kNkUHcfSB2H4nt+2LrfjbaIdUdK/h4tPHcnpYkmOUnJ6uPl46ZrfKDo8YfJaHBhVInpStKf6c98nwwQCS2/iEdkPdBMQrrd8RgDaUQ50F9XGZ8jqJXMbdY+rpUP9DF3KA10kwInjk/2Bkemt7shh/KH/vXbBv+rWPQ1xKt2Hywx6Wly7Hp0YbcfCAX/zeSrJxthQSf6AWL0lHyM5SrdUpTkYCT3LgNR89RwHXyStz4D8xfLz1UGZIlrczmNW82CVKFWIzm4TgOgQJvoJcXNaCTy/LGv9Gv5jFBtfXbgCrKA1Hb1+XD0jkNxgMYEhREDy4YS/rKlxhyHYPRv4C9r9FuNh8pjCdWbsnDH+URqm6Ko2ew8l4O2rqvkr2Q4iiy4Cgb/IFi2ZNXz5NX+dVvYLgpai1B2Y5S3hZxVT/8OHW++CtUSBbIxnwSfxtAfc23XFhzbRRaknSwjjbMe/fJxctDWDxED0z5uJoPbI3jOhHAwGQ+9BP4D4vm85acaakqx0abklzUKMqoabZwE7T/0u2HYvuenF6BzrxGfbWsz8Bjze8I6uNhG4Pxgt47zwFuGVFkCVkrhVJydCRVF/qXUF9AnWLaug9NPxQCxB/vlJfEPhgztMhCYcfNhw0wqA7+rC7HTJUNvfAzM4X3Gz1vltMNgCLwW1WVZj8xrGvMc64CP6aLf/MIzAxe3Pc/WZPFP0SDB1hlZ9Vk85gGALcEA2m7HKEDFUJVR0CCyQ34XWgaGYZwZjlO4o98szSfdNwFAYAlQ25++F6IPOLQ+FbJ64Xv26N63jcnBkMZ4PvLVBGeHj5tjbqasWYp30rzUL0cF+Wr4zLjW2XuC4+SUPloBTM/36TYovZno0kNj2jNQ3a+gYHbkbXKmXnrZGbJy5CiVusqN66ms85XoWKZWozdz65X2+lpFUT6KwYZ8o5d8up5ANt3YY9Murfvw3gP4U1Bep6ii5+LLr8Yw/PWn3JuCd46Dc1MZv5UA+q2J5lcTubYxCbqUTu1WuNQ/yaN2R7a+KFNvGIRNGz+SORLuZyQ94ghSU27pScJWhRsO+s2uJ7AaMhweih2ZG4BDfxQ3DePnrXL2BL1zm+5XQV3MVp1VVFDwqDUPg7YmRZaLM7q8/NnjbfSQTUz3YODrbTlX26vCE4PG/KF8F4t36tf+U/8T5oPvbc+rnO+Kp9TZDOuDTp+g44JMSjlMIWWvHVFMZ1b/UAeIc4RRy/kwb9R2RJ5PrVrjcvS5IipjhMBNf8WI8ctZA3OmxJwimrNScR+iL5kF8b75FcT4zog/FOYAUdnXORdqAyxAIFNDyiSO6ABlSp2TnQvze0+ylHPE+P1yevfQHdNzXm8ilp6VxUo1Svs41OxfILsuBhIrYEJJIEsprIzgeVDOHgKpxRFEB3MPIWrf1OQkiY21gu6tQ15Rw6s8lNDAc/FiPnWd0rplxOpKIYkK1XMZlDKqcJ8xaJE397P73VlWFhVRJMtVxkU8Nv4BM38tj6HrTuweCDzKcV67csmrLkuYSw6Hk4zkBsL//RDF+AZv8H7bRbovxUV1PQLtFuiBYwlyMxV/sUjqY7C3Sdi70zufCbHuxJjRU4lBk0ZlBI5FO7V+pYWsg321M7gNN4nl9CJA891B0WcAnU5DVh1MmgNi7EcruOtpRpcff+Lf5+IHYX64oIaDckazGY9b44T4xMf/vFfsXXJ6nYwGh4wCBGjvZihKBsr+i5hyrYZkDUzPgxdtfq0MlLktE7oCyPYtNvTKo4zh9hi41i03Ax9Fm2G9TwyhbzGm+1nJps0xsUFS37J9RUGc8GRmeTiLhc468cEMvqtChUiXTK2j5c0SOqOXR+c1VoKsQcuOvKKrdiseNWDpoPxmclK9a2G8XW5HF74Qqp+UkGjQXXTFLpWCDzxJ3yEAoHkwxLzt/22nYsVHivME8d5iOwRCf0UE9bRF5z36Z7vodj4XA42S+07Ah5otQ9dr/tujYxLzAAIsZN3EZPWZW+AQp/zpYF3E2Ru4FH3nloeNShNp7oXxMbHaN2nWNXth3L7nugtk+6T9pvKW+LFuuZMBv1XcVdz86K7QHK/eWIgtD1Vs9BcUN02GVgCOkF3WVQcKa1+FTzaqm05WEhKU7l+Zc2+5M0387kmKSemcwBe+W8ZXdpFa45QLq4aKsI5A3qhEbioUzkJsWQYS5WKAc6KtQ9Rp/HkNRy/gsMfxXQfOTxUTu6hd1m3XgckuJCgqSgMbrlGjkvz4NGuuP49nLykwAwv8/VPcOrmgwKtZHuVmJHuoRC14mJBgApDGG7A/ldw+lp1BKWXV74Uc6towYhyvPeEApMoCUR3nbBySkahBE7QWUVPcbEFxYrAEH+HP2P09ltvxOl/0cjw+rdyuAmdIem6V30umIrtAAAgAElEQVSXLilShGa+hK38xJR6cYDKL7YheKJ6J6efyYA3G73PoDjqg09tIJrPK2wA6x8h6lPwYONzsXiID0vYMzRARQMwfIAXk/gFXoXQnSit3XjAky79s0sY4sXBwnWxe49Q0EOxfYZePXGSTCrB5rgypRvXqC+IzVqkjhwRPLyX0oUIhqyL9Z7rIVZv57PBhlz/mCzVSc6pgN/uw3cs9tFODStsP7Q4VEmx2tg93Ti6mCp8JBlqgPcwgvpm49HTmhErMAVNOceeQY1294nedXIEDLukc2oMdn8QydNaV5IHyDSkypbpQ25r4PxyzNEUJgwLTnILw/uoT3iNiU8AExS1ThVpl9xCUk5mZdXSM50GMRRrupCEi5jJ1qA+j9quPV7bfAitu0o8kjq1HP7enxjhLa7plFFgVuGETF94tXYnTFJ2CxVtbHSsj/GEimEdrQCmODDFNcL8VdzuMWjPA7H1AEaXM8pWKYV2neYlBcCsiWxcBmWt1xwp/fJqyWQ0f7xwa/RbP9Q2q2hbBVJx232YuyDW/qh9oMHO52LjE9FfI43QMpxDe08jS94E6p15tB4s5qE7LzrkhwC12srYjKn9DY2dtOThLcs/Rs9GPC6ciwxr/sxWcqk3m9hNh9NIU79kfuRD+3mLKmYwmaDIg1ImsGRQlp+/SUM06su1znYfih5KLdZuS0REr8Txa7j5Hzm9SvZv87nO0Mb0O+Ksuo8ZR4FAm+trkR5Mr8gb3yHiOn6OVnYbH+v40ciYaixRBiEcld8CRnpABNu7AHtfKWiX6Q+v/AmVDAsyRlLADx8+w/CACtct/UZ9iE5NgUZEOypEiDgUS6cI/BQAVunWy/zkjdz/Bvrr2DUYGnqJA5sC5wWBKZk9aWGioC8E8yLGe6mqpHZ77DQq/T3ikJHXkP4a2jNvfq6GUqx/CIsnFQQyvxqbYiVG+sTBFRbnODK9VszDZs68xtBDBxSVeBVL60xx/swr4Pc4xy39IcK/6WVavJXcrMrf2p443vNB2lshxhiadZIWzE4o+iLKZpH+/VVUxt79EqM67T0wUB+XapbFYUkj/zInXJC3M9jQMDvecoI6Bxh7S53If8xw/oV/150VvcatMNc2s48JnN/ALcQHJ6F2hphybyBicyAh8R5BDe7wrWjeRnxXwqynlkiDvs5XYRJFqOEOpRy4vQ7djHBkzCJzIzzhqZ1h1GcOkyRILLhXiaNg9s7gKWcoJFx4NtPitTNnNVTwgUqwRh57xOTkzs7GbXQRaszGHHNXAzwEwlnXrRgvUlFWR9r8Pux+obBftvsEtj7PRtsgtKvAUbyuFpmzNLI5maNbSktP7UKy85VjF9hcgUXOI1KRRYVPOafRRaGWUg8lfhnej57B1hmsf5z1V0oTStnz2uZtNZzSBL2t5YR0TZPrIAfzKDNB1mSU5f1MxlCfq3kRv9dozQB2g6OD7sp4Hdl78sQ2BLBRkamz4TtQhAVpxazgzfod/LDO1rhISa6iak9GqaVtuqcFIX9EgCOJYq6u4svh6AWF8nuFAdznrxKTR/HxHB2/3McGvjUjU3UFAlll134J5wry8jK+Kg6+EydvyNDupVj7UM5NoYqWLrUcG+ODI5WwyyhCx1jSqMm8/zVi1+MX8vQXceVr2V0ScyRvWX4vP3yKiqwKT956Lld+Q2ZXmnfvUTDxLqGRvlw5FUc/i6PXmhry5Lm8hqqepWofmmPV6rLY/cxDfQF9yAhSSkB9ebIlXhQWRlRGI8WGivJyNuAhR7TTx5DlanQU8Fv7EB0Xb3wo1++IpZtSo6ailh0xWKgFqxTW78qvSTuCisDI2vbPQX3RAnXOoYag+fxBjuqOD7X4C91cF3X4PsK6nqCPbXP9bxZoQFxYl9nlpNCkjdq27LQ08JvHyTlYlRufoqAP7dUfvcNuxM6263EbTDaQxlvzYAhp5visTJxn8ll8+7K5LvycrOc52ItWdbiEKpJa6zKXtoRHBsppQ4bOcdvwbRFY6w569IyX3ihbrA/f95iXyCg65SeSc7PQyhjZ5egP/dDSfss91MdlC7Y/SMaWuWFYDQUJFQIt4X99sPpWWE56KTB89bq2RXaeFnFo3QX3nHo0ey6LWQ7T7KKPIG3PPZRJQ+PKWo0MJMSrb5oUezSHdkGZWqRTdO6CJg33s92zbOuuGO1VztY5SsagUcJAxwkSKNbE+aUrLLu0rN4ZmhXta0AE6mL66APmfhkeurb3yyl62NxytnZb+0QVu4+z9U9F/2Kl5+lXN7BMW9kzC//tNQH69GxHacYUhX6d+YyYsGqS95iZ4/Qr+a7Bzew3LzxAdfIUsAfBXSh8uIfnDzsuVUWGkiQDyShlFbJywEz4w6FIkHTV5ccRY+RbE/UxcNEqvJfJcYZaZxSKE/+OSri19lF2gg5R5MkrcfNfMN3HdZEbfjuKEuR4sGQGgMonSUFHENf1JTVSTPfh+nfi9LVAK7uXAlU9l6TUvli0+LFfqkNXbjbRyadaI4OL4vKfKS4FOmVRwA96lwgWDsTKLXxOvjrl4U+w8h5RZkR+btCAkLANab0u35InTxH1oVfPV1IVdeUvMFjLyjDogzoIgefmpFF89YVg7vO4YK0U5wbzcyDTzjOLpDEzhthocAT1ee5AikmGSG9SARv0kio6OvM8SvzW3keJ36UPxfptmL8OCjOUoAJL09CokoxFMR6HVWpgw0IXFjuFQQ4vQgRSGHZBYwn8SlNPjJK6eCC27sIuRTXYeiAme+g1Nze+lRbCLAsPdTyM+nxI5vfC/ZCXcGLtde+iDRgZAFLrSKPfGrwT2fhIokubB+8056gIb9zOUeHdyCYdD+x5wB88zI1j6klWpoEJCNvPHlMi5PIKA+dEdESd1ud+sb6mXyR/4G1MJBhlpoPUY1k9r8YQtV3BWvVJbdmfNQ7cQmSJtdZtUsPpcsNkNz5Gq8Ag2nWZw+rQpJcF2KOgYKRSF6xgTJstnD+yEbL4c8CZQi536FIvwufFJlu8PT54jvTUx/9+L5Lp0+J0NzLrwmxrXVGgheFXrYnd+sK3Hk4LrX9FJTsS6Pwjk2qiKvQyRlkuakZ1UGFs8RCjFaE995ncvi/GWwXImKKve6HGN8PqSz3NmANi0E4iGa29eshPA2nW5Y27SzoLSukfaBQEGjb3yqAOooOyi6Ir5hZh81MF+Sji0xko4De3ggEYHPmhGb2mOjtCI65NK/UPCnjQJX2qqZhD7Ee372PK2bO6Ge+++3zAVw0GJZ2dgS9/YA2NU3XbaJ7jEta9yZUaddgQzsB4JtxyAZ6DxFhgZiIuDc/sJ2E4F4ZShVtsIzTLDfjHtkp7rZRdiqOA0wBnSAfVHaWCPWsfYSyHkxdw8kYcP6U4fv2qkAhm8KhnPAli48L0XqPjMQ50zMlcoIwRvXoe/wzoVPMNWvqtfVB5uawi6WkN3rz0kEe9G6LoUnGi+38W771B4Hfrv3L/azG3Ss5dEPjJ02eAwO+1uPUGlm4h/6rq6gzLOQATrEJtegs3SWBIrm4U8rz1Wl7/Lif72IzwHsbKq8R9NVjisJP9yoVklhOXzMvmP3HLLxrnn8xX2tlmQAHVyl8EqivKQqrYgPVDjaYqmVhRy+7GVasmotRvRHigEDv0L4q122L9Dip8rr1fjNbRTSsWoisNALyCf55pLBdGg1bD+OdBRJRFoGbhiyVJ1xEn3lQWE5kP5cIJ7J5lGMf8DHYedIYXVYa8M9V3f6GeNpX6bY53s+pLNtMnbcDSIQs0v4cUtWJSaZJPUfDevYgB63dtWV+zz9pbcPDoipzibQyQX6yx19enqalMElbVk1YhOjPP/bdy0iYDEfiWQ30JR7JVRRs7GyMOV3t6UUx/PYw969jZHyI6Ej2vKBtyJKI+ltuIdpORufkz1udIPNBrDJw18WKsMKdFlrGsqtOS86KF8JM2AYs5mT3EG21w5DLeponWcI60ga/C0Iz1ByV+g9M6Sdj16JOrtYXcBGhpgPQy258HoZSTxzEIjNSI7JHm1fo5hgJT59wB6rSocw71FT8X423DXWSfNwr1qzBRva8GwuZ37j4SSJT6NnkjtTZtEdBxcD8cahU7dJjRvSAxgPsj2Hks9u7Dxqd4L14HcAeSyUhXklz32qi9J0QZZgMo1FjeXYTpdbF0BL0L5fmtw5rj5e6oEQlqKa4vSQ6hMmctx09tHyI6BfrnIzcioUux9sFlx67G0iFYxWGYJEjmwK1EDc9AasBSifQM0BiSBLZIF/slkMsrxIKSBx3tYym/9Ee48U/COa8QaN38TkyvUR5i4iX5U8Hof3ZFHMxrR30RZVRFKC1Sm1yFG/9Gv5rHCERh/bboLNJ1SY36KigrCYrIMYkKu+jc5cpX4hSDQEjVl8tfZN1LQkv8LrwHh88wGjuC2+ew/G6mtSKlVhlFIYZaXKi9tnwLDn8Qp7+goukpCv3g6jdiuKFAMoWdwBYq4NdgofIHL2FjwJuN4ohELq7LWCRpO/xMEeWlZmtSiQ2C+MdHTSbEakzvxkZRIzFYF6u/w1iRlz5QCSb7JCEcZqXsqP6khMQujDHgUBbCZoZupGOJx4Oiwviwwk5ZJJtRL98G/XvhZrZ1H112kSIMjK9osFSipiYcQvNv5jfSawb/NtDfWJkzoUpMQXFiNVsm+eBCtvbxOyKB4Uh6dY5TOZJT+qgvAS3UJhyeb32+nTZctCCcAyREWHjlwxj7aMxMjTX3LEygD8taVQ1rP1DjKLcuh2UxU8o3+8vw0yGiJXXcICOH+aX73JCqhXMamf0SUruckmpqRICfl7N9BOOrIHHh8LPRXghc4SEBfmzCcGAgeIvhD5z5Nk60dtY2NgqtQokad4E/piyYbFLQpjepDecDqPgVudFDR3+kWKUYLwUw9p6gvuLufbn1CAO458OSIRO19Ckyr+xGOqjGQSDmpJLe2mxbYqEN2aQPPxtDs91+YqHQ4KhpkQV5L+wuio3bYvcs33sgFOk27ojuiiGy61f+V9xazCc6BpqAOSR71oXxXn7jW5TbHL8Sh/8W6EShnxfj8mY613xzvwp97ljQecQJCeUYErG6qeFvLTUBzqOmsSKyUJns0RkaprqiBlNZAisXVjG6l8PmVYrELyVxAkAL8uWWYI0X9xWlqVuslqazGvVpR00D1HjcPUMmFW3qXqFyowI8N79HZUuS7aDflFwbBDqINAUDl60y4V8MAyMGwxDqil3OD3+hMHovxK1XYu0jYv11LIo+mcvSNMa7J1S/VP/mgPHcobcgrvyZxHqk6qkAW/+iLIbQGcHSKULBY4rjd/iMVD3RqSmpT2PwTB1THj0Vzd+E46cSUd8boskbee0foruaFeNCBKVzDOIqAvjNRH3SiHdfBHI6JRSVLK75nQD/SmiqbRS5qHHFyAVXpiipaFCfizQiQir9A+MrXhIXEfKJ1ffFxffRZ2yJ0yYVfhhV5Yx4AFa1ikV9SQ45Wfkhh3xYKMUXaPVddWRBTA/UUUiXoY/l1gMx2hadIaC257gMVlFjP84kz29wEOiGW5uFkHlADzZzsrV0XIcupFFDaedYDC64qE+rsQmPjWMcdqUzVSk8dJQrjdl6tRz2zdW4cwAHNabSmBL33E1pYTjF2uZHTYhwt9LuRSLxvWwx9jfGFLaxpBzrllSLzfEw8CBeQsABelxoyQxHw/UmmG9V9G9ReZX2RGIwzywIOYSCoojIuT4I3TKERp+XqzepVwUM4Ehq1Dib7Nqf3h4mCTWebaopSWsZWbe1A95AzuupK+/iR4FtQ9RkMUgrzZrPaS4wh16uniyewM6DfOdMKN5x664YblfOPId+q1ik3UgdQ1tB9GEGhrud2XdOc3AhogCSWJQFM/w2q3nbydBUb5yjlt2y2PhIbJ8JUgpCf3e9iyB9vYYIKTRKJO3Q7gJc/Tuc/kK2SW8I+P0shlvYKTmuUN9oFv8oM0SS8BppzWFLHBo/cbxsFryP1RjeDGWjz2nCpxrsMZDJA3LwNqiP93TSt3QyDR1OU+SY+RJIH+O1N8BBAn3821lAIfPuPUBl4welxO/4JaKjg59Q4qdN7/RlQbxGlibFoEZ9gQ/tVskeRdIbo0eQ8WW4oYDoc/Kt8gqdgswtVHxnif2yvFLRVLBNUAxAxdoNVsWVr8TxL9SXF2LvK+heUHkwjt/yLXnwc+mv5fSVWHmvNKzqjAnv6dKmarHAyhE6dzl+k2E8CYUV3+RXv82GW4S1NGQizFaUoM4S/bGiNlOXcmYRnIv66kp5XdDcgYK1kDCIXvi45xXqaCBfK6CqMQw5/CREQY5SFWH7FwElfv9XXPwfWP0fMblKcjacA5X1YG0vF4Q3ESBnoJcoAiwmMdTnAK14f22MhJoUHTITXbyGpn0798jTyUOYUDiHDmm9YvwPF2Pb7ZnE2paIUR2hK6tT6j1JlRBaQsvS+POd0FbusnEywTCj5VxxS2Mvy7PyBApxwPaZ3XoUhbrjlyCD2XSDEyo6r0+IFuo5VQ/4FjrdZFFfSOiUzr354xJqajTNhvqkDX2dC4g0fO4FOfDIFe0df0HA0r8SCwO0TCoDH9pX6W218ANkc9IRxivzXKU7hG3WIDcWzAVK6xC04XNnq7Gxq6HvbfKjPki2Byi+TPyGub22hyPetcj1Ab9tcjsbL+oMkI6/CHNrIUGfqPSsEBXMKc4pnx4i5FOM484TVFlEiZ8Gfr6ydzggZ5IWcTOxGWlwmaElvqK/z9dFzYT6zNtMXqDqoBH1V4yk1ttE5xBdPPvnFjG21Z7CzI8V9cTmbTG4gFHvDYeoaopmdWgHZxpjUWOVH80CJzfy4+fi5BlKM9Alxi/w7issPKd48RSDu2QB4xL4mRJ7LtTPm522V9PKfNVO7fpkT+cTzPIxQDmHTwxMwmMkLsC6g83C6M6TzqXAwkC2kDuZAAZL9OcxIp3Jqdi8I3bvYqgxcscH1/6BgjIybJM3vxfz+2rm5DLQ4HiPmk4Nqza3Yh7Cb9rPiuJcp1fEwfcYhP3oBcro1lHil+NC0FBnkGmFz5LgfVJbHcliAN0lcfmr7OSNoDh++Y2/i/46iQoniPTQVcwvGJP96GdYPiU69CtkWwYfR8+3S8fi8EcM4nesynmRH7+Eq3/N+2tYjqzkbDX0qqIaeDBsZD4JgrQIxqsSeK8yFvg14HDkIhwfBiSYgcUUGgPYI6ugV1ZGayBQhE531sSFP8jVPyLqUwhwqhUgJ5VXT50ziPpiCoqFJ7OK46Va8DVj1D67NFtYp69ICoqSOn8Tdh6B2tV3H8D2vXx0mSbJxDDsHFkFsk312jyDEHKmt45+rD9tXNRXDxMZc3bGDepjZV/u/XfbVs6d60HAxpxkzb1jWkXOFTL0vKJa2smI0epjzz0XB8556QsHMoeraL3s1PaHbTyxX8UMB6rX8RbgF2OmeyGk7ZDRh/SZx86Ge5Em2mob2ZkTgwm9/noVxaqzmaQgrwk8tAivDq4loVtzoicHblkDoWAXqpZEvT545VhgsnKqkTADPVPeuljOzxNDtJluMYy60mluNc/ub0gObFl4cqiPH3qH5w6gx+AAiUq3irav0lRMMSXo3OVBKe7bfihGWxRPmQFRzqHgPgx0hNkAI5jB7yMrSIyjDvcsiNYehtN1AjRMHdreOLuk9rMkNj9BLbude9nuFyh+QZO8gRMHhR9fFAyOADeWOdS2PSGv98evQKG+05fi9L9i8zNQ8EbhRtBCWuJNWfOH0Fz1Ii0xdDMKDN1nxfarxH+tV656RcNdNKqSfVOeZsvWPOEVh1hCLlIiIizfLDBu14dVmJjNh3bp6qNxcZP5rw58p2bOhd+InbMcfTI9gsuPcf1e/xdeGRy/oAgKzzAcGc6ZCjxXKM4MDxiDoF6ywtA5ABX6ZQh1HSFG4avJZQX84Ba69IRb/xUbt6GzREiPth1J3DOF4KN6x1QpYb+5FQX80G8nroLnYv+v0L2gNisJQ7Lc+yk/foXdPH0NK78pI9eTP0/0bYg3MnjnAovH8uBHXEe3fiEbv/8VN74Rg42sGGdN9z1VSSMZupRj/rmObudrXRZ+aVYJgQwMGAsx/aXCZKWmyImMKkjgqVkGUYHOrN9KstCTBHVkhe56W3LlPbH6f8Xq71HJdnIV/QxD3akgqItXDTmDxKpkS8/aNRjrjjh+X+KYaoTSPFLiEDoa5OIhbN0DCtKDLrvGuxn6L50YcteRW36rTLXKmfEmlz4FgvjNJab3IzzK1VQskTMKbN/xdmGXa2+OHBmQMtWHdJSFZY8W/y0lw+uahysMOFpiCetKMlJ12CSJ4Q9CbEFFBJ+Tnum8jFHAwZaynxQR2CyHskHlGCMFCBkavK6gNXYvLpkBCs4Q+0nkPjiGClzet4UyPv6MvY0OWQvNZ/rWmW8R95LxpuJsDEDT0DT24DfzXNj/epJ5l5UM3RR4uJcbQa9t9itGNbd1XKRdWit/D4OUIYj1Dn0GeFPCqtoLa8ZiGHdieLsBRH3kuF3olfVK7X62q1k0lBOqo3fxSO7cz3bQlh0278LostDhCsqmdnUMd1tv0FONNoEEJ073v22Ze8a//N1ZGPtFVrpw9reUT4R2WliSEbTdo37SXUQX5zv3YOcxbJ8hCOxeLO36UNKi/eJwkTOR9+2iKE92xWBF3vwRjsmoCVnV16jnuf819FYrnxzET2sP/ugGZuS79LRwePUkcqnaYK3QWJjfxn17Rh96p2pz9WNP7yg2a0EpA0flMugY07evs94mQUr+ed2SJgJEW2k26nPlaUUF88ykXbkoog1WYe0juXsGijfd+5PcfSD2nsD1fwGpeiLUufmdWLgOtQMVDdVQPua1mel1CPWF0KkZE28ktSMWBH7/IfH1S4y6vvEJNWCEER3khCAfBZ3TblFkKc0GBVMHG3N7T6RCd7feoG+Yq1+J/ppiUguV4cJvANeIekUSPx3OQU5wJXbGAqZUyLwspmLlWBxp4TllPn4h9/+eDdczFC2OoGPE5cuHRnQ+G5h5CM1AfbUxGz0pxgaE46BgYQIkBwSGUF9MnJWZkM/ycRJg+gsv2cCsQWgsMpEUZmNZAb/fwfLvQA3E+DK9Ja8npd6jlsJV/U2EamEFSB7nRPBVDFNFGqPHa6hVWzHb4mFOkA8V+Lc/F9NdUgGdltcTnWkFokYVWpuY5YNvQml3KtVfS1h46FwBtBOZgX84VRq7Pvv8a/Q02LtenpWUzCHEHz+R09o9qgd+8zLvzNMJuBM98zsYZRd4VsN4ztywuo1xD0sfEPq35mzzMrAkga7EzCOvw8TERCvc50ztbH6L1YsNsdMwHyqz9GErjdwp1AWGgHeI0WlDqgEkkwIdE1pr/Mvg8yzcnUAaBH7zbWYLqVdQvMYQQxlsG7damfZoedRMJRsZvEhiQTjBjoI/92JXMwGaNIXEMacFqqMXK3ZT+c0nAdlWDSMJEgykQnSiDwtHYu9RtveYbNnvivEe/J85UYZjHmBEXdkJkYtrcBz1MVOi+h2+j4t/GMnvg3A+cbdRfDnE3WJcB8LPvUvIGWw/QG1PRbqtO7JYIVRGEf/ygApupReX4836nFj9g7j1v+LoJRr1nf6SH5N13+UvyYFnH518Fr2SUUagSGpy4fkQmbrONEgaHXsogfUl4xbeMxpm3UY1Cva2Dqft/ZIFbDGjuBafKJHnZo0s6psx5ENmFsK4lqnFbgZq8sFeSOJXupIfoM624j4V5710grFYdh+hgAIlfv+E0zdwC6FRfuM7DOegFi90Qc/GdvFjUHfRCgbYouVIaoHFFCaX4YBCyb/7Bo5elcCvGEj0MkqxH8halSA6+SiCEQYEV5Ncwbz9P+eniPrwKuTaX2X3ouhMUIl0+ZaCczlKAn9RYBJWfktcb1/KQa4BFfp6oQYvnojjn5EaCgnf+n/k8QtVDronKfDiBmp8wgCzmBiwAW9FAwXNf4NuV8oPJz7v3o6L+OcTV4czEe+F6w370qSAcv1VuPA7sfqeXPk9LJ/AZA+L6phyxVFTY7gKt7UchskMjFSCMYN0s3ltmaXXOiS9nF6FnbN85wHGcN95BMPL1LVJFdyi6mxnbPzbLvSL6bJGP9TDnTRb4lPIqmL0jrA4FUusF2PlWY6Z47xDICpyZVvyAT4DIa0GMMeYjXN8ps1qeYB7YN5Km6ep/62zhRgR7kbWiOlkiVBMVJk51PM6iPnJeoRhTI0ag0jV4HUyv8v+lS1HeWvEK4KYxHd7Z2cOsdQcBzzwG8mQSLqFsFW4rKG0O0LE4eetdGt3G+wxmvwaYSe2Q+QKXVvlSLcLmV1CsFKvhcF1bZCiRmJ1S+otgl1BZrP5eqN4oK4RjK/MBdvOrfr3Lza0iG1ogRXn7CdxxtqffsEN0N5JWiZJAkBqIW8zPUZonwbkCEHM4Yk+f4juSXYfKfgHmwr4bSE3hkUNS7+RTPkOUkq72uBGqvqd3Ck/cwhtsvFazTIDK5HPXCVUziQ+FeV13Quw/oHYeQLbD2H3gdj4VAwuIauNtO2VWm1uj0hgWGBARSkJV8/vw8Zt2Lwj9r8hhxZvUNtz70/QXQatC1dqxHWJiU/1NtTMukQQHpqc8bGza3RQn0W3+ri0cVHmwSfCD2E5W2Elx4Iu4nySxYdshDqmUkdAZ/qJCUMpr8YGzoEv5bOQFde8oou4Jdd4qafF8uh5AvW0z2Dvsbj2T3HyEo7fIC668Z2c3qDbh5HU4VtcgGf89gFnmqtJ1z6tdCGD0flgQgHcj7WX0Vew/klWxvuuJIT5qLTp1Z/gghphHwfraiGgAPz4NWK/y1/I3po23oPl9xTwI6HfG3Hws1h5DymQU/x6LGSkfb2gQezyLTh6Ko5/wcgWt17AyS/51b8JdO4ytgHesITiIbznA0KKbRDU7Wy8Po4i0bRbmPvCe5LO3McfRvQ8o5+rjSjrrWYKeNsMOkMAACAASURBVK+o9C4svytGu6jq2cAqXnQZRD5RnFOhvlqa2oRqyEINNvUtC0P4GQZ+mdvmEsPD4gGK+3YeZDtn2fZ9XGJlzmGj1FqMK7VPg1atBC+iLT/H4EYEvLEnCvUZ/GKlMNZzDQlaz2Npbe5UWi0tHFjeWRyoU0s5qhrBdAltsHGJWEJoDlX2XTVRA7NVhVTsrMfNm7WYd5xA/7JsgfWV647C6LjoZbU/w8DhClawwVr3zDaLYplI50gue9142c5qLCENKyOP0cnsZtd5gnjJ6SnYI85NnjJQmI/AnU8YfdqB+9Zop0H/QUlz0wuR9BRZwe6FOfegyu9NQlHLo8q5bVdtU9WhWz2drOflV4YjBK+dzRIwvVkYrbU8W5R996ZZM2qNPp4f3NxpW2aQAiyC11U0i90YUM48z141ToOF1ymuPU1yYZU9dtacsReaUUV9d9PU3kwqZ1FQzAZ3czAWWuZcDHnDYQYwYIhMBTbDUc1hYT5xSGpva8Y0tqqoG48fih6UfBLiOsWd5AvX5fZD5B13Hxfqx3gHRXzaFgg6btU2/VkROlSVutq5niEA2G8t3GLecXDDYc03cw4Y250zzezZUhdlNMzeKoWxG5NuZ48iTXeF9mChPuwu5hufwt4XGTrYeCg37ojeMkpTsZyOsRfV4zsEmEO3n0WPgqoNaWVNZNbNuyvi5j/JrumVuPVfuPylqktq1Tg08CMpWTM5B40iTEUEqG/HzLnnLSV7NAfOgDK7cdV+h57mSa0rBX+S1LU07H6TwAR4lTTM9ZOZO5EMPLeZhVGUkU17c8nKikysOGxCLIQEjCW6G2jFSFWUTgz4pN/lq8Z/jONdptKTdCLFBWGV3SqKpk0HGZ01xSgjvUTQzlFGO2L3HvKpu2fyxr/EyRtx66U4epUd/IhePTs6bueoQnrDSrplKDoWns8SE/U5tny+HLKOTAAl5BO5AnhDOd3Pj56V0EsBv82PqSUDbHyHvi2F2CPo6LmtxSno30Vc/TOa8B2/ym/9ku1/gyFSOmM0xFr5DXk/ekWh/F7rcA6imKImnhxKHX1B0Ucq3v1GfvwMPbso5HmMYSHQSYxam7JuvBbN6WsIQ3uz0VQc1S5AM+0zpmS1XREfVF9VnloMRceiMutynT3WGM8wSKMfdVQDqNFLPi5DuQQ1AK0PLVxEX0FZ48QovDEhg9Lcy8RO1VdqT0DKL+Bk6y7BhXdxCJZPFa6mIAca/JSKjuAomhrGh9D01zTqM7CQTQQjTSz9Vcd+r9AFNpqWbkwI61sPBDaZJ+Q9aJrNoT4nLBzKy2fksusBGb1vY/jHcsQNddbcKdbF7a7LHDPSYDHJKtElFHYfc7udRrPBq8JAuRO310YbKhKVz9+pt+zMPBXAPBSdA4M5g9kzw2XUPAbOP4NdQBW4NTf/taALc1PrnuLC/9ZjDviTkmtb5nTWQy+ZnWqOzel7WZSBxyyOx26byctmfpOMvjtjxzXGeivsbCxxDOaSKap000/dZLhbsxD9rXDnjDtMzT1CYHRKkO8PASfPjPfUm9JOOWwDzDlpP7cE5sy0r/4Fdk4a1M6k252qJS2qcf704P5lHC24FG6Gw/mcUQpw+mKX1mL0G5mlDPXscQefRNZEaqnRH5pgO63NitGJNXcGf9rwe2CYJvaUaESvVuGeoNvfdfF5XsUyRVzXRWYLIcqUtMWewM5DBfyyrXsw3sugm+X2BRy3DJvt17xXAmZFmMvZb7mz2M3tMUD2hho+Gd1tc8aUGXXZcwMFC5B3NVgF7ZBzblFsfoS6djtPYPdPYvMTVCcDi3TNnqmf/x/FIHbRz6fsS/QBo9DdGFHT4JK48hfQHguP32S7jxSfmsmeRP5e+8PoOcPq/HbmgLuOjLPbehjf86Pbb/ChWaMr9Sofsr4uHR+Y/g9DTsXkqV2tuMHHDdmg/jerRYWVSR79229EiI7j0MKowjEOtMMbeOaFlnDME/FZks+yPa74sUswqbwAgib0+QhUml4W2w/Q0m/nibj5T/SiiaHP34ibP2CIbRQ+j6qOsH4pK1xXjJy3/r8O8LM8XkrSn4QxmQ3ToI/3AW383pCL2lfZ+m3oLEpkDzREHGpzu9KDCGIMDQn6oreKsfso+J649Rr2v8p6qxigT3X/wrvZycvs5LVKaLa3/FuhC6nhVkk3lPiJ46fo1ZPi+MHJL2L/bxjAPR+XfmVyE/0yKWskeN7DBMMqy52m63fRAAO2QIYPUx554tXoa0syxdrlZIVXew3PZKmeimLV7gWxeJAtn2SLJ2LxOBttIuTG/CaJ0prNC74mrVRNTJwRnaUpmpk/EHr1S59JOL0nsHAEW/cQ+O1RKL/RZe3cpUT45RSyBYZ2d2KB9VwZYNAgMERD1lDQK4HxDUMVjfx4fUEWxOUzvOPW52DiT3hON1K+c+CZB5vhHYQ5oowrYW1v4LEIBuPrVG2zL2DcelK9NsfMoUeW+8m8ehvUB1XJjsuTwIW3ddLLpo8+zW0mpudl67HF8rfs1SuPMerzYaPsawWXHfF7xHGNwqAY2IU7U8Ks0ZvYrEId595AurMuMrftyVzKnFsmuUeQGNEcSBPmtLJ4meHELRx+mJhJFZiZTve9ohicFml8s8p8kAN9UyzGDo05VZgMkm8zO9z+gHL/upDYn/buE/vGx2xGLWXV1DYKsdBFMzfsKa1fYcCAQkunUfgACnKgqhUK9LL5A3RftvdQqENu+16mgJ+YwwtOro98+wP3XK2z0aW2uR4ttMz4EDYWiDuaZjZ/Zjq/3cycMBOaDJqGXXrYhe5StvYxmYI8EDvaq+dFBecy6VaKGE9qRc0e6dBWQn6pMLYanT5yt9f+mp38b4as6uti53E2t5JBoaeT6XaoKrNXzzRnAhvJCb/hqQ+EiOATzVPjZwe0WowsgGm0OkOoj9WTrHy99DPDMlDLahyA5+NG5rchMKyFeCbqCzXJdxhjQrUsH3iAqsaoBnayQoczoNcDk6QPWXUW51UJAnsZOdnPRvti53PYfiyuPEYbv5P/Es55LW78kE33tVSzIiCL6+oujCzVzSKA+qrkxjnQQ6/GSE5Vq3K1ycxfgcMfBYK0/2anz8WlD3WcNBSeKASFwRv6JC6jWHAVeJMqz9yK2P9KuzhCL0dX/ywGG6IzzfNptvIeuq7BMA9v4OiZwoF5TmgTaaKY2gkWCySqUnva8XOJUeB/wTaoNbX/N9ldKIFK3rhyMfU2zR+Z8YoUDkcNo2+JjKIBtTnUlzm8O4sDI6gpAHXM0mKor5Y42W/dwA8Ej/FmAUeNME//QrZwlK28Cws3YelIDtYJ+I2glPt58SdY7cdaCpoYaq8dFLlDwDin8btvNiafJ3l16dkFOvNi6VBcfpLvPBJ7j8X2XTnayDoLUAW30BrLNlVnMMDLzKpNGaAzCm7LA1X4ParzF24etU6tyA0cw9SzOTM2DmzPLyR8GDBHfpC9MyptQl0nfB5iLCJHnc+QOd+WbFPUt0ScEYw+HGReS5g+Ou5V2ZJNnlg257Qr64iaS5k1to6mywR4GIzhsViUbjdPNx7Mh1yXM6+u+nOzmz6vwwAATlhkMaNN1QOnWMHV1TI3AvIf9zqfH1ZnIFzBJjNYoufk8St1ppBBq4bXtCZhSOTrCf/NPA776H3rCXyc5oXngzMcwefN3YoxEI43YO+ewp/8WaPhyTDK/L/+gqrRhbSqcxag5U7Dk4B5/fUmIQd3MaGviH4Oc6ovcuFIbD+Evceor7j9AAbbQgsWcl3UUNgXQyYENRsQ2UWDRDBXnPS6rxtfmTE7wxTacELUNkfW3z0c4O3PH3ONg6azwmy9i7B+O9s9E7tPMJTf1h2S+KFKZyZ7WUAm6QwfvlWcU/9Sdu1v2cnrHH1avMEoUr1lrU5Jm2GPDothJkjlzzQdrBTFnY5zU7c5FJxt2SIv19p4+5vnNpipdCBtzcyiwWA+WmNFfCXq814xeK/GclF4mTW1D+vGmJ+LurVsC4sGR5nR2LJSl9JAVkWFA0OBB0NSSg6vGg1ThY+kwlfTKyia2H2S7T2W1/6FOpAKMt36rzj4QUyvkUGgZlgJMcKEabYpgSya9jM2fkUDAjMDDTpSRK1JjvLG698hfruFjmqz9Q+hg7hLCwYrLUrSp5VT3Sn0p68+76+JK19mJ9rJ7Wtx5U9i7pLqQq7m//K72eHPuVodt1CjVa78nrRGRxVfO1V/pQ5Fs/xbcfSTePcNSQ5fg/rk2ncwXCdWWOttDip7PN3scWO2Z4hoSn08RpuuATDCAHUupPFDC1Sf1/ntAj3BlM/TW6z8WMt2XDBZGsgFcVTQ478tWcokwd0OgcDuBbl4QP6EboilIzHYqsRKnHVfpeyaOVDHpp7T8rrB4CEilwJ2Z6vEUzuzB4jtb1UUKVEvHKCrpF2M3q7+wnSPZsUUsLX9qlW8X1YHfvPNsOvNvEZmfN8Z40CTthkXK8Ls9TvGpm+f6E1iWeH62pVzUV19GGBAGbudyJMs0DCWtQ095HkC+wnPK/t8GPd5vASDGryffb+FxhPX6UsW+DBA55iVFMNzAwNaorU4Te2FSGEW4tuSpQyi94qJKGA2xvwcAiypOXbm9E6cBnHKRDoVuMVg4WL7rQrYTB6/oEzUJ/umsDfCpscXBUP2cEsyr2R7HvaMt95i8TTT+EkibamjLe1ne1HzvrGB8ztVKmNbhkyZ10euKMvQlAHwRk57JSZoGlvksrl/DzbrMjOJN/TlZZZi4BaOYedhtvsYJVfbn2ejK6RIRrWX0d6t4WNjjUb2WC55x4Rz5eGt3Pq5+a+zbfI7mz/cpeDOesIOol9yBiNaRxRcQQxEdzm79KHiU0lkepZvfqygoC6fMg+zoucUYk5sPXtB63vPLWf7X6M0QyXFLu99AZ15dOmJqp59HDKJKD0TI42Eq6KaDT9jOxuYS+U4epcd9VQPjaMzapaRggdprMh4jV1co+KY2WCMD+FQ2AVyKM5FfWFV0lpRU6M+C3152ptsk0w5HhPd24jQbQAnrzEFV74pF20eDi1wqxFLieUGMNoRO/ez3QfZ3hfZzX9nt14TZPoFbn4n5i9jyBYMc0fhIg2w6hry+f8GUkZanaxgsPzRmac2j8Tkijj4OTv5JTt+nR2/EGu3RWdS95d8exLMQ9sqQhcSrfuQ3+2to0tbNM97iZZ+V7+BwbrEusZy+bdAUd3Fe2/E4U9w4XdSod/RXrb+CermXfi96K/K0g3MiTh+Jk/eYCB4EqGLq38Xg7VKgdPW8CwMPt5nyonnzjhO2hXUOCy7BUJsf54s/AigoFCKor7mrQ+THMGj0aqJU4K2b9QB30T/AspRF4/E4k2xcCD6G1Xho+qvZfYWb3+NPN1snIEcSzGfRF7jrVQVMnEaIBrqTbJimnXG6NxF7ed4IJ6JrQcYuKLoAwr6jEnSePqxMH9qY5pWTSwd10SfpR59shBBKiK/Y58Eg8w+Ly13EegPoMXLS2acKH4cBUzoebLfOPyg/IzL9WgVPu9ifpgZP0Lnd4j/CCPV+tv6ZA2RYmC+xc560XtBsrXEBEQcs+swsjXZg4U4JoUeYzQolYiYJnENlu4Qhw2rrJBfWoCcccWa/0JAflXhgbrMxpIwPCLuW8PtUGyCgTGZa3lsNckt1xrVxDbbaUoX4y30X8UXmjHB6vZwiltO5npyegvZr86tQneH8WZkzKtom+Pd4cddVDPNZPQDU9Qfx3q8cOzCXXZlI/40CJR//rdtw21rX1v655VOYLMQ+FET5rqT/YDeda+UMaJtzDhH86E5sXAEO1/A9kM857bvieFmudx0gCxOEK0b43oqaoCEv8MbonLHXY0BgbL638CJUDsUMfEnu1OJZhq7bTPLt9aOmcdRxS9r70v07KLDTw9k0RPdxWzjs2znixw9ATzKNj/N+hdA8+tYyJzZO/c6VUOmfETC1b7iWTHu2ekviPpOX6PaLTrwGKAnGAX2FIDM1Z4zgLzvzBOj5Y1jG3BoGKGqNAbCycZeHEgjArjpLsWWsFlai66fTMMQzo7KUAEbIxSeE26u1DN0UV/zYf28sKog87zG+YoNpYaGANBrti+gYzGSh/HMoupaLCu+YsjU5anIWrC2KKOoA3l6wGgf/y9r790dx43sDfsfo9A9sSeSFCmJcWYYJJJilO1d301Oa1sWJSp4HTZ47Q13bSWSku/zPl/9RRU6IBQw43uec/rwNHvQ6EKhulE/VOqNlKjI8SPM6rn7HUa1HTxTf9OD5zCYEBOGOGuoX9omvjx/Scc+uoJx7KyaVSZN09BXZUNpK9nQRdLlYAf2/4kWSCzM8Eqs/E7U5yj7f0+bK/Pk+Kor9P9Uw+kkOmlN85rc+gawEsOz9PhKbn0FzRuygcXZsYD70fPkzk9wepEe/oT+1XeeJceXWA1Ftdx8ItOBpkReO04OfqLiFi8xucvJVaKAX3sZTSLSiEzLDzsDZGpFXgX96BwIF7A1MSFelhnQ6kojAct0E8pO6Xbbr3q22vctuxCdFNlELB9UDmh1SfC6VMKuA+1FOdyF+UNQuGjutsgDJntWFpzK+tcvrXbWKPIh993hlJjHNnsaAMnGb2WzYoy65yJjSt9lnQsvvVQo6sYE2Y5pnOb2hVoNN77Ad2pyBoNNigrui6QI8Eu6ttEVO5E2S736E2yamb4V41ezhinMxmlh0NNHnXrTGY/qRc/mv/W+qC723Li+2ZWeX6TuOGCy1IN9VBa/3X8Q+1Okq6D2YN0YdCVFDRLaAtzrkcdVQ4MieUkF2CI6a8iCWnQ183R4kKntmI8cDbLKBRcVgziF/gTN1ifzU+AuziAJQa6KKY9olQGfgrtrKodD545gc40tKM56h4bFgJ8CdtKnzlSIS7O/X5HhT8OxbrSt3UkrBJttYea2mWZlQst8BcKMir6VRoOghEOLpcr5IPjfuqIZz6jyXsHdFTyUHg8ZHhSipv5NZA3SQaqW88k5Io3RmVy/h3kCUfVvOSQZBLd8miOz4P9r9Jb9siHMcES+G3xVPS8ummc1eldmCbRlkWQFM9015mHlD2LyCJXv0blc/SPiNxxU0w4vD81IM6WoS7TstVeF0nGPXsLpJWarnzzGbAppI5EdmU9Zc0b+hD5rkSmLDLyQQxq1AWlsw1QFV0TaccCSgQYrj03GFhc+Zy14fv+hgzUkOqMQ/BGxfWXC9vMsUZ/Zc9GP6wTLmPv4owTJxtO1GzZp27K3BaPPAeORHsHt76QWnqML2PteDHbUnOI2hOzOQLkRnWgaLdmj8mU1E6KgvQ5kLweHw9u4kXFySVXUX8nl3ytURlUoe7rqA5KB70i3SC5CmXJrA9FeFNt/0klZxNFFggXcV6VSfOsY44clLk9eCtwcuSA3Tsz1Io/RqChuvCeTvBi3pIp/GNp38kqb0JPtr5LsppWMsXCGDNlJHOU+YEHinPccC57j8ZgGuzVRimFvZGx6fjYRC5paIMdtZqBKuyurZR7fKCX9Ws/wyzbYBrVYqJmd2xbtmyIdGPGQnZKfFVtqPCdt8GMOti+KR5cYMmgr84bvMNlkPpM200Jl+gXp5U6tFPSOCZMoxi/tbpO00z6FhnxONCNrofUeVzB/SuUM/19Rs1GfPq9X5ybGc7YJRK3HxPWZ/7LKh7/SBNZIPock5A5FjPpSrv0msgqpCPGlizWF+YtfqXlHVA3hHDbq89uz6gW7shq6jqtNsnyOMHxaSyuwhFOvTcXaC4ELcJg18rDem850z6ht+P6inF7O89l/lgg8xacnJPaRqfRFxbRkcrfzPofsc8P0TA8gdIYcV83dX70NDmnJxi8Q2hm5F6C/gnwhKYrLKv3EwK0SNge+Rf5GQMw7vdg7sBz5nBut17DaBnKceFvhWLWYv/fshyuiqL5jSk+Z9HFjSylJw9tyfF+oRU6hvslj2dnIS1MEJ7SEzS3TFO8wUHiOD6LwLw0MhAl4ZjfdIjJGz3WTV0WFsBXisPUeoZ2tR9cbRdAd2lJEc16sfSwnZ5j1W2neKx9D8zoql6AD/IKdqyNRf6FeFEvopu0lufd3jEdCWwda/KA+L9NGqhR36KLaIfvxr5NDtv7XN71G9x+NeyuX5o5IzEoMluOiSKZClyDaEWlRy34aWhPcv8aVjnB7Nht7Pqg2UrUvWn6bwjs3sBPvSspdjKE+jzYDgDnRg/pvop08e5RBJ4PeVjJ6IEbn6YSSu2BA3U/p8YU8fAb9HRKbtllDwkvZEkzmaY/aqW5XaufFr0psagNMe4uYkFLR9Hfg8Cc4eYFZak9ew433oTGHKWoRLajb0fqHZSrytJxoOJIJJZBsDEABPwzMe47Qbudv0Lwp1QuixrJwDIfP6/sYxIig7vi1TvSSHrxKd76CdIgW8hqV9Zu/Iw/+Iw4v4fRSHDxPTi6wn9Z1qGpwa2jhpQYpTiigi4le08jEa983kEnf6YpBBTYg9HGLc4twrHY175YcvQSQQ4AGh0ijZYG7yByKCY3rXdFakMMtGN6C4bYYbIk2JnfRdfbM0DLh/Q2xzoe4Pjd81BcZgoOyWBo0MwuDofax7IqmGkiGzpy1NmasWTxM18/k5L7ceChHD6AzFrVhToMGfgbocmCYD73ABWx91UaY9+LfbgXhOPAW+lX4NBD8w6ImdP0tT0Fh3Or8lS+yfDprtr+4RhbpSrMp1E0RJsO+0YIHcdWWW++zopMW+yBfMTW13pAe5jQzVBCfmMpf0VcyQgPhnsszPMIW7llB1ZadMuYiMGOMaCeCe0qhRMYkh7to+mG6nfDCxqEXtiWLh6n/zJw77VIYnz77IuNA64g9y8nCT7Xlm5jYe+2nMPsg7qMhxv+Q4Svw0WgFtgMYwfC/NtEZZ9jFCgnDQwg2KyTnf5O/iuWAd2TFJ84XPxdtcsznXyiOk/zWQN4saVJGkNILukXRZU3c0F04xDChzTOlQcLaH7GAu9SpIKp+JNdtmG8Vw306zVc1IlchRnmsYBKoxD9BU0XR5Z5oEAP1xQ7o4n7EPaFUyeUPUUUY3U9Gj2D9A9m6WZSC1Kxu8G899HLXSqDRJV2Z3Uy2v9Lp7xX2q288QD0VrXxkP6xSnTGSGfiOxYYWYgvRVsiJ6T5awDwzlk8kMeAXsbNZR+LgItMqWNQGiPXgwDCDPPtesxAfR5sdsJdkBurrmta/4rrfVcchFQySyjSkUUOfhfrAxmD0SlKST0yCklHSxT4MdsTGPRg9hPFj2P0Bji91Ekux971UOnqeXlXr8TodqIEqE3MsFs6E/GLZ2C11YCbAlHSXxHHhDkWK/sldMbwNe1jOQZI8w8oH6DGIoCijkn19XQwTFe6km8gcgmKh+Ww13XyK6VgUWju+gK2nkN1ExwQlk0t34fBHUKM7viDgR+bEkyu49S3Uhykiz76o9zGZzbV35cFzqiShGr8UR8+T7W9lZ52G3y9hkvBQ31S05lii2Hv/F4ffW6RnD63lOM1u5npySq9egtGPeXsZ69hHz1tER1gaEVo3oLel5A0riPS38etEWT3NW8weQqjPh9MhnjvXA+zt++1ZvMcOGfToFEyS6HUp65jIFHcNsLgRhvmlo3uyNxaUflaUuwaVr2zpYTsgH90+GIfIj17hvutcz38tjvwKMEeP/cnuh/npLWGvncbn3ql2wC7k+sbIBrC1/DgKaFh3YSxvIty/rzREdKbAkuYGNMY1Nrt/3mXLOOdNIv4CHB9jiJ++1mK0tECsYVuIde5jG2F36HPY7cRGff6MT/P3i00xeL1FJi6ug5pdhf6dSiqmaAcqpYWan/o6tAQ0IX8vmqhVe2Y9Z+LiV4iZnJ2q8sVldisiT5x6PXyF9z9kG099g1gBw4NLhhl5nWd5T6eRZAUKximP8DDO4VCbeOqgWdhrvBeZsDuccSB5My1OqNURRFdL3fxBMrov1rGcg1x/CP2xBG3XQo4lmCG9OVVyIvMV/1ROnbj4vpt5xY9HZV+Q/GAcpznk7NstkxyN4BdAaT9rnyTjB2Jylmx8LhVsbixQqQzVsoFubPzHyumzhbCkvQK3/yawjt9LTEM/eSgp/C+PAFQKsZoFyDBlIhcLHVgaZv0OG/1YAMZzvGyzJizfqjYV9eX/GqgPr8iO0HXeNERJys5ZL9OOQ6oJnwpSg7jUR1yVA2RV5ruyvDmoz6DERacejg1xwyuKEHWw9OtAoJLa3wQlfqP7sPkI9r6Tp1dw/AzzXu7/kPRv5/6T2s8IY5OM3opzyaFNxspn1jYwgJ939LCTxkAMbmH99GMsoS4PX6bLHwpEd5Q5Qvt4o/JNdSDUWOoDkfQTXTKhtQSbTwUCNrxXKFDXWoE6IhBYfC85eo61ChETvkoOn+P7cvjf4sb76KQn29pVD3XxwR0FEbEeJqLE13D4TG5/Bc0lpdmrlyghDd7GAGVq0K6LEBIH1fRK+94sWNFpH4clcSA0FTqGEVFRfX42qOkeGk40l6A3QW/P7hh6Y8SBqc7W4zyxw/bm2PHACgh06HGdIafYKpMuZR/lUaI9U5YHaRnoWDph4nvamJfDO5hba3wvr+HeGSO1BO1ybhSdSxtrsZBMoz4l4eA1FgaiE7Wej+vs0E3mEN6jy+Ot3LCWLxhMQk5fsY4s6r4yN4Pa4S9UjPObr+WwTzHOLYWYJdhsHKLW69n1sIoP06Ahc54e52ScUSx5LP9DPIxf91nqtXG30jnmWF5VHK+CbHec68qyVFGpCE60zy6HsREVcDp/1IsDWLKZrnQE7fdrYlAPy33AmCHHXyjhkc29azxDAiwNYhvvcS62j1AVlSXjiYllgw2RHZ4jn3W2XSiepZO77vG2As9T7/VJdeaIPqpO2ZuwCLnCZro1ttidmoiEcNMdnE3hNtDFAHQl5QbqYcND2HqidEe5+UCufQq9jTzVB3Qj+332NDlrSquMA6QcSEyAd1zScvaCFWJxgQAAIABJREFUK8YFu6pVLLRMsPx3JI3j4RSMlI8Ua2eTFbSxBKufSLS3KEXhPtpLqZxDKbGsQNr0FHp5tgq3/4pJCJVSq/5iVs8BkGYsihrueAu4i6nDf7PnWcZVNbb8OStrVRzOBdAOb5pz3ESdbgkjtRDiovtfx3mijxsNzNm2f7KAYtiXMhjJVta4mwXBhjgQuijCZBTAL3Ou2NY/spJpL1ks4L4NaJp4gIGmt79HG9chJVPZ+0EMdtCdOO2m0NWbC+GQxSCQo3SyLggMNO6RETJPN5r0b8H+v+H4QpwoePZCrnyIAbFJt0oZkpRJPtHlUmI5vgxqLfUGyZ1vU8RsF+j2vP0UmtdxyGq1XXwHDn4CxHuXyWGR//bwuVz8NaV16aseFKhL1Dt17a68899wdEVBsy/g+CrZ+QZfMaW+J1np0Khp9lBQDHgID7FEQJoDI0P3lg9lIV/Y9sifOEDLh0McNGIMdAVV/VzqmtclQr4Roj51gn6zPdP8y1kdY+bKwECi9RhsOMqaubxzG3GlpuWtZ1+nzEDpQA73xOie+qSj9/76GY63tO85cJGxtg2EQYA+lzbqc0ia+Sd3XAHzIKE+ciNpUsK0TpUEzNCrpuq+niYaXLwDS2zZPgcJZX7FsP5n0Wa0dC8KQ4XlVB/ehBJajPX658ftxBVWG/m46MW4N5KnITgLLMND9IRGF1cf/Z5tNcL0n3TTwESEJ8zhymfJH6y0n+tIaURgIlMcYBRvN2Y5KWQNoEP793WpdX1oFDWdmxHm+y8OK0UsV8tUqKwAcxYkkro8qeyUQFZ7LqbP3ewTHZqsaS+Rezvxlk092nYBoTc67unu9gRw9HDvQoBOz9Zd8tOnITr7mY/6WMIism2agk35CbytmbZaq79KL5SUhgFBy/ihWufSjXvQ2yQ1Ubdssu+p85S48PizH3+XhaxQX6BNy/iMTCmWMwt5swRp65NEtrD0AmVkQf+0xhALlE0eU2bFM7nysWgtqa9EWfyQEaHEWghSbEmWkOYNeevP6dElunqeXKk+se4ZJuDpSqW4pw3EM+GikcL7y0qUK0iFJydeSXxIw3gnhkFdhbt88BMCS9V1ZGwmctjQxCuGH+nstrvSwhYO7esGwI+VoyWE4ipbX6LLqTMUxlBffksQdpqoj2uWac6Qn2Qfbcv9bYnVxs7k5GGy9704VMJzidhv7wd0zKthHT+M0uSgZgn5wua74MHVPcdHJMmAjEsZZgHZ/xdQSk/Acg6/z2ug68AwQhpoxEOnAyoqI/siIS/N5hxsPxX4ItC9O98C1grvos1k6ddwQDlvye6XHNO5Oq6/n1tU1O0NUtAXjtKDZ+Q4rSs6vEA/6tY1Sc6oBXjQzqUmCKQS8FN8C3NEFGjQ9+/1PDODuMg0ObKHsB04TVJZUBfHpSEsWnWCRSBpUhSjmtcw4bNCQZ0RdNYxmDm3+JViMIVp3GBLhkRroEexUMgOFkJNpgdmieJkModDQCkaJHN35MYj9OMY3Uc/6s46cqBoqUu9i9SCYbbhjgWENiVpELJyY2HQoG0hHJhDe4usfGrlbtCHvsN++hmlxK28HEtywK6RzppqK0CZ83S7fWbeVRy6B0aPcVbWcLcGhVzKAaOHYGKSiALhP1S4XU1ND2iehDbynWQSs6bZZEfqDIrlmK1UZY6yOxWSRdQ7Vpt0nhufaPvKL/YpjcypTRi5DGmno2wZ5o7k/L7ETX0KkEi68ZGWAh8XoRCizrv1KqGbNxoRiVOZMK1BQK30XzGLDK8muz+zwm7scYmJd/VHyj0imNmS5VX4KWygZiwlz9SvUOQbwjYuRUUYhTHZ3vyX1DjP2Pb5lRRTeiplUSR1MlnX0WkZBnJ4QJ4tD+XoIRZ16I5od0Mp4p3IbJo0+z+Z8u/xLbgFZj9oVjAWlMzAi+ncKwyqQlNcvoYJbqTiXip6cqKSugSrfxCI+h6IyWOx+jF6QCFs7sYnizZkWxLqKVrwMszgkq0ku38RJ5Sv4uhCjB5CY0EBbzRfYDXFnon6QgyMiHQ+kITxPCwgX4f5yUZ6YUDFIzonkUkYUJHqj+XmulLvUGvUx9n9fgkWDThM1lxjmon3hPfE6HhdlFjcFU6Jybhu8hf5ThAME8qq99FcPCSL3wRfXrH3d8ykgjF1F+joONiSJIqixLplNfkwimP+9Sx+AetfDx1HEbo3UUjmNPC7TI/J33L5d1Ab1pVYovacoSaNnjLFvTVd4J4AansJtr+mLEcK+12ii2ZrCWiplddOJcK5l0KB2xNM3IJJPhXwW/ovKQc6BEvUslT1hvk/n8HxlTi+FEfPFUPSW99BdtMAOTozjQU5tMegmAE+sfBGcqgviuIiqI9JOeOb71hjmmPNm4GSEOjqQlKEZSpe1RcUBEq7a1i6HYHfYkFwt+jENxu6frPMc21gMw0v9RzINAsIFDZAYpphCYS2yP05e1ilcPQAzX3jMxid404o7lZgwQaUENUYzctVV0WGFfNEd8sCtj5wqI+zXgZD++wrA7Oft9L2CiJyykiBKnviLo1xfSIaAxZSQ4PrkK+06aWU1RdZwtgGwtZ7Amut0Z5L0TmLxhbonzfIRLp1AkuiaopjPfDiu4C9Kzr8KH9Cs1CyLjTSKVklAo+IyKFHQBAH2gOvcio4Elt2ohmb85MtO2nelbSlHvXcfoJbqpjyXmx8Ief2qKoyj3s59vrp7+1HG9GSdoLQKcGWZS1B9phFnln++0I1hQzuLnau7cPZA2KC1uhXJsNnfs6VxwzJCSs5xhXTaBYsV8COIs58F9YCn2km6v2eld6SdpgfP4PszEKesYNStkBfR6hS9o4uLByh0WCCsexy4zPojSk9j4n62OjooKktJG8+5yMSOE3wMv9ZnPjFU7m6c+RTpQ8K29OxjrTdgytXB11pGouw/KECfmJyX4wfy9WPRPsmQFPKzP68eD7MQOlDkqbUM6I6bK3AzleozmIpv1cwPofWTYFJRNvkWz49M3CA52Z9SBf1hSCNja86/i3CbdMGLsyvaGaio8pfMVco8caOzNbk9V9j7kesJpKnjWExGIdFWTzGwycjss5FbrapsF08uuMNNh9vCOuGUF8E1An7cKx/paGSnH6piALyp4PaXv82jD9LRudi8lju/l1S+QS0ce39EwbbNBYj9yYH2ETgqFw9uZZ2b6XlsK1rNiD8U6vkwb/zTDNHL8TqR0neYZZHFdLOaTFk3X9fJj2pXoStp+oVoPwuCvj9CbI1qA9R373+DigUd3QhTy50NKw8wkIO8sZvRH2ogKV6Ohpt6n25eBcOnyUn6Dgtjl+Ikyu5/bVsLYl6kcixQCl+yhMHtDiAykBcfR+A+e6XFeypWU6VwqAhjtBYB04OXlqwM+pj2S9xJgcmuwXYQzMXlVskC1VjAbJV0VlDj9n2MhoAtYk19/CsELWJoo3hx3KfOKjGx0IUgKcNZQMDzg38Zg7YM41yucku7VmQKR2UZQAVVMOwvYVDdH7RJVLWP01769iyPqi4F8WZIRDrO4VGyDZtetZwLFdVt5O3YP5AdlZARwjIXv7pB738U4JmczEwMWFSXPFq4JYLpNW4UmhaU+qMmTAvMZ5rE8ApAbzfGrfMuws8pzGEjlbQOYc7IgRwigWjfLBPKQw4fOaGqh9g+g/1GSeSHVoxp4yBNDbFsm1oqNPlp1K2Elez9BUXdmYjUhGZ9FKoQpwhkroAjaQ5Lze+oE/AOe7rK/14dCaaNxI1QTgFmGldh8ck0GQfNDXljJMW1Wedw40QByAXHoYhEW6w7JpNUKf35rKUmQX/fKbEQiC9kL8kA8+4ahHA7Vw4czTliYFRMC+OLep+4xkf591Yoj6+ZIsj2FHukatnkoBsJLjB+UgS8Es37stspGAJAZKO0EkpoSmCNSeCUgTcYOPCxjKEk4QKmcdvmS5FBdOc0RUnXvhiQi7faUPoog6NuXTtUzE5T8aPYXwP/YJqPSq5Tl8DqENRFsUgxk/lSrXF2zfl3veAcU2X4vhKTYeoU5Uz2STvUMwsKmkrir45NT+Jl31ufIc5h8nScOeZtlyYx2ItBylFUZ9r3KOUHoSsKJRULL4jMSztIrl7hfW+rx0i2GiS4NXKREQMPWHjnokwcxwla12vQcCKWPM5gMGHBixsO4GFJdiL1v2zUJ//U7S2Hg8OlXjI4Y6cPJTjc7VCyd0fkqPXmBkI05n8Gwabot7BHQqlLNapOLvsB1BfCb2YiyFw6AX7aaW/mwKaGdPBnrzzH3HyHI4u5clrsfybVIE3mSUFVhR5QkXaScHhzJFLYVO0bqZbT7CiyfGFOLqC3W9EYwU1ctXt4rvoNXr0XCg4d3SBdr9DhXIv5fVfof28pgkboJ1q6Qju/Agnb8TJS3H6DAsb3vpeZIuaA1R+oG8CldLWF7fL+TCPPSB4UgbC5aiv+Cnq6BhGfRHM6SLGJEawh/osM6CGytAYYnrVbAVRnzpRKJqAH9W98IBWWmEzJ+NlJBelY+ziIOLABUJh1FdmywwhK8NeV/2Lrq2LBxT78AC9YNTR2SAMjMyR6j3SwK9OvPLMd3T0/DycIZo5si1waPEq7UGgE3W8Jef2xNy+bK/ghwmzeNNGUX7QqpDkAI89itWigH94tETu4tLWf018aPZW/utcLxJDuy2Nxi3/otNSaEqqA/+FgiT2XvaJPmHlkEPtIz2XxPvX7XOTbIZXwu4qMHz+X5arBttb/qj90cXblHwOMdZsYM5ImDMtYPkmWywNEZrNB/kMYaUxNLl5M13eYHgbNh/ldTwnjwEzpz2EuT2q4KzW+yaWXc457Mq2z5yQtLgTHdBiSY9k8GFIRa7GVTXIoNxkSap+rAb6xWf19aT6qWiQmY3pr1twgk1GGoUELgbzQBp/hdN9g/eyiEWYTGB4GzNwCa+3EBzKFXEvK0wIpcQ9GuyxW47Z3hPNxtRSrQuii8n0Fu5I7dmidEe0+E0I3hA+QVeRzlSrps/MEKl+A3+8NitiBSTNsfuTEmGXCN6beQQ4J73iX3Lzbt3AAu6bCjOfo7fn2ieitYxKOXais0DxMcBmz5KOpL0sdr4RGNf0EvPUT86huYCZTrTlEIE6hetLq8yGP2Sr/8pu1mZRnIX0apmZrtO3qrEelUE3TrfSA8GtpF2Y2tq4rdAdk1HoBWID/Hsh7/wks3WozxstfQKYQnOCA1d+ZpSwx+b0YYYsikXncTMjc0vQ1TOx0oqyqJLKJyCCkoNbML4v1DE5F3vf5ZmBTt4gCFQ/aXgGNPs1C8I5eVlYLOcAFd8X1L5IQLGO1fyg3pTDXdj7l0DD3QUeK3+A+jUq1qeUV6z9ALkHaS/XqmUXk22qX7M1KOqawMmV3HoqspsK1JFG/p4ChAlBPoHdvhQnL8Thj3Dj15iTo044JCVD6NI7cPRMPVe9SgolJicv5dbXsrOGTJA9qDlMcGEeb3+rOViIwYdTEWDc93IWkx3bYcj50zTxsX0GyOjaJHW1xU+ozx1iv2X87jUWqJxDX6QWaHHQS9TkZWGbiO3Lg4VMt6LmkhGBl35j4+JQzp/IyUOhtL7Nx2LjvsByDm2JJmUNvXJcFyHPd161H9ErB+7fbrLFgKa9ALWFhyfMHYj5O3LuANQKJCuNH9chTAbNYAxb7W4bmnfmqcst865cfQwo037nrGYcUvFZaBGBTBC4d8qRWnotRxKDmnx93f61Zf4UoCfzmQYu6su8Hty7Ilwyu5oK2EKjjoAo7lkmDudRosf/LCItEeho/JT57YuTil0OndzoStkmrNKbpKOzZPRYTp7A+FE6fig2v8QvglpEEyqeKygbAQpPZwYOBwdoD6E68eEoA1ArNsbQZtEzz2p2igN8mzIvjnzOcgsr4V7jjHsW/2pE5Kf6XplISf9Uqs5JUE0Hu3F1JC5cjEDTis4AnrGeFXE6LYeTn5vo2jX62fSg+Yju7SSyWZNNMdxHmDG+J8ZncvwQuqMUaEdDgZyUScQVgE/llSDO99FaeRi4K8y6QD8sJ1nyvD6nhBF63RLrMOENFYmWdagvwdpH6JY5Okf9e+1D0VjKZ0RipFME9RVHDy2HKWHI3e/kyc9onVAoaPIwAS1vTcr+0hE1zdtOaOCFdOlVmw+E49COa/pjG5fGLr+N58zJ1/cr2utOusniO/L4mfZLxJg0rMT9o7jxKwENMgaSpdSFZG7NAx/1RVJ0hjjgsIINYjQcU9miCxHU1w39y+NVRH2muZK3JaYSE8SnsiO7E9RQR+eJWqdu/Q0wRvQ5lk2/89/pcAdVdgW3qkd3y+IEXIxfaYnqmIbBePYX2wzYRtxVzyjd6I6886OSZHGCDply+WPcNEH8MEeRY3hgPCdq0mRFkX11b5JmsjGE7a8xvxGG+V3JW9/K1jKgT2YXY+xPtCXwEiEu9nwhTy/Fjd/IkiTtDrdwBIfP0qNLgZlgXiTHb+TON9C6CY0eyKFNf9CCZ2G8mmuUEx6sigAwvs+wjY5FdCzSq9onenKn4kl3yCGDIf5b08Xr6GjMQ/sG8rB9E1N6IowfkM3WxCddqkVu2e7C2MZCfSEoFUF9PgqKmPJC+DO/Ny0yA6mLc3ti8zEm6xqpN+sL2d8kqR4WHtd9XcDQKc1XdIgvZgXJUtut1B57GM0OhB25F2EFoj4xdxuGCvgdiLl9kS3raASZ6MxsHSErZSiilPNqccq1LPQeQx9tOZqW3ucLP8sCkyYUER58cjFnfs7YT1igyEPHXPnLfN0xDF0y4RIWZGN04DwqMDsMUS6iTw8p7uxF+1ktw2rH9+yDEJkyIDYIdSyYnYUGa8K2CANDsxOlvOVLqTHqjoAONK5hZvbJE6UK47KqtOHNJ7D2ocyWpa7mp7EfQsSuI8OFQFpwdJaByDQTDLVav2f2aMJH5vfgy1VIMHzu+dP6iwTbFwnj3PcCYPgWmU3wOp9BQiox8Lk99V6bG+7WmH+v/W8G3r+hx2m5mmU43ES3wHiRq18l2o0xhC/RPv8NqPeTuTsYvDp5nI7O5fo90Rlht0qHg0qQQlLkTXHc1G8Op3IhCcltaEZ8Dht9Wp2H5pdWJffzEp39fKIpl2+LnBXbiaK8tQgrH8DmuZg8kOPHsPqRyG6Qaa4rvDXF3EMsuYRO4+lQ3ZJ21mDnz/L4pcCcFldofW1eJ+cCjAMkPMBi0eKigV4iVjsO6rSBh3n+7SzqczFVGGGWqK+XLr5L+RgvCOXqsmxXsPi+RrZQyxzUFzCyOQgwMy52zesh457DipCJjwWZFjFJ0N7oY7YQ6mNBrHeRiMlzomDQkRzeFqN75JN2Dre/Q6spJj55jVk9h7cBoZR23nPxnonx2Og+Ln1LHPVRS5y+Idr0hnvJ/r8QoVFIHix/iOF/lSch1qIQCVXJq+neMKsnwobOddj6JkFo90oev5ZbX0FzkaKwurD4Hhz8iPX9Ti5UA9ovUED3GVz/tawPMWNnvYc+eKrx0q/EIXmEYhtyJN7+BjD6yTRy9oyIu5j/pPQMaKzdTBiwKmSLqzqv9f1nMXAuABrd/m3IFwaZU1CfCzAoo0k+5PocJnRRkA/NfUug/i3QCyETjfqYgL1pV4K1y+O4DqwieHy3EdxoGdB05lLMHDsn6305fyBHD9DVa/McNj6X3U20JNepfVq6XLpelyXK5cyJbjgfd2UKQA2jvta8HNwWc3fE/B10SMvWEMXmDnVFocywksFqUewqLqItLXUt9RU7V7MpFn4HA7ScPn1dKjAKV+/3tZbqXxn0XYz8a/TjQghHuTEVGvPEIcnv09EVfAaybAlRG7/dZnX5uJj9xFfOPCbz826ivpD2FpKWaT9lAWOR2T6zda+W+a/B7YbobcHa58n4EYbuKOCHit0TuXoPHdyhUVDbzLWxAJ0B4guokNoDSZ17W1DOyxTUF5wp/3C4EWocmfHILIS+Faycz9K5f+K3j/Df51LIsO/Plyg5z93iD4pro19kc3ambEnEaePaVDDS5kOruJ45PwnItIFafZkTzArYUCuQnNvFkIbRIzE+l5NHor9JN3b9sXNS5Aw5wqtW+XHjWvLGeVYG2O+G0aeP+hj87H+1uHEVmzhAeipQCUR0EsGpRHWwMYTVT2BMfuCY1fNTaF1HBR265QcnKF1pUY1QwQboyPb15Pa3mMbwBMP8QE1E66ZqluqtKNv7Izc/Vl0FsZbgwUxHR7JVJrtayK+S7yeE9HhKEio6pxOiKGb2JnD0E/nyXRH8u0pOX8D4DBVHVDFb2sLpY7wo6qs8OZ1/WRNl3JPTh5qR6LupqM//yYOCmeCeZds2c2QlNYvSImRxsI3u2ZPzdPMJ7JKrJ3lXwp1/yP62RCNbxzfcOXF6IcjnHT0W+9FJG2pzWD89oScqDVjBzhNMxAKHL3Cub34AjWtk3NaUDwmu9PN/G3OoxQJBrNYibD1Fy97Rc/VX3vqLyJaTBLNuiOvvw51nmADpREnOZZL7Rb+Cpfel7jCnpAsLx8nhM6Gefqpl7BXW8WvegFqeGdJEfT4Eih486pt6i+k/6cMz34gXst3FzXQhyGd30nUel5NXmZty1GekgVGIek40FnB2mtdEY17kwG9W69zUxo41zAd1rKXOR1+hliHUh6OjBLkkk330M188STBoFoPeYeO+6KyrweImhZZ2jvIocPVzlg4oj2g1WO5Gxr3T5gze9RYGfDfnYbgPaO7bhbk7BPwodZjOMJY62p690DpuSKa+kvoGLnOf2zXa5BdTnY7ZWlylj3zszjk9QC8bzqNbegGGYtkziSlygul7tedJ8ay0XDhNZTqjTFNt4AYlvDHaGokeZrEqp/lDCyNYtVoX/Wt6TFNDy4ReLvOZKy5Xi4slx0q9h9lB98dYDpDVt4Tfbcko1pablpJmq+m2VbDYcTe3w43Vl1fCqj4lyXM5O1Cq6S7Z1Z6C363wRkF50jqYyqK1jNivvyWW3hWTR8nogdh6AKPPRHs1ocgENb9Sp7FJK+bnXn+JSVjmMb8cdVZyUnhc0oSRFJWylxWak8V/YR+QtMusCRV7S14Zs5CrOP7L620PFWRkTg+O3szOlC231eR6/tVZaYRxh+O9BcZrUjFHv2KGKtw2UH3cCzQzuiphSatIiVG+477M598T5t1JzfeLwvmoADGFXdFLJKvH+fwUSeVJYXMjM8XG4bOBrCpO5ueYhSgzBKMt0aGuJzECvCfnj+XWGW5wjB/J9c9kb5SjkaTyfXVFwv0ilTNbfnsdwciMfZaSn/lFRw6tN8j9yGTWQ632LWHb8Yx3MIPUJMm1yVfinZg+vcVLpP6t0S2SPGiw5LpiTktiDpJFWP1Ubt6X2tuTyjmIyu/aiqq1BgL9Qpwo/kJxoL2WoMXmBZy+SU4uG6PPoHk9SfREaORZrINIRo6mLDBTM9GLZe+ygE0tM7wTrfY+dHR/MuBiASCnYj9dajzTs4Ma5M33koOftKFPQVx5eImFtkefSyzwrR9EiEKxtyhDZ/pJFqlBOvl5rVsMswMhaEdDNnjVNokv7qpgGMLgWldXfdDnSEbuSdj1AJvvzJnZ4K1rzEWncBhzDrqeh+HpVDQmSOvJmlbQ+9Ssh7KndMekL4d7gB7aaHAWu9/nfrPHr8X+vwXG+LXNTC1W6kWMmrPAWwEReyUILMkQeUKUbm55IzCTx3ehQ2BGKI7orw1kOkhVg8Gu3P9XekzmPrT4/V6ql0Vp1aql1PXQetpoCVgEogc6q6fidracbn0ptD/n6aXc+hOamNKBlA1YfAeB3+FzwrdvVOdk0Hsmlu4SMiEYWR/g67n4HqaBOXlFFR2oMsStv0O2Rmzs62jA3GiTA6ES1vbKE1HzUFOtTAtZ4iXTz7NAkoVRSFSN+7xHaN7Giqkz4GLXgYuGAdDqMK8dl3ShVpEqUssmZnoPOgFmjJMhdl64LNLUINJrLCjIh9F9jWuYRrVMdEmdx2CeUdhAOhXV60xmTkG3iPwuit6sOzQHKiXkP1ESzvwE7634UPe9Twe45aSkt05CmJCf8Ib6pN8Xk4dycp50x5Tws0evp4bEhZ0zpXhRb4zCO3yahdsyZPkcmCeiHCCiPq0KqPdqeFvMH2IZirk9aK/m9cekqQuS8gEW5DDDV3z1yNOTmBNTF3FucTKviFAPRvuo+mhpOWwzwdAQ0vnawjOpeS1bDuWeKj+FdYHDhC7Ws8wxVupj7lXbsukxeMX54vokMdyQ1gRF7GbgM0G6P0Ue6jdgf/IV4plZOkVIQrPjTK6usIw/1XtqRYHJU7WywvhhsvoZZprGDemmTHWxqQ65zDG2kSjPGUNxnNXs+2JC98Bwqj0FZu5+OT9nGWCp8prixNxle4mzfYb+Bftx/MekiN8LsSgwNfxDy3cw0Ib1MiheVaC4F0QLJXimwgBoMZ5ihIQwA31W2FccY6D5FlDyEnx6JtVPKZUtUhI+eQBqkVv7DAZbeBduGlIUHFUuYR/kkxFgKePRWsoJv38080j1Z9B/ze3pMFE9P2txUbTeGm0y1eetZbnyAWne5+gWvvqBVFdwcolpaV47d/rQVOPWTdj5MyWpp6rTk0dQX5BpiUh1+YcG6LCo1Mx9ksOqUAAbm62E/dXBb3GLmYmjpvp5lqSikac3Fjfelzf/kN76K5y+Vqo5llnbuIfpExK0aJGjLMEknZFOR75x5jJ2aFHX1jJYkfVida1zngUvsx1KOxVms6kC/l7egOkZM90cKuFwu756W8XoTMmeRIvf93BCDpCnL2H3B3qRFWTF4goo/LW+0yHbp4GCTBDS5bAHY1aqbEdzu4jQ0Kj7Wp3ga4KumIQJi+A6DZKdZ8n2qtx8ipsCp+SleetbgYCNcMj19+TRC6nBJIrNK3F6BYf/gev/hfUectYNEfwsvQsHP6IvMRZHeY2v1fbX0L5ONkmSMTwGdNKhRKCWgQ40wA6MlHXj9Hwy+6xFjjX6+cYLnNhoAAAgAElEQVRABwGy2K/Coi7+CVY8Z50nPQRiIpOBtokRsBmi4auBBwa81Y1qFrPRUD0xvyUWxiZcUMTUNsj/NRLM2MTzMCxkQ8tHqmDU3IHYPBebD+X4kdj4LOlui3pPKrkqC2boAaa9UKk9h9U+w0UBlS0K07Kq4cAZhc9PhfpatAFZRwfcwZ5Y2BdqIZ/fh/ZygruSrTL9t68DxVEWqyCGNHj2p4jW5a3NjoLCeg21/CNEg6+P+kTaHkFmzI/pksTvyod0EY4tQVc9m7yWT7CndlgKnEuYdGCh21VEeYroPSb/rfaSf4Q9X79AvS75YD09ZSjxpSJEc4Q8bgraGvUJna5TLdVq/Rg/TsdPKL/Tp0lrFcvaADkjJTq7eocdTkjnBm6CWFb4ZFcUxiQk9hazr0OEq5GJi3LYTwoVIzJEeWSmmF+ldS5kK97n1J9ctnsB0uFPTTFBlNcRpQUhFu0RIATqkQ2kNwtvAw3iBkyXqzapLUqxoJmDBUtQPueP0dynju0ncvSZ7KwTlsBAVpFX02Zkg+NA5mxGiIJa9ovEyqcIjpTf5pg6p4XjiZs1+hcJgyEGHXqFEZMIaMnmUrLxMfqBY5DkuVj/RLZv0rO6WDwp6fsLGfMgjLpsiWxZHvwrN9codXb8CDeYabOv0PYqR4kS9cWzlbCoz7TXTcNpjNunYTGrcNQsqA9/woqIdQofbcpsA/b/ofTy5PSFUHBl9IWsDWW9R+ZZqj+sTYXT8J7vd2pQ0rEJqHK3uHbLGQ7fITOC4kr/T9/502vsgi7b97L08+zYCI1giRLCwS2x+QhGD+TkMQI/NIK9FCdvxPEzGN5K0Negn+h3ttYDCzRG4KWDLlzUV7o78k6GtKkt+7fg4GW+i3FyJZY/EGjuG+i0+NSMTuq0EYamv26CGm0HWsuw/adUV2s4voTtvySY3AX3UOS1uxjRh9lrrhL1mpwQ8ENXz7vaPiZrHVlX4+2KxVOs7Y7ZYq+SkxcK+yW734nsJtTmZZGWozS4SQ0+6yW46lggloNqERQ3S0sews1wr28UIuNYxM+QsYmxGMm/WPxbohEF/IaiMcxRH4cVbTNaEFI6kM+PDPTuZSvaVagvgnL9EQm/Wc7tAYlEV6EnMVYL4lmetaszxpZJ4SSsjbR1q6Qey2Hwnh4C2O6EetjVQ336HUsoxXPrmhjexrQuaPHbF9kKrTEtU4eTVoSVpdvFdbWIehTX22bQ59hIuTYHulpQ0dxicQWr7kChuv0/UXM57TlSgaAFgTGGFSA+MwFPTKngSt9l1GUjO6EhnSykzvptuE6CpjajZ0d3nJK/JCBd/3vUZ7r75tkFczZ2NK7D1/vaXYkWP/UVeJSsfgyY3KVJuTE6ub+x7FRlEkxuFB1yBDNTwDHcnZcQY2d5B2dhqT3XQTpnf67Df244M/Uwi3j8oiMk5CzbI439Wyq+Qe5PmGr3ttYSdDZk+wY6ScoOeqVK9/vm+i5Kd2fH+NX14p7K/5yHsiuhldfoIziKqtLcUTq6j0FWSsjXP5f9SRElmEFRsMSRDTfkTDe259ojb6Zg1DBjg/w3Jdb7iXHwZkXRlEmu8/yTJXUdDkylgGgNsID775JxUUht9WMs4I52uQwkv65ZnUtauzHbfktJiNz5lrT2SzSSbD6G5qLUHqGgDV96IjpOPF4IpBXYxsxZ0nHa+4ayCN4rfCmdyhAm6nOdRUsTGeWTbKM2ozhTo0Cv7hhuf6/TbySHF2L8eVG+ooeG6NLWZ9DMGiQdEFg9veYQU8R6FH6YrLFuBvjHn1cAVc+Rd917nGt289OlGNisU+QjKa93oDGQCjsNtmH0BTppjx/D3g8KBUn0b3wlFagebKGaWB/gJkXl0Gh6M/omRN9y1TOe6xigqivFLZ3CXNaCuV15598ERF/B6aVY+UiH4aECjdXSelJb1RIqzoaW7R75fPahdVNuf0PGuku0+G19BdmqbPRlbQhLv8YrSmZO0HtTavP40XOBFr+BzrWIQ06HcP1dsg1iD0Lb/Xa+kdkKvUQY06UISNU0NZcw4jTboAoiOvC1S5GHHvqqMY6avjmObTM16C5q7usVhqCINYmpbhfCJAZcHHgGK99d00xcOSD3zmHEZZGlsDgPJrG0G/Pj9cFblOwgB3yPyvwcRZeQrZrQ+WO5iUX8EPuNPkcPBUSew3KngDYseKgZmgjz0SE4xyJGv8FbtHhg0DmtRi2pvpvzCvihq6dYOMRqG7l6qtehDGusW359DOoT4TUyBCHKrsBrHF/L7WZONhcX1zlPBK8NuD1zWpEVIlUpWGbdC1+fsEl1OOAnCInpXhG1xuBkEEa6PUR1i5KrETI4NZftk3GIjauboUMYhFkqaWJGcjJ3Bbry8EAgAsodjpcxpXDMyyiVQpeCSLvyxvuY7mLzgZg8EaOHojWPLxqGnfSoQmbLCH8ygDe9j+xzWZ5HCHbex5DksOwygh7ZTQFXmGfgdkyW7Pnl7/Xf2dlkxhW/0Ndmxg4dUkM3xolkb8//VauIwlf44VUqyK9gE2uBwOZTWDjBIBPvNY8LfPzrEZk7d7pJK03UkTawUDKm0GghtBjsyVtfw8Y55TF7ogBqgomgyVOx6offaIvIaoBmN3NVZHSRj5U9fOsrbfYfos1nF5202MqiRYOOAG12a+WNURO6JtY/xUIvmNXzCax/Cs15stG1dAIYn0LT0ztJ6jWlhsqshgXcl+HOP8XJa1B67eEVVpEhP7001TiT6uwlfOZJFvKJCu3wxrGQYTDuGvqLbjGuUwUCzNqPeEymDdHagJNnaLRBo9DrZPSFUvpljVhkYaopZEy1NNq4t0CSta6fT8Ux5RlmwxyqiQqz8YCQNQma3p5FPw666/kg0IZkPeOuDoEQNYR57K23BZtnsHmOiT13f4DTq/TwQh6/hqP/KOAndR1Oy3Ll2vpKVGka9GawPnmmMAXndPCekrrGAPo7Ams5vKEcLRfy5oei3kswXHZARqROAago0hJz5Q+xE4m15sX2X8hU+FINJ7n9F2gsJVi3sCMXjrGI3/ELgR6kl/L0tVSdn76GxXdS6Kg2CTop0Of32imoZqf/QzlyXyanl/L232T7uiyfO7glR/fl9gPk3s0PFLYkX4yhEbxnju6XoT4TvM2K+gKmKhbPsNYkv2UAO7m10Yu/HnxyMecAvT1r/VxCjJAzB+p4cMUFij5ErAaVmncNnAYhgBdHU0bjnpk0pSK4TjF+COdo4+DaCe71Y8quh3L0WHbGmNlL2/fQXbnPzlcUbfI2vZKqWaBggfrywLwySC+DxqIcbMMcpfSc26d4pH7RwA6mt1e+t+0QDl+dctZyrdoWYMl0vKzu8pZwB3AGdQgDg5WJDU1DX3EYGURYXdZRDtgoROehIU3Lo8fhQEgFZLyhfEWEJcm5K6Kjm6N2JsJW2mZVpLifQhg+hiojmhY3cS4rTKziMyqgLFoy5gpAgM7qomzl+yN6vPSvXHwnmaAXnJyci7XPoLMmZFOWnRhRl6xc+QOZQoNFc8s+2PfR2YxwtV6vE37KAuIx3chmERPOketPoi/Yfp+ObJuzPCORzgcHbDJYwTMEyUTLQQs2J8YU9okulPu4X7D5AAt8Y4qwB8lgz4y+s2eKlx9jEh0J5yeL/RUPaOXmLyir/3XQ51OtZ/OHSrwVhWL0QKzfE90NsvV1BeelaQ58KkP8WXAGxUoF06cXZMjuwbnSJVvmjarB294OiPd1Yl4o6ooKjtNGj9QxfkBAur4AK78D4h5MHsPqH0W2jEq5J3iukFDwpJA1StxCaaKyVXnrK0APtyuF/dLJYyxfljRlYfvKE4PNCnIqS5dRs6FtOjqaVjuzrkPZzIZVtDHnI66k7fTj4lLSqHILno43q5FNr7shd/9G6Rkv5Mlruf6FaFLFOctc9otGamE8x03UChGs6a29HiHqYOJNJqqwFjT3Fb6gmdm4YJ2FskJRfL7PJ+uHiTxUmmvSkynZ8Ya7cnRPfVswFn3v73D8Jk96ufcPOXfbsew58Xu+o6YI/BrBNpVdq0ZRdnlykQzzC+7/gLjrhER69UNZn9MtCX31JYbbdXKHTx2vWKOsnu0Vuf016JQw6sbtPwmq44eStvQuHL5Ax1F6R+TJS4HlHJ7La+8AlnPQ5SIGOsZPEuCkrJ5X4vRn2P5GiRy+g72xelvl5LFA9+yHYvMp3PwNxq2h9Grjj8ccXXmiHHKe4PF/46sJdnhbGCw5qKzwdcxv70HQfMQnWXEsXSyO4m4s498GwiYpYoXzcal/SwS2TeWGCN8bGlrJAQZTKYFpYJVIDPikdDWYJ2X0gLS+R7DxBfTHmNgmDcY0GiRRapy6m3gmYsQL0G8+oppQsvUZxdDyUPLGnJjbFQsHmNll7iBprxSrZmYtaWXGtoBm7GkbvILoa6jOemx35TQOqC+yZTYrll4HVToEW2qxr3/4WoivVYhoA0dNKVUKWwV3VMCW2Rur3ISUD++nlsO0AGEs6uNv9KhtO9QKrgfnuSzBfj9hfjLXfW5zv7LD4WXV7SS1Bmv9VCQwzO2omPOwC9ffScfnWM5h8wzWP09wX7AuKKGfFFp7yLdU5NuMCIWADSeWziw7Cmj5IgS5GkJ9YPcm7JY+K4K6L6e1W29EWAbyfz1jrCOErBZu9+Yaiv233uuf/3oIph+WdfybAu7oCjoVH9Bzry/XP8c6kJtq8XgsR0rDeJCs/RGVHvxWo/+kxPpsfn1UF6CWowhGh3pZnYTboVGUoixEjip7i0qEt+TcbrL+BTq3qHVOoZfupkiaWgWnli2AhgzIsPDOOcl0xxJBfcIbGidaDOoTdicswAt9IvxuLWEr4yOKLGgCjX6tRHGpuZgs/wEm95LRE4LNn0D9mswnq1EsuJlrSJTW44iGrmgvid2/oYaqNNqjN8nkqUjnjIzEBL3QIJYVqS99w5cF2MBFdOYJg/oc8GY3qxpYBsbE6cr0QTWgVJIfoE/Sfip7aXcEd37EinNHLzD7otK08KXAgloYfSpz11ZS5TOb/pKMkqqCvZaprfQy9QokFMSw5j6nlAIbxTdDgpaO8Gx3Rc/BunmzVVYoQ/566Bg52IHxfTl6BJuPktv/kMc/S6yAdyUP/xuG24g0ijT0otGnyukuMimeyKC+GbKSmPlLioITmFuyA4NdcfSTmllx8koevkxWPkRPznRIBdOoEoD2qEQQPhB59tEeMrC1UZ88khr1HV2J/b+I1qqozSUK7Sy8i0Xbj1/gAO9eYbX64yss5Xf9fV3ITum6VO5ikC4cSkwb+0bXeVeH2P0L+sQtnYrxA7n5SIyfJJMz2DyTo3PobdCLhk6eEuE6Kd9FZTxdbNBAfV0W9dnnXb9kgoH6HDzQc+CBB6WKpJ2p6XgZAEj1EuT0ZnxEFEYyz/IBJAeBGAzmQ7IQbAsBuQjqC+E9A/X1fNr0dgPkwXt92pXow7U9OX6MHhzj+zC6B90NfDdxX6Mr6hll+NRJPns+eRG8GuJSiE5nXG+V+cfNAz3LMbkL1vFL53cx2A9dPRWVTfratqEK08+DT4x080XO6zyrdeZcyfcaE+uwn942oj4y59xO8Tf9cGgwSybkSUrtIgrT+ncVkbCS5Goq3r+V+mW3Zy7OfnDaqquO+E/0lb8QDaxG7ulwrqYrvMdNGWCUBpuYIGgM0h+wJrEdTns6z1Lr6RQBhavs0rswwgA/OXkIa/dEtoquCKBWlyYlVWrpLPkibTogzSIpNa7w+W9b0/jvJrn5RfJmq9eMedCeZRcpORyeRcxCAMnsPyKW3BZGYKaYyXXPjT4ZHrLP8tGCMwuOOOX/pqTT14Yw+gyzfaB68RCh1Na53PgU4wek/hq3MKBF3QJeQYLoeA1K9BNZd+Ipcq7znerNC6ozMZDXTuUmpfScPEDHxe6o8CVBt2fUWvJIP+cRwf2+wMfTkjr2G+t8i9h55ESakR9/HkNiEyKbFWBK7lKsLDIT7Zty+UO0+G09xiqIG59D6zpBixal9mkTxnA/d3RiLJ0oNh2ZrcOtv2Lk0gnWp1bfHKyXVeGTXpEStgO2YS2M+kzbYNtoNt1V0smDwnpv2tc11CmxmeX6WP6b6j6xiEJbdiew9z2O9OgCM3mMPoXGnKQKdUJvOtSK4sMMWHWti4UnZzeC+nxY6CM9Hwo6Bj3fHdRrZhn32OA9owGT2cWz/jlGQv2v9g/sweA2BpduPkQh3Ps73FU451KcvE72fkAlMFGK7EDILoYnINt9uGIVDBDeYfxkNuuysJCQyRxGHtazZLAj9n8UKMxohJRrH2G9sXo3TdBps/IUrRWwKunltcKzVdj+WuIoLtClc+upaC4R/u/JpfexKiCaNC8R7x1firuXcPiTWHyHMo6Q0qz+Kni59B65mF5iDwpA3v1Zbn+brH8Kky/l+AHmYVJr+vhhMj7DWFMlS2ilmS+z5kBtFmdXBvX5KMXMSMlBo56DAVhAFUIO7BUD9fWsp9ctaBF6RASVuTgndX4yc29aT/EAW4VLQ2gTPGKER4NNle4z5oQZwpwFCOxSBGNPLpxoFxjAT/q57G2Rqd9O/arhdNoz8ty4mC2AAC0uRebUvP5WAXJKRISrSJ66s4nJXWDhUMztwfwBFpvWO4VGLaYZUZ8IY7AQkCtWaLOOU2b+G4Z5+a9+Gx9kFlngHWga6z/vR/JtOBBbdJtn4jZHF+xBRPsMURXqKkjSNDIiHQrvoc5sso0LGZt1RGz/cQ6wtE2dIP/iVPLAGM606WhJvaIvvU+lPB+ppSJZ/SxpXMfrQGs8JegvkuO3nUewL0toFjh5NhvwGi1rTozoyra67Lt9uhq8B2UZfT2iOk99rgeurIjEEBKIP4VFCKzSL7gHTYUWHFYpCENfyg5+im+8D5tPKcf6AwUGlOTgxmFnJYE6wYaGxG0FrKHnIUzLmXzqeEN8FjbxgcZKrjpox0ubMHeg0Cnmd5k8hNF90Z+gbBcpjgIl7F2zsM/nqYg6ME2xHRCb8+7k+n3G+5lFdK0Ryba25lEMheJPQzQX4OaHCNIUwh89hLWPRAstflL20BeUIcm31HWltm51VuStv8DpG4xuUgrr5EmSa58dSiiXiXqDeus6gMe1gyWMWYyDeS50dEBghbUSHmRCBa4yA/W5gW3GoWFzE3dG0iztrMu9H1CDP34ljn9ONu6lpEjp7Econ2mTzRdqAE7e2hbz1eTazGLNs1FfZvztBPCbhdZ8f0vn15CJj+0H8rJ+CkH1094m+Xk+kptfCuTnFXlXvhR3/pkMbuO+Q31OV20JGan8IDThoR3bGNh1AKEbQIgemx0MOLrzI1ZoxCm+gJUPqnJ2taK0XY3MYjUq2Fh0IpvXYesrcXoljl4lCjHufAvZelIfKgQrr/9aoB3vEquAIPzDog5Yr+/GbxJ6OmrSaDTuY1Y2hIiviSEvEX+qZuPHsKlW8y8wWyP5ecrhrkwaNJVoC6UqTW7YXhD1ha1SPhby8Y+J+qx+0spSFwFgcUjmQywHj/ndmlCN/TX0IPOQ9QE7ag/CuWMMYKQgxPVwYAl03esOQ4JPTHUJRDWEIXpNbj7B/ZTRA9i4J/ub9Kb3SU566MyZ5nUabe5NgcoeENW386wwr1ioj5TCYglXa4xoieYSUOl2mDuUC4fQXs1dOlOK7oAO5EUdCtW5QDVxldq/zmIP4R0hNGLfZa7KsyKKX9TGR32zgBOROKgv2j/Dh+kjijCQbewDMB/G+FguxBkOt1s/xfGY+QjhPR2m3Rug2b1LcGP0uw1TmJGfc/GvZKitZkrvkmBCjq4OiFLvuVz6FeXrO5OY3OUL2b6ZQIeqV/fQ7qcay95UkQjPODNHDurz2/vn/qyFBTX4ugmvf182mG7TjtlDaC6mflgiUzz1VYrzPPzoKdAijB8YsJ2gaPUwVX1rLVn7VG6eJ+g2+VBvLYvVT6C1Qln7OwA1hFvgQ5fSp9311nag0ezohQOQLQldmT+ikyQ1pWckwzti66lAl9QHyfoXGAkjtW9nFkl2EgKB5sUIMQHUx8GtwEQEpsnxl2bwJ8s0By2H2ktZffRwNltDWPlYqQhijL52Yu0DaC7J3KjrOGVwoWi1DnaiVIqkKbvrsPu9VKrq0QXmq1DTUZ+XaTuhWSAU1CnhVsjQh7R5OVfARk0O6vMD/yzLHof6jAYdEw45DpMWdkrIta/eEbKptHxMqJiN4c6/4eSVRGBwJUdnUJtDw05Cr0mSm/Xcp+cDDPpYxiHfVNQXcNp0UR8biccZ67wIvSDAC0JEr6ueduBEW33SSwe7GImAIUnnsPeDYibyU0nRwY+ggF8tk7WMfCkrb0wW9Xn+n257ExAGUB8GcCJh9QE6387t0/z+rOQZTq/k8geyiX6elMwT46kovWdG0HSACV1wM2WI2nDrGmz/OUHMdpne/b+w+bVsXUf9WLW88SuJ1dsR8qVHVM3vSOG652LhNEUvzb7UOUJVy0Us/IDRgGTxw3ohRy/l5EtU6DcfY8Q+qvVfwGAzQUN0R9eTqLBoiEVhzT5kt/ENXDGEkFo4zQIAdfMpbl07Fnk6WC5EodOhA9IcVMNiOYdCFueYACkCcjyIOIXhPvQykRU7cB8HkrkPI36FrhqvgJ+SjclD9UmHyYOkN8kdO9H7l8BtgfrYbDE2nuR/ZSeFZexbhSLbLnwdW7R/hnk7pdacmvOJ+gpgLYc7crAn2+tlcpeipaVfsmqZf93TOH1lMaLwMeopA0jSWA+mlhbR8xzAyaqGrNrntkmnqJizaLSQWAbDeHtT8dVAxSCPGULop4jGz7Yph+9dd3nlERAENqFZ8G90QCM7TVM5H5IEe5ZnuouYrx20tBjQK7P0jtx8IiYPhFowVj8VGOPXkrqYclov3KdjZMdxi7m/EBeVgOQwsN8ZI3uXD625NuarZwmqvutthsKQwFfyzGIw7xarvf/mRtgeAXsOB4wGWt037419uLzpaAn0+MUtANFeFQvH4sZ7cPO3cvwkGT/ATOtrf4TOuk5uIRDyNaaKgT2JzPseGnJJv9cVTRx0Cntah+r4tXAjc26PcpM8QcvVxgPob4M23cig4EUZG5F2VhRDX3hr0Ql9OVlZslF9UEj8TtjlAxtjTmxd1bCRO8Hi0cP85st/gM37mEx/64lY+VC0btLtneoRDO7ScKupwy8TXWW7fR12vsGsnpSOAntrLyv6U5ymPqGUlof6eJsea8TzvUAdy17oXqYrHJoZwpd/MG1vSTPMD2NKqaJ93oOUzbS7Cbe/l6cv0bX19EJufIEp9bWNK+maTpVO6KBtdvN9OHmr3dSoPN/bk2vJQzsuDycftufDObfPWtDuV0CsLrnLkppY74nBDiZ32XycbD4m19nXcPwyPXoJe/+Ugx1diDxPke/BNteHs9YzSA26NQasYeouDIKSmuBaW8zdphLqV2htU/SsfAj1BYWydKV1nGKF+tB9jtTouh4pedNhHb+vqZbDC3l6IXa+la1VNPepsdz4DWiL38lryu/ySpy8wCSfS/8FmH4Dn56kpL4vEfDD4hYXGEF69wru/Ke2+qG4+T7G4qoFXX3rFN+G+5g8I+nlgVssvg3o9AFDTYm1+ArmLAgJYRvspO5f7EfAhm/xi4OoEpyU4O2XIy4fuZVGRd7hM8RD4Xbi13UIpj9lrqcMwGOsf/mQu5iaRUlmY0EsnCSjM6lQn1q+1+8n3TF9mtzkLgEz4xSHzxmYWW0TvOWqBbrGtNQ5o9FlCKCHLtRzd8T8gZzfh+GBxOQumXZQqeKvZJm+wl3qhLdwshqPp5RYK6WnpQXVgtIK5yu4/u0mRJmm8VgDKTUnox9fLeBtIPYj+AYRXdaORSzbcFCzmlZX62XVGrvbtsmc0LT6fPZ5GBg+P8DIXNgEWOp7sY9uTURoQn1hYMWpnN8ZdH1rx8GhFuGc1Bp5AyeCgB+GCtDuoNh6JEf3lVov8zZtED2jE/1ymbI6naSQvPn89N/H+HT4wwy8VqUIheaUeS77MppvmT9lLGqy58UBKm37CApz6MtjDsG7xXzrLRENkeQNx3x67p+ZKHUWWqlMABoppGLpXdovwNxxSjMT2UoKDQoC1L1pgWnRNhOPMNnPWmjeBTNA4xbMRUk6t849I2nJqPUk1FKRiblDMbkvsHLReaL07+5YXS+ItMiLcDh/Irfb5U+ZL9Xe1Fdtir/8LpjHN35TY0busW2SfLlsUz0kMvVT5b3a2wr4LYmNz8XWAzE+w1w+qx+L5pyUxkg1skpcExzAnNTRbmh3pRCjbLW+/4NUkO/0tTi+qI/OsPZj2qDkqwp29nNq9b7kzKjPB3sBz8+Y26dtc9PJUQpglmQmxisgimGUSzRIU/Q3U51VBRPoZdDdQFfA4zfi+EqeXsr1+9SYQLU03Dj15lratjs33Sytiw6Wm2YYNNPSMCDQqHZgAbBQvpYZUV+occDWV3p79mRuuxskCiPVe0nSh+Ee2vrGD2Hzidj9AY5fo5Pk8YU4fIHhf/VuritPA3JTs1P6DqLlFanRo06RWhsmOMV9MbcLh89ocl+np5ew/HuJlsA+ZcgY5LX+KKswmv4kwVrcSelhdvqtr3H7A615r+X2nzCISXUIzeQGxvglhxQ6ePf/Yh0/zOr5EkPxMdkpmkABC8H3xLVTdW+K3p4/Yz4YhRVvfa96Fgv7gN/kx8nocbrxKQzGxNUumRwH1QArZ1QGdfjOkwxgsxR614syYBi0ehBFzhUfFJkIIYQ0fODHY48CyQjuRjNqLkSzb9NzEGCARdZ1D9EFgwB9W9k0eoK4q+JAvS+SIbpP1zOUz2unGN2n9D3M6vcwyZYJE3bJ7oeim/eZWsw3AXmIQh8cMkC0ON4CZiWzF9eUXDqbS2J4S8zfUcAPN3HbK/jJyAs5oFZKua2130vHXOf8VdbRlqaukYH1m7kxv1LZLR1VgFl9WWDj6H5DIbUAACAASURBVGEWYamj7bmGC08LjKM+1jBoohdeXeDoZCeO57DRzPQ+Mnli0RaaKV9sWA1pKvEhhYltVj7R7t9V6QL4wVX+wO7NkwpXsw8MhLEeiAC1olStFk/F5DGGBEweirVPQQG/XNHXb5B+ldpkfo+Jk6/vRrgKlRi7YsPCV/Z14ATAnWt/1iKi6xAQ+QKEpMK/KNzRVTLvcNIfqfFvxKrjbr54BzOcAK5mwBgnaai8YhjA4jsYRqIDRNc+VsAPPYQho/A5Pa6mw1ibw8znsTpSlyessLHThD1DR5fDSZQkKy184UhMziju5RFs3BPdCQWNk3JPZEjpdOsDMzqMAOzq0WkHPGJ8UeT4bL7g/Iw4c+2/VtxnJPjiRF4EqyXlc6J4zqZoX4eV32KE1fiR3DyH1U/UFWRXStnn84p/HRt3VZjNsqplq3LnL1jw+vQVeqZhcpdFqVMylttbaaarI7BwLoLoPDdON0MmBxHbrPXMc+/MPBzVth9kOJTqFwQV9DZ0J7D7HZy8kaevFNxNR1/gzjXGreks/518sIn76BL1AYf3/t+hvi6P+pIqqM/oagrqCzlteoBQ91/F8vEhdmVcUDoEpfKhCeshbD2Re/8QJy/Rv/H0Su7/Qw5uYdAachshGfmq9YrnOh6bDA6MoL64JZDCpboSY/z+I+9SIpbTn9PVDyk4SjO5XwQEDkhOdCdDbVOV2brc/pZcNCnR0c5T0V6m9n1x47dU3091eElbBpdo9zv8CRZ/TeUcCBsjvByI679Ojp+pNvIUXT2x5vvON9BZRsV4434yeQqbj9LRGQxukZJNpcxzH9RBkenRqbhgQRQfurA6vTBQnw9OWMRidNLj+jcNTQzMcMBbCO8ZQIU32UFNRxsyNPgYTHjkgfUINucND6QtFFT3CbOeOBU7sbi36kQLnnmLEs76PJZz2HwkKFgDNj6H3oSGMNQSQnmABiSxfZn2/Kf7BkZOQnw5sRq85Ssu3nLVpuLsdbVOiOEeLOzD/D4sHIhsGXNkSWsdzZXUgGZQLuqssuWsi6YewK6atn7ALK7Oau3rqaUy4etAQW6kTv+Mmui5dflMCOqUpt7D0hAaV0Tdjx5tzkjY9p4VHAKnVwXAiSxNji7ZrL7FapZxsfHpDFPoysnsTCvaT7VUBMkmnjdxAVt8T259mY6pSNf4DJrXMfkYbcNDXiKsA4Zpl+vWNODE8MwsbDRnx28ckS5W1KfxMNA+NQflQ3fGYOUPiv0g+D2wY7f7ibrR6map/wgt6vy7wOF27OptPPy3xnz72rjtTSlAxOK7GN2Hi4f6+1Bm16HYJiDJGeBfXTqy6J+hPCC0/q5HaPq8i23SLOsYaoVpDBpYnmR4h+rLn6PZavyZ7G7rceFdEuXcRqGMmwY7uZF5F95AQmR7k17OF3NX5EPhiCUreObss4iRGNKGvEKD4kxdNIdi/VOlc6NT0NY5rHwK6kp1Y4sFWqbZTRRSlLRvwv4/0dCBrp4XsPWlSGpF6XYNRejRCXmcWq6ebqTfNDte247TYyFi28ZIoZQnJfpqGxjPdSLNO0+ogXoLlD4nGtDblAf/lKdvpNLdTy+onIPOrpFJ9XYottRaHh5zbH0W7AzQxgJXxyWVoGON8eR0sZy2WFZoLYj6WEfQUARgnvofywl0fTxGyD//qaoTQIgCPSd7OxiJhNmDn8LhD1Sz7pU8eQMH/0GLX6rLG/TQtlYjh8yiGkHYaTOY2DNiDCyTvqDDJ+58dZL+bUyneULmx5NXcvVjibXyennt0BzKZjqmDrByyTBBp7uWaMyL7T/J45/FMe2A3PorNG+Qg3oPFt8Rxy8TKuyeHlOpBnxffpZL70rIoDHAMkv1LtrkF08wq6fixvHPCiVilZRbf0vVR3jhjhxj4BZgAYwvoTeioMSh5qfEmFsle0OzFJuJT3ysZQMbN+6OxUtxEOUAAKdDP1bQgV4+wAujvog1zPLVjJNtM4FJD+M/y0ekwms/dSDxn4RFG/cUH/XhxgQ6fML8MbrqTM5h86mSlqQ9Iomdg9ImXC9OSGx8lB6xWM7C1beEu6q5BykTmLgFM8u3EPghWkWL34HE1PNdA+d0ivauJmqvqfyKG1hlWYWjLSy90IV/5iLN7qMzj0jd27neaLkKap9tsAjjB+KfB4+KJBeXskqGT3xAV3MpjKtEnoLCG2TA7cpTa8Koj51u9kpcSGLzGxujS4A/NE5pC8mVC7rcI3dU005HXbLbPBKbj+Tm02T1j5CtCGhgLYe8mnNGS3JEnJx3rbrCyQwzxhnZ6IhuvGVk+iICzOnQLEDi3ndj74YVFUisN9enMCJsIUmY2sZ8nCdCDG+5vZJ2Rb/U5Tp6AE2lN8ilu2TuU5DgoVz7FHOUE0kyaZLYtEvUN8tw7DmaCfUFrlOUGmI5tKsk0EmV3nPtADObY5jfudy4B9mIhtMuyr0GX/DQ49j32v63ehdm6dC4K4Lz47f7H+SgFZFDffRoLcayobgnoYcums0lsfKHZPyI0n8/hNWPsNg0GgN7UMEzxhZXoj5JNc2hlsnuGpZzOCHgd/Jabj2VzSXABl30L6VIuTxYjnfgNK5oatkn8gGH/hXei9Lx6qSLJqyN4U+BWVsymZdIbWN1rN0fdJHu9PhKTu5D8xrlUs6wmp/sOXX2nHC+eDyeb9YLmP4y06YHXrLNwqw3BRD6AXuhZC2+P6eoTHDVuQWrKtRXwDDKYiIaQ4WT5XBHvbxK/NBEvPc9YB1IsrDt/huGO5TicohinJaFE1zUF0r1OQvqEy7qU7NMliLFcAU79/9JKVtJpFc+lI0Fupe85qh0O/3bwZQ/6JvWJxNKH9o30Dp38jOm7qQdEGjdRIVY3XLjN1id7xSTu2Dhk+NLHQooFCCsUTkHdMPTFr93MXBU13JQnZz+j9z5BiumLOxSPs9H6B87ui/7t8jpNCN7Yy8HyYoeAzY4qM+DZIw3Y1jjn2Lri2AY36BU/DQFRZRlAH0CyPPWN7gx/qUhQ6WJ+mYZNWvo82BhHMjNhKMcHB4hIz9S8kOuk0AuYAH3FAsyncP4TPQ3oZ7lOV3SMhDUGr4zF9NmJHa8ZS5jthZSBDyAvtjF2AP1b3NBvepieCTnDxD+ZWsE9po6l0BRVohxIvIOV+3zFUfgfrIhH3+LqT8ZDYJUhUmNEekruNUt6Uy3ez3w47KhMqPTewoiwzp+jJKPEjRPuBvbITKmDdCfJueJUzA8x23m6exDZ1EBvQH60M6y5bKzb/CNQYA67S1I9UIR8KsN4MZ7VPDnXEwei/XPRWcF1XqpwV4rxGFaaDnJkbzUBYTcMYZU6r49kMg7EvspOOleSg+He3jue/Qx520rh7DdIc86zleQ3cQx5S2k+scFzyMptOESC0IrOaaDQnPXX8ze2RMLR2LrCRqKRw/lxkPRXRNQJ540ZSWrjFkp8J2pfo2LDQdmbA6jnLdxUcDkIk2lb8nhHmUffYB74ZuK1DHlHUHrpT9rv+gw9wjsccX8rn1xYuUhMKHce21PqMPGadwrOsRC9l3aOW3STy1Ra0Pzplj9g9h6nIyfwvipWPsQWouIq/H1bzmujybQKo4G1XLEVJaivSJ2EfiJkzf1o58x/WB9STVOFDLE5xIqSNxOWPseZ9BjTHzFLVzOkoTFNuUtGj/4GC9sS6TqIOTk3NIatlTf0v1/yVPKtn98mWycIWDOTaCdHBLUeMPd1IScIg8+DBoqTTjnY7/yCgv5QnY80wboXGTxYQGWpqMsz/2SyntQtglMxTQ+U98ZMX6CwO8uJnchi9+/k8Et2izAsumUuGXGp5gDZDxChdXSPccoRMX5xgDLORw9oxC7C4RqK7/HImnqg1MjbKbV6ETvaKAJRVDeTpkMoTknd9DVU6Dp+43c+RqrZaIpbwBL7yUa7Cl8e/oG7v4fco2+guXfirw2/QAdPjEx45E8fo7NNOw8vUh3/g7tRZjbxYRbm39CRwx1MrxF1oIBoCNfT+R+ng7Ss018RmQX70A4kz3tF9T+9gGYR2EENLL+onHvTcdUxaerCTsxTjfQOXiVNfcZzGdBXYx7s6BQY0LpPcLCoUMtnDB/lKc6Gyvd7z50NumFpXuTCuNZPdddSliTozebrlVQoz7WalEoPdJcxjJcwpvXEfjNH8DCvpjble1VIpRWKZkZpZaCCx6nTAQde1jF2l+SwzqBu5a/zVHFKmqm9p/3lro3suSFFAuWId7jeJ3SU3G8ng3UFx5aCMnEaONUQJPO6SDf1+ci3Ivwx+CAfmhQPfVVtxADQzMeEIzY7awi6BKvM15AoV3pvfbrv1KKu5g8EUohHp2JzkjX8tI7CL6TZ0xu7WxG7IsAvBgzqJhlkf+qhtsz7qlEJPNQ58tgUR70rDY1fveuiExOJTuM+irBCPU/y7sgmJ4jYqYTZZGijPKjGYLBUeL6XQyZQ8l5BOufiM4y3YiwsPi2e5+UdCpVpndGjIEc5Tq9s0k/KalqWVo4gckZbJ2LEdXx66wKtLpEmOASFvjChxAaT7z/yeWeHkd9rggx3UqP7dyJ0wATsRRpsdEnsNbFIn6KwuYNsfqJxICQMwXV5OpHaK8wEBpXeTzTAZb0kalTBnx0IFRASOx9J06u5N0rhEOTp9BaUXJF5RxIdUgqHOV2WHPi9/wn8oeF+mo55NN2IROlkFpfRcQ547KcTsvd1Qry0VHr5nOKenlfDUp0sIA7DvaEjvUz3LlOS6sUYyjjwuQCqVOSjnEvlokTxRgpfR8Ntqb/7RQn+b/6itesbGCd5Cix/Ndt0HF70CTZ7mG2qxhzUh5Cu2ui7a6v0wwqJCPGX6BbmlJV939I0dx3haDo4D/4U2OYR/fNhvdCPp9+RJ8N+bq51xyKUz93RVaw885/EJgdk+vp2keyMU+9dQphI/sJRrGiRFFlQoJ/2bK4/WdxjDY9NZBk60toXsPG6kt7478wog+L+KEdT4lNgiF/L+XSuyIl/0yNDyFTV+DwWXJCCXLRKfR1evs7md3ENDDrn4nNx/hxHj+Qc7sK8iU62lDh0jDqK90CHXgjbBjgQxFP6WdQXwQmOQ8ynzijWclBF2H7WAz1gYNe6jGCQ+ezjHQq6mM5wxIQ5UnRTFvw6sPC85Pel4UjrOC3+UBqhx2s4zdAQFgji3RtwE1riLZgEKZPsO/hae0N5xpAlUyClnC1rjfnxHAXFu5gRYfhAXTWcJtQow5ZVMXFXKA60YujTbq4iNPXM8FhJ3vFNZX+gux8I5/Z5YVqCLwywS3trs3HbZZGjELMWJxxRRQpTnPl8Z7XgFF/c854pPq63VR1NqArT0V9vAGK41WEABf1TZtBTm9zI1GZGTeZ7wrYtDHGFMGyf11arUTpqLJ04fp7CXmGKOCHC0Z7OQGl8DXwe4QvYEeQeVC1l1AolNKVB+7cehfeLrQlVvzYK95rO9WM7/JTuGy0RLQ88T8R/uvA9C8ru4r9LvAy5kt4caUNgc9UiEX+J+WXcGbKu+Z3CJZZvk0bbaQ/XbtL2thDsflArH+uvsbEFu150SD+tEjkMke8bakufkqtSffI49874ztTMrP8VxcnqEOtLeaPcHdDSfjkoRzdh+6IfA3aApRsYxFtIevapdn/YgRExWEUs3453wHum+nOb3hVirWxOCkjjZ0n2gTnzopUAwOvdN+WnVT11lyQy79FnXuTHMLXPhNKSdV5tlOdizIjHGJHvuFEdDDlffl0pW20l+HWnzEl4+mVPLqSk6eitUjfEypvnZTbChlZ/yqfzxxucdZFB+MZyK2jM3A4RqoSKUF+peOjO7ZzUZFRGv2K8oBJViRE0ePtUeLHbtIZyf0f0AdPafB3r4Dq+OVPRObnTAP0ALTBXo2BhRbMM/+l4uAWVAscYCA9YcA2o0Gn7C1vr1mXI0D9OPPQGNIAdUXGSB/m0aHvcq+D+S/qpl1SFnXjAQx3hWId2uqfyv1/wMklJXf5Gd0sr/1KdJeThBwX9UcpiDCrRzsPdWCn14NmhR5Xl4wnA6BSDZhb/s6PInddvhArH1J4aq8myaiC2JU6qXfQWCf108mq3BnVth6j6fv0jTi6SG59B+01qC+glnz9dwoQouvm3dc0zP8RCugevRI3foMml6RHiT3nsADm9Xfg6EJg1YcLgQlmrmDnz7Jzg3DyA6zjt/kIN7mGt9HLujYQzT6W5EUkMMQwxXovTydToD4TkBQAqQrtM8FYFKrx5ikHywn3OtMsgvpsX00b9VUSWP7a89v7CMqnzUlV6g3HDXILGb5CEM4hIwRchUdthMk+yKSEQzqDa4+chHtJfV4BP9g8w7Dt8SM5+hT6m0LH/iFE1FJRvBFpV+rMQLz1suTPQB/COMA+ectchwyV2lnDfKWniYUv58jJc35PDO9A+yat8Q1BnmkUldTON31ly1MfeQWo2KWb2qwi1V3sZbXNzKGmsLLCPUXYLlJc+1+K+izE6ygljoLisYtHfQ5DfJU6PwKOcKzmOovy6mtFkHaMZ/lSNN2AEOZzRBQjtzAhQ6EOp3GAwQAcee5Eh/RL64mg17MMrv+XQFfvRxRAfybaK7jAACnuOjGGTpVUTqWspMXhgD3ktk+GM5a3ZfttzlbsSBfYnb/tQWj7Xl4MPL3cn0RG4+eZL9umidt+cxlW8LxKy1v4HZnQvDsqu/c+xu5l54uVw0BXWlulT6taBhTw23yMx8YXWA1W4YFalwBVR+otA0RWllg6HxxnBoEjw/vqzjgcEmCsTIAZ9sS1A8pDg2ZtGN0TnXXA3Q1yW1Wk1oZkDHcHHhFy+6IjXW1zXD4/p3/oUucR7geWk1hn+8B9EHhvStXAgTpJAYQ0MmnflOsfic0zNdHp+CGs3xOtG3mwE8Kebl45iTX6FUYzic5mXehuiDv/lnlyjtfqm4PmGqx7TjZGNIWhuykVQOvaVIXLr1eQr1N6abKuicZ5aQl0gwkDkK/t/2u0tH0j0dOPLIrqBelO4OBf6Ix3dJWcXqA/RX1OoOJOvAWlMLWw3IVreHRhHoRRH8yA9zwbXYXZPBTnt+9QvYSpBw+cZjmgwlf+r4qTAzHYEVtPJa1Q4s4/EOcoRHT3dXL8P+Lg32LhgMppDNAOZnXinHd9CuM0+5bJ4nwun9/hbXmIFRrh5I3CXcnqJ6KuABXiT0nMRCtK0it4288xbdIX2Qbc/rOkSn1oAL/1NW6mYK7Onrz+G4ruu8JylzkC/Fke/QiLv0Lf0Xpf5ii0D9dOxPELefxGnLwhfPgK/WCzFWQI2vrOFbvk6Ez2x5jKBXoS87tgUQe8ve5byUqdvucAPA+PucCDR331fuT2wKMtLBE2eVkoruwcPBoc1OfRMxWRBlEfR78LellGsYCQ5dJUUBdBoZFHk8zPy4VjoYQEN0Mfo+LX3aIXZJ4SvQ7ILblEjAMH2jnozoR54J2XV9wq7cVhrOuyOsqfyFekJRrX1MsGCvjN3cGjs0LJBjqoXkj6gKJG2/Y9D/EzXeb20HpbeZ5k1S6ptIJ2gmofp51AYtKc/2ucM7v4BSs0gLGJjKlB9pIv7d5YBcVkSKVx8oqp5nblwRJVXMpRsxqkOaGhTqBQgv1nVWqQQYwz3og6GKLfUSK5fqYrmiyp3gCnm25CuibPSQ9NTWvPP4tekyyvH7V4muiM/Jt/khufglqTKEUBvlayJXM7thsKZdCQz1FYSPTGSlUI3hWh8l7phsy5jdOgamsNjQ6Zdty3IHrizkJJlSl+KTtARtiYYdrn0m/M+JQWr3n53JQhVaQcDeU7lbqP8FtW1JbbKAGRRgc2KuaOu4C4eDyWk0dy8gDG95XOQeiih7UicQ+up6vD+WM3/7KvgDt8Y+yWwIS4LTG/i8Z1ElqYGHBun0qBnSuCYfS57E8E+TmTqHfLJcYXiaLbjiNjga0EB+J6L503WJY/rihGW0bkZ5ootrUZDWqFkFPNPTqntE8JJXdRa+7ybxKsDPZATp7KtU9Etkb7ql0oVi4HIHnArJtzrHUTdr4Wp2/g9FJiaNOfRHtJ9YP1RTFVTBdts2g067KZXYSN06QZv2c6GeaIqOfFqlUjjWBUsP/ahxUjZ8e5dYp8HjRY1O97abYqb/+FUu2/VtivNj4DBH4E5EC7m2aGWdL1+fQ9PCG1HDVZ1MdelPWeZdmrV42tG+uuqyfnCFphIdZEhkfdgFt1F2JNubf4VxJ+Vopj2ptgSs/xI7H9LZy8wALuCLSUFF2Jo+dYkxNNGR1tZHPseFj/ve49sW79a1r8ZL0PHrUW5SkV5dN7poMduPMvQZTA0Su5/hmpuUOR68pU969gCOI65AZFdWY34dZXaghU0eECbn0rO+uYLqs+hMX34O5FosZ4Su7QaE58LY9ewM3fYQF3DTjVSBUIXDyGox/RxVT1cPdSHF3J239PsjXUkNWrimUPv5SbDxK0+BEmSUmhpzA/Dhi4Jp0cnNTL8yqBCmdW4qAOV5nduR7BSAZ4K1sObNTnAELjdiYgzaUfyagzxFsNwnSyAI+BsvZTaHvChKkOkB74T/RBpsGNElz18/M6HQwYowb4LvST2hCzY259idhv/AQ27sFwB183/DpRtyghcxgUWtcHSQ6dQ36lOin/NQ+nzVushlTpGdK+aMT4kepZFw3K6jk4wIK884cYqqF3lGs6uq9T6Y4eGin7FG7JpqAKKCwyuMbS1USLW3jzAiQBqkraDCIrJcBUiE3NuESwcdzFHiXwlu4TjWaGqYRTyk2yeZbKon+HYGeCfKBuM9maPm8sZZvcv1e2K5xZbSK4hi9/Lny+eaIYVNFydtmVOQwCmAGWBPgzxchbtWcR0AtdPrOTrmdEp8ml3Xpy9YTNp2LrLJk8lBtn6p3SJYZ1zVmZNHRMYK7hSWPirPeibV6vRu2EGzk7I4yweQQ7Qmv3xrCaYZrD8wBzAsT4ijg7TcaXh05SpkMbNniSw3ZrPj3lr1s2WO89LVvan9zczYHFJCaWqAzp2HMNFyrtUQ81uXiKRpvxE6kWj61zwK+xxgN1qKo+uu9L7PvPvQgs5mHcLqqjRYUE6V6MVsVMM+lgH80FW0p9fJqOzkR3JCAvJFDW/pmRnpAVPfjpCLzg5rQakxLqn9mKYknlZLVd3W6DKNNyVeSl1PTkspEmTVG/IVZ+D1uPQCmR43NY/6NoXcd8rWmxGRSwleVXavT1QN+hNrSW5O4/xClmsZen/we2vkJNN2lJBb+lrm3dLRwm28Ijz8RpkDtb8uFw3OFn9QxZ9tp+DKGR7sVPdlIcSV97+hH3+qn6OrXX0OJ3guUckpMLdKxAaKE3Grq4PeGlUclrxztZUgy0BhwY84P0fGdO8DBhGQFY2PpcG6DZCR2eOc7AgRGHyaKZ62wZsLwVbqUJqblqPe1v46bD7b8CmsjeCCoHIvHkUqx+iNLVnCv9Sz3rnPvvVLMkxFqih6eQPVRnlUj0duHwRzW/CqcJBb3WPykKCQ5ytJl0E0yp0kWoqa1/Oo6uOVBgr3by/2EpiJP/Ebe+g+YSNCjV/rW7CkPCaW5IRASInb+BG79Ok3lEj3JAgKQnFu7Kw5foCHryCmGwImD3e9G+IQb7giJy0cFhfIa5XtKuVMJZuwa1uaReFq+L252CuA4KPMNCvtJsyF3kkZJp7Iq0tB0Lp3bFYbCwyW5qP+D2YJsWuWJ3IQq9R7PG1eqnotnA/Fsa4krIZwIwA3RVmE3UhhInjtIOLRxIzAD0gGJ8zpPulkaM+EHGBn36t29Au4GwkJ77OO5fehCiPtPgxmhOtuJS6oj5uog+ObK+AIPbYk4Bv30xvw/ZGgXa5vWm6faW2aF9FA+tsF84n4ShMjLrq48enQdJT4cwNeZQn2ZLV10udK/qYttRdo362p4SYz/dUTQtncwYha1ZegjT0nQNdkkP0jiQwOGAtPbIK8aa4MF3GbX65NGv88SwYhS8UvJNp6e3rKwugGkbelvxoPzpAVgboM2FFlabAPb2e2Zv0akOddheUliKFk/Qz3vyGBP7bnwG3TFAA/NeqDZpQwf8ANczOAyvEIIltGBd8cZVRMq5U2xDx1xO7Df6/yftvd8ruY01Yf2wDaD7xD6ZHHISOczDYRqmkWTL9vVdOShMTrJlyZIsX8u+tqTJM97dv/xDFbqBqgKao/32ec7D57APGrHQXS/eCrJjJr49yKH2neQl2R4R2Ilv8zQkiB8yAsKFM4h+NYRY5OJ+plefjdQVzqiFs98syQEykeiL2rjEkpKVTURP+SdtC67D22jhEELtrT+E0OFXPlLDFbzX2V/05BirFSQS0rRwDXuT/SuMIUMNPaWGtWMhMjAWi9rXzxyaP4ExMximqtE63ZjNHybSEvURqU73lsc6alqOIGBND7G3PazipxbZGgRMSuxE8A8sqLt9gM51gyo+h53D7py68AuM+n0fA//+TpWXsZiPxVIdcyTicLZ64HIPPRnnBogOtY2Mn9VlrdZ+9TPVv2KlJS/Q7jEfUFQWB/Os2mqVdQo+BEV5CNbC7TlpuEtGS2qO6JLwMkrx15i6wANLldeJHxAjmWKYDy7pa1+bk+dotvfMrD0w3YUaR5WJemrU513pdALICQgnI7UI601xRTd8r6HdwNttCoBHrlBtNUGaObvNn272qWOsFTwJMSChBX7bj/XpS0icgFyfOn5WWPi3/zc93TOu2E9oRb0FnZ75cZKGETKQx8MZm11T+3/F/vwISUqu/N50FwuDtuXVNE4C7q0y6U2BSykv5df+BFIBqT6eqK3PVO+y1d3zYmzOvw8J3E+f6eOXONhn5vRHdfi9ufQr3Z5HPDmFIDHtmVo4Nfa6bff0JRKDr/TVL8xwxUyugcsGWMY+0Gt389kOtjvEzpQ6svBM4rcmfNWAx2Ths29p+ImCHwmEEGcG2TsbWcXQq4khPKOfMVxMdrUGwGnkRjBbbAw5FqaS5EMrYZRdbTtclgAAIABJREFUMLMkyEqlPhEFN8GLc5C9vT1v5g/QzvMeBLtevWPG26o7Xxl5VtVSpDfhJJ5k/zy8FCCw4vqCakJeV0zdZ4QGpoHyCrfdTmoA4j7dUfPX1WxXzR0V/eUqEJlTNYj5aKSTMa4gRn2x8hG9xRvfyrHC11gsfI+OdZu0TA9scpH8gLdIkAlXiDkV03ykXSmphvfEhK5yvZBq5Owv0+nZWod4GMLwVZMOCEW5ecLP0opS6xjpx3QtOE0XZJKh8bcf83s0zlBfo0tYNHymMsqaE1A/KhBdF8AJ06KAF00VtBMCQ59/V2/eN2Czdzdf/UR3L2GQvbEma6FJBxJTLVCx6GRSlWeor0kaWYUCQLKONay+Fk1z2fZ8l6/fP4JoYTGQWA6l3LIhBP1bGwmVRWH/3Ku2m8TVCcknfZPPt8YHhdi59QaXCIrMMD5gu1ish4FbkFLTQ22fwy651uY98P4qV3LVAaVNSXvRWvz6YSmjsfv11dFA6E/xvPkKMfgQZk92Sah1G96U4OxX6ul1g+GLzPodZPw2tOr52/k0JnAd70lf83WPnifpDc56bir5TG2K6G9yd8RTFLVeAbM8RW3lFPWV6OLoIAcGvDHd3M5bMWiBCj4zF36tNu+q9Tt6/bFZ/r3qzIMnm0dKvmkP0pxFZY4R+Vsu3OXQPmpM+5Le+RqCuxw/tdpta+OB6lzAyDpDHx4mtrEMeCx3qI8ipaHL9k6SjNclfeY9Cnprw2kan1O2CGNpZvYoNitqwJmjxaYL9ohJ/JTjWMoreu+/9NELdfJEHz2FndLCxSp4DXldc5EGaZUtaBNakwFXUtCudgjE7zVWFDdCr87mxMa18no2vpKo70yUxWhD/GL3LKi5OWa8gPOF6TV9/Qm49oHDGxJ9x0/zkxfq+t9BGyR9fltDiWJNsWdYgcJBUAzWAiINWdRzu2rTq5BQAbzsMAjn0odIkkxwMsdo1Tl27J87CwguiN2Z3vrMojsF0Vle6O3PVf9SNbcLx7kVletP4NeTl5DeHcxBXxSXfgkp+NoOOk5yW8n0QB8+QWLwGTj4nb4yu98YCyDnruVrD9TGzWINAjZCNERIIjKPOQAH9TpKxi8CUSOVMoNsIq/OQFw//V5+piBQHwNdZ5JpLCyKQG5vJeKiAiPfYnO35WRS2CYjnThE1EoAtgRHF4DWJMXm/STIh83NFHrAYkoPBHILhxjP8yZgv407rcESxBZqz6qmofxUoErRehL1CXyImRsSalPEOzWfxOPbqKf6i7DV5w7MbF/N9gwcPQ5rpafGPA4B5lz5sDqBZm90ZuJo2Gs+Qh3NhFIeQ6PAFaT0NmlmRlVSodrytzg3I5Q2k9ICULCOmlZleNP1zGuiBhFli1iTch0ocfgtO9An7frOSyXJRfhgWuYZwEZiD2Hs2gyNGuFBrY/mbIARMvSV9OOmg0YYTWya3I4EQ+p/fq7i0wHfDb+OVPWsFcr6uEQCTibbGrWohRNw8IPwjPfyKx+r3lIOAV1KF0fXeUAhjTPwAZPIiPpUnBIKbhINpincBAfFVqThUwdzkqcJtJ9CqGLgkW7Cb+2UkYJEShyEqDoIDbbe1/6pkkdbmIFG8iRJrr6JuiceOFLyxf5Nob4knc7KiHYxwLJVcxcwuMs6fiweKK9UQgWiArFSTNV0L14aBlealrsJTp8lDPU8a4ztXPnvjcz8dXQTQlr7yk01umLsRQQMVQjovJeeh3pW5bkAldt6t4bnJ1kX8RBOYjYxxnBvw3NVzJi8PTZozJOebP3wxUtLdegwdOkTIK1L57y58At4RKw80Ot38+VPVbmE+H9Qv2TxESo86HIX9JJiy1Jb9WLrC33yXLlw/JsPMRd8CVblhfd5g9adS55wcquQXoIlq+cnwDxqf1F/CL0ZNhcFhFUNMtlDjPrqTIAD7S/mvAzkZ+/p0TpY3x0/Q0u8F3r1luleqFPeIV/aGqA/6jBEziQ4LXwpeMoE/quMvZkk9Aph2DkQP1XKq0/ZHII9RpQIZsRm+nHhb+QqezH+v9CY60oUjTPpQN2F/8CEdc+QAXvuosKCp9/BP9TcfsVlYTRCF3JTdKCqyv9tjbVsQn6v+0N+DcPHK05WLaba+5szPVXHr/Tyb11kToNNkGkcVoxN2/lllaZ/RV/9k0LqEgay9ZkFfmCYYPfd+Z/rw3/lpzjGU2D8gBI8+lEt/hyjv6A3LBwxTNTiu+bwHwq9AXFCXuhrX+nBipntaUh7eFetQQJ3yOPXmtRZK6ZVOhPHAbq5KohZJs/g56fRzxg1dNSJeSbFwtRxFJcEe4WUliQwewuYLM7GYKySqJj0b6Sor6GGKMxJyvMtAmbMLPPMkmnoxf3oJgJu6YY+hIvQ+pyCF+Jt8HjfsHJy04yvonkn+vUB5kdXw3btrRrVkxyX6MY7sRVcrUB7Nagvf6K4Bd5t9i1un49dCBw32QfGb27fwj8IPZ+7c2hUR7ze4FUN06dtET2JmBcGEzIGLbjyysgir2qTN3EEA1LGVNEVit9S8f2Cou/vEoaRCagj8acfXVo1j0/QSUmC/eq+hbdmUoFOqZ5h6nzlVLcTOlCsgfFuU/ox5u7i2e6L7jUq+mG5S97JqpUskpAmdZbhq7it9KGAwEW11AX4IYpFBm9NKNHvKdpPmAc8nD53Q288Nqv31eZ9tfKJ6l7BAXbD7oAzF9iDaWyG/2YCkyfdYumJQz2ophUXxwpyR8jK6Vxx2NDgUpiQ+dTJAu2qHAhd3CRAIt0T8tAk22ejGml2SBqNb9RcQsjCpWSSAAnx3Es/MXRP6SGElXNBwy2gWr2ty/MuUSTUpsEHzECxdPeiroYnA+9t4zy8da4wPiR0FZ6rc0BOorXnA73yqRqvowdOD/miobQFMHx6G9tqFHi6VcPrgG7qWn7Ir4l7uYwlnjzsu7tRoL7cX+SmnqFkjZT8TwZTHeSjistqnVOXfqW37kNI/c0Heulj07+A1Q5AT8XZ886BhPQb0MHaJYCwQN2FfPvP+dFLdfoSwlpcfQRnzBANCAsXs7oDaKMbU23FQBJuFT6UCR58SokwTPa9rHGgGyk1DWUgk1uQRv9KWAhue9VMtoA1VYNVvfdXBAbP9Y3nau0Tq5uiPcUQD9ScctycQ0/EfRGgLgZ7wcxVegDSRHwBPRK9to72XsEVTYBQwhyOKvo1WqO3xKDx/+cnx7x5s0O1/Re18xd99IM6+l6DjyhQf/rg72BsCWOxkGkMM98eSixBMKpggRwSS+CWIuDAiDVCIApCi9M4vdY+eIZmmRZ9/WiWfw+qc1FhHgMBEme6iqgxwdAsE7Bqbg1077zefqwxVYM5fa52vlLlZYhX1J6ZhXc15G/4AZDkCXCJyHC+yC/92mDQReOIwWKSnzvWh9+bo+cQ0vPkib7xWu98BXtzvJ2vguOWWX+g1u9b4JfnM1WFapxUhKrtZHvIxh6tMsX5DJb/xGUVsvE2U1IuWqMgSxQQFolKYqSXNOzUvG/hzKJGcXhkkMpDUA0fC/gv7haHiwqM6FP70bG/4nrKL44Xm8hi9a/wLykZV9IUdgV+Cr0CTg8iGFn0BCe29wD7rdzTo02cqxmk+nCscjGp+5YAtBQBMrRZd8+jvj5XZwXqK0UBrqv10V+/r1RfdRYhuMvcgZ7tqdmB7l9GvNd1XISu9DyKxEi15AtTzaMCTAMzsnz8JSIc4hc8U0wbukSPjRkgpNOla62dqgW0idCHCgU1wY++112ojkLKkx66nFf8Iht+6pC+LsCaE1CfqEQEh9MhkIVgMx/6n8BIBPrSbnv9jC4Q1W77smN8jVz9dT8JLCTlw4jYtAuNn01+0DKZgkj7Ew4sPKTXokCkldLlE6hPuUN6sNcagDe5Vd/XHwDjt/KxLpe0blWp2yCKJgnMaEo2mTnpkkB9MVNBx0jOTRjqo7/G8FvUkBBpdsV7TMlJZn1jQ1CUmIo2DlW1GfyObfZy2jTlvZt7K+pPzZuXUh3jhHgheHhh3rfAcmt2L+2A3Bf4vad1F0I8Q2SgiYYE7rf1xiNk/D5S5ZIL44kRNRE/5CKnTrRqXKLOWk1WmCFVMTo0Q8Xeahcr0opxV8+d5Gv2JXcTTsFXbunRqjv4wIjQPT8tYS83oT4hQmzbkoVILyLZ1xLRMTHQvNFQA33+uy8JgHcm6sv5dfr0qAr0EDI5F75BbhfaqpsXPwC7oE3IB62v/Fb3L0F6hmLoAJuuq+WhOPueSKxJhlKVl/S1ryAA/Ql89ObjvDNDmIdgD3wLhxA5I0H0edRXBvjnJadgw0lMSPp7ncy9buVt1GJk7ZnAgRDfBYju9hwE+RiuqN1vUHGHjA7KTmB7oQrZkqNPYysB6mpURnz5CgYLa3PN6JaaAJSOfDL9+oip7y6/M0F9FexJ6dMMA7S4Zi8YM4EBWgk0lQQD5DMFyJQP9HDbvpv01mNlgR84s71W6DaZ7/+o5naQH57BSPMGDoqwSboihVLoNKIcJeqrOo8GsbbF9tBMrpq9v0ESdsjD/lwt/w5OSSp+DM2boUsD1S6rWC9qlkMqiInuXdBXv0TABhym2fpcdy/q9ii3Ynnuhr7+Lxig3SMW1B09VYdPgfG78IFx8TYc5LDgbeFEHf6Yn7xwqd6VnZadbyCe0Ll9tXYHKPrVh2btZj7dRqDYr+GKI/qGcrYF3SoIPYL6Yq+5BBQsEoIksFZi6RsgZTNpnDhoIHi1QYYTnxrmFWNK3ykKvVoRxKpBUSjQkojLYzYKiiicq29kjVaAqsPpwTSMnNAy7Ke6/hCcE/I3TgwcRszU/BGEyd3AYLkb9/RkC+SzM60mhIy0iUKMeciA+iS+yiMElcjvxBFOVXhQ3d6eV9Oreu4QnPVn11UN/HTRrd6mukc1mBht0uakcs8hFlHBqV6bgj0pTCugbKSFp0vWOgdBdFwr1bWiGTehcwLPxF1sksPYqRZLMVgK9RFA5YdPNTbJghKVjs8/6ZvUVsWsEu0nzAxbBTmTYd3jqmIxY2tB7bXiMq6tVM8TtyTHm/fFEmBX+RmElAo+hxIsSamm24ousddE6w70MCd7H05M7G5fOM3X72BCtjtq+RPdu6i1I8yHmCETSRsxe0Z2mMxAtC/EvNF5IHBUFgsqOK9WLrcAvRSulKx7/Ggj1MwxT2rnhuMDgqOqu4iOLmUmYJ5QW6zNM1iu+UegtboPkXMyeRr43SdQnyYtaoLSieSQswzRbhCqIWl6rM8dIt13D9Sy5U/VYAXSP3p544bBdIC+ZjI5idZT2ClAIFEm1G8GOMAOOo+VBni/ESQ1xiA0xiUvGm3gTPaqHHQR3mbVUg45rCl7bJLpbcRsTM7PGC/Fn8l58J2UnnuExKPMnnvUUJYvL3mB+nvLp7B3yAeDZ7bm9cIHesvC+zt2DiH+U/+irudNJVEfrb/Vc6yawQTuauuP2gKhk5c5AKHPVf+8yV3qCAyeUaBxAcu8R73gQkNhb3LUV1uZxpNT/yoqJ758aQQocKD3J8x93wbBQ8/UkU6tNmZv6V/RO9+qU0favNJrd0xnHgAwuAI69MUJPU/ZuRieBUOGMnCLL8nDvWj+U5MmLT+USylGCXvOpg8jYUZCFydIMuIDCSqgsLD6AouFxK/9d3xVr95W21+ow++BOz1+hcFyXqqDv0Galhz9SAUXROg+br/q3PZirjL1YaiPTsUMVqQNzofq4Dt1+gbgmQVg6ONnrEYKSnaFIoAeBH+/IWBFpI+sIq77C5jX5Jk6fWJxXb7zpR4sAw/TntPn3ssPfwDUd2qBH/w1h5ii/eJ/6GIOvPXaDkxO1blTnJBXaDL6AsrsfKOGyxDcZfUWxu14qNcfwBTBpnAB+h3LN0xDOw6SBWDTDagsiZOJPPCpY9N4lnQR2RvJaC7u7ECKE4meUpmwAhenIxLPfbLwUw1gIgvMBOxpeQc8DreYhx5FdGmujLNkkwAgI7JO8nuM9GMmptQbUBKPbUR0Zgicni3Qner5Y73xUG/c15v31OpNM97GJ9JEtWpWU7aVcEFMwsJ3hJZPdVNqGCY1cq8kGVRMnRGIi9BtII+fBX5quq9m+xoSuF8GQxEwS5OYKqmLa6qmRyflZ0MCTXX9lDortfAUeEioy2J+qFJreA1SH/WqZ79WBzndxDFhuj+1IlirGnz2OJBgVwTxRZuLJkTcGE7Nz0AIHCYJFMdLMu1fAsj6J68uM0nz4KEaDpmos9BLSthwOJnhtyeXLAhVAifQf7lIlLTOeFGkFKXgTfWr7qLLaw+TCPfVxV/o9duO8QNTz/KyHUtuxrj1uqjh+YYkfApzyNb3p0wXLy8kXOzNeFeSdU/u9LN2H5sWAaUa7iVHRbTz4V9xC9XUqUgQKfVIst4RDXLCptovbnRKkuotveJXkGEt6hMbilW3Z/WDuu7GwOI6F4keE5F19MKhWruTbz4yG2gkXC7haYLL6N2NxZIJM5VM9xgxYUHFPtVe9uIFravC8hCOEiW8jRFo+mh911N6pOb3MVPtXeCs1h6qwRXlfo1hdnW61PdQk4PAeoYTjyk/UdEM01ETyC0XnS2N+NT1IIAhyKfPGLbgsNcPXyqI2K9wWh31hEBBf6Nz7cOonq0+WgSMrDJqln5llximbvOhXv696l0CzcwvRyFhJI8X2rY1G43yM7yk9742Rz+CDdvpKzC7BZ+3YQ4a7QhbLJkxZ85RH6m5mgExBFrGP06rbgwEkKOITtPm+HddQ7skGqx+cs5+1ZDR96890bo0ozXIMA65HJ6CC9baXUDRoCiXmKuA4TdK5QWiLyYD6V0Fg3w1eqQVnoHZauLLs3CUFitqNCjc5PwXggyDeZ630OPQMUJ9zOOOob4Kv1nNch6lEYL36Ok2IJmrf9JHP+aY5EAdP0VC7AeI7t6Zc8FUYpavybaQjJ2Ub/EaKIapahs6yAcIwT0DJ9vm4J/QmeMnYIC6/FvdXURTzGmY/MIFH8KgNWAlaGuYmfYi+vg9N8fP1NEzi2l1+0JulXK7nS/8Ql3/l7oBKRyQD3yij/6lTp/p8z/TBer6+dBiP5Dt+UPgBqF1SOAOCHD3L6p/Pp9711z5FKwwNu5UZE57HplGcN8yrcFbkHw0gcy4V3yXIC26UoypPMi7yLSne+XvDT1h4offA+SrsFxRfyLQlbRaZBcrtDOJiSxBykXk2zSAriQB2J5SgJc0yGRkYAz52vIn2qu4QlamOwfT5RJstucA+K3cghNb8NJ/kI+2MGZsdTahGmvm0T6jEDXvqKRCFqtfQj3yrz1XANVTr7jbL8ZuckjnYFHfLgC/wRI+Z/tISvQq5cw5L1UhXsJHC81SvnSZSkp6GKuz/HWeqkSf8XYXkIAoECnFVOrWyRbjSabqiOYdY8oi6wCZhLxRr+WoT3QytdA5HdRbEEJCjU7MvwQSQs3iPS8r4QmLXoYJl0p8shXaZ0ZT6Lh7FedQa7FiBpqxrgBsiVkl1xPASeigCRlwHXMTgsAPOT2Ib7Fwmq/e1+t31OZ9s/Q7NbhsTFsbSOQAxtXabVLcTcAEUhFibFLjMkkQ0peYn/OiftWYQkx1Yr8jxEOmYScm5jk+ZzlDhmOkJySTlef8DF8jJpxsaKlTHnpEFYFtupukYIgZM7xvXnKoJWdonW/q6tOrLCkc6nM7xT54zx2rVUwYtXFHL3+i+1eqkg5uwaeL5wsemDU+IkiAIjmrPmpX096pRFF7o48+YlSss9XLMdGrnj806zf15n1I4778qSm3ECoM6udeF7MOyK1US4t8PUnUxwSbPfCFtOhYKppEju4yX6CIJLxgWC4UCJ57pPXg7UZTGjjI1A1oCpruYdh6yE9gOucBsVz7o958pNfv65XfW4Rv/Jw4eOkfqpT6y53nnjPORKnoX1DXPoc49VaRPXrR3vhMQ3g2B9764KblHAuhPMXb/boeMgNkLPVw+qTpsrYLLYNxJgnNQtwFB9R70Edtqb7n3LewpvsIQ+hrqP4FwhnwTx8MZcslvf21gjwEmJBt44HpzlUWnrnjVwcYzGaiq/icAxnHJQaHRR2Q04WEYR6AMghnk+NTHc1SKtYE6iAa9NEyCqJ2OzRI4WLBNXV/S1D3RZCMCAZwzV5XnlRwV267Ot6CQ4erf1TOohKc357DZ/87sPyqIusgvdOOOStp2KkLDkQ59ZfwJaPMYVVyCiWtDm0R6d7f1Olzffy0OH5mln9TYAbtvDXWdRr3KnAReBS7YEUYx3+41t28D/acztl1+09wFAUeViN14WeYut3CuWdgIXz0Up28NIc/6Iu/BiW7ZrEA4SyeQrIHmApEnofP9M6f1fCKme4Ch7PxUK3dM1duq9mOdgcNbTQQzccuuIuqk6EziB6vBT0REMtNxEDzG89CfUVySpkQShSKvZW4rv6uHWvnbBoL/CSsLt8CAjmfNgmQr8XgX5NLm0RcLUL9eUzICTT6RbYlUJ8gD1tTQhJyxo+ZntajAKoZA3UCEp5hsr4RBHeBeH739ca9fPVjM70Kk+yIwSp9H2mCQ1APJiPUV7/AwoExs0DriyAZ4l2bQA5eCeguAN03d5jP74J7YnnRaPuo7fIT7h6++3tCFZNqfVrL54CHuJMlcGyspvN6mC7lKxfqGi/A9B7/1neYQcCMZE/oT0bMZBO7GJRLMSjSE6J6Ro02aDOpdYzVteaZ1FG3mcAYoaQy7dxTfAx1UI1c9j8obbT+xKKL9W1WRqU8s4ntc12/AY2HI4ZYZhrajQyYuepZ08LuVMUFqr7wcw1e4A/V+m2zelt1F+Hi/+hg5PGurmK69DEJBIUxCUz1NoGUq+8nh1dVI/ZaJjX3j2paFHmoIeUzCEO0Nzns9NKVZNVqoSLzTBkzvk/Doy/Cabz/OtG35EwyMM8wCe1JUpZIu0Grfovo8jHCd6trdrSGX/OFd9XGA/CaW7+jVu/q3rncKqxV8nRXSU+TLDuU6NPxNozRLxsaA4dhR1Oxp78qxzoOcK+N1exEYXBzs/lQrXyiRytadaqSGqOumxYltJvOC8gkC8Aspjo+7CADiR74HGfyu+ogJczEsQjQTl6kCJBe8f0sok8NnKqSkJwdfebH63r/G3XyRB29MMfP1bUvlJ3AlY9UZ4pHSCOHXnROcCZtJScRVuxfq7h0Lqidb/LjF1UM+q1HuuibfApBYgrH1sJJEyBA8EQitF6MbD3tGdAgfdANCU5j4VtoKE5dJHFd9UVTXFehC1FsGCqvMyvkBQbqdHEmB2tq/2/ABV1/BjH6V+8WVqkyE9XpA5HV6gNa032WeDCwefX31kBk7fMQkaYZ9DEwPQDLaITGgNMCKSf5OnKdAkLq4cY+PiGeb7qCi1HJwqcQ8DCA3ZVoIliNTtV4DTbv+iONSQsA5Nx4rQ6f6sN/qdk1C+RyCHc5zl2u0RCQZkQQph/aiDB+9fcwUX44tIfcwtBBpgJJ3cmWOXwJGSaOX1kUp5c/dlE3IRFFPjAARSYAuuwK5qg9Y2QX+FteVlf/mB9BOFAIDLP7leojVQgu98fq8Hl+/FSdQp2w747sv9+rS78E50AQhknuiJfZdXX4L3OCKS7efWNLmr1vVW9BT3fU6h0kc27rK3fy0TpsPaAoZ7oDaQDxeGVahyphy6Rbo2gVYv4tLChbNQrsW3y2CyZmkncNqzMOM1yhOE/fTVkMFW/ZWCGfiZaUF6Xs4ogpk9pok8KbSQ3PfCCcCL+1JgF3OQvSgAB5DgY8AiB+gMEIk6HHpLeewHXYqOYgM8kNetRHI6/w1vE8pWuF5MC+u+2LG6w91+7nwy0M7zSFT0CPMwwGIxlR7V0QiZHqO0pq5+Kd59+d/F0evUG9ZlDpB6oPAK97QU12IETbdAdyz/cuITzoQVqhymHDvVZ7iusBUi2IFKPaW6xBaSbaIdWHmPYfinHljChbdLxC71HUVjNZORuF0P+aioVq6XwKy0+KT3Rt8VjDJ3rwnII6srnUPAuomVJ8E6pq9KucseaexPCYTCY7SxZIMg3vpTIa8OEZCmISoid1PjZAr1xSxChoEDqHqdkWm4jKFZnDDpLkfbXwvlmF4E5gC7f8se5dRheUDhKDzmCvR/tPqgorTkRLHBDUZy7RqjEAn9PySWHw9UixZ+g6mnA+q371pTywdQ+tS36MgfkwujBeWjkVAIreU9CuGcAkZ0Pwz2+Tq4S9AOuY/DdaRH+lC+fr7mkJjN979uVhNh6CB87KR6Z/HqtyFsK22Kg6NQgdKOk80K7Kp30k8+kBxiWrJ1W/tviAZO5W9zLnDl0mOrV5z6x8CsDPEXeqdGkJyZDl+aP2h4b81ZB+p7APOS/jEiI+XK7kUwghECO1YkIvxnLOtlPnJb3uAV708SaUAHjy9jm19Sfz7huwQ4P00M8hesTmH/XGHXXlU1UuA6GaI63acmkb+mlI5q60BsaluLD67tbnzn9JH78wmw/ANK6Y4fxALBlVYDpBN72BnOwz0OvHm7Nx1RzmMMC5wocGFXE7+XeC+kJ6BkffeXtOFlOUFguoTzsGr0J0U2WGxWBFbf/ZWOB38tQcvyrW7mIC9zGUdxnhgs8h+YSc7BLm1bBwhK1QbEPRy1i4RQU41xoJPBMZ0QkMRglAhtakX19rVEezHDE8QPFVYJBozMYY6YW7QLTsVIyvqbVbViCBHAMjz5dWePLjZ2r3r3qyY+D0YWAw6R8xTST4U1KgfpjENlV0m1/kfmXuRrCF1hDc5Tvg5U6f2fVVy7+BFJdFlfRPG8eODhGxjFzcVCdyQHRvfYkROxH7bTzKB8tQJi/N+fcVpmVXRy/00XN1+hQ2y+EP6vwH4C7omkZSVC8ca4j7gh6PN15oOy3Xvs5HK2p6Ta3eVKDTP7bzlo83dWuWVyklpribRiHBgwD8sfWvKMYyHEa/JgunDh2IYATLzCqYZI2mhFceBXK1P9s0JDFnaRUmAf944qvsUpJ3AAAgAElEQVRNkJ4AfuxGguh406KAb5dV3ib/BtNQXqcApaQn7EorVKgpy8dujBlFf6Mo6TlSsPjVc3tqHWNcr9/Xq3fVZNPUtCqGuiXTSBwINR0IQdTvSN0lUs1jVUP8JFQrVPVcVO6BUm0FjN+OmkEuBzN/pPpLzpejeivofv3K5wfhqQNm8WtQOoUy7ZWJcNFrWlyTkzpiXFVECHBNXeoEQpEVal9QGtIKn1f6ac+b1Y6g4jBYKJg00QG5vokJiZtLK0BcQQ81hFY4biR4IJofObcUvkoVP5edb1LLksJMiBSJAchUSFBBhDzZqEd9qX3kBbVBPNJY1HcPCqN2pZ1SNTSLP8u3PtP2DWEfAWsf6/5irjH2utXd4bSlU5lspVGfBGACFJ019rCC0aLzDynvoE4jqI5BYHrXx+soNp2YfAJu5TIFuo8frzSb/DWJa+KZQAUstf3lc6DuZ1Jiq0eWhKPN8iOlsT5f02hEZ5X++RMIIbD5yKzfNxv39OAyWoRiIHsP+Uwk5LFIxzxb4qQjPsxi4yIS0tXKIo1uvd9bVlXKx9dzcHqBOGaQa360rky7PhDp1FORWAj6IKKylJilxGzHy33mYZAvRjg6h/rgOwdXCSyXM7il/b9v/9Q1wMu0BzmdDp/pox802Ci66II/6r3/Mmu3waZ36bdgFKA6tS1lnzaK/RnUALIKwgmIzmoV9tfeorr2FSLJJ6Aub35mNT+j8eUOmQM74OZn4gojqrNgP+HHga4Y9THAJqw6K9YuH0hoV1lRDjhopPkSaoNPlhlvBEkaWhiIrjXKVUcP1vT+d8qigpNn+eFTcIUF9dct8RijKQxqFiiy8wxp1gkgdKiPK+Ues0kii6vdgWYhdzFkGPE/aY6uQj4B9WkOD5rCckTwIIn6grVnNXYLn4ZrZvWWWX+M2Qt+VEcvgYK2Ynnw31ZhxWmZmPYkQiPEypTi1UD9xTBGdinqOSyWqVT/Uk+vmePvIc36EeSU18sfop49Ar4aUJ+zVoW9ADp0NcnoaNee11ufA4g9AntOde1r1b2oOqhPn3/Pbjq0aMUsIIeQ8RL24MVfANrvTGqsPlXz++b6j1VcUIx0ana+RGpk151wYWDPW3qyofNhXuGrfi1CjGKtQ+MIyakmhBvN8mkRa1pIzE+v89QIU/KXoT7CgBFPM4JePIlXoxEOyTia4kxghKw8mdaKQGBtQRqgHQFvHt0xzJnsTF1At1JIkgI/iR4F0xjypMdd1fx64BJJ/QDt7Ax34GPmjgy4gOJh6PrdfLQBBgUe2hUe9TF4rCXTOFE+c8MZWjLRQaU+RL8I2FDpMRihW/cWzGxXzQ4gj990X5WXlJlo93as2u01t9t4uqyFyp58K5s+055jzdIb0QWdnlgEmaY6w12s21xPYtMS646hWgk8aIWJMQodRbYewExw5Y+HEOmRHABE3TtLNnjfYgApdcGI7khVLmUp1rS4xhZ/mAwInbhW6WLFPT0ooVAK5diPugFFS3RE/pUgh/ez/rWn9RBO390piVWAFm5oiABmnwKP8pWPIVJu0UGXmyGaekZUXiwqEeqTAxfKrrfjpVd4EwxAstXxk8DaSjan64GnZ0bOEqk2lg0pmb4Ao4l0UmLP2P58bwo4QcM16VQT9fcwdRTApPZXM/BIPVUIvnKh9rvGUT1WqbXv78UTMPVcf2AgKzqkcwCnUFub6kZJ2xPPtHjTsYWTu74BOYcvZdVPMP53HoaDasbMBJK+buLpJqQcvKlGa3VIsARfmtikAhPGr4yGJZbbnBvt15WUtOZG9oyTe4S7EzEtyRTFJp05N5ukBKAtrzpm/gASD4BBHerWJ0/V6WsITbl+F6KhWlXyyu8guAuMa1S93RhII0AFoJRtsWccrrOFB0vq2hf61Cm1r2ydpndBmU5eOL+j6hbB5glzVjohmrZFKbgKmEWoL+eoL12gIgm1QHrB186521WkXIX9YGJHGoEf3jiC82iLWHb/ro+e6RvP8+NXYK/YPgfxFZCeYqiPsnwOskoHP4H6pMLNNXJpvak448ewYlwVgUkBGdYOV8y2M6X3C1RAnMcEYRghqxqY6SreqVVVRwCDJzuwbS1Suv4vQEQQDBNTll//B8R6gLBAZUTZjaUdY4RDElCZACGOFT1cnKqKS8QVmW6Z/b9j6gUI3GqWfqc7MzzmmMARRoE+q7lToOu4GgAzRtruoGtfQbYGi9luPMuvfq47F/LWOLfys/g+8HvA9T3Xx29AeI4t1v1eXfxAQ6TQoXIZF+2XxVPtwpyCrakt/G+1/ZUerReTXTDBWLtnNh4Zu2enm2CVCgciDn5EqE9Y83KeU5wpSOzXwO+54KUM1HHkE+MWeZHSdA13CYqMeN8x1BdRcAyVaYoJ45/4LQT1TRtRn+APE+26ECkRZkugPkb9MZQo2g0XpwJV1paZM9iDnREWm9fzR/rKzXzzsd68b1YfmtE2pO3x2LuI+sxQX+jDO1IdTH/KxAF2ZN5TvwJ7LpgnZhLDn8zQdM9BiKe5I4jmNLef9y7Zh7sxPedzEmzSEhqbfxMnOqmb+xPrrAnNIHQ7wacldOWcKRBB+avUgiSZ1lBtUmOTGlWq20Ll8losUUB1ZKckNdfkoFI+QsGrrVKAzjLcYksQzQPtcBJhNs0/hRbN9ZeyP9HY2dBSc86kiEwUBzYp2SDiGkSLOKel55x8kap2qA0btVq7dg6x7Wosdg8vvgdRB1bvWbXYLH+k+ismd4kxe1ql+F6xKXBB/69Qn9g7eDF1WmTIkOm4EhKeQNdcdOXRT7ob/hnFN2lyjwdQ1ECdya6+ZZOWfibjGRarzGTMsJ6ELZbYTamjpfTqVMYCYaJ0R1tApdvgjgURGnsmn5j5EzAXWb8LaYKvfKwHK1r10uON9hEZvn8SJp5OyqPHiCtLTFSVy8cFInKHC+gBbgbgGrB+R21B2pJ89ZYab2AAsDKe4UQ/+bQkRLSW4YQENjyUiHDWAikwmPt4Tzlh0pmX8rvY74lgJ32d99Ooz81AMSz6F/O9f6qTH9Ea8zWmHX9Z7Hxtln+jtx7C2dDaY730e9W7iEa8Mm4KZdvQYnOET5iyytZgMUxvUW9/aU7/rU6fQLjCjUdwJe9A4juBb2PL1dyjPm4h6bMpBKLPfTx4C8aZ2sdlIUabsS2oJgFgGOdG4R8xy0RNF12mc6R3AIdYxbcHO2LvK2SEnkAQjrU76Mc1rLgjh/oCemQgUAZliSATA10185a2zIz4K4q7BCtICyeAUwJMpiCEQH20fka7MacvUhjD7QJUGJpiZMZravWW2fiDvv4jhDw5fVlBnf2/WVRDTVsJ6ksBY476aOvNFoljYiDqFq7EvAjjwrYy2VGH35njl3an5IdP1dKHsI7taR3CZIIhQAdOk9YueSNcGan+ZX31MxAJCNr5MrcgcLAEQR07M7N4wxw+1ZCh/iUatbp4Nk/NJQzuUgXDnBTtKZivHz0BphH8AH+0G1Zd+7OyKvH0Wg5WfHfgqGvlUz25ZoUzrzqTpF5jS87Ycy/GftT8dRIAA4w0GYCEIyKBc5K4LhhzcnKsAS4mAY+08JRgTDoKJixCa/YvsHkJZk/gxqghOaJgjxpjVNrzBGptTygA0xE+rCeB+uPNdHusHb/aHpnOVM0f6I2HBo77H6rVT/PhimrPVTUUcnR13+Q0vkO0CoLrIkWn6WBVamne5tD/a/AVZXXW3iJCvuv5dF9N90z/EsZzQ1el6pQXtduqJ438EvmXYB6vYqZ0I53SGkklzTySVCAStlvhJ696xgpcUiWixagu5XXl4AgURsoHEkwBg/rCtK6IZWJDI8qTVM7SE5JS7M7QliIiqB4gL5mwzqLdZoCtQXVDcqDhFL9hIEKk2YqQta7P9RvgTao/nBlgU+3HQgflMQDXLMumjVCtrFV0Ft816/cx+vN9vXZT95aKKoojHLvAF43GS/aiioWWUtx8EYVsc01arl1sHZ16LBDxEBR9imeLVO0gD3mqb6lGU7p7TKl5pB2Ek4rcGacYKo6ZZGS35V6T4lcq4TvXBB0Nm4ezRJHexZ5seLIGaKoHrjUL76nNR8ACWclZ/ViD/UWpVelP68BOmMbZEmvBdopYjhSQFk9O9rDyzzqPVCvbRaM7quiZuVO1fhsA6up9s3pLl2sQogYcEcsq/Izu8kmo1y52v2x6vPPpFd/rJZMRSsJgkzaNvkxB2DzxUy7sQr0ToBRdltpOPmNxyEu/tkgPUR/GEgSbzBd6/ZG6/KEBo4C7au2eXvkETT1L4xyWYKEHYKvJKTXMrzsIHXaee+WS3v0LRPU8egYmavaZ0z5nzMitnbMC0LhqLpQUwbc+hUNE0MUBVyT1Jyw2EYga5Bid1aXtgME8JfYiM+ysUB+7PTjdDQlI483ZmtszmJnRqtr7qx1pjpnWzPpN1Zk3rWHeGlfd7rg9VWMVB958PEymoMdxOGR0jZRaT4KXpG6PNH6J1iTabKIHEzWPFcdXCfAQmva+eWPFkNg4t1I02clX7yi0jQTz4xNEfVZ+Dv4J/mwohxo1Wlzc+bM6JvBM7PoYAyE6+aHkoDpO2v97fvRCnz7Tx6/V5f9UnRkkOAXxm2LyhlF9iODhEGYd7F8pNh8jontRnLzRV/8ACdxbkKZPXXhXHf63PnwCvn9H6AQI+dmf6vM/qyKCQjcgC7xaPFLX/wnkPGQRfArTsvctpIafOwR+fvOeWbtv1m5rK4TQ7SGK1hQ2GgR4hJzyeHZzFrBPgGfoAA+7wrEcRUce5+hWnX9cQrLaDQ8hSsaxIg0oIsg9hnOoNeaZ9CCBi1XwFd86w4HeylRYYErwmcSrwSlOQrJwe3wjHbK026SYlhlbRrf/lI92WTTmjowVko1HCuDfPTgJhcw96P7XGrDeFr4PbB7eSel58oBZmyiOS/hJQqb6jcteqMapnt1FPdnVFq3OYSq/3rLCKGRwCK0r6zVsqxerWVLzYxpnpAyRYixqf6SL6FgHTehSXPOrNWapPeTVhFBFh8EYqTXG+kdC+ePKR4x/yjiUiFQ9Y5016nZj385S5SUQqhVZQog1KMFcIWZxYqmnEy1zlv4tVqfpOw1KJACA1KRTXT1j+WhbkU2y4giESXJqpAl12S90PecOWBr7FFh83+5/jW5aavUjMPWEsBxojAQ6cQcCJCrZW79SxG2SgHMqeyaaz7xhzoWc++1AHgu1ntqw4/hcsU1NJSpaArrLNJ9Y9nAgix4HatIcmcinjd+Y1a80kTodfuOWp2CJLLqg1gXqq3MPELni2yfa3WLjU9RnnAaPD1urBCycYnK8B2b9gVr5VJUX6vwNwBCiFIWonn6xOLxvJtC4GGvq3imedWRmnFhiHoI+nlxYfaUNZlez6+jghwccK783o616yQZV+gfj81XQp250nERFKHpliI2Z2OmeZxPDjJMxpMJ1JrZP+NVDo5KixEQlAvUZBxd7ujVfzA71lU/ylZtq9xt18hpQn1W1N/+gL/8Gqd37kA9j+WPVv4hQp1eNCHCaq41Tf16Qqkx3A929YHb+DNWiyqs2PoPsUjDJg5rE6zmq0G9zHci9UueMvksE5EyhPsYNOqhfLaUrPK4xKuYwDBBu6FGfpvnxPCwM6RY4PmxhbQVmbxuuqp0vLSpQR8+Nhburd3RvQeV1dBYXBsb8NJ07oYKPlIdYMZCrUN9YV5jnJ6C+ZOSVBARqiM7Csjsk4RO7KAjGGoyJkCGog07W9epNtf0YuGgw8gTXUyD9dv+qJlvGkWBAL1sgPVARzRhhNunJppvgcdO/7QVnRaynewqsT1+CZeaNF2rpN6DTu/SPLrtG22Vsd7zfnMrnihb6uQ2uqK3P0HnvKQxk5ws1WIb4n+2ZWXjfgj2IfHvjFfjB2jI3ngO0u/ALjcBPt0fG1t+emIVTffQDyNWxy+H+Sl39Qg+X1HQX7Hc20RZj9ZGabYFTIvTchRVF4jF3UVXCJNRnBCHej0yAIQkfDsM8O0SvC7hVe+jRj+emJETxACwAqvDlLTAveb1NukGQWwr1pT6CtRMgloG6ZsRIWonHfobXH4PTEWjUyYZIPZoDS7gyf6C2HrhDW7V6V4238NnlxjIOt3szXV75O+xtLZUGoi0Znw64jE4i6cu1zxCIf19qNNfJOqo3j4zfoZrf13OHLgtQZvzrrUz61KVUzDLSeHy7JfkQUIH/ZmSkGXu7l6Rm3nmh1Oa8CaEfSK29QYGQWvjbbhT+TnTURmAMPv/cm8UHkJBdihR3qScJNS6lfQbU1zAEJl3hxiZrzzLIQ06Hk1wRol/mcnQ+zKloN2Bmf9HISaOzXV+hNZfa+IiyfSWQXjwD/i4xmanlPkMlrSjxomfMUF14P19H752NB8XKJ6a3pE1Loy1o5QeloaSAKHX9pWiRtiuV4EBdJrdktHxkRHyJk0cwoZiUB0O2alMHArSQRqF0OBJW0euJTVp6alp7aSE4ORzBpGZAnlNEgNY1IVCfjAwcPzeSJtlCkNgY/UO1BINPq+VDDD1sdPEGxHTZeAjCs3ZLlUsti/egkg4GgBmQqJ782chFXXYmVZL/2hfG+WLHgW9q3tF6aFXwHCxUB3p+T0Oi+VvadnjtvlW8XDhoTDnYR8NmulLhoZR4SuRRbw1dC/FkJocUFJ4Rg0ZviqkoZVf/K6On0JkpIsSYE2wpXPiSLnPhkLSnAau3ALf3ls3ON9pFkz/932rjsbr0W7vEYBewcdtc+UiBY54FzCPQIFs90roDXQRqwt8So5j0rVIOeXf3/qqPXyNp81JvPoBgjDDMsa0NUF+ri4lD+5Kpk2aZLNFCnT892Joyk86ijrcJpCLC0fZM96/k4w0IT9qZQ6iMVbVCzTxqi2D86mzpNP5KXdi0BnneQ/ZpYKw2D+E3LMp9Yk7+t1q7nTsPMcirNoEQ/8WAGROmODqG2VojglKYRWUSZdURXCIiK+bfoiwOFOB5hJY2NBUgsKFAglsjzBsZdfgXrD3z0kyuqjVg/IrDJ0CC3XiDPqIv1OEP+eQa4KXuPOZLiBMDRLFGQjzSgPrqWRL2tE0j7euKwurr2W6OydYN9OelWv4NUGoOYOR1VE8Q/hk6+A0g9g+0ONKdeb39hQJo90SdvNbbfwJnV4v6rDwsnGh78fRZ9Tl+rg6fwpcLPwePRxDpEeRTsYI3f2KlC+yxIeMf1GN2vzXd8/rcgd5AnX7zvl671R5YnX5sYBRzVmgN6PEWIcul1K0qa4JuTSUCoVCqwiGciSL/EvzTAGA8FCFwRbcj7NdEsjXjPWHn2QjeeIiXtEUoB6iyWEuWTEFW0aiPgRk6wEYtsWUqfkzNoDYWayAnNXH8A77XXp+7Dnnb11wEoLv5+Cpsmc4cRlJ1rrwz7fK5RwN8J6Ul9AOkIW+prFH3Ei/X+IzceWI426FSdy3wuwbHt3PX9dye7l3OUH91kdkyM2gEDEyPYWWqvoUyJetq/WtGoaBEfSmVlOk0dLA1VIjPhqNP5uEEV+4zniMxVkZT88CgZmb69N/GT4OWnGgrF+VLORuNXSJTV49L1zOfxX3gOp+EBLw2hsPzuLehfCbGG0qSEwEj76JgT47LcPU0mk/Nh0xnQ2K5s6a9gTpOQxH3E+i7GZjkdeG8efFdsAwBDf6+Wv1YDS/rvMAj8NLZcSmh4/oe0jmnrXuoQJrmWdpSkh82S2xAS2s+U0TT6IhVxdFFI/Ge8V4FYeOC9xbUF65zSlbYV/+UTyTwDFSQK41nB5xgZBtHWm34aolMwk+9Shg0xATX507gvHANIcHyx2DIlzs7zy7flQliU0yXQFxCugjwo8+ZxNS5DpjK5buDiQRbVqHJx3uYrBaCu0DAg8FqFaS0JvpE3yjSE/CY90eyzWI54AtPOZBIqFBLAkvVkCfsOQkmjApXDTU0QX3nSJ2mGFYTDtCoj2ncx2Zogd9XEHwFIkY8hwAAyx+q9dt6/a6xCuWV36veZVjlAvz3SLU4Cp8UnvQKfQvHJu8Xg2W1/QU6L70wR68hd2jvvC46xgzRWLQyCk1HXhHZF0gsFheEUyTlIw6Hw+rIyT7TeufUZFNDcDirQuwDouicg0lDOBfCaYZgKpX3HUuqTvz96ouIAJ01XQstSIuRHa8ul8G09QbkaoMhr9+1HdBt30kKMzyfJoEZ85GLPfcEouOUGgVdwnqTfhjzVlOI/gqJ4cE5wCQblkaSKfavKpwI/YKfIaI+CKYCTj2rt9X2l+r4Bwyj8tqcvISDib2/qdkOyozDMw3ZBUSecea2N5Kor5knDBOSo1mp7eF0D/wMT17n2B8NPn5TYLY7zmSuCgbjIr4i7gIrUNCtywv62teYif4J2Kxuf2H6l7HyqV58Lz964sytwSj65BXkcD/6QV36BdiCugA/kOVyphZu6KN/2n0KmBPKP9Xbf9aj5Xy2b/GeC7ul1u8YwMYDDGHq2JsyK2bBfo9bUcb8VUxDeX6JFo5uTOCfRIGAK6Yx8lECkkX4LWCwKM6KBEICqUY4ikUuiVAfudjIZMYwMmqLEpgS9aX9+tKoj7kaSuAaRS4NqM9FJ4KoniMzd2DW7oHvgxWS1Vt6vIW7g5KfaR7yHa4Bi9dewBgZRS/1JzP0vS6Ir5K91zWYRKPRzlCptu6eg6Qu033wTbTAb7AEvbH6a6VLna2pc5hBPpo2SmtgCrfQ5PjLvrGVfvjO9HtxsN2kApZxb6XeL36SVaWQDx0m6xt83Hplb1NJdcV/ltGI2OonOkn76dUspnmX9WzH4sGRUv0lgohyPrXopxCPGE4QlfRMgBctLhmy0/yycGrAd4T8VD9p8p2XjEnmBtDL3AK5ADjzNoNqUBvOINWl/8jW72Sb99XmHb16C5N0DXPHAxTO4pqvWkLtbtpZdGlS4iTHmFw7smSNGn8MooRARh2LoU6ikrdfj0Q3nhm5jk6i2FJSYSPQgrYbnlFSOJmQx+QYuT6gP9H65Y1ku1X/QjDPoc7baJ7aQy+pfn7+FHMBPYTP6qdZeRnRFOakzlkm1Sq2ENnOrIexyWu8Z1OgKz4gACynXUJXsDg1EFe9D6+02XUIPQp031219VCP1uF2MEFMNW0SXdK02xzs0c6EvhEARr/4oJQiUiUpMwieeIXkACt5aOLxSFWa520nmQ9wxe2vrS5ohLlLvWAvTlXeyu333kWz+1dMTfYUFMqtz/XlD9WWVRHuwkJf+Z3uLQDgycs6YgqDoDxZvFuIgcGEeKZ/odj/K2TwO30JkS02H+rOgq0nN2OlXPQL4j7HkR4NykK+k3AyPC4LK9zC/H7DNT1/aFGEnruu5+3nGHNbIwdI8ijUQI5Tf/X3+uO5vgr1gfVdPtKOwQNTz35RDE1vRe3+1Q42P32ubzw3aw8dZZe7EKY18GABUeJY+YGnSuKTMQ3SyFk7fmMcr4VHVdGtELEzup7K4c6CiJJ/SU8o0ErXFlNq9t8OZDzHBOglKHiTbTisufqFOXqij38wSJRZKdIH3xeTHdOZ1cBGsp10bpOTXENuz2cy9FtNSMClAC91ewzGpWCDOtJzuwac8Z7qd5/nJ6/UxV8bK89VBsKBI09cCFCcWIioiTFIx8ClbP3RnDxzvnlm7y+QPhf8APvm0i/U0X9DSE87TMjyh3Ti6av84q8tDDadCcZJwnihEIAXQzGB3+MrgJG2nu7MCrmxTzk4xr1vv+jJPgzHJW23fS7OVfp9UYXxiKGLwEgSBUUknvgpKiltO2vnvYg2bKwhaovdmC5Jeb+IvquKZa1JlqL4REP4Sf7KgaK32xQtpuLQJMBhi7GLyWnX7do1kQNjfyObAf/dtmgFo1WaDj4eO3Pq3CFEO9u8B8zw+oN8sA6hPltT3E2JGXBf3lFUYRKwR+jHQq9ihaUWCIog08J7VSp2eKmM7PM0657LpnvZ3IGa7kJ8l3IJg4xXkCwzPVCn3Ivf9JiZH2mCKmcZvUK7GtGAXk+lxTKTAg++5jQe6BNdMKViGtqx0gOban5MX6iM8ZU0ROHXM0O6IVYwF/9y8EAq5KNIkVQ5/05hQ6zH86n2A89M6LCcvaR0SUU8krdwC52NM5GJGGkSqKRHmroFSla0WIMYJBdUYqrUSOkY+dzCl57yZnKqxKi5HX3+/Wz9brZ+X63dz1c/VoOlHCyre1kxzFyYRF03pEXMxmjUXMCypmJJnGbKeCxaykZThbwD8WqSzcI2Pq9EsnxJyUxMshz7W2RSLqhsnQLFBluJxFzJak3Dr2SLycrl7oMTOvy43AwDkB+ghtBg1b4PFt/N1h9k4Dt3W1/5SPcuod3gwGVFr6Nr1k9j7Lam/Td+I6Rm2FAJbwD2hjwtnasevCkwyLP9KAc+2yBF86d6/VOwfYK0BB/r4aqGjqGDn+6h+2LdSTLVBIfH0tJw+uD2tQNvvtsF/5CLWR6u0O9YoPJti6oa8EdBfT0P9Wek/iyXdWb2uvd2q1cBLNOAOSnVcLW1/WeF1phW9TQbj7VVOjfuQjaCtcfqyicaXrujKgV59VRhrVcfNXLY1YoQUotD3V/SwNu8UKevrL7bXn2kyvPgXgiUXVm5j0KXoDCfBMEB0uR7Q0L9+Sx8nv1DiNWemOk2KMrz+3q2h94iB3qyATqNS6bXquqpUZ9HEUNi2Fl/Kte+Efm3DpKB/qWYXR0SuJvBut5x3pJP9elrvf5QQwL3GWGThpVSzmEes/NkPzV7rCHY0xXRxMNUSkgmuUTByGnRmZhdFLfTWyRLVjmPpdtKModIlGnnaARYa6hmO5Bjevtz5TLanb52vJ/a+85iwkoG3OS0IxNWhuLGis4PH4sIjSOtZ9uuzBCbmKvOMub2IE8jRu7RN16oSx9Cnr3WpAAJnEPxgwicVcr1fAxkC1QCVLC5+keMy/ICbFa3P1P9C6DH211w/ufq+vcQI/Sk2iYQFfbwe0jgDnbCE2frC6d4C6JobPMAACAASURBVD8zRy8gzOkxJrc4fq6vfW2fbAYYv9sGsuzc1yu31HRbg6nnHJofQ4wZMPZrjzkm8f5mEowJ/FMDLQ8MKA5J8XIpToyDH04uNVQS84QE4InQL3VzSf6NA0LaRFbfG35NUpcR0xiaYAnuCDATXnxpdi6kiPAzpptabweUSFFfWEo6tGrFpyg883gYMVQLh/nqnRxIv7sQ+hWOwLADxajy8WN5HUBa3vFqijQ4TKpBlI0x/HWeUBkF7BFKYU91F7LpbjZ3WD2+IYE7Khn5oNIh3HuoOvQlLnkJxatM6Hmxth2ra2RcVL2jY+RIzP9KtfCk1i5gYaI/DIeQGs5ei4wq4rFqG9u7mnBjpNHy1fc6a9qgtxHh04ltAK5BcqhrZVoDi+5NLVk0cN96cyeT6rg/U5Comwt/gs7yIsFwI1d24+GErSEKM94mMb2Jvvn6MWgnqO/vZ5uPLerTm3f0yk3VPq9bZabaoDNBWJceMOrK6WS9dM31YsF05Wn5TGjJZCu9fSqSEytXXJLh8RGJEmcupHtZ1Iq8V44lKXh8dyckUD52suSNbBII1+enjm9tCZ8SXaK/Rra4Ydobjm9CrA6Xvb2XWf1j4URt3NVwavgANLP+RWBC8EDBAYA6n17inEs+4oQAmGTfGvYIl/zMWZSYTgVQ7bugmKm5Xb15X63cV/D3E8j7rDoOXWh3RKjadQciaUxPSPy4qPHYGagvJ7CtqCGZh2p5qCGjNfiLAsVRvJeTyusmsrgDNRTMhE1HgaivwGR0wxXIKH3yFKJKQHbpz/XSf2qIBHBfrd2C4C4WrcEtkNcR6tTdYJoRfUIfLBCy72sLhI5fZCfgvKQ3H6rONMuHmRlWBwq2PAB4BH7G4b1h5gFewfFe+Gkgf/I0oH2U5RM9ugpxAeb28/ljTAJ8AIChPXIOq/gIxcx7xSjULJAeR31ZfLH+DrVBPePMVjhYh6ieAFRemNNnZv2+bs9BPEaX0QGQQN8bfEa2js1Wnb5AKDlO39iCbhDOilhsIk9of82S6Kuo6xethx5GxpkFM57kYyH9eRvq47fYqub09Kpavac3HkP2giM7kxYsvSpOXpmDf4Dxl4sua4djVxOUXdGrevgtwelFFOtZveLhcyAnx0h3xnq2nyNyg4yXR8/M8m+rYLCgYYNBDbBzzjgT6plCkNI2psnuL2n7zkXEqE6eqGtfqvKyvct0Z2r+JHeZVMAi+jniuhfq8F/64i+hXdtoMcvbGCHGSvLRDxBN1G5SsAt9An6DXYh7D6HawLL9dm4fy6MNGLVttINwuj1DiDKveMSO5iR7U1aG82mYcoMZUkYEXRLseZgUWKwAZmILw9aE9ba+PdHnuh6GD0PYT87jsTI/CebJkgk4x+wwPaLzsFOgaJ2c5zaJOlM3VKPKBGfopzHUU0+pmH/4bnFg95yZXVf28bt+S60/1iu38uG6g3m1X5/L+8dRH4N8iTc001AlKUSOGEk8FaETlIysM32MFAehBbLO+WwCGfz03IGeHuj+JUji586YVVU/8n49/kquFUGieVOFPq3LCjWRv/iZIhhUz5TuGOu7HsqmlInGiXXTHiv3uZ9Poc4GRCoUL2ZGSHRioek2Ug3xYKnWGBdOKWd+gJEGX8kApYyYL1MTzZjUGlOtN/4rJjaafFJ/yXAFRV9ScrwqGSQ/XhGm0eY03AsVG1GYrDI5gKD9T/A5fvfBngLSIzv3rlq/l6/dydYeg2LXX7J6GLj/gTKElKCWQ0vslGp/RRA3vlH+WiZGJEx8owojsF2jcS7Ayu0XvspSqmPhYWMkC01rSEI7KTllvSkClhCS/zbUV98SHqr18GkNEoKSqZDjLeWDgm2HJOrjq48EYKa6xiqs52/Aa2PjUY5Z0YHNABPQEjyugSWeUOAnpJcPKrUl461K9wgXPEWOG8iE9AA/qB6YNZ47VFfvqY1Hav2RWbkJ4Rad33iVltDHFWsSg9TDJLUBPdXG+LoiRmjySpZL3BgwXkGLpUi85L+UUSwSlYRAly3gdbUe4UlQFybn4FuIKvHev4GR2HhkLv1PtQl2nsou9JVPVHkRKV8k8YpR4inkr/jOOK/LwZKG4C7I25y8sZpHZtULyKaASA+UY+fZMQIoSKGdB36BAISfMkH6hXibI/cdUI1Vqeeuq+mBmj9Qs11AfbN93QcBQMe8OnGcSyLvUV+rxn4tBvkk6nOwLa8+QF1WFOLE1m+szr37F3WK2edOXun1m7ozXzXXQuDXHqZhhrR+HJOfBFvVHFKFor6EoSZHfa1R9a+EXgH18QKsQl9VHEwlhnO00QQ8IwAVY6WMjEUya3fV9p+QH3uibvwbrIXffa0O/htivFthBtTn6LhxJlAfwasZB9hZdEX4WMYGtw71YQG0cx7vqv1/6uM3ENLTSvXlDx2sQu4RbeqMq21QDSd3lp89+5JV1/4EcThPMUX71T/q/kVbHljEhffU0Y85suKFrfn0mXr3jUW82YUPUAsHqTOdOW233oV39dH36OD3Gs5oTl6bnb/q8kp2DtI55Ha3bt4167fNeBOzt42Rz3GRPGcB7USMUwP8o4BnGm6nNQhEFNXGeTbJfQWurCm+Zd0otc9MNJ0aRda2nygh3hmoj8eeEdxgejbw42nDFGF4xvTyuKBYZya6V3/XtLyYqBTqk43CqcRMz+9BfqONx3rdPtXv6OGGO5ioj5Aq0g8TAE7f4bp4Qjk4M2JBw0lqHr1NqeoWrkCMuMzqFhP77N5X84dgrVEuY/TkypegOpamqK/h9Rw0BlPKtoiSTTWzMyg1+lPsqZIYr9ddoh5GmjrXj2N1Oe8rIzzcYhASrQjrf8lU0li5qWvIHHJurCHSX70OyjoWqdqkD2l9lBYTfoN8SjM6q4mBJ4FE3DFYRMkLGd4N0dUmXZlKWh76HKG+MpM30nabJUoqW/2GAfaVzKxQYr4pCLinF9/V64+zjbvavi2ufKzKJaT7StBgdM8gy6dF7KUG393UmpK9LOWKG0KTn3R0RQlfQbGVxLPFuUqmTi4y0VWTmLEUucd/pYJkWKN0UaigZl5c66p4K6XvXhijlx/ejRRBHYFkKlcpfChbiWuId5nFe9oJBj5yrWK0eKoxQQLEyVyzaOoynriVGcSHdFYYyUdxetHZsvLWE0ckYj8yyDpENrsDfBTk8YM8aVb1h9AaG7chqTEkcN8ikkZSxpE9mzU+avAT03p5CmUVFAcK8o1coagvJ6CR1i94vLxUSTDJyT3e7qCuxLnAIUqx8MnZYeboC2d/6l/Or32dHT3LTp7oo6fq6peQzmETczmsP9BLv4MoPhrtM/MeCevi8acPXuqh77CyC+1d0Ne+wtTwz8Araeux6i5UXsR6WCVUcCLkQR1FdCw3A8/o4PGeg2SQpm8EhnNWg+lfwrgAe5nFD/P7aroLNNHgMvyECbVxWUeMu2uRTwU4R1XlrRG39mTYDNyn4aLdHePcVjtcVzv/pW78H4ui89Pnau2B6szjJNduWkgzxpaHKXQ0lv822DRG32kQy1HiSxF9SaC+ccBOBOZFqC8Cn6S2YDzpsWiyfBjjEGNRTvRsw+5Zvfm5gfiWFuFA9gL97nO9/3c13cblmLjaslBzKjpLBFYTeJsBUTLzVQFH6jpleqhn+/rwny6dg0bgV9mRFtOscMFm8GTEEdrViqO49s+Dj98R2ohC4vVvwLXeYkWrx194H22hIQWIPnmRH4G5NRwcXP61bp/THcyybf/az+L75viH7Ph1Zn89epUdvzLbn+v+JTCF27ynNx/BOdfqrWy6g4lDLNibwUq18YyjNfVIL2txGCMAUgwOJUZKob4EIEwF5KxaPzv/gbzO0v1RvErxFYFzWTvuDB1UauDs4vSsQSUH3p5GFyPUmmYXqxXJZN94n0VDHHlmLT6Kurx2QgjCM9XnDvXGXav1ZWu3Ic0MJHuEX11cIhTdqv53kopFszLdF+/RlEpBVNK0XlunbgdnJNAU4cBsblvNHam5PTV/XdvHN7zyu2DYY/D1qbmfhmjX108iaDOtQmrwXFELShKvU2qB8fEnVzQdSok8BolOlupSXJsskOptUkenVpQN6lealZLqcsmG7CpMq6ECmSQxXmremOYams7OWBHSt9QQkoJRpi5yICfUwcjIU8b5EHMuPmKkvoac9T9ScPk85HFtkRiIkpCQvYNqk3NGGmfn3wN9bvOhXr+frdxS/WWtenlNBQAlqFNIidSZSRjDPvJUorFkxNflvGT6xhgVV9flkU0sfg07XXGklJnUVhVC7u6q+5PliVlKLCLfUEy0vHmzmHPDhxyfqjTNjIm+N+3QRFXOVQ9VFt3V+JiFJ/P5E7X5CGyW7Mtj5RM1WALRcgn0oP4eG7V8LITllpuUy1h0pMXL8C2QtSw67Wlv82/APFLreTW/qzb+oDbu5+uYfGK4im+NLlp79lUVgala9DD5QtrzCu8R2o2wbc0AjEGvUD5854hxwNEdY/B4EwNZIcGKmbxFpLxz1xHG5M6hd2J/yvUEQqYdfAsJ1o9f6huvzOZDdfFDtXUPgwQ+VMu/V93zmLtvJLuXi+4BkNO6k8MkDwu7ELbm/b8BPXL4DDTa9fsWCNmqCqtDA/BzMIzH7RThPYXZZwXGOEhzaQALzAcILNBMt8+roVWIj4D6m9sBi6H+Un3XpAKoQekfhmoDfzisrlc4h9NTjiCyqpJBbACK/sw+zM3wCoz35DnClZd65QGY2LUHbqSSXmsAclkAbwSBRKCLQbUQijOVQUGyfGNWZ/VlnDABjbBThDnDJ+LT3ubjxwaIEXSKmYErpQXtEKrk2p/04ffg8AZmja8wed0TNbtqWi6MCquknlsPLwnUJDDvDA4zDQhbo4rOhdhIY/DxO/inuvEakumdvtKX/tPiqxyyi40qt09n1os+flkxyYDjBQ8r3Zno7a8Q4L2EQDW7X+rekh0y5HtYfB9OW06eASA8fgXBQk+fgPxc+MDiN9MZ6XzmHA6VfXFbyHf6BubkvReQFuLaN7q8lM8fqrVPzeYDwH6rt814HaOAWr1/AQiczqQB9TXAJ/KJfPAiDi0gJW5OKUCRvBGucLTjy8RNxDwboch8PY3cGuttRsdOgJP/JBApHaCcjRiJTaMCoaEUCk2nwai4Ptdh33NBBsZYnaHW2n+vA8SvPnei1++qq5+hAf8dPdyE4F4FVtLBv+jd9054uSbVL6pgNRWQL+m3qG5Ymz8wRjcMXZreop5tu1wOaraf28d3PqriuFSh5KQ6Fbot9I8k9oj1CYE6mlCf1wjFRDH9lWs/caMNGmFqFHSiiDEYaz3wY5lgLOsafHO1axbRxqjqmdQgDR+L0OcSGmeTWWYDSCZaMocBEcxL9JPcKLXb1O1iFIlVkxKewAP1vKUr9KOWQy4TPUkqnUmJjSY8wVSEEfUwigN+h/xaPYg/fu5dtfkgs+qdfble+SjrL4PirspKI3QBXQQiTQOnRuSZwDBSPM5EHbTpxLTEMhD8l34y6itVHtvuin/ZFbabxCjiytnWK5O4ruGoJXrCpMXAtSJ6Qra56CrvD/83mlUnNhgns4rAAXr/xCzcqLOiP9RXPrJoSjvHUe1CrZwht+IZmEKt9ZzQ61leZol9XfpbsirQSNXtzOWps0rn3L5ZQwe/9ftg6jlaw40wlLLql8bwT+5R1gCet8FaskZZZ6A+htM4QKKfYB1KTD1FsBZWXqA+9msm6yxr1FRDNXh6D6sDoOpKDyCQvT64ora/AeB3ApyD2fiDvvwhEgh31MZDtfRh1r+Eh1xDBkRD6wNiBonm4gX6zlm9trOktr9QUK1VZ19oq5v2LmG+hxLR2qA6vT0b9fn6PU6j37GhymevhdC0hYkTuuf0ZE9NDzLw8duDQ4oWauetCQvcEpt3FhT+jWrjSYF5HGXqDD5dwP0JnI8M1vTOV7oK0fFCr93X3fMajFSHqiCYhDNjBMLVqE9yfQHeeHjmoU5WQ5pmJENBo+DHzkZ9Df+2RPc8oEp2YExa54PyqLVwQMUqx4jMrcq3dltf/VIf/uBygahThEy73+nJjltrSeXREXEqtQH11bMnsagogERfG8LzwHJbQTr4znXGYrBs6beI66ohVJWgeWfWqsPPoH8gEM5bn2mIbftUn7zUW39CgQQbPLX4njp6AXsEEN1z+NXWf/RUX/4V2JF2kKzrTCET4Pl3MX3fS3X0EljH0zf66heqXNHzB3rljtq8C7vVzttsz/bKFKj6dxAzcATCUc0ZTFTqFgHSWtOEHSYDIVE9DBamsNYZWEjQXJxIbDAH9YCNfKFgrN2M+t4yG0ngF6HWVsz7xZ6KEcBmJN40mmHRyjSM1H0KkBxkfcf4ZU4tHAHwg8gOj/Tqp/l4FQyAOxD1Bx5NbRrDM611OQcJH30uAjzJT6PGFimvoV1wItfdeYB884cGMjoc5cPLWqNHXxXipaziT1TaSVV/DRt6QaUgmeUV6bY05qS9lWpWpJMlB37GJCSmVOrNUuWlr3ap80UaVV0+k6yL1MBkWsKEUiVaSZTPTKQwxesr9FcTWVQKNVH2gRrLxQau1XctUV/J243WzvdfLHdOuvpWEU1KBZ/zlOVYs9pNR4H/ZnG1EszzIJAo2DINAO2ni6d3/gOwgtsEDV6v3sm6F0ze0aYNqoyqY+oWqM0r0kRSeaVrIWeyz0cqtw+psy/rScs2rV/YDTZBI/ERghGtcrwREr1NQsRkK2RNWRMlq/bsPp+9Nw0v1jhdtIYECxfhTzYizIJtBaOlzr+fuSPDjQcQG7q8CH4sChEFWHuWuepULn9xPyPLWLlqUTcaDuBSAgPfexqC0w4xxGhXzx2YjYf5lgV+j6CrwxXU1EsECeiFqDrhoVq1HjCbw12UlxPfAw6k4E1Gcxnwf2P3vFT9KVxHjR7rPBDUjMXfIvBSbTAZXOPqW4pOhlQtzFt/Ld/7FiMKvgHQsvmHfOkDvf5YQYz4T/Typ6hM2JKQDQJDsIxwzgeVfabItuf5NKtP9C9C7rXj16grv9FbjyouqI0pEEBsRsa47BS2kg6HeUNCu3GKr1UDPxGBs4UuggWqKJ1FBdEBjiEJ8Px1NbiEZnjO2hMPuQzydZBEnjCWOQu5CVBB8Gkx8VVdmcvznimX1OE/1fEriPV/4w3slNbIxfcHLdwBY4MgIYX6ErCQGm1KqMN4vBQ1F92bsG+MWDIoOaEdk1SeZNh+Aurzt8gWxRxiHgj7ZXKttf5Qbf9RH73IT56BqfDp88wxfqNtC2my9ijLsZM9+86aJ3xjBcMiQjJF5bUapkUWq3J4wKrNdhGLvgLLzBuvs0sfGowf0wKjZcQAzgUUAoGew3tnGL9koHpL7a0/5ADwALPp3a91+7Itb2zhi+9hzNIX4BRqxebktXOI1Zf+Q1t57s6yyjByphauZ0c/IOP3XN14po9e6d1vVW8hnx4B5Ft/oPGxrMdX4YymM8LAQmPTmdaszhQVfcFNJfFMzFylMI/ASwRopempn4L6Ehyg4MqqYuxikl0UdZIIpaK3DejLXRzZmQTSDDOhA5SCtHhj1a1AdRPqy9DPUKI12lBLjJdMdUuMiMPaNgscmhiRpCinkBASGL/7avOR2Xxs1h/q0ZpujzCyyzgHiZ29I7VbolMKvZkrMYm7pObKM1xniSb8+76nXISJ3gIcYMxdt38zi/36S5gYuge+4CGkQRmCicfn/eJkPaEhMRXKxx8P8TZMKe/NWW8TdTZ9GtRT4rsfylBQWmFsphEmbBHlr6LPtbosAU9QyN5mJ+labIL9ojzpcwLDxJor1U2jlUojVcN1WSmHDWzkGXatIVMID4JnCMRK6txiFL7bVIWNO9P4L0V9EaqRIfXCiMj+4n5QbmhQ7TBbfA+NuB6AG8/Kp3DeD3H2XGDGvmPaFR6vZAm4KzBPXwhtSuqYSGdUaPOUeLC2OLyk8x9LaZ5oUe7xeAXTpwkSk9QLIUB1RPhTRTxv2B3xiBq3T+M+pb8mRCW5HNGNbHOxCaRrCn7U8DC0eszCKeTEA/UCYn7o3qIuuhDj0UqO6jlfO54jgaM+sZGjTmZUMGjHTNQxOT94Algg+MzRsPncISQsscoQ5qvNgPHro6lnmSn37ujRo6t6v7uDs3R4zEb6jsCeyB9v4CtM1F+XzHJh/Jk8ZKnupSCTx/yMUZ8DZv5iWT0HHDthhqaA9dLDtXznLxabaeATXpnNP6qlX+mNO3rtnl67qZY+0ha/gcPSIKuijw4bgCXNwI5pJMsVfe0rjbHv9ekLCCbcW0S4ZfXjLvZhgHh7TOK1SPIti1EfD7npv2NivWFFwZUX1Wxbz+1D6vbZgYZ82cOsQnc+UovzM/SVJGmuBuPJGhlWqfzQoUsP1vTuN+ij9Tw/fW0FT3UXcKVcANVhhYcl6iA400HNJP+WotESnBUBUY2Ah7BtHPBgjIfAMVafrPoywebGNW2ICm74dayKMYdbE1JPxGGK2W45BFuCgjvd1es3MRrKE33yLLNIyYrQyUt18J2eXoPx2qk2GKQ+HAF4CpFlsY+4zQQXKmhA9q+Tk/Y8mhCPrBaq9/4BpsuYcE9d+lB151UxNWbo8mogZh6Dtl3MOeLFAGAYqeEaBMsFsu4F5Ou7+gc9WMFs70N9/mf60ILbp0BpgjfsC2ULWHh58efg6ASBPSHjpe2DLQlJ/CCg6CuFENFsf6lGqxD40OK9DXzcrd0GdAoaPzp3tacutgca9Y2auakzSLnI0FHipZo9I5gnpqcifMhvPIPoSzF4Gf9et5hytGNIMkHBZaKAR62Fqw0ZV2cS6aKkFO5fgPRZkUK2FeqLzF/PoOwkCpWehNkZ90YTwmrAdYf4rvMn4PEORhx3IaPD6CrsCKCyrYRP3qGv53DIHatlCT2DW1c2MU5M1UjYkdbv/h4aEfVVZ0HP7WVzRxDKdv4YgF/u84y5LA4M9YkWM6FMiN4S28UEBiDaqtf+hWr1/4b6ylBtnpgEMmNCCY6mN083kTYCzGnNbLwpEiaa0jPkIScdjhVTMb3xjbRpKiFBbCI9kincpawqkjqmODbNW6BoPM7hNoGJqRatV31oFA85+XSVxRJEa2HkAiXONYRyDP+62BvwZtWLH+DZD6Ty08sfm/5l8LdxG6r+MPu6uM9BTiLUd8aykmlk+zERW5JiWoF7E9hGkrdib0qcwNBaFvdT7MG3inoT6hNDkxuKimIwaIxgtrCX5mcutdRlwryTLxY5YqPWoQ3Swta6m2Ojxl6xqs/59yBV1PojODVYu6MGlw3yZkAXa5eKrePvZf6rjXPo7RrInAs8TJc4CeAh13wvt6gPuUf0SCytxq837hmwbIGzcDVe18r5jQ+cm4CY6ihrwoAxdQEHBiBHUF/Ab+ILQ32ELfyJqE/2KnQjxoeJgCghkmdoqA9r1IanAUb1hIz2kFJs5y9AR5xCLEqz/Zm++GurIpi129ny79TSf6reRYXWrZnDjcwCk7B8HrxpjGVinyQWbu1+C/QFxOd4CQ6iOXpzmZHSIwClLRekrboxK2RoTZZlIbbPJMDPpYzHHOvI64KTCIb0nLtu7N9y2cUR1WFaMPaGj9pC+bEWhTFn2kC6eC1WD0GLqXywrPe+A0YIHCbfmNWbxrFYbowVRTmq4F8K9TU0NxYAifTzbKPKKNALrTDgJQ/PJjVam/hJyAioq77XiC4rGD7kLn8cAcb/SpRob5miweTATK5BONntz/Xxk6xKXfCyOHmlr/8T1tSur0VijjcOKzVRFH96pEo7nCiQ7DYvbJ9vVbFST/f04Q9AzWHSBbP0G3juATBwGdLH2llXggqO183MAAAYQ4yfrS/Vyb+BqTt9o3e/AFPPLv567j3Yd4D63mQnr7JTNOO88VJd/JUz8sTOzKAD50700XNwBTzFnBC2tt2/5N0FMEDdegjnXJt39Oqd1ngDXU/nMEb/WHcQ7wEQnToGMrj8+e8t/r2d+lfcAh+sDeKaIi3Z4vWEjyMtq5Logjur3fymmSwcWqnqdHeF76lu1+Wz1PW6aVaz/7ACoYYa7zlhaDsw792ACahrTQIjR5CeTyGYQmsMoJJgnlMe7TMFpFO0ZBZ9POqDIwDI6jGnzh0oCMeNJ6FrNzGp6VDDPhq9wzQS8n7NYmXF67X4XceGiEIj5DWIQ18GTioltc621Dmn53ay2UE2OwSDjfIy2B0Z97boEW2VK1JMd+FqdEIxZZqH+FXgHKpgZWQeuElSyb+XoQmhegpFtlG5ZFogn72St0imNNKPFUUIDBqlyLemnxoXOqGRN9wiovskWuecZGS6KZTa9JrKgasYzJio2zlvPV0hUctESTmQuqToof8p6nMm5IHOM5/GM1AlZ9Xcp47SYd+ai+/lqw/A/2QL83SVFwvjbPOGLi5icCKNVycXo0vNNpnGBFsoxIYUSBCq9HZRhswtnQp2XCUmn00jUZobhZ8Jbb1ASUFtmIpI0rKwxCXrTyxyyYdAQ6/kXpA7NLIupjMmMryFXVniMxbDPxqEGedOIXDcxoN8HbhiyOut+yEnXp0FJMWlR7A2fPjjUWw6P29sXEJ4wBfRGAw4CaxjRxcjSFu09cD2toWn4NlgJTPdCOR7jBeFTqEhUvz1Ir6lASgmvf6cNMYxUQjMC+ajUTdqEMgtKj3WYpyb7yE3QAXEi3Gwi17t7wfGn/lgRe1+B7qmhStWK914WFz8QK18olc/0SufqEu/Vt2LLnBLsCb1TcsQMnW8GasK20UBxu9r7Ry0rF679SjrLGBs4RJsztFpMCt8Pu5h9OEX66QLWREXqysp0M3PVt67oGc7QPfNHarZPgZRnCIPmaL1YiKIM2NRQMj6V4gmOtYIRexfCJK+9zeIzHH8wmrwauW2VWDAMAwCEzgQW1NMhP4ioSmB7ssoPxZ1KRHcRULEsSwQ+L0agAXAQ0m5iQRyY+fLZQAAIABJREFUMa6LwVICRE3kTy1x1yR8qTEbjnoG3JTtJzjo3lbbX+bA+Fks9CazKOvGG3X97xlE9azSOVSVtEUTk7iTaKmLXGWlEPPONDKWkPADVid3flCDfLqrD/4OiUmOn6sbr/Xy71TvHKZZr0wBIcaP71UNM4y9Priorv0ZwrGcvFDvvtHbn6vyogbKaKzO/zy3YPIUiD6IYYNJC9XhD9ni+4DcwAxvWiWNuPgBhIHBfWos6rNV7X6jRiv53LFavZtbhd6FXJ5uGHDrQiDRgSTyMKsUUwUMxrBWAFop/EYxlYd5WXwvq5bBLd4BcctM1KziX91dFkbyegT2i2DnVIcusarEDNS4EULpVNU6DG9RU/e8Gixn9tNbqFeW0qGzRGfoXNXoN6PTS9CmwMmhM2I4AnXHGJiWLKYa5HaAMjkFdzk4Bn0A2fzWbuvRlsbN8g7DJ0ztaNDsE9oePYBMKuJCD4t1lF711IZI4kDl6e48puLZwyf4ngaztDGEoHDxP4VKlFAiG5SwpHYlx9igGjIsV6aUCaaGSuaTqqoNk5nJ7oWaY6VK1Fa7eDE9Wxqz+VaEns16Ei1iUqGk4hHPsKg5LRLs3zoMRix1TEXWRJVM6Lup1U9ARJMaiOg8KxlLe18On84PU/oF7GG3c166wX2LVJjYRPW/UrRMB/NkOoUPKtfn34cMXeDj9xkkcC8vgdtJzVxluttIbzIxJoKa3EHpsadWx4uoaFH4wsmNU3dY7pFSkxYz/hN7pjWJK+1JjJrIpk4iHCVxvniGcNR39kPVsEngssckp2E3sVlKkmZZlLSwukujJZ5qa3wOV3TKImgY4B1ulYwrN+27sIIiuq9rf7PECWCSyaSzQfsjdnGQFor56SyVqM13VN7KIHYRehta3XG6D6FrwbIFrJqz0RY+VYYuWEuwoaChNYuGfz20i3EdhXA5/zc213xrTM6ctj6QqE9wa8WA0l/B165IdRKu94HlA4TWwfi9I4jzhIurepcMpFkH2sEqppAV+uIv1PpNvfSJuvKpuvBL0Hty7itYDNKoD15APYCXBQYzHFzGYCdPgQS78X+UVTv6QB6aHF3srOZkysw7vAVCrCnaCnf8C8Z4pa7IN+AMEVKW2vZ5uguQb+4AwgQMlwGLVsr9oDbslIReMPMrouviA7PqLFQrokwXvXy4pnb+qm48xzA5zyEZHfIG4BtZO85lAaERP7Sqldg0kfF1wZuO9pCiQYIA61AuEwlyWhyh1eQYs9hM0mIC3Z0NCGMkFoiLBOqD+DdtXEcLk6Zbav0O5PE7fJKdPsE8kM/MjZfZ3t/1aBtnoLbLrfL4EWaSNU1BpoSdYXKKScUNRmhW48rmaJMJGr/VQo+eQLwZCDnzVC3/VnUWIZRLew6Xyenfzi7UWVqicaDFD+VFIDAxypE6eZ5f+1YPVyAZupWNi7+CPPU3XuHnjeMS7WbUF34JqbctbnG2xLaJc6f65Ed98ky991ofv9E3/hcEd7FQZH5frd7JNh9k9om3ekdNd8BQrj3nAIB2MIYQbhwEkosx+xcRcTELV4OlhiY4JgmIUbBzSdqQAtEUVPMAKaLvkgOchSuh2/zX9qyy7YRfR8DTlstmek3NDtXcsbYTC0bvtQmlnK5ZRglMivpa0xTqI3C6Kh/j88QtadQnxugSObZK7dhLC6MWjtX6XecLmoGp54od3TsNiilVO6L3MVF2s5x7QOX0Hd+P1LWgf7Dr8DLuOsiXVYFbhrp7zm62bO66mR3oyYHuL6NHeL+K5xl0I2rtKbXMLAGlou9SbZJ4JiYDyWwwgyXW4hnqu+xAk+cSw5lpBTFxJUDQTMxJGmNwBZdFjReLTtYu1vLl/KfQYAIb1FqszxzIB5WZUtScEV6LzaHIyBdPEZ18KfNyjLKkGEVSHoTCKvBzQ/lMFDBx/ZH9Wz1jAo3QjwYXmtr6TpeV0deFG3rtobabf+ORWfm9Kpdzk6tWBxwntBh4T46RCLaQcL9BotiwFIPRnoehcSI6kgrSIqPWGyc/WkohckJiowlPEM5U7I2olkkRhWEJgkuSllH/Exs5EoxY2FITTiQ5PJ8T5DPblQ45QzqHKm9bPnSSAJhq8X218RkE9tx8qFY+zfqXIXuew37UBAPq6fmNHAHLhCVn41LGkxa+9KpYRBivEul3gHxadcEFYP4Augohzh+Y1Zt6sIGZJ4bhqRVCuQwIPzZIA78UmpLufMl/aaAXwcIVhMeTsJNBR+KnV+M9Q13sGtlF0mcMoKJJKouiq+HiIC96arCi976tDBRPXljlwCx+oFc+MsufqKXfqYu/1OCYV7IIMQHBBqZR61nWdo8jxzoO7fva7P+Xc1vSN14Va3fAWcNNQmuQuzgxFMS2GJqt4Y2AeYT3c356ZqiBT0P/Q4MRXGxv+wtqtqfBQ+S6nu2Aj5/DacWk6nCl/Xs7z7HEVLFXGCX98hHQRxAwZlAxQrb14Ybe/04BSfVvc/IS8mUBaYCJH3Li4OdDyDD7zIhu8jTgWZzkSLmYnD7WZYuiSg57ksCsye7Ro6mIA8xE4RgQUtQXsXzOLTCMF5ZjCnxyPu/OI5RVte0bavtzcGY7tZLzb+TBXudHP6i5a9WMwfy7gUdIjxN6rK0Wd1Mk48389YADp+gsZ2f1HCw0UJG7+vrfbU9sr4zdL5f/J7jhVR6AMzfnGm32IAhnAQEVwbLRAsjysrY49oaVCkzDAIyfFcgFgLsX3tOHPxTHzxFP/i9AfRDf5Ud1/mc1MAa1Hjxmz38AgBCi3byAODenryAmU3+lde66Xn+Yr4P7Vr5yC847OgMDHn1zJAqIwxUkbgrj0GYMYDSRSIS/4qScIOhi88sI11HkQ8BPBAh9J0nlNfihQCsT/Wnz73wIKT5txsZuZ6+7aCbb2dxBBodHSD7Zxwgs94wcYUyd9WzGIDGDrNKalI1IYNQU6k5UG90Ywd2smMsc5MN/jd0jizfyjXv5xh37TjQbD/LxGs/XR5WSBtQntJlMWltJZz+pW9T1SzyWR2VsVfaVY+V47lDb2Z/tKkjnUGJgT9+WQ5K9gA1YnXEr7LBcCRepM3TWpHYiWszTxVz9Wio6YXolTedVNKqQcc2PKcHJ5WvSjBP6Il8ppteWdIC8RfprBBTFbMTKLmlInuXz4WTBGKyUNYsxxvqlVK9L2dXkeNm9qXbrT4gAlEazZWNXSX+yRGdSgkR1ZTacVK5zLuruOtB6LXgEqM3P9MY9iN9w5WPVvwSmX6jogxza7/8fZe/ZHceRZA3rS5pq7w08CIJAo2FIAiAsqdFoNLPSOGkpelBeGo1Wq9FY0YLk7L7/+83ILJNhCtqHpw9Po7sqfVbHzRtxQ4cbG+IyprVEmwhDCDTg0TFB9md+MUd9jExj1G4Jarp4xqXx5J0ifJ0qVmDJPhID8zjvh9YA0JIq3teowel7IzQ+3gvSk4dNesxPopWJ24bGAZXsuWLbgN+5+ZuQIAE4tEd69UPdvpzle0ibaoLRHyLowsTREZPmImoD2rx0OQmbvXio6jpY86aVQGbXoZm5rif3zMRj1PWP9HDT+BjXNP94JSPACQBLEOKKcVScziFSf8F6nggRcdTXKZGN4aivINNUksfRdVOMZGP3Toz0ikQOpBakBwOT4rOKW19y0p3qna8TsDufqYPnevNLs/SOWf3IXH5fr35gFt7VrQWIvEh8JHDqSpqSfrGwp6p0ojzsHpK1V+zON16V8TnYtdNHpjGfRe6FNAy9LJV8D6u2pDAv8+qM+MBK5O2Z/18QniD7Ae8hxu8qmA3jXZ8BeDUk8fPQCEREVUB9mXskjp3DpJ8QIJdf7904k37KcPa21LU/60PX3yfJ8UvII+KTaPm7OplfYjcDgRHOlCFfn7aEJyRI6cduwQ2mzo0DgewiaK3AQvGVhTNkQEcGw0US5kc5PeLYyaAjhmGSL2htaEZbbuearU89C/0CgNbJy+Toqd79C7h6VjsZVxni6yI6kaFNIkUjNKDaT9kb4DwzJgeTWqlhDQoZ+3r/75BREJwtn5nLH0D0VA3Ang+mGpiQxh3IlhGkxq74KL5qz3bWPeP3AhIAOux39UvTvmJB1XMEgdMHz7xS6DMNqfyeQZdv/M0svwtEYsWL8gf+cOFte/QPNxQ6oEcHArddOZfBQl6/C3lrNh6YtbtmvO0D/Ea2GpK/hxXowwXrfYb6MkyV47oUsRAgROim3GcSOWqiEcOoj/pDMqipEOpDGC8KERRbEm5k7cEQNK6u1IsSFFD9knBAA1zE99VoH2SB4RmylwDdB7Pp4XRBEipeBUF9DIKqgmC8EPXV8OcYJJOhjicRg+c+8NKzh/DDvQHSr3rttoj6WjpDfYVrUGSBZdYnNmVsBGYS9JtNrCLJQ69AMnn58Etj6rq2ANk83X4b7foYvxWjq5G90vG3NL2mHDNrsNlN8WrWTpkgsnmTYg9DjsHwuHH3yESyqGIQGNk90gtDONJm8qIWMPUCRZZuMYki2sQmWoJLi5udsDLRjZTepM2+ILEEj2YkBUbwI55EFUffyaYknzhsm+IVG1eE7VGJvLURDCP8mFg7GQQRQJattwSVoBI+QXGnnOlWt84un7ulNx9DLofJQ716u1Jf0Xao3T+H9JK6J0yc9eZVPfF+UTyRI+8UxtWUyosXRhDOpbfjAUxaGp8r4TelPrF82V+0wMoCJgU5VnqQxDeFXFQ8v3zZ8xmPcR1Z4WhlSlBfXjb4yANvHGlrh2/huQoWrW4k7mk8fwLCcZsPzbqzMO4l7Xmd4gFPsoE+fitP4x49ZKRjNTIL6c4VDrN8xKl0gBg/YdLnv6fCTAOov5kjve0g3wM9vWvW7+n+FBwdU22bjg9yY1osZcAvSfESYfZUjqmSkusFjEdwGquuKAGntmOymQLfmKE7hZNPxG0OsBCSH1Y6RvfA5dLt+vaKj0x74V3IXuqtx3b+1Kz+Lln5nV7+g158W9fnUp36AOyTFGgpLPGCUB+g07ZpLeuDv4BRe/NVqhcKSfyy1O3OeAKOrpPGojCtzkjPs4fAHkF9ORSseF9WoNfatrkE/MzMHpwaz+55Hy0v+gKmeScDJEVahcxbMoNbYhwdcc6s9rKc8m3wxFNNM9i0+38zJ0+T03Nz/MqsfWQqYwM6H31rRx6xdHwvckYuKpazebGrZ9bIEgYSQy/k6Igi7lREbSHmLcU8iBlL3SAzvKcquMD8PXfyzCEfdwSlbGHQ3hxEd9X1cNtMHqithyAIdPQTiKkc+DR3N4DxSyCicggkaqWpgPslGDJGpLw7eY+GKRWWI73YdqcE0Qim2KGC4dUEFDhfg3DryXOz9AHIY9hu8O30kYRDfwTg8RVo1QySmv+wMae3vvbdeW6OX4I3dWvR1PpVd+XMiTl6mtz4lz58mUDik6cA/A5f2PmbxqNut19srQ/yWgun5sYTDxHD67Xe+do64Deza9YegKrnOoTu694EKMeqh6CAS73fqdd6IcBMZMNiuKUozCBukyOhTIn1YtQW8zgVOC6GcGpFSCEBcmnjCXvGiceqVEV67yAN3nNQHFIjBqpp34eY7YGrZ/uSX3V9uADGoUuxaHUkdD8easIKRjfmbSPjH5WQgboQ4oiLleFi2ryxjz4dw+HX9L6enrnXW9TgkC2kdm7CGuGXWzAmIusBW3uWfEjtyMy48Zpj4XwRzu12QdIT0rDugZwAOPEHb6Is/Wucr4+3Km6D0BLqpRkZHLn1mX9L47hSa5uYp4QCzb6lAxKbp3G93OiPrT3UAPSKa0TVCYYXtgaYBSYPVI5ksAmry5JACGAgWirk22I6ShwXEYQQCFIkV0gsYG748pUvzjgFkG1pClix5F5p+eWUSNEXeQPyTH0Xjmp8QbEAmjnQAm2D+VMAfpv3zcZjvfoH3VlOjLfnfIoUcJ/T7TQmkKwEBuqk6vLZJMOFjjAoRs1ehk4cnmKOHrPBjJeEsnRwiu1AcA4fRj7OwqSUvPBThWMYtgjbZFiEBcz3Kd9x9OEgXFyAK9IvND5oSD3qawR9F4emwMCavwli0BvOvABXT7dy/AGWD7FLN6CsrixPh/RVPD7xExWvK7I8ehDd58AerPNOAvRRxwE/s34Xjjam9836h7q74aVfWh72tDKUhaLs9IVALhJNKUL1VCI5fJb6W2Lsx1m+9OI82UChoaIQDqSJBKMcD4hvFAjGIoG759n8Laazaq/+2WsJPrNHT9xjwc7/Uq+8by69py/9Ri/cMs1FeDJUe1nhOcCLNV0KhU+TI6j2irn6DUjPQ0zUCzV9DD/oSS/k01NVLxVb+KzGwXs4oq+I8Qui+bG8Zy9DgL2UBQpuk+0lyOMHuaAgzA9i/Krgb5m1LSYS84i4WOhSgmGZvErB0Xk+FtZbdQR7wS2za/+ljwHlJofP9OQ/dX0hMHJJ6oVI+UNZzDNvT0wwUjdOmVIr0bcs8dLktFuV3MKYQwzhChlMRhjKSK8AZoNIdTMMZh8C0ipjcPVcu6O3PreHPwEPdvragSIFno0/QvgfqKT2K6TjuHmlSSZyTi99I6mPIK4JcgYaCNsbghrtaM/s/QX8Tr2rp7n8W9Oc9YndRmGsVG6j1wYKjhhGcJf7s3tJX/1SH57DLjh6pra+0q0rrnzrRmPxpveFDrkuX8B7txMPn+rFW7Y+Cs6iuj72CdxvmYOfFEQJPod8m8f/Njuf6c6qmtkzEL51pieP7Ppt75E4BI/TZOzZHj/mtT4NA6tGACPvOEIRI/SGoBcBUzEE6F+mxpg6TElhbU8SdCfOziiK02MtxxBIZh2rUUfSKvpeQHWomwt6uB3ghp7dVeDhuaf7W7o2Z1PRl/jgYFgUS2CY0DXhWAGRfuT0oYouo72okrGiQjUAU72skcOKbgWauSMzdYvk3lvSbzMBb9goISYmtV34z7wYzHaBVR1+5pspljP+LNmt4OFVNT4y430zcwAMrA3xJyGor50G+5UZ2bGtwG0s2bhkY5J+S1GfTnLUF5membEeN4ASC9TwKsaEoj5kepKoM2YgEustnhRqgAqW6M+jPl4vNdcYxhZeUmgcHgpq7eVjSOY0Lof3jliWxDjmprxgB8e4QjKpuaVe1jy8xhAPJjhLl2zAqDpDWkLWcNxx48lz649RwHzvmYV3DNB9d0HcZfVjU180tgLxNiaS46ezGaHxfEzE5wZ+OKhiADNUn0SCInxw+DOk6GmbDrtQqbQ4cZspA88fF2VridYiPjHi9ZPVS1Y+qrdd2l9hNPjg4/WJtn/RmOiUgXWQr8bwMs3UwdU9bCGGqq5N3ywe660HdnIG6UDW7+ruFaOq/q6aTyDZ1Ljj4jMHDU75E0PJ27DNngZd11QbGu9gTLVlAhpxFv/mYz25lzjst/lQ9zay/OA9pJJSBsyS+H2k6hlhRZrUAUtokiwOMv8W1aII/iGoL+mUtrNAfQymklscPE58/FtQ9bQQKGVtH+Ipbvy3l2A51ydv9OaZnT3Vl39jL32gV34NwK82A2La1X6GM7GsS4z6AJ+0rKcpTLWt26tm7ztzdK5PfXLq6WPQnKjWk+qMsp55CzMY4boc8ikK+cSkDhnqS02xntfY9PnlG4s2HNXP7IOUeWfFI3/ADJ7668SJHBSHeTSOriT8L3wI8G/kUHTSmZrDf4An3ulLffjKrN+BdHNVL4iKZUKRZozAKxINGOJlGrlicpavFPUxQChGAFLfSy6OUgBOIfkB5wA56suZt/SrbNKTcEFbQzqHR3rrU3Pwr8BueXGg5+bgH6DTk7SBRI17hIeFwj8ENQvgQRMJCJzJIHV6BKGUrgWF+WsgxHLohViOX+rV/7CVnnU7AkibQTYs3qEUfCxnvacl5MgG+3vnK/CjPnntOpJc/9a4rQGQ0gG/06D4ok9AvNRdAH7Rp+dm8R3gaoBInIVUbG585o5B1fP0HGRFb0JAoE/gvlQb7evpHT157LCfWX8AuAXOR3xuCUg4PqaANgYVZZ6EnLbC3FS4RhFvRs5ESRCOSJ4wXjEHSGU6MaPAfQlfsTlF2jMBDpH21HzoY57mvnMJ1HFGh3p8pGZuAJvqniG9dd0YB3Do8Twh7ka0eQQhy1wc+7Zs/GsRdhWqZuovxRR4pAoLYGznj830Eeb6YvsS2ZHyEbLgDcjsbBPfG9tDHA2Sb3MDIpiJ9XmYBsjB6iZgF3ht2NKtFPUxk6jULCuvlzeeWquC0SmhR0ssEjrCirQHBT6FKyPHSxFjFAYT+zMp3qv4jN9XgSkOPCbU5ML4IVoY0YBwazW6USww7pE4+AnFFWiZ2ZIWlliNdHzEWeN1cVMbreG0/YqUz2EGGo12PGiEa+IWuULIhKC79Csjz4I0MqB03ykcobUn7Rd+4Qz3kN7arv0nSDskVb/26ibp0NHL/mQkNptQ+qBInwMRxdSmd+GdhRkevCrETS2vAdwGcfbZwAorBz8TWMdLNmDWAMwo5puIwXVCapXtcTLOll8grlV2VmXFW4obo1mGZ5Exjaw0r9MIrp6gGA5+wsAVX/bP4U5GKeNaLhjhJKqUbhw8j3zVofeN9GciyRAaHBoCkWVmbxgQoXlg1u7btbu6s+6j4yIRl6RNIRz5qjQAj+XiK9BXhyBDFLOXc4ZZU3MEpXLqrIIxVZ6tATcG+5HSSMLsz0h7sxL0NgepDA9EuLWDQoaGJATryfXvQCb+GBzJzMYjvXhLL/9GL79nLv1Gzx8DMqzE6AuhPpW6OwaXS1dgEzi9cGV3DRK4e6sdeJKNR6a1YmrBt7Oboq8C3RV6nhQKEsWXyE8y13g0qX0fNB67kEIQ9MB3Qd8lqHqCy1M3ZQWjcLjw3ggsXz/3cmToK4OdNlzQ9QkGWro7Mdf/5FEBpK8A+qUx59Nnd7w6SFEdLj/X6uxjEBh5bHLPyWqvxNOywD+GfIiuzz8hyI1dX+1T0UuJAywcQQUEOEBfFeziIA7D8xKaINQJ6G5y22x/pQ+egpbJ0bkBB8hzs/8jfFUdZH3HL9J+RBARj7ugxU9iwDCnVPU6KHUfwgcX9C24Ze7p3R/9Nnlujl/pld8bh+4qUCCky6sMVHXsw/yCH2BITT4D4K2zone+MEfPE6+fZLa/BFfP+giw3+KvkoMnbs0ot00OX8ApCQiZPjHzbzt7HZQ/vQcpkDaLt8zhT57re+X31Lm9+rXubZiZg9S7AVLX3LGj6w6fAFtY87xfZYDASYwWYgxM2LMCxTF8VcSnpfF1BTFIAAnhoGKAVyMAhqI+hRizmOKLeEiOXWusljJ8WNzSzyqFQErTXIRnVHcVuOXxDeD9ZvZNf6prs0YYhCHFXRQqDxX/MAKlAmnJ4RxFfWxUEVr2r4pXFXJ7ykFZt4rqwPi9ha0HZB8ofLDK7SrZqU8ygolzI0J9xGpJP2xmTpuhGd5wrM8bH+MXorQNCIh7HyRILZWZkqaVZnIn1k/cKmY6XJSInMMk/hXvCHVMIhAu9mCMUQEunxjBvAH84tjekqajlE2KrxcN62htKN4Abmejvl9o8yXpFIhIj1AQgrX6s4VfYCuLsxk3HtmjRXci5oTCm7xMwzquLBv/yM4mM0KRT1R+Xg4tkBnKeDbDGUpml4eAisXTZOMhJLbeuqfX/6gbiwmwggmYgLCVXDM66V2mVgy4UF20m7Ipi1d4pHwjHYjg9SYseHp+IXW2+Crba9EexEdUbaHx0rK8YMEYPsi2xdaDSOKxCULjRkBpWlSR2kRsVTqw+LkXL9qL9jtBXOzwwraydKkpTwv+bOAkfGY2QkaHjyERCATOAaBS4O3pLP66oftI2iysLnQCEk0lpmf5FJDjFWeLN2zSAMNr9tBMHPB7pNfv2enHuredYqdUO9ohlloBzwhqEoPuJKGU/OUlJXEOhuKuVnF9WkIO59LQOIz6WAl5C1E6+E6kSZMvmByUoipSJ0+fvF7ZTvbbN9Qhu0Nnkux86YU3XyWHz/XWJ3b+KFn+wJmkeukXev4EMFXed9tK21/tpo3P0VouOpq++qa9BAncT95AKr/TV8nGGSTmhVvaXkrK62ECCxcgX6dIxxcLulCKr/CQhOQNXtPfOOQGZlAP5PiqPn1Cc1HPXDejAzNzwzN+l00thkwxhRiDOgGVCZ9UMF71YqFJpW17V/T+D24kLQhRvtTr/6mD0gxkNfSV1tK0EyiuT1BtiWHYoHDRLIBWrwBRBLMVMEz6FvF7DI/lRFwMycTb8xIoMSimTyj3/wx9STlbmBrr3veuJut39PZnoF159NScnHve72Wy9zc93HXjaSsdSI5X90KayVgAgYRdQTzJIDeaZXXH+DLvF+ozy3eUQwXjA334D336xMurPDUr79sqWNi26h07Kx71geenA/ljFaJYQy6+1mp1es/7PL8A0HjtW1AbCsqfbpcBjHwGoYygF3ruRTtfQAL32sC6axJP2jhIOX+oHCCEpfUUUoYcPjNXvwXFXWcer98Hwa3pA3Plth5ve7qva70qjD8Q8Z2qj2g3afeZZEsJlyUAKsnnEKmMcCETTJepqJw464MArhBAZfCewjPWi6KoLG160WCH1SGFBuTDGG474AfiLjP7ujcxbgpSxtiBfMjDoQN5GGPjrOQsezteYMVrpGsEbwusHVYKJU6eGeor8zKtDIreVYe2Pn6Lm0clJoJgwatC8oT9JBfps9riveETg78KxCAzl+HnWRmP6MDjdk+PHfDzzvrty9Z9a+qp1pxor+Q2X/rC4ApZ81lL0GhwG4V/Ht0emWKGlEl16snISFUQwEPss4jkVHHXBIuTz0Jb6k5kpuPbaY71tPy2QV3mU0yqaBel8fVGL5MGSh69rFhmB6OGoW9Lyk/vKo/HKyxOqRCycdgU5wsgjIDkZMhXYPRV1oB8u+FdRgFz/hVnnEzGIZiFtyHNq7OJNx4m6/cgGMY9Joy3RRIf1gX3drIwP7IM2ClAnpQxGLqfAAAgAElEQVQ8+zDIBqp4IuI3bKyE50aMhfhX0b7GzxO6+y6sq5WqhpCnB2ebhc0uzXt8C114+W5CW6/k+mKssEOvcLJDnsDSImQdFLcDelihW0yAIu6Ns6fnTxwqgFxA63fV2m3bXoAgMfC0bJuU+gtZQ9jEWdLNaJriASS/QfSurG0564UC5LopheUucL/Nswd2/YGZnpnJQwPpHNaNSVMEKdu07ucwsJQZ0jNCIgcxzUMbwbMiqk3Kx5BeE+G9Sp5zD2mipDkSogIFf1T5AnxjRsFlSpss0V+4wHaDMEnicJfugvLNte8gefQRCEvozU8cbNZL7yRL75rFX0L2MMhOPkg5uoQRdHFIXvanz5M+sM66vf6tOXluT17a45cwHc05b0x3AQ+D6kkT/E5tSIuHE/R5/JNyVrGDZcSJBSlFW5tJarOmMZu4qa+OUmjXXAR2aBxi/PYhnUM1DwL0lGN1kFUXo5Q4jo64dOYXIGDj06wNPd4Ymd6m3vveG+7PK8fP3TYxzoABsqiXLtG4BOzMmbNzKhZrYYiLylTG4Io6VUpOmP4rFaM+RP2VRfT5RIUYwhnUSHwvhYIXVoEa3AZ/wvG+2rivt7+GoDg4MngBgignL/Xejz5XwbjA2wiBEHIP/jQ1YliP2J/kdimMCmg9SNhgR1c1iPe8BFR/8gLy+DVmdaMPnF7ddwouHnqaJbiJ9ivw+Vh31/XO5/roNcTvHT8BcZf2KhCJbljcLjv4CTRvHb49As1PdfLSHPzdLN6CcEfvselPN0Zm4ZY+euIpwVfgEerA5/U/md6anr1h3e/4xkOz+chcuQMKxvU5lfSzrhUqo4ZGhUn9LSORCEFHIR9B0SM6NZzyqknYBpVQMjVpe2K2UAgjLJnxtMBQLxqQulf1DGu1sQgKQ2Mv7jKzp4cbgTfzJTvg5+nB6tDEzSM0YBlyLirl8LUESKO5YP6lwtiijeCe3lFcX+kL/wYLNj0/XWZwMfrBLqGbJEuLXQNmWWNOD665le31XXZBWifxitK5oEsoypSEl4ivYPMRc63M7mcWpISIeC2FiRy5uiFXxhxsKFoFprxymx4ZZ6yzZYGF4sjH5iaxX0UzEQ1dwe2giuIbubkmVl1qbZM1FhUbN9LiD+PJSv9sy8Y97ikz9NM3irSZvEfjAxAUuXHiihCxE/kSE6JMpsXioShWBYGg6ZVILZbsa9sEVUO3dxZ/UZl6Sc/NM3P5o6S5HDkYN0wl8DydYlEVZTLQUrq7qdZR/BVZt2idRMuS7gvbYiMv4WQ2lZRuxYtK4c2IR7VN10bWkmIP8j3CtgMNyKR9L/NHZasuy17DHjViEvairpRPIwvJxp3ie9NfZhoGDgI6EFPtjE4Qd3Fo6jMNbkW3QazfhPDRuk8F7kMB2RMjfuVzmi+P6OHP4J+0SJBgSc59Ja00T0PVNRXSQJvRjt44s5P7IGLk7O/+tv/Wq03Cq4mYtBi2JWmxpCLhFTlesiQNnZyg0wUGi3QvkUsnw3WZm6gib+L2VCIXUF9LIbhSQcASBQqm8AM+MdrH/SZN0N689m0QlDcnL8z2Z2r2WC2+ZxbeVos31fgAqAkbstV1cp9PFRw7Ux/IyEUTqvPyLa5hnRVz7U8hObU5fO0gpTd6fDRXMvJyiG2IygtTU8lC+1I6rk+JuDSir5eG1TmbZnzNXP69Xr+tV97Xgy3gMFP+rW/rPoH7zIHXadjXECTiPUID7Kz6hH4xlVeRSD8WekflNKEZA5tePEi662b3ex04meP/MWsfZ3Au5JnwjB8SCMUunZxhi1k1rFmiKpgGJDitLCF7nEZPAJY42Xolgpr4yjSkLYo2zC/jZKNi2DXjXXu4umGg/pLhVe2QzPZnwbNRg2fjS3P03Fz/IRleg4SiDueniRNi87qIraIp44jpjBkYGkBFqZiRBYc9ODIwwxsO+CmH+o5e6MOn5sofQXUT/DA98qn5dA4wAp5N8s6rPpvfwLSXAfidvAaHVdejnS8hJXVtmDgIsfiuR4MvgOs78UAXqL+f7PJ7wB3VfS5BwGwzeuGmOfyXOX5lvQAvqIBufwWbFxi/u94D/7Ge3E2GWzodnBCW1gVn40BgXoA6EMNGxkHy25SAlqphaU1G6xGIosSU5Zwik5qKmxRpXWL4pKqE2GSxc9VhkY0dBtzL4Tg8P9jRowM94709e1PI1pjurGGmQ0vbTLPJczqOt59fwK+sZjxhPCkEn6MbYzA5IHF98S9xqcVArGRFrfzI8CJmRPzDH9l/BSkh/sBbD+Hcq9IDf05ndjQXICPT2Curjq6BcxEYIiF7e5Yy2P+vaL3twkSTbTIZ9Slq1eVNlU3D0vEsjNdgrzCAVFil3EOP2NlE7wS7I+atLQMzlhSIZ43NMlsJ3PtRdMvkM87GkFjnRSHMco15YDpu0sEEMhBxPBUZc7wCJSfM+Eqp9gQPWra2BWu1uICVEK0WGfUlqJ10DKOpQYJAvGr4s650V2m/cRyuW3xbb9yHNM2TB/rKXd1aTpK6CRYqZHRo+DzIbDHToUbLGw8UZ3jw3PFp5XPBNnKx8NA4kIMAdm4ll0n2BZ9laQETkBnNEfXYjOcOl4nOdPhmkRYJWgwEJfrLKJ0eDXXJBEVbjK//7Jok8b4VgaqCi5tm5gicJ6cPvLjLx6Z9KSukqoPaFn+wi90RZ8SK96ZQR1UI0ouwkPVaX5CAxGu3wCLvJsNdyOC3+dDDv49Nf8OBUmPbJoVDGERlKA55UeaVclEWQTolx2AsszlPzBCjsghklmiEdqJWsaDBDNRJqA/H4/k3gD2C6imMW0dZz5s523H3BzA3QVXijZl+Up3ddU8JO3dTz51A7jIQd/Gl2QzHVmP4R+U3QZEbnBubwPjtfW+DOXvyymyemfqsqbZ9QvNhVlQvYEWdh7pRDNbP4Fw3Va1wuM4ZZFuf6M0zWI3gtX6W9DfBgxTc/HpwwtVYMrP7oPHjsB8Av6WQT88E0s83PhMIJXoqGONRYgrLsXgT0IQIWFdpb1Pv/wjGPcQ0voTgUvAQ65lqFuOX3UI5OsEnMwqri5Ee8cyMHSwJsxdDr+xeIYtdFRdSZYCQ/WnwlbGAiiJ3VVj5cZdjWrLagWLhRKCtx9fcb5OZfg4BfidPAUgfvTSg7fkEKNyqz/VXZZYxIZEIlYSxhyq7IPs8ACQFYXteEKg+Awz2aNfs/T0Fbycv9KUPTGOYJAPv8ueD8YBjHMEsQ1HeObDmXZEbs+ba1/rolXG77OZrs/m5bo51YJCW3vMpIl6oEwjw8yvH75f5Wya0JPFoyg0RJHD/CcJH3ZgcvwEh0Ot/Nt3LdubEbjyAoH1I0XbXDLYMuMJ64Ff3giUwvIQ1yoFumR4mJ6+GOa6W6TWE30a4KCYDI95Og/ouZsNw83jJERiTUWh6FyBzjDz7ujlnhjv+2GgXsF9/w88sLDzv04tLYwcH8WgLqp4cS1+AdTGiln1HyWAWdfXfQnZVbHeWGWfEyrT891vyUOKJ7MrMVmKhFrWE362mAY3Btm2MQaQI5LmumfFVeHwn/igxXGy4hVFYPCXgR7JBRSu/aKFsPhLPqAuraxfKftFQMygoIEltMeoTKIjMJqaWIu0IdjotDtoxISDfG1m3JfQjsbP5h7j7sUmKxiEedqFVzFymqxHZx9EKF2hGweqV1wM39+PJ4tAuG22p1xjDS0sxrqts+8Qxhxd0x3olT9NVJlhs3vBduAWp2Kb3nVlsrnwIendpkm5vuBsBrkjrQRrJbJ2UuM6K7r5sDZACf1bDCQ2UNAJ8ZOK7eB8TsSVRy9Ov2rTqfCeGEGWc9r14IqUTl96LlwTeGnQHEWhH+istGF5U0UGG+uLC3aPVHwSYQP96xk8vHpnpPbPxUEEGyD9C/rfE+1+4iyvN0qr5i0+HxXsha08AQorGucVZ7DrgpQzj6XFRtQW+i87QGR2YDdfUM5/A/a7pT03KdHUlVcw2FlBhfpvod0rUAu2wayJpljiEL9KAURjQ5s6rKqqRSYNmxRbQURKGKXRBo0hC201jDoO6qfUD5aB7Z81c/TaIu4BUoEPLs4d6/h0ze6oc9hvtgeZBrjUaB/UJqK8HjKtpW4d2IIH7JXvtK2fRqqPnypnL0091e1mB7Gc3jXlLemmGwEypRVUIJxZAQgYpHbRoLJgrf3TTCnhvAsBPTz8xy+8BvqqPAH1VPafXXATU5x2FTPAVqnrFxTReMY/NI3KdQtCdybwxc7fMlHus5K6nAF1spZX0pvrqd4V34tptiGkE4ywwjTG4CoWkoXQMy5V6aZaiPuL8iVlEhBirBHdFjpcXJFgX/8wqpayg0PLwOc7wXrwfhKx3AMXrI0jAuH5P73wFEppwZPDMB6Ce6xs/QORVpWewuSwY9zHOEcDDSMdKiSLdBPgt9eWzqf9wF7i1vb+5mdWnz+zRC736B9WYh3UOjoK9NHFCNcsYEbwHqyPol/uR3fJhtP54xULi9RVbdyX3zcKv9CEouyjXwZNX5uSFPXxmjn7SC7/KXKxdM3qq7sVdQOrmhScGn5uT/3VDBKdvbnlP7vnD3DOzdk/PXIeTmkBJ1Xum4KZI/B5GDhfQTaK3pDjChffjMCPcJPEYAfWNMOoblqI+ik6xSyRDfahfCJSGlodEF4Ni/bhnnZvo+qwebpmxdzMc7wLwA43WPi5HRJ7lqA8DQtqXC1BfzCKWob6iwOzG+jBDfcRiID+x3AK+6IdcjEvJjR7JMsPWVRH0kltC8KZpQWeiDRHnEJbQg4MWcNPftz63hm3O+xR//nTZdCIXtcKkoAYWMYxEU5t2BPXXSIYgJT8vsLFiSzf6UIRbFEpZaivTI/zcWBTtVzzCcWMoeOM2MX4xpkKy7LEFyRCObPGjxSkwJ8zkLbPgLasinvrS2cEzyytCqI8Dv4tdBOP+tuXVKI88qajMvi8firTXrtKGH9WG0R2fiatlFt/Vm5/CSfnGg8ra73VzJTGeDKx2jK3S4YonTpzHqFXIbTLqRb5T4rMSNhptVlErdW6Me83XJ10qfOPz59gFfrysBNJrsgLpCslRH18VcWuF0aObmq5htFBRB9m3dOWLS4Ut2ggIgeeFt869SyTQRE1nzZv5W3rzc2dzK7d41kHcpQLh1m10AMfmAo0hfkSwZ2N2kpJhnhRfJcVjMJLfbAeByhRzml7wGPQLvq5nT/XGHQUpB8+SyQM9mFR0PeoghlUFlqPYrNTPMyniAxm6i9g2Eo+X8408YlCqSMWNjJEehXnsT4T9wo0t77Kb4l4TEtlXO9Zt/MYls/cDZEs7fmZOX5vpYzXYMgvHBuDfEVg/tQFGfTn/FoXkuT/N0Na9K2kyhD+d1dte0Xs/gFELzmnPq+uPVG0eemTGwIAF1OcBVSbWkoKiSOgy9SMF5Jl0wcxdv+2QnnZzunUPsP3kvl39A6AFqLSdumC54WotghR7iNJx2K+54r/tajsTMZYZiVfu22kILAzXhIDSanDn85XWx+Dq3F+HDAQQf/UasMH6XVBSrXVNljciAl3I71Hw8BTosgFDXPFXA0SgxfiKRwBi8GYySEkDCEVX0jjOkDqdkkZKqK/CYGGtA7SY7QaWzLolMZiCAOzmZ+AAeeJQ1itz/BRETQ6fJv3tNNF2Di1idEHwDKFfCO8X4R+JJ/S+xCDs2XFGf1LtJm6BjXbt4T/04cuQh12v/EZ7xSBQKvIqmh6+DoEaqvZsZWQCrnCfNGbNzhf61jnIt9x8ZXY+B9XZml+Ky2/ro2f2xr/M6Ut98m9z8hRiCE+f24VfwIqFrefVZZK2mb2ZQHjhU883/tOevtG737l1noz3zSYkcHf/Q9B+f8NU29bTfaaec3Q46I7AvCpCGsgnloIWhG1oEj/ifhmrs2DUlyYi5zhQRHSk2RxEifSXhPpysdD0k4qPXK33U3cA8CKeg8+bs3q0o2eP9cyBmjnSvQl428IWFkMZJRxLulaG8bIWmho5pEAcqbA+8e0ITMKbQcT1kfB9OSpJshWIucBN5CT6aUfXXGifcQMuiWyy4JpSn1P9bTW6bgbbZrBjmsv+8+BT1CksLbA88Jnrz5iVRdXsfJ31KGp5YdqiNpNXW4sMRpmVKb7KxhCjC8HeSiSjMx4HYnnzWcM2OmauxOFlFjCxZSmQ4MPF3POIkV3Y/aidpA0KXyBzaxnkVmRgUS2s/WhG2mQktRXbLO0p+YUtYLEXfDGUDia8CQcriuRDqzQhn+z8TT197B3hzszaR7pzGYQQk5YNcX0hAipYwzZyouYSrOTpka8KCnJKBiQeNzz7FNXgW3ClbHfk4ymsTAmvWrF5xYrCJ1kMkqHNFS8bHB9IdgTdodEIs2VJETJah6hY+UqhRuaeIDy0o+ckYJIG/DQu3HTmhedYHprVD8Gsr/jRBqfBhk//gKcGbSvqSBK3NmsPpdoM4uVwTB12fbQgngkSGgmoeg7s7L7deGQ37pqNh3btDgSAwV4I6csDImpliIsJaRY1MmfOhMTdFbFzKk/PUEC+NgV1hB7kejBRp2hAYK7jkrQLWi9GmFjZRSUyOPRltsHWT7oWGta1/Ym+9meHzUAn8Oi5np45sGfmj/XsgZ45BrqsMYZ7qz6oL/FnMZVeBP+KGL80s0LihTqdZd+5AqnGILcBkDbgYtBaDpocJo7lSzIBT06+Faisq5tzdvWPIGKxAaGbevLQAXt1+Q+gxADoC8qBaKtAbLZW9Pg6AD+I0tmFP6u9NPItpSj7XnKTVMRy+vFkeiTzXpZFEGTnBpsaEmM4C/6lOjkHH+PmUhGvmPR1hABVjo5kEqyMZJMkUjI3TozrMvfL8G2VxtqlwLXMwzMCbCrE6VEM6TE2wXKUt4wkSQsPzyx/OjGOw4cOQY327OQOBML5jHnGp8cwp+dq97/14KqXKumb+liBlCto6mSOcJFLoYAAMfaIDXQMaeTEA16uE5bT/l8dMDPHz9TxK3X596o25z08Ia4P5K/S4LoQ+DeE7I7Q5Y7prOvtLwDHHkLyd/BShpMIP5JLv8xi/GDZ+JjGp/bGT2buHV0bJ1WPG+seUi7+yhz8AxxB3fVw5bnZ/sJ01/XMoZ58bL1aGyRZHV4FvqQ2ysR4fKfqIa9AiplRAr2sswTSoAx4NTZ6GSknDHhMWAk0HYPiHMkIIJAAwhi9i4VLsJCWRi4OK3MIy7W1CD8ZkM7Bnxx1JqDzWRuFXH9hxiGnH5dFJXhMzG6Pulb0Ak1HPBEIQuOeUqiZvnkrtp/Ij318pC0Y8fEvt/yVQEYx7kiw0Q03ibjVBT9yPt6vMWcB8u1CNr/hVdNaUpWMKKtkFkzQ/8TmGrXnws9VHAJEeidZk8ZyMwvb/TarTgaxUd9/3mQvNw15O8sCoshX3MTkBijBKhi1MvAsjRi140U7shg6SraQlotdpqYzXm9R23K+tDjjKBsiPtQXLAw6DhKFWHxSinxUodGPxy3JlihH1xwNFlMpbLRoiZIt7+tyz6z5t83W4wqEBDzSax9rZ5rYVubt1rQQCtUJCb5Qy6OhK96H7cYaICM3G7Y/ay0aony+2pTPxysqqqIYbUaYsxWI5x3BV0u/pf3NHy9E2bhYGJKvAV26uCJbIPPinCV6FEjEI3xuYuAUXVmMifRVzsdesDXwIofqHPoCJcykayCdw6d68shZ3nbjvuks+WY0oTTTABrENGyM/Swedr6/8md40irATxkGi8FSrImSimr6YwuwyDsmaRj3mw0BYA4hnFXWPzbdzRTvBXGXSjjaiIBlCoraGUbC4X+xCgti6jDqK7AWajmSfqGdonRfFuzXUTHki7RhUERfpBwT+3mWob70h9VLjBgAfr7xrUvm+vdeJv4crM/Nx3p03cyd2BmQRbHux7fmCgHST3mREqQXGjN+0cvAq2Xby3r3exAzhLCoV3r6KZgmkMghhD91Pa/izWUoX1JPyWCSrfWMa9XUzekZiBJvP9Qbn4KK/fJ/2OqM1z8ETUiVAESxtqeby57x2/Pw9QBUPX3WjQKgxvxeCnsimpEQgD4CUMWwsBKLzXTBIjRN098yuz9CqnHw6Ptfvf4xSNdUfbLEwIJCxFcX8V1RGJ6AnSrxBQMVYyocLKfS1OEk4V50Jbo+h4ViHjyJS+T1xlQe6UhJA1JXW4n9UCHjWUiwPtgx03vwqDl6pg/+pk9fm8Nn9uY5KGo6MA9JO0YetHeAq5GtYYkIikxwRczr7E/kl1i0bQztd3UNr9qDc+D6IMrupb70ge/7OAxIAmF+PklgrZfdPvCLs6cbC3r7K3X4OuSjBy/W9pLfI0Mz/w6slsNnEBR69Fr5TO6wXxwgrABgA3kYkI3p6blDc/iTAuD3Go5RTl/b7a9McxHONRzkmz4y6/fU5F4y3ILF5uGxhwE97VNNyHksGP7JMYaJ8RWFTwJ5Rbxtc5UXxaegir/iExG7bopgiRwZ8MsEF1N8F23VID0dCBu/Pm8G2xYEgffg8Ku3rtJsMR4cBqo2SjshnClktZsIlQmen/EoURBLNXVwf0uh8luFoUAOrUuPkDlUaEWOW5lBIBlJ2App0yuj6n4W9YEyock+bMyBIJt7EAyvq8GWavhMsuDhg+1gbN5R5MNbIhr31C6UeB5iDqaG2gVn+VRsE5mhCC5eiPpER0HJaBNRX8RSSqgvbgOZR1Ydg/cMEHKzOxpATJ60o+a1ECdw0bzgQUhopUhH54IhwuidTk3Zaokni7ezKEdwhcWoD4+biFXQm3a8E7NV16YIJAalcckmbRLE3izcSqYgemGm95Mrt01nYhKbGrjuAtvQIW234C0pDNHPoL7irCGCuLzYvCg+CHxHU9SH2VFxsqTqaB+j61WGOSl+w2ynimdHRH1ZCxVvSUJLQ6ivuKxdjF5UHQOEbOniBoeXKVCfsHrxUMCVXtKz4RdGE+yGhVs2TeD+SK/d1p1L/oIWiHnCXV1j5EcKaVWG9BjxxcFeTp1F8IygPo80Wj4vnyu8UzFd67o5e2CnDzzp9whCrTprcJdppsgnApNFZF2K+uLGdHAjSRxgBrqIqydqPym/YA6jkotbAuRjMYGF12iaMDAj94pgvxgHJlHbiMep/8rjZJ/OodIGnr+zrnd/9Ir5L+zRM/dYMKCHecMZ2Wp8aAZXdX3kbvEOgVHJ1cjVE8f7gZGaeM3M9hV77Ttn6Xp9l3MgOiAmykOsxOMBZ0glLYFGQ7RbEMPsgNjj5d/a1Y/M2ocgMrT5CMjJpfdMYw5kXSoZTgvd7yxBjN/Yp+Ea3dCdy4Hxs6Ar09JpTr+Seimnl+I9hS7IgE2tbwDB+iHqb+nd7yAa7eRJ5eQZhF05A6beC45/3mrs5XelpnnO/tUGxVfhT3yBKm7ELpTZnypqUv4VYvlq/bj28JWKK6rx1yAtv0Zvzy+IuUSVtzzcmFnVimAthvp8TN3A+CwIkIdjw2H7L+yBx1cO4Ry5xXlub/wTYq6q3RCAl6ZM4IF81cKB8yLnT+mFVP7TYh1460P73YJxK2rvr8BAHgEPaVd+ZxqLpjYGGZVKBkErI51TbZWhhakf6N6quv6tOX5j3C44faGmn5n2ZVMdVVwXFn8B+BZYzdcmaHseP4eOg6snxBZazyJCsN/S2+rwOTiLQhZBBxRfJ1e/MO7JNr6hN+5CvOvmp8b9oA92oD01j0/glKHteUiiXzKKVSJVdYSi7HKGSkB9VCaHwzak7RkRXwTbUApLLI00hgTyRViLtFwE8AhSxmit7heST9Jgwq5xQAPEXW54Ucld1VtTEDbZD4s5PXpIi40dYkdSpRHquwBCS4gOEbOk12EG2e1vIXOhsA9EpMF+m6mZglgIZgKSz1NDJ6YIBDs7twixCkLFtJQJP2k+vKQ+NoN1O9pS/R3Vn5rWoj/OzPuVm7ntXBmSHJnL8OAC456MEm+8JVcW9rc0MqLpzOcimiOpSQgt8wkiZq6YP5B6rLVJBxlNGs04XxvU6LwIQeUoJWpG0YBiefDhveAT2vc2PqEoXorUWGYu84mLln08/spicfyyHZEwYVK6wNAZSoHf5Fv44GMmRyoz+6ThpfY71n3oHhkLt+A8dfoIVD1XP9SNSw7pJYnXvagG2NwRBv8iD8w2HVW2QaKVwFZL9JRg50fS9hT+lJ5UWfcFIErXEtpcUf4PdqhRst2ijrc1nko6YuHDbBCKRVVaC1rV+JipLbyP7kIAj65tingRB5gPMkAFYPxM0oTYm8UjvfFQbX6iITneR6a7lsEtSOWXeQgX5SvyNOCHg1wcJfXwJN6JxBMyBleBrA7ZwEOxTcik7Cx+EKHx5OTmme6tZ2ApdpgUMzGQVqXMG2LbCCoLe0eI3yteDFV2WKUdDCC79H2E5aiMZ0z0pS8m6VkJNL7PoOBeAfkkPUhF0Lykr/83iEbc9CnCNj+F+BYweq6Byktv0wsV5kGGXQr8Klkih2qWyyEZKPi/5fP4/QlkY07/bQ+f6c3PID9TtQEgLcnwRgBghH8LkM8jJZ/ePRhzYILr1rK+/EftUP30vto8M5d+betznvwZ+dTwPW9wd21rCZgQkPS8oWcPTOcK2L5Jhkgr3aIWCfXRvO0FMVi8AZQSsIqrF0yxnu1NIdecG0M3mEev7NpdUx0DWg6jHUoTwFUEsTDQQmCPfCthOQwI8xsxXCRX8pYUxULvIjw5yEvLwZ4KqR1qQ9TC9E9m5sr2dx5r5xXzGzO6twW/TdtfmoOfFGiZvA6pDuze3/Xsrq12bcLsaWZb8yQNQksInom/9QUGV1LIxl7rQRjneM/u/wTRsIfP1Mlzc/m3Blx8ezaDiH6hZqgPIsfGqXdlc9Zuf6OOzsEN+PiFvfq1bq1aSEE51ou/1CDZ4vCtPxw5DYvniVn+FVTdABZR13vg7zd/CqqeDga7BXYKyVfs1re6tZDAs+6O2XgAByuT+2a4449pBqY+43PTjYq5EC5nQrEAACAASURBVPDVCHtsMqBVyy6jbpNYTwWDnBLUR6ALPgLgEF0EhAj7yUKa8p9FRVE73Z+JD9atZzAYeLwBnCUNrxrwEr8Bz0AHPWqQyxGyeiDKGq0ZHGuKfWX58hOXHMF7BKBy+Ic/fIvikNgqgq+aseEinHlzy4NYnyV2nspOcxnq+xnzMf3QeFYkVsOrz9jBBrjO9zchaBUSU/aUyb2tuiq+ndvBcTPKTCtKYaECBVOPmbwCF4dzteW2Hb+MlomHHWFmilWyDiJ4I86XxD7J3GBkPhaoj90edUFFVqywTsqhlNBxfi4gm8LSjRx7SNZt/jLYCKb2MS8qXi1k/MkaK3r3/4D6ytcYe6GvJN/deEmD3GIHaJmKv7LSBjtv6R07uQcOXdOHydodyCSbKrt2fKwsxgBl2zbh602a07JFZWlrFS255KjFsir46MVLl2NCViY6UuHDTqrgFZFXukik5WHT5wB5bjCqEzv3ooXK38T9LWaEniDgTtFTKvInLIN26jMZwJVfS2b+2Gw+Arpv46Fe+1A7Yxoovm6WVRVPKOt+nokhfQUEQug+j/pMAa7aFPXFQw1UZArnVLjeGdkGcIWaPQTfJwdQ1++a9Ye6fVlVffaC+F5KOXYwcisoMuRaST0nOxmi46ivE6E+zvt1YmCZF64o6gu6lzn8+7+gPizxUkkT92WYzddeG5gUI7WT3kTv/wXsSDA6X0MEnQN+4z0fXnEdFO0asx4l5lF5hYdnyIjgxz+Fan5597wyUF9318zeDxZIm3N1em7dM8fBNpC47EQCj2LuhNx91Pei1vaH8SObDADmXf6t3YAYPze/yfLvIMav1g+ymcpjTriltaxc4yH58j5oe7Yve59Dhi0Jv+c/L0V9AYsG4s6ThyYnUuoj12XT27T7fwPL/vjcHr+26x/r5oKpD62A+gYRJJPBm8rhVpV/2CcAjNGABN3lYHKALq6JF4sk4UDChwXSQ7nvCBiIKBGMBHL72CeIr0NonNfz29eTu3r7G+CfT58b0Lp8Dovz4Cczug5gqVp4LcYIENE+nAnkJjiGeRgbBOw6q3MHTgei3I648aM58qkFT871ilt7C7bmcznUetmNwalyAFqgsMvGtgqqnuraN/b4hXGA7fSF3f4KEgYAkd61S+/ZG0/0Tff5KwvpHEC+BYDlwi+Ux7fG53B3a9LO37IOIkLE7OsE1IPOk+v/ZXpXzNxNs37fbN0HtDy5Y0bXYDVCM2Z0Y5jznzk4oZiKkGOY6yv3xsSIrpiILFytDApywEZJOemTKmu8GL9HVhf7iqBW72A8SPNqZBWBwwI40HrgN+Nj/Lobnj4doAIJbBNHkq3ScC/FdQz1SRiPXkk2WoH6EEfhIzFy/ENgiYp+qstQGT3ATtBXhI/KPmznJctQKq4iaedGWOYLBIyfGkxMf8cBP9vbUI05uCwgQ5Od5ZvMxjW4/azlxZ9lpqQ3tuhJ+QWGL7Hq6HvkmycyADEwjtEymUF+gZa6gz4hR/uJcJdilfI/40MEhGNJO9ktZTPOu4nvpVF/0SS2cXsEcMgrJQsgNql5A7SlnqK0OzSYqmQXFNe06VdRswMG4PciupUMXYLWJF1y2IiHI5K4AWBS9437/QCBBGe+P7Crv9edNYcMPTjsgy9cKN9b2Cbjr+RtK+yjCPvFK5adLoX9ToeFrKuElR9vhzLkXFxGL1ConRlCo12IcVc8HdGmZjBbZxMtrEDeNtQL+vDhO1EYZ1SIxF3TKkRvhVaBglDh/hNTvFdBFsVZHgs3ITPe5CEIbFz5yBnTJgSCmq6P8Wua/EiR1BW7RxKsVSCxGHp1Ci4uSak5GnRXaaUCLWmxUJeBBO4tUDCaueEWud28D0t97WPTm2qgLvtZjb5hDHOSmDr26kZYq7iryLgQ55lIcMlJuwCQqJauxkiPunrKgJO6gHrWkSu+5IIrIbatl2LjqidIIbPcwA2X6m1Wd74xkITgFfjUbX5ihteT0b4ZbOvhph5ADivrnhuVbkqZpvAvy8GQxDkYsgA2+HNoeqv66lcWco49h8TT0zOfT68TYmlMJVX1TDU8k45AvkEK7A7EhoVva10Il1r5ndl4DMF+03t6+VfOuq341O2uUz5DYAfwQ3PZp27fNTMHAP86l726Zt/HO3VTxi8MUYzxUBK/PgKEOfKJr68FWA6uYtY1oLfmYxrP3TDqkzd642MDbOQgA35BCqXrQUIJyoo5OgIUKUE3oICtKgIz9mF1gOrCbJ5CXGJwxx1EMDVQjv5VkHvDGHphAz3yumT5wTFQ9MxYdWDdm9FVM7njVo73gfShp0BwvbF7P8KRRNB08bm5VWNY+NpxfCICv4hECha5EITmW+I9VAOJ56BmL6kM1OhQOWAf9GZc21Z/D4kWqoMKnAjMZK53g5AXDtKmN/r+w57uTqqbX/gTkFduL9irX8KCbMwm7sZL71m39YKT59E5sILHL+zhE7v8a8gdXx8DFKnPmMYYnEIPnpojn+XPAUWHh6/+SXdW7OjA4T04jNs4g3Ou0VVb9Sc7wBY6RBryy48ABKZTxii+Mngcs7IiYEZ4j/BXhRBLLL0jKqCkjCK6McbhEXYlyi5EkEaE9wQ30oU3LFZyoP7c++aCW4Qe9d0A34fuusfzM4W+S7HyifBM1h2EOZliKsafeSNV1CmKcgUoWAzUW9RGTH96m7INQUwECQ8IVlT2SQwJiD2KbVmU8C1uGLewEQp17+uzxqFtoPuumN6Ge+irpKH8MTMN5TKoamagt0nzkKnHsBC3sEstUVuE+lBbjRl28QVK7L6lNXI7mDePFEiwWW52l0xumw5I1H5epiZ/xjCGjCHxsmNAS5N2SrdE1bEk79EpAy9fbBL5XLgxEa4Rl0RcuwDtxK9IFdnokcJ/dn6FXUbGSmy/biufzkEvvqsmZ/A74f4HUf4VsKu09VmGwwFK12fza5aOEl/n7H00pBgRZcc6aDaloVZRmXwSL5gyjvpQywnYZs0WNjJfNnShsmBL3DuxHPrQwFupdITFwgnjFz9pOQwjiDGqIh/S4o0z61OY1NHzN/X2J5AzCpLj3bGtBQuGfsNAnoC2dy9sokjdFJgV0XQqAnIqoR/GLB9BfcgnM2H0GiDVFP9Y6EXPzp3CCp9+YiFZ5W3dm1pT80Z8O7W8wwgg4IddGYs/MdyiEYbxi4G9JC68i3i5wp21m3m0MlfShL0iik9qWCcNistFR3KODkXl+cvcWEF6g57ub+sbf7Gn5waczV6a6Zlpr+vR9WR4Xfe2weMmdZIMjp2dIqMdzrynotx3viUD016FhOaQpuwZWKtuOhxAStm5kMfPa4Gktlo/DqLLk7lHH4KSnm4tgKvn9qcaJFvPzOpv08P4pAkcS9ULxlQaQC06u81Bvpl9Mz6w7ZUAHX2EoY9ITF3yeugVE4+lPpkR7qr2QSAnNdEGtr+lb/zdx2u9qpw812sfey/ZQSUI3gTJjSD8WC1KiKobUNhG+Toa11c4f8YXlPt/qiqGglFLFEWeUeggQn0Sk4Oc04QMbERmg7mx5SZyH3zqRtf15kO79diAR6WD0M/sTR//dvTEDvc9/zywAEo7po4TD/ws5LsY9RXXxNnDR97idw2bAXn5/SfA+N36HwB+Kx+o2tgA2duBjHlpzGFI4TCGEipzFkpo695lff1re/zK7TIAfte+0o0l0xi53acW3rEhZu/mKzgyOHmmT8/t0b/0/C9MiAutjRIocwYev0f/AM7wGJRd4Ja973T3sp45TSYP7fS+D994qGeu+Q3Y89nbRxmA9/CV0Eoc7srIuUQGE6E+BslydqsI+cPOnBQ1EbgYfcKv59Md1xJ/WGUtR9gpfw8gX0GWdv9YaF2C0wcID4YgYTuYqsowcmnGXSYQDqG+YSnqE1dstiZl1Jd9aAjqUyWGC7dcqf2UewcR/CCWgOykNr8M2xkCgSMarwp90jbhTX2kumuqu6H6m8rB7voM/Pz7HNPAZgSwJ9kuZUZqSXXCn4K5T4/GuSnW1pgWo0anZEGSa4jtS2EDtx0TdA3piDjIsbUnmr94iiWLVrRfJQgtTz0GbILpyVYOv1Ln+EFixlS0MGIDnX2CLd3ShYGs5IuGl9jTuFV8rsXRJnPBt7M4qnyO8lYZ00wHxFk/82/bySPIxrb5yKx+lLQvgxy/CRKLTXelNtgtORofsjKFZsftZwcflGdL6OgJm471JftWPMppk4MMxaq4YM3HGypeLRyaarbAxDJV3FlfILmS9jcaH6FAtmuElSD5FIgbjS4/csqD2+YdPgdgeUwfmMmZduvnyke6OeePFHvKrS7Iqtqx+elbhOtEpKcInIuoszLUVxRYoQXqTAYT4sFMC/wPZ0/N9AG00wG/1duqPzHB2xkSl7cQcsvecMFMQUUzczeNWL4C46F+5V6dkfCmKMspCHVGnyNMyP054xJCoF0ebueRlcIheSp19QRgZitA4plqG7JUXfse4AqwKy+TySd6sGkGewocbSa6uwZGZ/DeDK6nGUfHUV8mgtJPkgGsmd5ls/MNZKY+fmGOz+30sXVrxtmggSWjypkZ55YXW+2lroyeV0zdTZsLeuU/7MYnZvLAQOr2XyW1hfTGJNCPAxiK5go45s0cqNGeGu9B6hEAwGmWP+8OGiHVokaZOsMhbTGUCvqNHZ9vzUHoibkO6SscSlFH52b9Y1Nf8LKlQRZ1kApgEh9LjCQDmRbLpdA0DCTuLsaN1T6ODKROmyrL66DQhzHqK9qTYeNBbI4r0aItXoLYIHEXLJGUBGTiE6mNzGjfrt/VO1+qo2fWi51A9oKjc737ox3uwTWNGVBMAfHMkcl8C/OGCaqVLFcB5mckZFggh1Ga5tvN9eiG3fvRgCuvz6IOCSRn4JZ6Vkgqo9IL9roBcZcBpPVz8GznTxbkbV+CfO7WJ7az4toDRxVL7wKWO3kOBZ68hlQNp+fJwRO99Atdn1e1PkDHxhj+n/+FPfynPnoBXq9AOb42O1/b1hWHT8zGPTgHmT7WG/cqo6u6OmMCdq0Pbc2DZIKg/i+oj4WQUdDuX1T8sxRZYVRGESADmRlsk9MYMISvqrRhOv1kFDRX4hdrZ0ogw9lNJYT8LejhjoUI4QM4OfLQI02PkQrn9OXGyHxm1pjyb3GbpdnhVfgP3xJ++Mud0LCtIDh0IRNHQiaZYUQJH2Q9iJRFibWELTPvumMacErR2wBRnd666k5UY1bpZurVaVqphcoy2mU2LuMTRGQSg4cyj1AbGZTcpi+z//iA4KmhFmeZ+YvNwchuZhGG5aMaW8OlxrSlL2koSLMZecKbyo4V/IvljpfqLTNb2RAJ0y1bvVIL4+GSVqPYMEkgMRE6eEFRaC5KnCp57WVwK6oIeQyaFMg1radE1PLboIa3fmamd3w6h9nE1G1abE0lYMSTQkSERrrMWyvuptI2s/azlXbR/iLtFL+lF0iMWXaUgFYX3zulXS7bO3BjKeqje0c+5UG++qhe+amFwwhxF0KBxYZC3UzbCd6ApuJ5PDiGsw7jzZ6ozTO1+Zl1dsb6Pd2+4n2D29rUoBw4O2AgTXoRvOfF7jHAYyKfipWc4ytdrTu8Z+FB1FGmB9nbq91kfOQaqSZukT9OJnd0d2JMFcqsdtLpzpwzRfQVITTaVIr6JICainOiUL0iok9GfRUZ9SmMP2NJzxzsFXgPiKwU4OWf54yf+9OBNxglB/ZSmZMORBm1ltX1H5yFrY5eJifnxk1x97IaTI1Dfb1N4yBTbSZNXZBQjJf+WY1QX9JLE8dVWqp9yVz73p68hgTux/+2m58EjRnA5xbuyuRhyhVW0lcBOE1jSa+87/C8mjyE7A4rH5jqHOSZSEbGglMoYBszgMtm9hUIk95Q4wMFOScHIFAEHGNHVS5EfRQsFagPXzDwJQwTt3ecle8mvbutD58ApXN6Dn59k/s64JNKD6oOKi+1AtFRui98jqU4qVZnFtcXA9ECuUVvEG6ssYvR+8iBs/DhHGByI+JPJNta0P/IVENEI5gWVRsmwanSLcvhjgMwdvqFPXyq3bI8fq1PX6nTc33jX3p0TdWDmT7IHAhLUF/kB0jD/3AzYu1ExFvWAsnjIzmrM7o+roz29NFP4JN5CEkX7MpvHU7woZ4j7w498EjPc31NP9fVWZ+JYQgem9e+0UfnkLnh9NzsfAOBqc0ZUARdehcYPwf8jp7bo/Pk+Bkgw5OnkLXPbU93I4BJ8LXWc6f68K/66GlwCjXuLnD1dMDvhtsIPnzjsV6/4wxmU+0B2KvP+tn0Xs0caBEYFiP5UthGZ81gnCbAPA4yCV4SUV+M1Snq49F6JLaTIigi+cPKzJVvxlkJAw2qnlfNzIGZ2dNzh3D+VR/bMIxlei21Igm7DEHzfuFGKnal4IVbhvqQWZxzDugV2YJ5EoL/m4lmcsNdTE4gGKZR6AiGLvTPyBBJvwJnoSBKBqhSNUa2cwVcbHtrEMYKMX7donBqvaU2HDO5sKmU5Z6KB0HZSLSDGa94bNsCq4NHxhQwMk0XrnF1yNLKiuVGdmz1ZkYhjYzChmzRsLzkC2z3aL5Eo7nprUOqmEruKuYUs5eKfxvNAjHHs5Fvk2/RDKY1Fq1Fk1Lc1c7a2Y7v5YCBrduoPVl8ponFQvlKiKaSpqMozEGyL1KAQRdPNr8ifkCbLm4DN+sjOz6dfeBhukHPBiTRFm7qjQc+gfsnehVE+bXpGJDoCEU10G7Km23pnqW4gmkX4UnEoYy4R3E5ZG0QUERWHZlxgv/jesVRDXcZ9DiSn1ShFtK7tHDWC1I+fw4bXl3UfXI9any+/rM/yQgXbSaPKfy4IE8e1IB0xTbBgocP6z7rXdM4+2bhlnIrZ3IGORKufKg7K1myh46utgo3yILsioFcFOCXeUsCnKvE+pYdhVwlO4iUS4iHZ/qtsj5QzTWyFkBOEzil8ZGC8+8HEAl25TbE+FV8elibQ7iCTIscKYl7JyjNcPqRAlEUuIh9LzPsF6Ve6AoAj/l8xiQhu6xTaJ8gT86e92DMMytErp7hFURi3EyB0+YgyNm5Ym1/and/UCfnypN+ZvIQkhcP3G/uuuqt6/YlVZsJ4CFHSjH8Q1Io4OQGXCKcnde8uIuzTU9feaLjtXaQsr3sWmi9Tr0nHvsxhkTuo9VelhGuE7J+wyBUB5C4bOX3avqZ3rynt87M8n/o1oy3QQc2QOWqh8fNJTPeV6Pg7bkLT7lqSBqeSdHkeQhYEB3lxCLPSZO5VvoSIGYP+Bzg8Ua20ra9Lb37g1cxfWWOn0NetcYcSD56+Adlph6VAwrnqjnJll8wCNfHrpgmk2YJl5nCCbMI0kOBfNVUO8dw6RfkKRrwHgsxopr7YlLvlE4xIeiuyizaLMSLRgB6cJVVNPAZL6Cdxl082tWTO+rql+rgGShYwqmBw0Jv1I2/gmQleBGPCkfNGm8noVZQO3NYKLBAcSEFoB34VBw9eM3s6/1/6JtvPD3+Ehi/5oKF3TROBxPSSI6CT6DfNW49z0AawN6qvvYt7AIQ9jzXm5+r1iXPxXXs4rsg6elKO/03ZIk4PjcnT8zhE734jivKNnxH6p51nH/bHvwd0jncdGD4pTp9ra5+azoTNd6FhJaTu3rz0wSUma5FrOwgH6UCDzNElw4CBXsFpsrnnUJotjYwbilCBKOq45jAURp/SOuNLxM/4dB0lDtAGrpEo9mskZf/tj5Ov3Vv6mPY0fV5Pdi24CvuGb/eRAeJ1MaYuFkWCxvqZSBNaF6ElqP+GtrHUflopMv7LWorlxFE3JCK7RVmWSp8ATVlyu0zsZYy8w5ZJMbrSWQJ2cFgdSu+s6a7E1CQc//XR/D0z3EaNYkEyPTz1lj0pwAAIhBL+kjvYrUUnU2tt0L5IGs/xTl0PMPFkpJK3AZyPTMTf95n8oLJIvYleaOiC9DFCcIw3PIWDXHRLv+ZizHa1Hz0rDBH+LLSAC004My4J38KJUhLgu0mYWmVDRdenLK2DXqTeNoc8vLBeYrPzD4wi7fsxmO7AXrodvW3urVibM0kDW+H4ZOFC1ZLglvCtXPYEQDfF+ICk8+tokr5Y0oYDenhIIJA2pj0xsiPNCnaT9Y/rY6D859bLWV3FZ/nA2KzhkVf8WdFtkjaQiP5QqUD2y54QtPwhz7NDKRBsjUzf9OhKTO5p6f3zJXbqnW5YrxgLBAp1Gkzhkk5bItC9aKIOBKtR8qJMB5hFI1rZDWsFh/dB2F+Q53UjO2q8YGP8bsPcWXr9y0wfo0Q45dBtQJ6EToug4IoqpCzl9ifM0aGyD8TAT8JxfGgPnQB8vlMGTwP7XA4YjX38CxSLBQ51lMt0DYobcJ4No1tp+Sbu6Czaq//V/Xo/3OIJTl9ZdcfGoit8C42nSumvQROUHHoHX4VCDAZq4C7fBwdfNu6oq9+a8GD9IU9flnZPAN51UrDE3Rjj1FxcCD0C3FxHqz2/VD3UlazOWevfGg2zvQE9F2qy+9BighXr0NWydAncB8ANmgt6rHP4zfeN6N91VpRQZAm+GQioizV6ozBHmfGMIfWS1XgPS41wJ0OodL+xOz9VR+/Ucev1fEb8FesA/MT0sojR80a5t9qceGSeyfm8QibJzhq5qiv0osvI4VnzpxlfAgBS5TNQ7QMxnuEYVPiV+mNMxZC0XqqPoa5cyUPt/TkzGx9oo5+UpDL4ZWPET3X+/80w2sexDJSBZON1KmPgToO9hSNPITcfaYyUvWuDyLtg2nukICDZMcvXKvs0XO98nsDoV/uGp90IfXwDPcOQqbB0CPVXNJXv1GgmnsO+eh3voDwV9CDmVFL75jDF5VD8PD0y+YFpGg/PrdL7wIeqI6N5+6sa/D4ht77AchGCPB7bk7OzdVvbHPFjvchknlyz248ApWX4S4wzNWeQ56pXiVB8hgAI3pNYp9ypk5JN/LbyXvsHiy/0iMDUgWeVmFCRdKMMcA6h7VsbWQoPeSZ9Ek+wbthYFrzur+jxkcKHiCHejBV9VGqz0TQr8Qqs80i0IOkMfwMgoynwlQnQ325IcUMROGacmtVMGdjK4EZMewMXjAZ43LK7L+iAe73yTStW/qdVd29AhIUnVUI+cskAanJZSSDDHeB2dzUAkNNKjHguLmWmuMYP6DLSNdKQA4fCtrIQvmmMGHLRjt7n5ISggl4MeqTGiwvGCbUwfEwN0/ji8sGhC4nIV6rHPVJK1wYNEmCJR8xcWUKg/aztJK09rIGcJ6QT0czd8yjPS3IRsHpmo+nTTpm/lRtPFAbD9XGfUjD7XaWrersGAK8rE1gpTomlsnF+AR1h84g9ZqmEJpuEJYLJL+YLUK6uaJFLp9ZREtFHhO22MqOOchIoimLVw5bHnyfonJwf8WVSYHlBasxbjC5MhEmhcwLXTxJFj5n6oBA5m/pLZAFMpuP9eU/qM6SqrSM6VkAFU0fYpcDRRbIl6M+AvDC+yrQjEBK2yAd2fB+jC2Pf1ppEjnJ1bOAjtbrVVbaFbh4mMweg7cYwIN7av2Obq9Dfz24gvTuSRdDrG6ErxDS4zGHee8y6pI6iHKajiZskOL0uMdp5N5ZoLjCgbNCuT6N3T7xXb04wTqwfODyCn6eutJKepsgwXLizOvnJjgoti7DSWvviupcVi0H/MZB1lUFFi5k4WPiLoH3i5AbMH7J9b8YZ7ifPDNHL5M0nQNoRZokuHpCOR4oug9bFPVVSBUDV69qzuuV98300yBjaJd/o5vzkDkQHC/9WFVHgMSai3q072xiBa89BekcfLOToQ8d7Pjr+6aKUB/3sSxDgwX0crgUItPG1rRtf1Pt/aCOX1pP7JiN20AdVPrpaCSeZkzaJhmhcnAkYSnwqw7YJ6LLaPY+SWchoLvUCTZVqhxQpouYqvh92WUCicdhVTkgLOz4iHSCYLbRnpk+NNufO/zjRSzPQwCq3fsX+O4Cb9MPKRZUKqMi1EWsfwEz1KQL8kIo6IUYPzPaU3t/88AMPDbVpfdNcw7woXdSVXWI8YNW1d1ozyhPwxoH7dyTrbtur34Lwa6Hnvre/lQ1LoH7aDKwS5DHzwQK8fS1uwYCRA+f2fm3gX2q9tLcgI1ZPXdirv3JoUQ3GgrcQc/1tf/SruTZfYf64Nd8+olav6fH14AR9TolQAuHJkGPxvCYxYMjgnYR+10wpApfj9B4NMu8cILD0ZU1eaVdsAIvhpcCuIoEfvwngVjz/pyNxaS/AQF+kMfvhumtQ9hkbZRl/INHRw6qOZ6MOWcRIhIAyVFfjh456lMZ6uOp5JC5w00QzX71pc8jtzpsFcWGKfowKQAns4zpldwOxkZeMxy0w3lJe0W3J7p9xbhnt1u7ldxYbAZiUHuSkJiDYu+o4ciMHtTmi/6MfPZsEWfIrSgCXUrrkoYX2ZfSoCl8WVRCm9dOhzqe3Nh+LZkR2khxsfEhLZBqYaCrqDRi6ZJxwG3mIXMXUV6kL3ze8QWFB2/O8MhXEuOYnWiwDSi1Ex0ZEO/fpmZt5usHz35EkbEVjobL7R1nB7hflM1PQOzemcWXP0oay6DsZ+p+0zXAeS+j3ItpYitTHEyCxNCNpCj8VcmzS9hEeJsLUj18ifIx5Ms1nlDx0VE60bgiOhQMbdIGJMJX+WZE1fFhZA24aGp4MxLWHrrlA+fWAkxivSIISGU+MtufmslDtXbHdJZhtSQhtK/hDfqQhqejKepDpBmNkTMdFeK4Ep9M0nZ9OR2IRoPam+n2jym4mCFM/wfHSBNyPNS6eu6m3rwP+uabD9T6x7q/DegCyCgHM7omoxPzArGLqUd0FYL6WpiQxLIrBXLrItRXwVkWknxkkFgLifRDZXLUV+1iQo+CPYVf5Ks0jbvXQfFBvx3Tnejr34KKxslLEK7YPFO99aR12TbXTPeSas6BweHHTQVhz4DWGPuHnD8dxLKdpHMJQpsAUp4rKPkzXZ8zqXunXzQuAQAAIABJREFURzIhByAk3xtgr1FUePZ5HwBbc15d/kBNH9vJJ6BQtfw+GNngXJopmlY7IFAMwO8aZCMc3QDer3XJn+v3UhMq+EZWmFomJtPEUDqEAwEMD9IxMV0z2DK73ytQsnEj+Uqv3QN1jQSyHdoUcAa4W2RNEH1KWQwe4/RYO3FRg0IWNYvcK1Afkz/Jrf8IHUUpy+IE3xLeiy3yUpM9F96MOCJOwXkGZkYNrkEU8fYXQH8dPdUnr914qpvnavdHPdpMKkMQ2AygvT4ogytxk3KoyUkqgmdkkFCbg13m6hrt6xtPQoYJCFu9/HtPBPXdFEPkIeC9UNcA2DYAhIPE04Cqvap3voIU7QGzbX8ORyrVflIbWRB3eW0Pn+mb/7Ygg/QKSj56bpd+BXiyPrLVgfV5+ez4yF7/FljQw4APz9XOF0Chj/bN2gMH/MADf/LQDnfcjaY2ToMha94luALZCP6fUB++kjrxcqAiUItRQJqA+lhpHBCKbcO9INk4qAdvGZQi5GfmlRrYvzGIu/R3DDw99vTMgemvp/qodf8tqBD15I6XLCRdTSllGeyxowd5WArUx00xZONS1RPRRIhNEGaFN/Mysw/bxA7T/H2CIta4le9fTWzZFImPTa4jD5483tUTXlcgpMSNfh41V5FcyHCAX9wdbg3zcYgbLGA/7kAlsVW65Nu02fwyyVZTltIgpF/ibIo9El8IbwgdaccTp3yC5v+LSc3/51MgNAYbnQq3RyiqfOiE9xcy2/SuCKeJy/uCP5F0kMTJyCVI8CaqvcTHmHW/bJzDxcaLdkIolO2ahV+qjUd685HZ/NSu3tbtRZtk5yzGu4PaVuFQzce5AB7lSeckiMiv4eunbKbUhY+yskmJh51+gs+nylqSfpvgBSmCPY4GRR9s6WiMrhlWFLmg+JNCaHo4UrZoCzApjVXW6zYEfOqGqoQA0Y5eeBtyBIML5WOQBeosWngyOBhT80ydwwZNQvdF/FgHf54SgAZenusDuqahK3VoVdW7KEPEWif70ekgwRhEG/rlGlQf7SCxTVAqchh1+mmy5mNZ1++a9pofMcjhrtJbBLUY2SWV1BgnzcMAj/hzEr9NTgNSLRka4NflqI9Qebl6p5ZQn8YoMTiI+uNU741pe0lI6Ndd03t/8xnGXtjD13ryQLXndXtNN5Z085JuLYLZF7ocAFs5L5f5fIK0pk9fdkXv/aiOX+rjl5XDN2r6iar3rPW32KF3vPTdr3RVwRkWPorIuRTKHIIqTGNRXwp5/O4m4Or5vq7PJuDkOQBvhaDD4dBsiPEDTy2fys/Z2VDUwFQGaQBhdZDpmmA/T4S1Bhe4fQa6D1ygXYH1Gfi/u6Fv/Es54/74ReXk32rysa3P6rpPK++qTkYZfJUlWAS9lvwT3MILoWmR6aHMfKQYKVOb4KYnSbnOTerMqEU5qVMFf9lST4FEbjEXdVXG6aSMrjsYo7Y/hVTmx+DqqY+f2aPX9uAJhP9Vu2nSvCqKG8QAgJIqqNclqE+lDp8DND4QOewlH91mGe6rg38AMX70Es4yVn9rGnMAqHxOeQONH6XaPEAH9U1l7DCbqvVM+5K++mev2/kicT3a/Mw2L7l6baWvFiAtO0jXgFOrl0E68gkbFm/B6Yk/nlBANw3VzIG69q05+ElBDnegByvXvwO52pmbZnpHTc/05pmZ3FH9deOT0blWed6v748bMOCv8bFCMqcXAA86bgXayaPdCkgmgZwRXxt4Blk+BrJcS5ZifEJxAeqjWwDyHIYLRpm7bx+ShQ53QBQKSL9d3VuHlB7pngopH6TdRPAq1grKh0tetP8H1KdBzYVRZ9wmyN7nRny5hkH+IfocM0LM0MxvKbFLLsxtJRFKAWqGgA3tBegh6WTrkoN8oMrVXAGNI9CaiwydJO6jHM+mgj4NOcwmF1OKqZ361xEWJeL66BBdEOaUX1nCfMrmrDQ++NWW/4zNTYlDw71oR1PJqsg/pyZpm36OLFT2FdNW4QaolpcKUtSgM5iPcyJoIcadkseZUxwJmh1plWbXsGYjrJWvRnEX4PHHY8VmgS6AaMfZqCJh5GNs34cAWrenqkOz9K7ZuGc2HoC4y9qHprECKRzcZaYH+a8qNWW6KkL+dF6ihwlqA5t3dgtb/7SdbdwXPPjkGjo4VMSIr0BUiFB+4d0QXgZvKOVFWcrgJRvwcjCJZrltcFEqK4c8KNCiigYWrwTcWTZE+Pa2jhsjb8w0AZ11L/eDvXCqNh2UeqQ3ztTqhxoSgbRA28A2TOLZOeLDifMcBO0WFSdqT3wCQAB4njOBLHztwMvpQFAncoGFvgu4d3bSPPJg2bv2gJ9IZXyktx7rQGuv39H9qa10QPwjlJwTfRn3GCO9WJAGC42mgXaZ2mdpOnXvGNmJ/sTanjj8D+HDapRwj7l0qjQKTuL9OCuYC8BUsnzr6atraj67AHge9m1tAGnWr32vj954/7EXZvOh7qya1rJqLbsfX1WfC06GYPdUkVenDp8QWU4wlHuAr1yPQNzlG1CfP30D4hybn3tXzxZo3AfXzUrQbilkPE0Vyb2oTDXUQXp/fRtKuPwfiQN+G4/M5ple+TUESvkM6bCWwHjtAqZqLJlRkPS8oWZ2IY9fDSIVbWXoRRq7ZQKbKd6jIihexIVE5aUZKTzTCLd0bHvTAV19+sKcvIbBnDzQ9XmfAi5gvx5LoCdkXEBiM7WoOpx2D+HV4J9WzZJQe9e+3BwnVExhl8cJtSO7n1AiMUtGdUHy26vRBZGdnZVWQALZVoZXRwfdi/pQDXfN+j199Rt99DQ5fqk8Y2xP35j9v6jRjhcZKkLyEOCMWaDakDYVo76sOzEEHcVd0NUUEvh8ekMH4CGx242/OoTmqblzs/p7Z5E68GZ94gSf1zuDQMC2zaZ8aW1oHfBzIA3kSSGjg93+wvseD0AyZPk9fexZxJNzE7hx9+bwJ730S4hsApGk0M4ZM3Ood77RhyArao69L/HO17p72brhmvyn3voExLqnn+jBjgkroTEOGpWmGH/EuxqW8TzFKsWcjsj8xmBG4QFHzBX240XThCcF3Z7WWHrKEFO1tEw2uUWX4znNJwjvCP8a+MyHfQBp9Tk12LFwbLQHoZXdTUgvGSKEsxBTdtAQD1rc9yghZIzu8rBSrH1KwGrcwrcU+clHVk4b/YktEmJ85+aR/J5ZXeQAO7ZjFL7gIjzD7EhqNxe4rgF2ansJfn5aK/A7VBsDJozVGolFRWwgPDgIv5W3NrYgSbO5yUUxVZnByoEBSfqMIBCF3LiFBfbgDYhbzu1OYsfzDpKR5LfIo2HbtAQ8VjKOkm4pbXlcaQzPyPqPRoOPYdmCjJd0XCxvG21J1HduPaPbpRVb1iRxDKVRpXF9fNbS5plwRNIBOv3Sbw1Iej7S64+S9duwrZJaEqzeWkfpDscqfOOjehOhs2iNlZO9fLrLxxnfVVTKsH1RXSGnRJGnVDtdVNJ2UKx3aLISNEpko5VNelGv9CBFs0/WOb5GeJaWD10xJtE8FrXDQ7jjxTx7/lSlZ3XDOODnbNmtMzv9xF65DUdyAW4Zz9FVIrETlpSPBsulsKpnZ2/oq1+b/b+aySOHJI2t+c/dk7+VaboQJ0zsbxl6XXFgrwE+ILYHQVyNthrvuhVup2eVjQcQCdZdD6ygKNEZQUHqpFrkZhAS+uEcDJFCjJi5Ib4mpgpjEo8SegWQ6xHeD+dklx07Q3RfpMM5UpBNrlXkK7d9OODoruqDv3ntxBcOoTlMpRpzDl+pxoJuLqj6LBgfKY8nR/QVoX0gedIGXg60JUamuWL3f4SAKLBoX+npY1Vf8sGcHghVQ2hfQesp/NIBBIKYZ9/LdQL0NY2BXbsPh1Zbj/TGA7P2vmksBmlK488ODOiXtnRz2at67jq7zYx3IRuwjy0MV6oI78WxdqomcGvFtwUSgyhBVx1Y/JVg2HWAuO5M9Y1/mpvnyelL0P+Y3PPf+tjCoHZzcYQexZ+IG+QkYXQ9owhKZFc4mcANTUJNxNdTe1didTgtQ1wrOe9hanNApHgCFtCOQ3fTe3rnS334JAFQBDF1FQeNjp6ZwXVVn4FVwXRK5BaybipCA2JMGI9eEGv1+rQjn4qjC/qZB8/0yUvlsP3xv82yW3sLthKQXg8WA1B/48C7Kodg3QvUWUbgeHztz/b0vArp15+o7e8SdyNc2dWXPjCHz9XNc33rjQmJ/k6fqpM3auldSE/iBgdSBY4Ago729PYXIPh585U9hRQX9vr3pr2iZt9WG/cgtcnkLFm/qwfbWSLysTeYo8FhEZgUj1XpiHHeqZhiMWVidchQFluT7IVnjZLMfFrRpGeRhGT55RNKOsvAZOTJ3PBAFxJFzpvBNjiKO9TnHiD9LX9ZPz0akMoUq9AU1tKVj0A1fDIoG3zk4SkbKMxMie0DZLgQa5KBGWIZELOszHQrs2iFb5EJ1YGsUCFoJIFcwN4pBQSRQAPa/Q41F4FShx/OpmBr2ggxoiFiOih8QCQLSUsXxyZXPFa4UxKbKllgzF5EqhjEjOPNE+y/CL2wKmgIH609arAwMpyyk6ApvTHGYGRZlg1ImbMuaXnCqsDLm8+U8CdeEqSdwiuh1V28yPkKMQUx1Y6b9LOvC2rkQ0rmUee+09ZbnIu/sBOIB9BbD+3qR6q9Anm3k6attrVupUn8QpCtYQOFhyt7T1Iy0hMNxQdE3AgEv0nrhIww3XG2gE+pm3rJShPXbVZ4CUmbv0lKW0v3aULbJjSpHFWyBCElC/LnFhIqFkNHmGKDOps124fY2VbQeoVEee43b/kdOC8AZaBH5sofdHs5RTKmk8Y5J1mXEZ8W8WapeorPCrj4S/DdAn08Z8S8tLs/2I4v0HZBqaXSIsBMEexXSZ08PQXXBr1KgBMtcPV0v5Rzt6yzHadnQA05jNqbAFsbiLiwQjJvz5iWjAFhDvkELZZKIQZD8/WRNwT1sXJSPRKM9FDi9UjGMyh5xj6cGdLrxCKfuedkgZ3SoL6+zlRGrOl4lcshtKq/nVz7zoAf2htQlt+4r9urYKo25nVzHkiJahSDh8PwcFzfME0aFnCOM2Lcs+X6n3WQsD95VZk8UK0lL+viLGNYVB7XDXx+hS5Xi/FAve9nresVZfrwSWPOXHpfTc/UxmMzfWRWfqNbs9YZDIl38gTdhSG0ob2oRtfNeM+MD7SDf+3VoLrhfa58rGDuU1ot6DWCtQTfzhxrVbxrcToIIPbgGc6J3v3e99dh3Td6/Y5tLAY2W4Xra37okkFcIHfg1FXKBEbwrxBoyTIxUIAXMzACqKtSE58TfZFJXYoYKZkTN0ACDEU7KcDo+St9NvaQJGN0DTDz1a904LWOXyuHtY7emL0fdX8TsHQAQj6VHxxnEOomN+hr2PRHGI9mnycAxntsjrxL8BA8Lb2iI6gE7f4Vsp4AsD9Xl39r6pCQwGdIz9MGhgjYEXh++szgAGi7G5Wdr0HP08HF01dm+zNgMmpzbguYpXfV4XPrAOHpK33z3xq44nN18C+1/OuQRgWeZiArOrDjQ7PzubnxL8hqGASEdr4Fb2rIfnEXEu1snlUmd/TwmgmLpA4nHSqlf1OqSp7ofHBqwqTHg6nEEcN4XiJahdtJS0p1WUvWsMpwLEFi8UTHSq3SGg557QfoE0jtMAAv9/6O9f4CDvi5fQ3wuzrOZHJyeaRR1GWWIAS7v8qHKTU2EdIQvaWln3D0Z3mYR3Sl5KB4odthmaFMbDjCQmAbRXCtlE2ZvBfuSeoGpbmgWpdUE4AfjJENp9Gsd0a0h3jeKtQjYk1GxUbp16gJGBuXzGpMUGlkjvj1sfUv2mcqAk5lg5/7H/LpK2Y8tjsZL6Et+wTzHrwLKpHu4pfF4yCG27FyciwRVy1at+L48wUfvHb5VApzV4JSyGSV7ZSis+QMpWxnleNMMgW8waUflhGPzr4Hi3Bgln4FDiGbj93LXPlQ1X12Zt1MvfWSoJnU0Qz1xfMeZ8JE6Uak5w8ZBLTsL/Z2Lpn3C15xjWQlXDBWZQs4+6oEgJXeLqy3fPTQYk7QV7kXq7+MJWmMyi9qz3dWFj3IF6HwtLQe9pjosZnVznQsu+CBCQBppOdvwbLZeKgn983aXYcNIKdtGtcXUFArTZTHZF0ih8mWbgwqu38HFTtnQh29Cm5OyeptlTRMyolFqI+7d2JvyVT3EvwkO8b2Yd1Wh2buxDgAs/4QHFOv3DO9iYUElf5e69Uj4WiDtI2l9cvRmgjksgvkW0oZPyFs72cC+WJ8SGP2ZNSXZyRXEZlWeGMGDUzrbErvttrbVNcBrkDm6KMXEP3bmFf1RVubBa6j7s1xrtsZJ20nKi/Vvqf+BrZ9GTzcIHoQEppDaLFrHihbeu/NWioY428fFIxiiscEwRgAPM1LauWPavMxkM/Th3bld157YwQrpBrywvfBm7R1CY7qRwfgrDWzB6EigWCsDdLGBwIQc3ol0ik9ivriC9wGqXk86eDcYKpv/B3w8/GL5OiFuXLbQPZ20GYEySK3OGst33cWpMeTB6a8Yi/OqJ4Z8aUQLjboYzuYfKKii0WTugwUcVCXQ8Qyy1WXtUTmf1w3x2a0oyb39ean5uipOnltTl6ak/81R8/t3j/U+FrgXsCXuNYFejCMCWaWMiwhgAEBlJJc4Qwn+BoHpj7rgJ8+BNRnT//HHD9PVt4PlKAJi9lj11xNx3NHIxtms33Fbn8NSTLh9dJc/xr85OtDW53Ty+/YkxfmNJX0tMcv1Okbc/STXvo1aH76DJY2BBmOd9yY6MN/Knhy/tsev6lc/1a1l906T6ZnoLQ8fWwhgfsmDIsZef3JkJS8HxBOruYquF+W0FYINpc4zSoy5uwycTEg1Me+4jwhX3XFZblHpbRoyarAdxXXgE5sbZyeqjSX9eCamb2hZ30u0N4UKCiHosE59v+n7bu/4zaSrf2DO2ByjsxBDMOco2zLaW1ZzkkSJTqsc1jb610nBVKU/b4/++uqRuiIAeX3zsHhwWCAzhjW7Vt1y8yAoi+tljGqzpco/R6jm0+h+Z6kDDbsJzzR5BZ8ZqLT9IztNpdtatk9SfSLy18xuk1poRV950N9YXVA61FI+NMgpXFEfROw+wjMdU031g22wWHl2M1Lxs1pIqc4glqmnnqbMbxmCYHjcYdRa86INpjmEVlazkZqFrDCNcVzaj/lsnrN67H1bzfeHhBlWl3lKFNGldbGI2NPrl2RYQSbMxKUY40iE/YHWkU+1Of86FwPyQK2hiWpxV7zVrHuuow1Y/4IVI3StAHMoQMn2Oh1OnaNL9wW/yfI8kdk/p2gNI3maQksMF7imO1dxSf2vOtzp2Zm92SZ80NfbweNF0cZLmIXZbs4Gj8Cnumw22OU5t6qUKbAuT79qK9Koj0ax8CqnLxni4TEhRvTbTtrJI9X7faTJMiwoiIr0zmTV5nMqcDKYDRPPEsGt+jiHTZ/i195GyABBOk10U0D6aOgYsbFJbxZiGlztSsg0X4kDmHrPEAxyXO++iXLh5JdVIOdBvarmw6WIcQqS1IIgQQye70DunwXdsGXbwr7G6RKAtzO4NLhUxd3CZPFO9AasVFfzqhaj9nzRPFh/J4rvZ5HwSXBeFqCPo0SdPqIamAsb0KyiG6C2zhgrSoRw95cIts/YwL3c0Dj8x+QyiQvjLB8H3Qp8ujjlIuSwimkHMlrqC9x1wyasCqCKmtewdAmlJ6HBO53SQUt9aAN6i/5Cp7LTH0a6rPD/CjmEgTH4+IYmfkHWbgbLNwGQYupf/DiOMIw1J6VGbfFAhAGQ3sDLPXuNuttscqMMM1ZDi02GChpvZm5EFz8WyPGhPbNMJ6lFjgogWp/jbaW+ea3wrLnh5CTjc9/yEoj4IAKedXaYDjmG2Y8oY76ImYvyuSu5NkzDEcDoeF5xzS79WAqA3SlsXkuQzzdbE1nLXxt0JFDS2qrsM4GyFSufAZKJ8CAnTOI8XtANr9j7VXgrvM9HgJj3ZTXe+dEnq4OelErXu+AM2e+JjA8a2+y7Z+CgwfkCMRd6Ox1gQYl9iMhLO9EDsMtmZ0cMH+xRepzdP0rdnBGj8/owR9s5ZSXxYJsi9eETT5PD34Ta0Z0U2A5BHXnbPdXNnaNFiR4a2LbGuB2uHxCd38GFhRY5Uds63PamGe9fTZ/ky6JX+ZTAZiD1gC0cyXyFINZEG+6jLhrOcfKBO1Ot0kj/tNGfUppCZazl6I+R3q9rsbYEM5Cm445LThqV+5PojqVimJhHgzkK4/T1gqkbezu0d4eqc9LmdboZWxJLG0vbN8bZHc8DfUp159y2NOGdW7E1TiNFduy1x3nbNPTftBhuTp0TRStBUt4g+jOkA5rD3yQyujc30aHk3Eq4J84kXn8pJtcrkqclrRvlGzMoLOOThvOtM9SBtPpx+UYK0uf0Ik30mv3xLDZdzpLs1tory5ifRuVU6VWojbLrPR+611CxnXnFeVIGKekbQ7pfKuiqlEFHi5xCydssEKwHNOtLqphPJW6cnxVqzMYXS+r3acxGNCeVfkiFEyCbpbB3hp7jg1u08FtvvAhm32blacYyzHWQLMVU707Ythc/LZKIBvz5WLbtI9BxX55Ha+Ahaudr6H5JqpZzgOzHGp2TVtd9qQbL7h3Peubbinvo7mk9UF2dspecs479YVtukyr9RJeUcGPiq807MdKMsIK3mhhQ4wK4HebLJ7ShVuQI6E6izt0dVg2ElZZrpLhlTB2rkLEYtv5mWMGZHJ4AXmKxcn6dywEADW7EE33MqgTxccyBF28DqsXwScJOqKDwFB1t4LBLQLY4A5bwF1wfAvgEV5RUaUEis6ECpo/p/wo6TWF61MOTepT9+f0ojt3RJ/u9pnCEEaHJbOZ11FTdMLzOMgFhH+QVRyj5sqTdONbhlLy/PAR5EgoT5LiOKrJt0JLLpDxewYYU4RYQgIQhC4RUrbhenmarX+FDBjYtQxUPbviTkBBrBGlQ9Dab8QQJhQcOoUCAVIe5zNvsuU7wtLlCydk8kVS7LOgxYI2CMPk68LUBmsbErhvghdcZ4/2d0kdRBQxAlCCrobtZqmxfIUo44Ku+akhNMQDoljOIUs7xPg1l+jWT8DYHJ/DIl/4AFIg5qsE/VRVD08H0xhedygTqhahA79ZqMxGYtG5hxVxemnq3FcMCUxD3GW52uQGSb1Noi8JXIFvaa+RwQd88DE5+G8A+xFnYkgDAaS3f2Sd5RDb51rJs3ZTk/NO/NdtmqshXnnFOTAkiADRsRgzQIzfL1y0RKC+/ftk6lUepm4PUQG6fSJIKwJaI0FHRm0xYcGufQ7iLofiF++crH7GqjMQrJgfJRMvsP17uO1yXwA/BvkeHoBo58QLGDqIFGKuBy9ja5Us3iE7YoHdZwfndP8hW/mMix/h3o74WRavg/itgwTurWXY44B3ZwSDDMNe+FaRPTLRbZoQpQqWnA+aCyk1e4EGKa1VZ1ShLzNFPUgrtuV3CrV4cnU1Qjub0VdSQaoVqXru0faWGF5g8ovg7hsXZb4X8ih2woDD6Ig0k8wrxHUAuonukSdPue1mnRdy2u5OA5S4rMmh1rnD8vB77pmPa7ShQ5pF+VjCsJNqmMRJ/IgX+6AoXRLYDxIKRQ5F5QQBWuW4jX7L3jItoaSdDmxm2IsOKOWCYXbVZiFJ1W4fOcIdJrJdi2kx6yOvmaeBy4XMIgnNplr3q+a7XamzI9S62bfk3KOn1+Iu2WNqe6+oi8EmpZPbqmYfPVa+ucx0Jke/br5ERvPs4VJLVrqfpHdPXjH1I5J4TC6kXJ2NPUeWhEF8kyyf8Ll3GZjvJcbqQPSxshahakyHekWNUQyU8bF+ExzTarN2ng0gY3bMYjPuL9go1MXp2V2OFkDCsKl3ajUavtb4A2UsUfNdVmjh2EuT8mQzy/06m+GUxm+X9tG5rmhg5KNzaplIkUxEMuIHGZsH7kYTz5Ll2wzMi5ts7m1anQatoCAMujbyIiQnYUYEbMPcqwwc/yCUhT5zhhmxztnMDQaWsQyc00FjTkNiBuSDFhak8ko5CgIsoHJjk44c4yK/DbGsi7cIirsAOMwpqp6WZya1wZ6L7lPTsnuDAPMaVFN4vCiXeohtInWWvEXfmZRgQ0eGCUCK8rOb5J7Jm0GMXFtmukOqrY6gRcCVRWT8YF7EX7bwAQf1bMx8IIGKKRLjIhJjydBcjaG/JctVWW2ObX/Lji7oPohhkIWbpDQi/rMHEASIu7p5heuTHFrkpJq4XIblY1hXrsFKAvi9Rgefwh7Eyh06/YowDCDKrthGD0BIoi1AIIjT9DZgz763SzrbpDaNbW5jCGJNFVDxxfWZSRd0PhAHB3N5FTBxRb7PgyqvL6En3j16fA7Bq3O3qAClhWaY/9AQd1FkQqMrLivZwat0qE2kODw8TZjnDGwzUJ+DfHCyiKkojii3Ef0RJ/pCpC1mrQuesWJ9CsQ+OIHEd/u/gwwmkGAXcLL7E4eEnI1kECyHQPvcQBc+iEjscQ5hRhPzTNRgL6C7wXZ+I4cXAPwOHvLp67TUywWYXkIsv1IL0uWJo4iuuSDK0oY4PYH5qxNk7XvxW0eBCn5EV/5JimOwAxI0+dg1ug9ZAcnRI8B74Nr6Byi4TFxDXRm58yLubLHmBujE7v1C9h+w44f86hnd+JrUZnhvF3bixA/d4DQ3f5O2V7C/HUlhUZfzIXFNvQWJ3R+dS9RYis7bXJDJhGHaRY+PaHoLSYT0tNVodFld0jBT7Ui/FLIdclCQGkVVT/AXwBi/eSJns4Q+txaukxA9xm/hRXFS7NII0VHjfrWEYnx0E9RnW5mmEeCkF1TaQbWz/TSRbbg7LD+lWPNBG1B5rEbNulI/smpoaUVmEILvPuDv4igCvyYQfdENhFll2hFx9ui5YKdhKmmdtcNyXKhPeVC1Ectm2/T0b21QAAAgAElEQVTynXak05bVZtZqvPdmc46qvq+sPpoEmtFZan3r9DSODoWk8qE+Dy1pd9zssj5TWjtdOERbCb6QVK69X0ktrgFxWNg6mDRHw+XsZ82CJkrkXOeEWx7U+rAw9X7J54gfNWD8TglkY7vJZt4S/5MYK0kWESCBb/2otJ4CDtNXoOOjucVgeYr6h4VYJ45VZP8oWa+52hjnK6w2zPGyOBwc9NWojIxvuWp3+n2MU95lx5hHi81YPMnwBl7IZzlVSqhWlsBG6svRsWcIRIfCrgGbeYNWZyFjXq4Wo74444KVB68izGJWGGUzbwZbP9C93/j+7+zoEWx+Q6jMm2gWSwRVV8GVD1mRiLtD9AVrm0gfTlZlGOxHRo4hxg8cU0/43AekuYjX65pkS66hZWKwy3eG6uU0TOi4zeF+GQG5vIoAFe2WvHVzrkEM1KeIqZhel5ZLp+NOSJLRRloSqDNkL3GfW9zQWKQb3/D9hwS05s+5AFTlcTAcw2frRkVO1CeBpQxHhP/akv+sLbD1L8VEE0jn8AAikcrTTI4bQJ2oZJsHK8T4qk0jcRQAWqLxlQk+dYMOPgTx+oXbbOpFUhyF+OR8lyCHiXFNDVKaAPwg7LbeDulsURB3kQ6rbYvia8RRdg7Up+ROUKAaDAsHcqCN6SiQ1RHrvLlKNr+hyN4w0eX5D5GNRPol34jTOURgz7SAdaTXcqQ7093wvBawbvIqdrlDP8O2s20IBB8tgX7DpLbPbWDpQX2hTgaDiQPjm7WWYL9m9XN68Du4eh49xF2JM7bxLWmtIAwzu2agPh9UCBugpxlUo7+UcmSGjC7MdQGUOXmuTUb2ye5/2cFDBm/KPTb9GuxYiWZDRocWKht1I/WgDoq+RmNen2Vrn6LPM6Y2WfmYVOcY8IQ9MvG8TM8gXxM4Eetn73c++SKV6QELHZ7vQzmdldzc+3TnRwERycEZsMorH9PaJPgiwm8diBhD9HVnAzKLYKdYZs9JG0SZYLigjbMT+NnLMn7ct2gd1/VHSOqEOiZXT8NI5dJVIVZ0glkrkGQutpPsggJ6ia/K46S9RsTAdraJ+AFpDij49EoxGAfqoxZrZ/N7NOUoKg3D4ynVRlHsTo9upEn1aOaa0wjTjGCXFZt85cR1Pucro17Tqcndntj4g3OpLRECv1Ex7qTYxd9uvD+WJWC6rAu36nXY+h7U6rIU7YEyn7L3/n19tCKCTHPQLt/ZI2vGfY+gYWSDENtR0FwDKiKV682u3bYsU6xS97y7sITzBm0xqzAsCUbyjq09d45hdMyXrrqp8lpWOw0T3xhwe66dQ5GpQHutZtnHiS8GJWFysYnng/kP6fIpWTpli+/SynSOFRAi1tBzD9X5IWlKjbOCNlxOUs6oNDC/dXbEOTUqiDXeX3u9uYciFQbrzXNnTIludux6mG0zGqBdNDtiz7Uxm3bvnG+liiqJUVT6qkswmBf1OeAfekJSCbFYmYw9g+Iu6Cc8/y7IbITin7XwZxlBFw2KjENm8HBjIhRlkSrNLVoe4/XpYPe/dP+CHt4TVl1u9gbwOWK9cQy+CjA5hJN/C2rUpARV+q4RVxSI/9lLH+UHHwI2WDghzVnGMDEAaEhWAJzwqgEmndWp/p9OYjByAXXwdQ6A53bUtH0+zWhA1V3TlDzRlTYd2Mx5Ebw9u5iEo8Dqyxz8xx7Qgz/I0QXMr8zAHmCeugLqr4CnohP1JbF/YTtjaktYVLUFvvszEB1HEPPGBjfFf/OAt8E1F9Jbi6ETJrVYM1Xca8fcenFr8wbWQsgkprg4SmdeJ4uf0MH7dOU2nXpbAD8eSOfSEpJvAoOVBcIEcZfeBunsgulWm4brEIbaRs4T00jk6xj1p4XbGchTTfagKW0qBxRb6OeCCm8M6B6ILgaQj/sRXXiXglxEHSG3GJZeyPcGDtPZh4ts09xhQLuAn2W4d9xfqbBQJRWtmx11ecCAA2DY1XlKzov10Fnni++S1c/JwX2xbAD4icVzcA/C2xorqJaJ2A803luRN6NjcFLG1gAzzgYnwwLyKm2Id+3usr0/2CFQc+zggs68zEoggASYUEBEgQ1yGEBbBPaSyoTgRXB+JvU5vv5PBgj2jIgH1z6mpUkB/LhYFQD8fodtAujsOX3mXPRaQEQ2ek2sVVaos3yfgfTICKvP8ytv0u1fZCwuiJ1ufU3Ls3TsUHo3gJDVwgn4JebCjIiQqDOPrSrWEdjU1aEgOjCLe80KLoFKN2h3fFSHnSrjTI3pTkN9msNzuCANdIT8mOktqUA7ooMujYuzvo0C/yLcXh7lrVXS24csoCP7tLEAi01+C7sALdTs6VuoL+HrHEivaDJ76lcqWwioj+gmuGmLXJ4kSc4tCOS2Sk0MoBVuW5mGSUesBjgN30Q4XppcIepDlwwxRqV+lE2oLkmJ+H7bWHe2R7Mybc9JPw/mbLY9Ak5z08kRJTXaLIHL2lOnLGlqBvrU4RoHh6Z04jSmSdQ8Y8lR/WZ1eTh7YRu72m2uDQvb2tZG0saBqXW5F6TrZUlb/9ZcmPdYiDS6rqNlTwyYs8HagMfdVEfAczNxVREerI7T2qTj1+jiCRvcAkn0ubdJZSYqFpz6GC+woIT8Sc29xuwNoLjvnpWprnlro0TtpsOPUXdUVp6y2HInLjVWZpahSyWuHb/DYWP8GNWxGs2RsV4HF4oz3iMzJtDZx6CS0HFO1KdwdDYliC1pCAjHBSrLd/noM2BbDE7pwofkyuu0PB6VX2M8pNEwSXoJc/rVwsaHrF2YJQIM7t4G3f0vB1sHYlro9GsgGYqyLgAGWDNK/KDnzVNQXwxQVc9SeByIpgrIr48eSYAK+SfmPqSNWbC5oQF1whpJAgaLynOTe4Ybp8XvmS6d+YTiM1Af0ZGekm9dE30xUB9JR30J8GtSA5gp8XjhPYBAMCF70A4gx1eNtpbY+tcQNYTsSrB4m5UneE7Me4uzmgBmBDMuaona9SR+NvsnfXfztXmy/jUBNgMyBLKFO7Q8SkLZCaS/4BGMksq1Q4yXc6C+yOcTdTjLk2TqOl3+hCye8MEtNv0yKXVZ0EOzTDoB1qDA8iRkcehCHj/S2WY1qepZRxu0EYk0NJyoT43o0644gV9OcqeIJOtLbPMbCpL9D7iw8uffJ6VxjDwUg9kB+AfsoiWXr3tROgCSk/TwaVp4AJsBjUzr3FngsLaZ8MCGWy5JxvA2wyEzxAYd8JDsbrKF22T1K9BBOXwI8W9HD0FLc+0L2lhCW7nOwgwKDSf0tRE1zZsj4BsNs6lAD44iAdtk/R2+/R92dAb6t+KYepUKWFWE4FJaAtKPY/whrBPM4EcAgGFUWH2RbkCwK7wLh+ds5ZTUpmXoIBt/iYOsywNI9nB4Bqyg6Oz+b2T8RRIiBGxGqcNa6+zKG3T7B/EqYYz0OV/7XPz7Jv1dEEEdiNfhJl+4zdurBLZRGpiOPMqjkOthLhNlfJwRcVa0pDmttutvcoOV2TwcPazLSmeHf1tmA5zQXcdvMpqOFDWIZYfPpbhWOjChXHvyBIZ9grbWeH+LdLZg26gxALFZWWMebmCFtonrLGhKimbbYtRneISqYX5POQ0X3ZKQGMCjnx7+49dDccLrkTQot40Jt+1imywpFqfjKxtjqLCTGUZ8gjrgvwhwr6MUUpq0UYa7QkyWr6qyMWpFSjNMxy3VYHK2P2VUVYtctUEz2p2m4WtBAvtmDfbYdekoyG6828C1bFwbyV/io7WJ4FobVX2iU81xf2RjbBOb3bRzbLjAbUqx+mi7+D0P8WUtnrLromeclcBLP+pIAvmcIxz2XWFQtdpZiQrgl8PNlMlrucEdunQKniGzb/DqDOcFNGqb4s0KOEbYskQ715gXY2yTFajebLHZyuMOCRO7X3Gn1HfEvU6cC1uexw6xPPqhsN8dez2kYFelZBUBxmvGNTX2mjSdeO3Gaw1TQaBrs8P5eISOarH7pUrrme6dORNExZqcTKI1SPvWoqPP0sUTsnRL2NwgXFGZCgJMz5Crci5WThEHoY5eGCVwreT1CCZJRVlYfkwU1VoiO79gpN8DgTfI3PuYkksq+zdDiX88aHJeU5lJoqK+XLhrgOnIa0zATrGeR3ZAwWjhA75wlyzcoo35CK3VHY6aLj/PGNdZ4DO6Jw7V8+RjMGVaLAToyLqet6g/Ra/FwH5O9Uui4UDzKwyoq6PbZ4PxBoe/TVqfods/BgePUTvxgi3e4dL7MZCoRkvdrlTRNOBl8i1H21c8W5tlOz8BQwIm7xlZvgMrKlT1bEo6BXYNcnVb9cTUU0EwCT6TpVE+8yYf3CWL75PBXTb9KpdZ3YI2DzohIs1XmMCHnXVhtIGrZ2+LVmcI0JtdgTBxs6OFNpzEey1DZtMt5eK8ATL41SEDKlhvbVafp7v/BTGbwwfB8V904R0mqitCOgeWAxgA5njBYU9bRJMl8WLKuiQ0hYHuTCRjUStONGhW5+LiDJdIqjdJQ6e6lW80iSqd0rmgDi6bFu9sw6bkyqfS1ZMeXQgEyA9+45tfkdYKePMW+uCEaaUcjAbWTJ5mRv25emEMfnTAImF5qdvRZGIt7f2C9PV9fvAwN3UDllNxhMgUeYV2lCuvhaI+XSYWbQEUlXhlnKx/A8GuUuVo9Z8g7lLogkPmyLPs4Hci8O3RuUCAAlXC5ov4O34NhXPb0gOWCwBZn2czN4CcP7ygew/48Rlb+5pWJ0nvMFi+TcX/9MGndO5dDtnG25jTsouMX50VNJhtLCR9BXaMOXKAede4mcvGXsA6rlMmyCWCYlF5iXRK0YRwPtdKEyu63TLbUYYGSSq2WakNAA9i/FYopADdo90d3l4Uswz3gNdhG+koRy0Or85iovhCLekXTdBFcn3Of+oO48CnoqEbKLo9YaI+23hyAgyHqaSDDZ8dlljSLsPXZcLKG8oyDgGXbxf9PDFEgTvCkJy2uNuwSwNIZV/7HQaW7s2lNT4eZN1ANAqxaSuHaRsDfosf02xu3RnM3fLhqEy1Tf3kko3cHNSxRlOQwFGpbWE7hsg6VwbBjgfTE8rpq8K3jO0BUd8d50vn/KhOazxx7uFVWCysxSk0mv6OVO3McinTGpnFsF3ChG00/ixbvEkHtyGb39x7pDLNZWtZ1blWo6XoUDdxvIn2UGgNq1pXzJ8F81VSRFB8b3T4rEvXxPHS6eNsT705xa5fSKI3nrrq9cy+O3TTfimMPrraoCjKaE77uhtnrmbnKKcq6lNOiOoOyiVB1wqZtHyLjT8D+dMW7wpsQGffgDCqAGnkvHz1QB+IxsnNwvC5mHIE0AXy5awiLHK68zPsbR8/BKep6RuMNcE1NNeWubwVmU2zzXGndD9VySsKQ7wG5Re6tH8QAEb9kC6d8PkPaGMOKDVejVBcCCmpTA4eJEcMOM2P8W1+dU0f6qMm6mu4UV8uqijXDI+EVmoS/aCec5IL748P7cEQ+Mm62ghdmrw5Tzd/AMbv6kNAaIsfkvIoqEDJEoK42JbMVK60rRVXQZPGNGC1FPpialhjkW9+x44gBzeIuyzdoZUJBGkNXGwox6+iPhlQ50J90FrcFKDlMTpznS3eBWyw9BGZfokWRsUy4+Dh2YQlVEBZmsok7WxIZRfI6FCZonBDC5Mr1NTseU6cGSdUkAqfDtGXsPstmZYd03zVaG2Zbv1ED/9gQMg8JAu3mHhHBGAoSJO6k2JS2zybjvoMzf2EZrEf11Cfpc6vGu4W6ovTwVvBhFYgnM/uV5/12f0JUIx7WhAYCfIfgB3c22UL79PVL9jBPXIAiIgePQTpS4GXmssSCJFiw2ibl77TIEpHR32JcKWJD8MSIA4WXHlBgbPNeocog3QheTk+cx2c0cRvTqikItZnl2qVSr2QNq3P8LXvYJMLcN0FXf6YlGFBArSbfBE1bCD2j4m3T6BKsXL2fuXjzwIegB2WLvoZ9kGaWAC/zR9A5wYYwnO28impT/HeARXDtXSHDU7p0k3a3owSCfYkURnmuDf8J9UNCJ/0jg/ne1CfsQgNes1ER0XzxAfYVDfOFNTnhV5eok+CPenDKZ0821wukvI4ba9D/owOBgk3Flmxz+Kk7RlRn871OVqrU4JPGSYCUS1ppwnikSUwrUYP2aJm/nWWiec6ztFR3BBLWt8dd9uIiYlTTUznoBIGdoNLN76i8O9K1Vesurqv9NcVy+fooGF+6dahx4BzYABq1O6yyag+QTab4WyVYQLaPUp5kPAEN9ptc7JkhkGsmqrEumIMlG2tEqu05AbPINtrleiPexc/T/PaNQZ/2Jp3rU+9axoB6F8wBpBOvnK6Clv4x9cAo6me2kuhWKL4toAps6ZeogvCZroLSYFm3xYWEmGlaCWUIZTL/WLqvbbXmL7AHDPlmUFj9JK3z0WumjVaMNseLofwbJDUojTAm6vDMaGpfSGuxtgj4zzcI++vQh8NQ1JFY/BsQs/m0JKnOMZXsxIPw/xQ9HX8Wb50S0ApsXjIwodguwQlxIRd1pgj1QmEFhUe8mBqFbVwXyao8qBJu5tk/1fQSDi+IHsP6PxbqPYRy6LomQBzWoPVEyy8joGpFaCnwEavQxSAMNRGdvnSCUS8LN4iS6eYgbeK+KE+5HDhQHB0DKKAvXwi0+JDfYl0p0R6+RBrmTBPC+qTDFuC90jOxG9OLBejLxXvqYAwvAKSni1MKoDfAm1SBQdL8W1tmm58Q4/R7RbSOZywwojcZiVBVGw+QZX4eFRy3oCakCuC8Qbmimiz+izd+hZzcKOC6+CElqYwnQNKjOZlxJ1bOTPJqQBEXzusVBgDpT6dBa6PrNyGRTh9AyQAxD3A5mHgTR6JNYG4OiDFTro7vLsLqp7QI606I41epODSkhwgibGoocAJSdukk2obQn0AS6BxHzR4Y5Fu/8CPHzLo8gOycJtDF4T10pMCMAkVFprOrVCLwi+ZaIAZAx86Llo4zcaEHuO+pRN0HbPwgq6NWdA4ohhKuSkgtVJdTgavi1Ht8gI6KIrZ7Oyw+Q/p5lfk4A9+/Ad6Np7z3V/oyme0sUhAWL+p9jGm+yK8oaO+ZBw6kZtiJ+mOC/WRuFUh24ZMcrFHRw/I/h+Qd+HqOcQcTr5MS+MQXwrYrBkiSZkeAKL7urTUBWmWQptXJunq50wsjP375PgBW/2S1WZyRYxRnHpVlCnePiKOw0fkCNM5iDdRAEKotC8dEZlAntVZPvU62/yJwgJDDZi1z2hpkvYPBfBjg1tUrLfF90lnFcAMzEsPnBLzXeLpoAab9UGzib5kbRSUcS7oE6qVGRFZ0RHzWuqJl7srJp6TyUcXmqLWt8oNZtCdyftJPFxA3C5XchFSRIKcZGcVEriDvwAAP+B1IyirR+tZ5asOnygVo+FVvV9xe0yuLzEEI/cz6rItUuxOp/Vg2E9ue8XB5DjsyzTzyBRvMBtj9oVXwjRxQYUxdA0CyelYm7WFjjcVqvi8mejCR6/pBqtjfFw2aLqxZetD2BjMNPtMW9MkedymqjVu9izYBWq91sCnaxB8yMQ/qnhS9S0Px+HE567NCHsifHa2F3O67vdufNjPWivf7oUPD6jjaU+6r4XGxWQ6nB30oD7HQgX3zjKkSOG18EFWA1H+hVvIh5wE82+R8hVQdgEysE511R+pnGQsLXM9GO+4p0mOH59AK9lYnOZMDXslo5HR5UYDF7QOO6Lvdwzz1jZarnTfkeFQfQGdC9uz/MwQZXuEzdctIUVjmFehCl4agvp0D8+kEAA/ZZaTYXsy3XldcsV06aawuYOlD8ncO6Q8zdqrIDCw/wfb/y1YvE2rC5zXkCmKg/rgL4voO/A3FiuwvU53f2awlw8mMpl+A3UaqpErJiacyNVNUJozKMpKGLMKUwDwDLg+GXMlDKbRYybQ6dIJFzBGNLUxz2TKQcXJU3cl1c+lA2fE72nJ0x1aLA7vTS3NuixWOVFj/9BDUgd4eQXX5aLk6VGcG15vkIhzi+pyo77oRGqKNMNnJcJE0RGovbUcbPwogBnCs3O68CG42OCdmP2iQQoN+axNPKqtpbwL3SlIB0iQPCGNJbL1DTAYAk8eneXn3qGVabgOjE3YnpjSpDkF9UVgjEmPUHkPWNgtYfTzqesY0fQRWT7JTb5Cy6Pg5BlSvqHBwCoTENrXEabbNunskNoMYm9kP6DSRpSLD9tgRfeFCDCf4F7DBxULAZuESU5GWNi5Dm2t060fCRA75zCSSyes1Ceq62ChQwsOrBXZ2Q52zkZrPoIl5WYdZRmklnm/acE7kacOtAzUpz1ip+pWsQFc74ZOkpCzrgMJ+nq74j8UX/kMVEwADt2D9bPzC1v5iDSWOYCxZMRcNF2CT1Jb3lJb4hgNUMWUrrkjLFcPxFLp7YeuClfP+eFDOn2DlXsyryBLEjDKopoQ2wlevh1WbJLafLD+FT0GqhDSNqzchQDpfF/8xvLxFxBM3gMy8PgCunx0xvf+4OLftGwGhOo1cXNtQCdfCTZ/IICEH3Lxtq5/QWtXWO+ILd6CMpfucvHygqpnHRpTlNslCT53rJAIOds7Agko0kPUTGxmASoTrRV1LGSgPuXc65PpQHRG1JxZJrFQHyloefair9phEr/wXHqAt2kZYvyA8evuwmoUwA80XSQklnW1DerPoBbV7nu7Ft3wVPivLhQcqyofq/pXNQmQ5FfS9St+Kv6olqN8rIX7r8rj8RWjhDBKJFBrUZ+t6XdWnYUrtcSFVIxaEruExz1FvTiMxpazEgK/0HQLK1Kr0zwMA/088V/Skztb9qJ5f0gwaiFYMfw24YFZrGYgKqZn1aiaKG2OrcCwtUFk4cWd8jAAMVkan+vjUDW76b7u8KzTzVDXsChd0EZDxypm7TptayJD7rB3KTdG0hhMAz5VrWGvWo+Hw0vClpQdWwnxYJo1VuP+KuUbq6hiH4714BioqlYvd5Sjti2JYtVnVoluRSKo0Objz7HljyAL1uAOvfKWsJBAVY+XeC4S8ZcO1QmoMAbQGr1kfWrzokMyazGos68e0WioiMhcja4VGFN2XtBuL37lrZHXmf0KRL1WXvDkPXW8+9F0GIDNsR6MaXU3zzOYucTdUXXmTKQ7jWzs+nWdVZNxgLXkRPsBlAkAKmCfAfCDGD++eJcv3gp2fqVHoEIOHpvHj9jSJ6KFUl5FZedwt06MGIZySa3/7iY7+BVEDiCn38PgyusQhSKqYDUwo0F7tq61IWxbHK9YCyFZgtOk7GQFebMqyDAIY0gs7+VbYAxdeYu2lzkEGUq4JVd4nApPAryGQr4pMM/IwWDwdWEcnSN4L0GDkjxMbos5upbGy+HFhD1T5UMKLQnA0O22SWP5E6lWErlKat6hmqdoS2EFEczk0M7OtTmAliqrL3Jg/M4wZ9pDAnBlDCwSEKlvIxPb0vjDvI4wVckTRfoSaNLaPN36nqKrHhdLZfmUlkYBuQnTKux+G4daWp+OAD9dSxPRb22Kztygy5+Aw8LiCZ15mRT6UA4IfspCWnBemaTdDdbbpv1tKuBfZQYlDZuYyRpVPQstBT9rpJ+ZxA9BoOLkqUG4KKwLJMdZe5Vtfc+Oz6HLBw8DYYWXRzAbW2R5I4glBc0EpyoZpeCThKey+LS4DSZ1I9Ogq3cWOia1ZUEdtUaVk4yMVP2pgtLUpBadY1Q0QuOWJ10omI9ElAteKfZAUWPhNln5iO3fAxmVqyB5wvd+EVCfthbg2SLG3YnXvOjhrNSLcWOc8pK+sU3GM5w7JoBE74DvPoBcDpBz7x6bepXkOij1gYuk2CJSyVMu5iKG+UFOvw6vD0CZBkP42PF9tvEFrczn8ujAOfUPoO/EL+HVR/TwEcMkkHz/Vzr5EiYNh5ZwKQLZXKQzr9LN78FR4vAh8Idrn8I67+2DXu7yCYS8Ltyk7TXIKCiWZUWynV3kqJH3w6yAOtfXiQxsHb3EUK2Y0Faximb0Vfyxq6Ed3bnRSFRgM2bm49rHrtowpz+neqdWpg41k6bGiprhDd2o0jayu7itUJ4C4NcD4Ed726y1SEsjHOYUIidBZLXUCxFgVJcK9pw8pIlLoxue0gGbht9SLtr36DjNBofabVkqoq7yLXxoAs70Yn19STS7pUxcDnWl5W8x2B92Z82KkpKzj2HgvtkCwI5OOYYr0jGPrtTU61lm8LLnxozY85VSwpBWmROd7ALYuwyuQXNd52k1UutcqXH46NnzmLZCPINPw30HrTHZZ809FNa8pJfgHD0aH6lvn/srWsYHG3T8Ghuc8qVTIv5VzL1Ly1fAFS3K3MCYrKIcYTBzJJM9KWPrR29Yco9yGF/ZHad6acT1rL1OtAeTPSx9WAIZ3+WAVW4K0YXV9Y2JqpPNs/dNbPCpPFjWEKbHpd8EhP4M7Bq6i85Nuk891+9UASGJf/TEOWR6rMPKWcLYqq1vkdM4Y/vn7PAxPbpHD36jnXm4R/tFksCsKrPzoXx/A8atswrK7PvCnnsMES+zN0D/oAD2Ogft2bKjdzHkQ2ymCsAAsmINVpD53FvAb4uTkX2ycgp+niuf0MX3SW0OIBMKwERr2OHkafB1scdm6K4Z83jSddNAepGGZwILAzvGzx2bp6tEamSd1FAhAUpf5mtAQcggwEAvKsKTOlXYcjGBMplBEwPeGuDw2VylWz/zg/v0+AKijBY+ZMURqDEQ5nWdhGKhuktn5PBJNXQUNUNY5AH4c9LGvDBh2dF5SGUs3uGgNtFBn8wWGv0N+Z+d5hKSTYFYregi5qEuYhxdaZTOvkYXT/nCHYFR6ex1aG2pi26rAOoEHgBn48o0SHpCEr9dgH+VKZy1FuR2h3XSoSq00yFfDPPizF0a4NHUWVDmIY/+nKxG28ts+9/k+B4DnkqM5PugSyfASSCwXw+yRxSaOqjTGTOXh6TBRNnI0GBvDL7LBmYG8nHTcXbbLLdSB8lmNSxUSkyhKNwTaxwAACAASURBVDWqrQOwXMxOf5sJVA+J7wSEvg8o6+iM7P5KVz4SKwpehFKHSRhvhD7mDVTZMdrvAs/uAddb1UUd0SbtbPO9e8BgH0NiBjrzGq2MMJSZwZUgVwsmBEcnXhJ0AsjyV6fVKbLxHT+8IPsPufjFEyCwMgG7KuIVG79GDu7x/XsC3wbit1QA3eNztv+AjV5Duq+LGQKxbbVFMv4c2f4XqgcBOR9sfMFrM3zsCIL2V06A91u4xZtLEPWKCS2Rv2ph4hZl3otatnHbwdL2t7TvNPgrg9Yzy/RHwemAEMFboeusIqR/rLrshumulV3l3NWFYszgodaOzN9YGmedNQYRwgL47bGmTOcgV06XFdrowm0SfY6OWwn6jEHTUN/ftDId91t2rROqpUBBw9K6bAOytCf5yFRzLdazVmI/hlYxBGFKc0obipSOu46ap+T/tSNKM5XtZh2bDb0tY2cvOSaXaIm3YeHsOG/zXXfX7r/HO6o+eDkU/nkGqqbT42ntNIlrJ+oz4H1snQ8dCpDADUOhYAtwTEp03AlA1fM6aDOyAmNlGQfIc3jCHEA05bVS2lZx32M4Ajj3HeJzBbyR1FX0xO+ge9A8Jbv3L5SFlP6zmWX7QP0NDIsyRjinATxnFJxD+MTxrbsc58FDtg0gk7Bv2PhzwsIgu/8RaA3djR7xAxCxAPUOYWSDc35cRSzQgificYR/LFfnQYN01tn+r5A84PAeRPpN3SAIk7h0xbTQbFhmTmP5kgNQcR1HDHg/BgIzLd6/Cl5Pix9AxNqVdyBHufQTyYWeq6Z2qMdd0/beDHk/S5zTjOsLDIawQZQwOTtsLwRmGjKUfqENgDRBMxSEBGIz+p8YhD6fttaLCikjANkKXRwDbKF4lrcRjTdoa4Fsfsf2H4J5DfDshJZHwE8MwgJN7ZawTD3BnaZ6kkNzPId2eW2abX7PDs5wrh+xxRNeHkNuFj1yCyGk1Lg+o7SI6wszUoinKpN0+ob4+QLmeXBKp14iwjiGpCNdzDSIoU1BC9I5dDdpf4N2tyALc20WXLNyqLwfYgaN2TOuJKgv30mAhMK/SRNQSrYwGVso4GtrjW59TzBJNz+4Rxduk9Ik9qiFIYhe0EW8ICSqTuEDwxus4LSoEJ1qiyJlIkqto2JCWY5Ru0oPqnydyhNSq/1u9Fhoq4ylhU41/UwWftsHFVYxdGuf8X1IfgCM3/F9vvMHZHWvLzCY4m6Yys/J7+ntt2Fe1J6Ws/Ey3CsaQ4znzPdkFB8bOaC7/8UME+ijPnUd80C2QdOl0BUNkyANNyla0udTrDfAfrUZsv4lMn6P6OF9uvQpuGiKR8SymXyZH90HJIm5H7lMFLH3OzB+saghlNOi9Xk28QLd+J5j1gd2eEFXPiPVKdrb5ZDA/YQt3WUL77PWiqg3iNwXGWgLoXiJCqUiZ0gnXnLgLt0hU6cBNXRnP25WasBFBTemNMYMilMYPAeQs0g2BYY59EKZ5EVx0plcOeVxAozfHu2CNBRwrcU+D6WP8P7IV9NGfTYGVgZc6/7/FeqLqSeVpfEVohsxFkniufMJLK2slhBHCyDWQIuNgCey85QBMVHfE/TFPYB/o2F2USlIwKr68vhqqFGb4Z7Ljo/zK61f8Hc4uvOOv8WqpTzr2vjwzkXmUR0O3p7g0IbL+NaFpqjOp4kDwmWZsKprJIf6FuMvMRDE+5CsnBJhx5dGCCuBkcfqoOwSyDSPMQYzF4PdU6UBtZQXKsuVoS/4ZTcvhg7p/+nhgnDuoTM3HUzUV8sI1RL/Txfqu9yBzBLCuRqVTRp7jm5+gyFMAuxJDbpzYabkJl9grM7kalE9MEPSrxa+m4A6xGqskuYC2fuVHP1Jjh+xq+dk5g3AhKxA8u42J7IoitpKeIIYhkGSgBIpVDG6rA3QaOSQrP6TLrwLkp6LN2l9FsdWptK2oGN6hJ7+ESGcqczpP1xBcSGOahkgTZffbCF/VQVqsTIJrmKNeVKagN6F/xDdhbuj70L41yFBR9KVJEwsjqNanaW7v5CDB0BSHT+iy7cgWhJQepXqSC9SWPEeYopZvpIThnKulRMWVWOO7P4EE310DstmcJcUxFdwAw16MN35eswcKuW0dFTWIOgtiRRKAzbjr7xGlj8lg1tk9S6deZOAXY6xTLyOJEk9HLQRUHYJj9osas9KW79GzOpSYYzhHBg6y7V4EYFEAXelS33RF15fFJY9kaKLhxfB4i1w9iu0QiUbSwMjndzTAFIIaSyxTcfN6sWWcb/60Q3GXB+pdqKouci6/CoyZh9dvqB4tGgJVVsLmOm+sx0s3CXA+MEw0qsP+P5DsvtvyMkp3gJ4vOlGfVa9fnLPRH0knwyv4sKKHry5PqwZgeUEBoCklH8RkFc5p9P/AKggft9K7ciBuY1vVgvytkN7+pjJvUvKXbr+FUFSnRyfs7UvSGkM05M0ydhVikgSdtOA7nvMDu6x44d08gWCm27wk1VAwr96hY4+EwClfEYOz/jxRbDxNa/N8t4RbNYs3aRLd/jgLiRwBya/Rwpj0LxiixWcIATBs43QXASaBmxSUZlamkFwxc/anp8G3nOE5/lrJ0XrBjfqSxwy9UdaeB1zB6CKJGZlHCXtNdbfhjC//j6RCdxhWrs+9jId9BqdGoL6DOPGsJJtk1TxxdKcslzFPsk+us+09RlhsfeX/u3wqjXjVbUAIviq0HQO8s2zQ39Jc41rhTuMM2UQsrBb6URT9jtTnE6Vw4uglKEbbj3HvbOWYsVZhWtNumY2RODmQnKOgG820+9xTpbz5rSquWqCV5JiMyy5oettyODbY5K6eNwbN2DA1TAHYI2gaQ63jT9Hl+7Sxdts6Ta58g6pzQnjPkzanjoX6mIY2rWhk2gsP2ds8LBa7JDmS5SQZf3bM+UDvfbIOM+TH2f/noL24DDkpkfTPSHG8wFLfM2lvksVcqBNvMR2f4FwFGG+gBTBQ370Jz36g028LKX2iQP1RSn4MLUDpIOnZdLbZNv/RtwoLJgLPn0DoU7SHaUjNQfYi6vgNbyziYiuilFwYRAd6R8yAQwWPyTz7wE2EIs8aPowXhaiD5KYx/6cDrrP9AhVIJyusZmPUyNoypy60ya6dwrTrTbHulusv0e6e6y9wUChRGa8aAxDfS1VIQabUaMSgYTJEqUTTQ9SILQWIXDo8BHYnYfnbP6EVMYwQXYYwmcHvylHpJJSiJw8YR22w7wR9QHd/IqhKiOozy+d0MqswHsMLW+UgdFcKw1PyxAQBkjQoYcqF2WWx9jUDYxoOuHid2zyJVKZCAnSXD2Cpg1SmSLdLbDUUZMdhk5+FUiVTofdH0MI/WPHBWMirBjF+IGfmKi9MaDb33HZWfFqXPlA2Pc2mHRW7YRhMeoLPxYMz0ZPCQq1pTqm2m0w71TyRjgwoRnFp7hWZumXyQTGX6E7YrEJ+KQIYpikJ4DfTbb+OT+8B4sHMxzQ7R/Y/AesOa/NXaFjF0jNxreI5wZzBBLGL1Zb7SLxC7QbvBH9Pb7zHwhYBdWZCzr7OgulICFRe7IpANsBki4WS67H8x0ukMPGN+gcgS4Syx/R6izqbXaA2RPdPLxASU/gxtnRfXrwO5+4BkqnsE0TOWrW5unoEdv8Fqo+ukePLvjaZ7Q+y/pHfOEDRH0n8G+9s4455aPoNTlKBtyKIuJMZs/Cfg5nRddTOsrqKmjHcgd1AjMfE6iUaVdhFBLfZlCItv9q8kgoLNShhQTzA7srXluZx6+/I1YjaS4SSOcQvyZK76ymOpBqIdSVcaM+P0hzGH8Z7JUhUXa+QnQrx1F1xsO0+C/5ONisTDdlXJafe5TUmz3o9Alw4NBnnUZzgmBN+y9jdW41HbubGbvgRekeZHup4fJRyllAWtQGo4SseMACElknMeUp3+NOYSHX4xWf62NKX/x4INPmgjYOUpOTyYC0KnjBCetn6nnIgiVspqUTBH7ThBcgMgpTb4OZBdQfWOqcVIzCswxOStue+NmUiU4pMMt7mnE1+qbA15i0V9W4B6VTzV/L3KWBnO+R9ELcORL0cyBSgqL4y8ZeIlv/Yns/sf3fOMI/2PY++FXYKASSp9eluiaCE6OiWnKSa/HGfLD7B2a1+oMcnefm3mLgQllFOwmZQy51Qa0wOU3TJU7IXo8C/6qo7SnQQpn1t9nCO2T+AzL/Lpl7h9auIF8kFWLqYVBZlIQ9VmHJAP+GXAkzmOdN1EciYZWhNB3JtcF1sDxJQFAOoAvpHpDeLh3ZooDHGkSixKARZ31IJ/3wnob028SLjRAhYwgfDHtjjW1g0ObxOeSYXrpLiqMREdcCRguUaXpuii8Jh0tC5sIrpS44WG7/RI4e08MH6Or5EcpO1NDOhki8EIYhT0vyZRMEqgRj2J0eLY2x2TfY4sd0IH7EbpLZ10BwL4AIK4ayn6JfQdCm1VHa2wpAngEF2auzmMFCGnaI3kOfwHo6XFEhhB1WpyCQbiB+MBsDsvOzGMkAGM4LsvAespFtKSiKXQPNAlboZamUaByUtwGKPsrwO13IdghaU272JuhzosQst5nNKLQDsRLaG3zhNln9hBxANnOgi4/PydaPZP49BnlZWkQOYNCBlyVD84yv7HbaiDc6JDbowltTbNHuPtm/TzHHOju4T2b+QaSCC6zbfgzLwTsUmG1gg3G7pEVqg2D5n9AXwH4XdOMrXJA9COGbeJEc3kd8C/sFSI/j/sv4NYDB+ahhpS5smowckM0f2fED+swFPzpja9+y6gQZ2WGDj+jSKYcIjvdobxV2XsTIlLrRSypGqYccYMPpz6lhvCLC74IHKaVedPJdVvmu5Ozh/SbRZzuj+upV4vra1HXdcUR6S/KAB4tdTCbZQuC3BK6e4oe3v8daA/xKsoI9VMaqE59nrE2Z6j1C1GfZH+k2aHLRic3ii1nsS6/JksFySsWEyleVSxl2lwJj2c3NS4GQJz7U8TQQlI3es7f/74+Vs4XOEoYvCc8j6e3JiPr+Tn9VwPN/seQus2tQIa4upzNayTB6i03j2bKgXKnSwYR1O/48gTx+J5CG+8p7oIIgDCaAH2J+ywzkRsqQBAI1Ni47UP4mOdqvLJ4hXgDxGhvajAw31GjKUteXk/Gg+2NgvhdZAGdyGIOcDbBJEOW857Jwcdi3NRmkB/8ax5+nSx+TpVOy+Q09vA+egUeP+OE9ImwXMM2F5d1wFY6oL4d+fQCuWrSD6RyE/XQAG+ds+lX4p5srI1OEdyK5F6M+R8YF9aKU4gyxpUwl1+Ujh/TKW3ROAIO32MzrrDIZckehdyhKlWaAdmmHw020oTtYtmL0pcOw6NA/IiUoQFGFCJjaPWCQg25XZqIDacrKBMJmiScdrp5KdWa9Zu0AAtso2om+r801uv0jqMyDv9l9tvABKY+Asgu4hjYwAbQZFDf0YPg3aAzY5r8IeAU/AP+0wQkpj6NlJstsR+PWQeBnUn9WsB+yi6URMvMqXb6L7m23ycwrtDICplUOVSvAFRazrlWmIItDFzfse1ugBSqVPKFS1G8omsolQ+GKE7GEaZ0xWR9rrNGtf1FQ/ngQCCt//j1SmgCmqNgPZOhXLB+fCW0OAVrWnXH69UxPDe9dKlobOmLOgU0Fzx2U/OmR3j4Z3CRrX6IDJDqWXxXA7wcy+yapzxEpnSITJObqGRhUL+ob2pcIjo7AK1Nqwl7M9u8Qgwe/XWdk5jVACAUpg9SkMvQr34qCwUTzRjAFZYM0FujGN9ErdsZWPyLVaaTyWmz8JbFaAEYePxZloh/EI7L/Cx05hpSVRRkk2QKUWL9Ce9tigTH42XwI+i7rXzJAg4dsAJktxevA5j8krVVeHBWomAHR1I0dcUmxlwKcLOyXJpoyFPKpbJtRsqPMYhIsZ6A+H0r0H5pCaZYGa0ow4TrsghNBe4PBttEm/IaI6YPUiNKrGeFoCBrtBjskXtSPbg/PrNaVYoinmERDzcGMJhTNbNnojXR7AzoKtwwv48F0HHWpMUzH1X9rUp4URTzt/8rX0/CiPiB40Tvm6jqxE4EY5bjxob/8IWPun4KMUzkUW6aMlXbo/boMf57xqNgzmHk9mANr7xeokz500MyO8zKT4hYTLzEQ5b9DQOn+bVLs0wBD+3LAsfNQmLHuG3MXInJXrS05/zIeLk7z937K9On430F9matLGzdjgp4MntlemqiDkv5sLaVYjQPMV5B/g/0CWqjxsedh5Qxu0o2vGexeA0dE9/+gk8+DOFCuGXbZlXVdwjaWr0FOv84G3fuVHDwKjs/o4QNQ9YSv0GNTC+SzJFi0/A1RTjygszB+FbNXQUIOgWe6W/TKO+TKW2T+LTb1GgRpGOShqtIpxcNcPpx+1NcYktTOxcUZqM/B0QmgVZ0VjWfA9e1BL/q7YH9Up3CR1KjUJslFvq9G+XZcn+5TilfqoBOTa/MAgXquGdRn6eb3KNjzkB88pEt3QCcTWL42zIilg6InPDChGkp6ArxhhTpvLpCt79nRY4H6wFodnILkpszeDve0JAhnubaRMsGF+iINmOoknX6dLX1El2+zwV02+TKD3N8NJheGsMxyfTEyrDLFeptgqQNlijF+yJ9Atr3QFFbzFgzBNuqhoQJAm23RU1rqCdNcAF268yOmngMVUzb/Hi8C+QMtByI3TPOtYhITt0QJxy+D+tox6huKgrKgPi/+GQaWhoJDg5a0DmElA+fPO1tk8TZZ/SfEnQo4BHTxGdv8Lpi9QWoLIKaf78Eo5UZcVXhRX/r8+m+TnqVIBPUP6O49fFMEhLvHp6/jBkcHed1O5ACMIBBIsy5o5+KkiNVIVr9AZ87zQCyPlU9AZ7jQ4+JFA+B3X2plyXcQN0rgRzVcpbi0wA+2PgebQZvf0GNwCoVEF+tfgEtzfw+iZwfiH/opXXiPthZJ6IcsqUK5xzFipDpIB34pACkdB6qiL4ZDqVvBJUZ9lt7MZZFnmrynt79d5STyUBVjXh4T+Bm3jeBHmIkhLfUxdBMJXrlgUgt0judTmUyBJzpSbLL/9bpUUyl7k9TGZDeR00GCDVcytiT1Tk0GJluBFeIxZOMyL49eFDzgssUzddxq7f/FYniCI5m4qHeZh8VMHjC0X44EAE8GojI8klFmRjmGqNqYKTqy3RkerAgGHCi4YJfHXyCD23TpFvyfGHxAK5MQ+wdBgFLvvkCYo0w3SNaXtA/dORfeE++nZNkFcA6L8WDqjsNwR83LNjua5Yo5gE44h/CJDPPbpE7YZj2Y3Ka4g8Yp0eMHLW/PMqwK+Cg5ojodf54sf0oXb9HN76TbEjB+Bw/o5DUSpoUI8zfYzZOFg3XOaiCYtvsTGC6g8v+YTb3KEMIxpoM6jdMzYvxqT4d+nugRCq6hZcDAuSZHX1PaWYO87VfeI/M32NTL4HPIa1xx6XRqt2TDfi5E5/WxdGFC57MCaImGFcYxMg2sDSLwXm9fQBfWXEZNlDqJWUqL8XO6fTpQH0DcKjocdoDnR54NJVh+YYePQVdQmJ4g+NSl+QbPtUO3Uh8ec0T9tSJplh7Me3PANn+kAgVB3mpg/HgB0mEx0QUu76/LnITDDmQmc+BxR0oTdPY6hX2rE7b0MZl8kZRGQjIwKKCMCratOs36iPrEGAoUXZuWhjiX6ppw/yVwkecrSOSAVnVDAD/YVGqukt1fZaYTCPOb/0DYi6yMY1hAKjKNH4sS/V2er9NKyNopDfdeqlInyhpawpAbSl1UZO3D4uzucLEI175gB/cDAbGuntGrF2TjOzbzHqnMMkBWvaHtGVq1WxfHQn3CamdBB/0k66wLCdwBhcr1PPMmLY+wXJglj4XF4itQamGYXw96VOrQyhgV7Uf5FnL1gi1/SkpjsFkgluvUP+jB7xjtLIq9oOJ39eACEjyMPgOlFfElLfZ40ISUfW2UjQWn0DN6/CfZ/JZVZ8noARXDNbgt3giIam4uoV9iT44SLTVRaWY4CnIdDojoi5ejHtiTXkV0T3Zmr6s/61D1TMGBeuPls/jSIR3KQEQHkzGWx0l7A70ttgBXN5ZIoQ9insXYNdTrs+oDok8NNSPSDZQsDEnG65eybDJaP/Ymt235eXfc/VU8zStPp8IwtUBlAD3i8sO7ULF99oYdFR+QiApxoL5hnIAZJJaFgdHGmf9dz9K4kEuNZJbJ1VBfttLSMYBvmyNFcsZ88PL9ctxz+ZJ9M+h81mZQ01ol8B5EXuEqAsu7QcauYXjMHTr4iM28QSqTBLO3o4FeFvDPOU2eJTE8CDC5mP6tvTB0bO+c8SyH85Hsv6JP9qM6/CmdW8sY0afeRm0c6InxowrqU1GZivqMp0DXETAGSnEC4we5BNiYAH53wMgAgugMM7D/RfZ/JxPXCJOZGBLgF26smIAWQsvgv+n+bxDHcvyI7v1BrtwAAxpaKBk8B/BTT55OovtqYUhqgCJGgQx+A3aFdLZBemHmTTb7Opl4hdfnADXlW3QIqEuP8XNDPifqc9J9MTyL/8Z3Mky0AKoqzTXW2Yb0GBDjB+mDwewoorNZIDMb6USfVawTCmIoXQelROuRIosopwvT0Zwnm9+hYA8EF/GlU1YZh71tHmul+I8k953kMMGTFj3fwKOS1WYZeLj9Cebs1XOIHqzMipkC0o8jUMl10sEkfoyaARkgWrw6QmffosvA+IHbwvg/YHAQg+Ftbby/LZ21IAVzH4nT+iyYYjK1QC6rs+WQo4DJACPxFYFmxdyRrR/Z1YdiYYN449wHVLStIPUqM1WaEsVHhkA786uMJJ7+VTo0TcdIl+mX3jYGwKmLpG6XlEZhvhZv0o3P6MF9evQYvT3PyOY3bOY6hsahkmoE3lJQ35O5p8YH+OgC3gsFbCBz4MgB/NwdnssYPzp9nRXHkFvrK83ohSMpoCwgrh5sNIjfn/UvwIcTtFsektWvWHWOlTAxwNQ/IJPKMYLbowvIEiFu2PudTb4Iwav5CGbke5BVvL9HN74JxM/mgSjnnK7/k1WnWP+ALp0wAfwWP2Lz75HuOiQ4kdnkAUhfzltSJ+i8sMoBxi6BJy8N0nSoFp5fBsGauDF6Fse2JHNmoCd2aQTe1rL49Vhl/R2I8RNHcwk8zPPoTJ53c33po/SUw4qyLZ7LQz61NKdnnQpmshhkRoFDrJzMzbvUYZr1me43fRGdbINv/DPc79qzt4bo0nSEz3a3kMz/+iD7GmxX5wKlmQqxP2YBe5nGJ3XKfDjQ+GroqF7+NUxzcr7UXAxfvel8r7jOyuCtx0qUSQ+3Bp1+Ueo+CyMe4nkqM4wLvFfBv2UUVaog6Zeowlyy8QpVbjRm2IJxjeQlVoJ9z9/8aTK3DzLDxRRdnyHQLhXF4VHBI9X/0yIDs4i+KEBUZrpvgeoPUChlRFxNNvYcWf2YLdwM1r8CuYVjkCJghw9BgC6h42Qhtaip8UdhtdcYq3Pxb7UxoPu/sr174nF+eEFnrqMvnIr6wgTrto6LSvqFHpsoKsOwRg7aIZipr7fNrrxJp26QmVfI9IusOgNLWiIT1U3Uw+9J6i/5VjpV4l8anjRoqJjSMMCej+hLuwjSOC2I4xWIRRi+pUnaWqUS+/X3eWORQYSJ8iyMdpqwpwH5EOpArguQUcH0A4wLkxTTHghI31jkwGM8AuD3zP+wxVuQv7HY1lIs5BIklmAziLNKZD8JHyMyRR4MS40Ue6Q2T/Z+oYd/ykitgvi1KU0x9MhVkwFG5aOKTKEZHyTM8tdCr2MYJQCKwrC+8hZZuM0WPyZLt9j0CwJc5UIsh0r6EgRWr5DeDgNnrX3g/cQCKMic2r2I4+oofoCd+Ah9vVxH9Agac9D9nlTigSvFLqR0a22wvd/QVe+RMOXJ/M1ADAJW6oJnw6tLuce4SD2FuI9CWkVJN13dT2mw704qIXd0RUZXJuUAiuviahyBuFABsbrbbOFjuvb500cYGnp4wa/+Sde/CaZfg4j0fCypr4Feo8ahTdJPYtwbjWRBemliYgZsGHh19g8EJAMG+/CMPnNOp19hYn6LI7SE3p5wZ4sVm3ARFF9COUcAkJU5uv61eATcHJ77f3T9MyagBUTiNdnENX5wnx3eAw/h4z9lf8nefdifBf9SXPDANfVYZYo2ltjGd+Tqn1JRmWz8SKqTfGSfDu6I/+Zk+TSYf482NhF4YG4MEFJKJh2uRycZQ+AuheIyuFamoTvHuT9EMAuBmcVnFcekJTEhwOwi+mNDOod1gvHVpL9DGou0NMJi5/BitGCyjcxT6VmD7RP1nqHOXTYzQzx2rcNAfyKTKCVaxm5AFgoozYDzW72XtuFiA0u/btiLKajPBn6X7Vr6BJldCxzDmDyYOvg+5iR9iFRg5nmwot7pdAV8gkl3VjoUlQ1FxZfC5H9zrcbUNE0t8O+3M2ML1etMnOeabPRZtvwJeobc4bNvQqbjAIQlYYMfbivD3yCEf773LlOrwsVpMOdemdOhXfAvxSGs+NBCfEsoDjmmHncDz8fMLp1x9oKcxchlU+NMhYhWRQq76EnsnmhpRuAqSnpe6NHJa0yYF8LIWP8GYvOuXgCzcXhGhO0Ctj4WAspAhuoMwrZcXYaoga3T3+F7v7HDx7DPLXCjwGbo6EilKCjARTNzg9MFVNVWAe9BSNTWhATx+SYXwG/qOpm5Tqaug+hobUbmIkcZGJkAveZn9mTaBlEOpECgUlJFdATzyHEIexP4BKnLwARaDp7N4YGpfFQgaIgzwXtwhLZWSB/pPoH9wHerh7eh8GluSBI/B9S0PSfBhxNJDGFqN1fAmjw+F9MBMH4JJViEfQMj2UBFypZOwblQnwELod46rc+Tje/o8SNMb3DOBnfA5y0clnqi1yIlZCzGTys2LLNBKpMws4OP4RdscIdNvsQLI8BkhgCghbiiAxKI3Q1MwwXDyGqzMJXAEqD7nMZuZUJW/otS3KUH09fZYFs/QODrUdOxogAAIABJREFU0QU7esgW3ialcXT56+BOQSfWD8yCnYYiw6HPZsd1NIKOvupMzfpUyGdXp+DSJsVIS1LukcmX2eqXbON7NrgZNJZwanowkt1dDj8yn2Pw2wVFuUu28SWZegWAnwT/+SYJh7HphO7UNRqXHcz4fnQC7JH+Ed39D6xknGI+/SpE30HKBFRSkSBNZqKXIh958A8UUJA3B2zta3jFroKjBF39hFTnBD6EjA5TrzCQ+hRfiTL/BOUYcdveL1wAv1Ifc6/3MCVgi5VGBBphm18SCJoVbbhgq/8EP+3+LkEXHoH9+OAm66xRKFk0rB02rCDRY1dilf8L1OeBVUOg0aXiCYfECroAYXrUX5yMQVvSMuy2MkXaaxgevEt627Q5L+A9k8usKKnpTkyl+rCrhvqyQywj47mielJx3hZaG5Y9pF/JWnu6gWU1yd01qtw8tI+eb41OOXvt+8pdpum46LmSPtpZ5pFqhdvTkRGBO+ij9LWkwTazdxXl8LY2Zb6ou1ij/VmZIuo59/Vr6HmWEtz3+0nIS+0vpE+oo4p0zJ9hKNK/Uj6W4RD/JideEMCPLZ7wpVMy+IAUR5EMLCNzAvdQWnWE+SlOuUPdVp0wz/j45LOmbXZkIlcz4nbvyAdDep2GBlPxWDoFN/TOJ8j64K+0ZgKq8DqmAIFdgwqdeI6unEJ+vI1/QTa/gzN6/D+AACev4U5BnQVFmlfFZhBG5moRASjdMuukv0b3fuOQLvwv0DOYvQE3CPuG14F2zpnkHnX5f+pSK00w/cXjuSgosb1OZl6nU28K7MemXmYgXQs5DDBarEbSJD0xTQJ2GVM+NKSPKATKBnXJZdHcSOR1aeIr1YdzCORTn4rxUtCGPHjFLmmtkf6+VKQkrQGwCgFSdtIjNEC+0Y/9EppOTb8eXyygH2bQZTlhDhZIY55s/czFRGB2abAgSz2cNUTRRTUGrxEn7ouBmSPSDx1uxVywxizd+xmcSK8+pkf3ydInqBUsMCeKYQDJI0F1O47NSwo3y5TwqQnhN1feJINTPjgloOp5nRVGSXEsii0U6A7T/VWuQBK//g6wNN0dTIFYR1NPRiH2QvbjcjjKoAfRPQwweVMY5Yw1SHuToSsguPOJ8Vz4ACrKg3gpC9GygzdToFE7Zq7U2zKyeRmRqg9SpnzMyPXZ9+gfIbkcxPKJv/M3gLY6+hOTlV/Q3R9p60pIvIg3sbcFwQgCHR2iTA5kS39MN74jEy8Cngfg10I9laYNodN78WSoD703IV8IpNM8RBWW44fkmXMyc4OIeQ+VM1volonnGFOHCLAf5PtAu1Unyfq3fP9CAjay/qVAsAwe6cI+7NFDdH94xA8uEBw+AtXQiWfhxwo8RVuAAAFm9FljkW19S48esaMHgA/XvgpA1VMAvzt05S5dvAPUX3uehskbetKzkUlsDKA6DVnFi/Nvoj78GwfCZWX/hgK/jJgwS5lxO9XcejScMhyr0hhpr6Co8h4ZPSKNRfQmkLAQtEYZvstDj1jDM5uZkob6tNAaA6LYqE839D16j0rJumWvPpKUr4MiB+pLt+aHYidn+f4b0gqxqrDNUBOiOFGfSWpZRp4TPcrCnajPhZqc3VFbWLGnyTGqaV6UaSshI5T1jKrau5QhTWnY8NpTV0sy5s5Z9o3bUEAO1zNBFC8+Txlh/35Hlp5aN1hTH/aXYcNYDTw5gzobe44t36YoAsavvA160EGACdwB/mEJNRqk6fFeFnUbyM3CV2nu2e5HAvekPO0qxwHnnFHHygBmIZlTZkpr5OVxnUHlpUp6uhO4649UFJdL52H4VSaoLxwHYUyLJSQsrdFrbOWULtzmm99BBuGr5/T4ET86o+PXkEFSJUZj8NYIgR8Pa2FiHfZ2GHhMCeB3Fhxc0KlXSV4MZhP8D5XUfA66T0NoMeqrshyK0MJ5i2E2CNpZ5ZOv0ImXycQLZPxZSJesJoFwOHkq8CwEYx2IbAzE/+8xOn7E594l828LU4DDDfJxN9Aa4nLpCvyLTzhoadZouUdayygoJ/ebB2j/RTzkMLynkWZ2BF2uEeI3iMTrYIzfIt35ES3sC3p4xhdv09II5CWTDJsnAE91yLQxG1pRTdpYoFvfgfkObmyP2eCUlcdChBMgTitEI5nXJV5yZqVA1QLwg8zsfPYGHXz09OAWWzplYn5LIzyHRlsgsRMUBdRQZxv27Pu4bV+ZgfgxkL6UkjaXgAEep9A25qBHVU9oLcjh0NY63f43qN1evYB9jcV3SXkS0393ghKmK4z9CR2ARCs/QR3ZYJ4TSdq1pOBAJ367FFhyulMmzJuYOwHYmiv0QIAfyGNOnnnEIFbtEZt5JZDKNyUcSbHmBydsFdM5wJpED8nVz+FdrkxisS3mGwdXeyzW0XM44QRApnYIZvr7bOdnSMkgJvfqBZl5jZVHWWFEotCQNcp10e0T4V8ACpCAVBtzZONbAj4OoO/CVj6FCAvg5dp05jpIxcAL8ghj/M7JwUOIfB57Fsop90LKLt+Ht7J6RYA9QI+HZ+yZx2T9M16fp/1niHhnIXbjLlt8j7VXeaHPQS0TgCgrQOoL6kF9aVkWMiO97MhNEfz8u6gvhfS7/NEO6VDQIgY5H1odB8YPfoF34DcEVD1HMB9MtMYytPwSqM/Gey4SxlmIkxlTrfxK6uPhV0p1ntbqNrEH8KR0LWP4kxNSmgZ6yjBmaJWvJT5C1XXRYSAOgdmpXfZOSoJPgmSuPZ1yj4a6EZCOQDKMsPRm1Ar0jfBQ1Ce/fVqbbvvBTEWlPJhyv9Ij19pIwwAVx/3uYfS+s/4Bd1OyKcPowZkYsMcaSOKV4V/v+At86Q5bug2Zf+begegXCO1r4M1l8DlMXQm+HZD0+c1yp9bmYXs65pVAGzHnT5OvL+a4eV/qTF0IF4wVZacfNhIDeOYHbx7gF3tveqm8SgILtTJjNFgzMiUocXp1EgI5cPVkwvIef4Ysn5LFE7L5L3YIsub8APeqx6+xRG1F5esiuRcufVlRux/EXdbJ3n/J8Z+QMVyYdDPXAdfxKolTLNioTz3yGk3HUHFU5siGlCQBujI2l+jUdTL5Ap18AbRnBPDDXQ8D9SGOsqBU0ISNj3wNEMXCzeDonB48DA4fE9HlmTdALyEFerlAnZfrM6+D8gqwVcUR0X5hdlDIRrBFQNWzQ/Lm/WZyCBcG09FUO4S4YMtCJnEKVFuN1Gbo9g8cknM8BtJv6Q4EuoC/rpZfIeH3pJOnF/7VIZ1DrsEgofki2/qeiYm+es4PzsFJGHi2qsBpwPtJEAvz1bABZFhd6A7aRj/JLrRZWMxX3iDLH5PBLbpySqdeIQKjwiMj0J08GnBimVWnAT+M7JPeLhnZpTVgikSPQIMxlzgH0lQE5cQzCqTBQsKWd8VIgrjL/q/06hnY8YeP2MJ7EFIIjW85QV0MVFIcLM1HpIlpI7Rs5FUKxvMcw71S0+qNCkGvxQ7rHZKr/wNI7xB5LWCYz8jSLfidEUsu6CNV1QBxo8U7ZPVjARHRARKANFn7go4+I4E0RM0NQ32XGB/bgk/OuwgygaCGQD4B/EDPU3qfPuDTr1DJERUifcjYcxiSKHSl5yd8rI7Rja/l9gegu/WviIBwADN6ZOoF8JY/Ror4EMP8cEeMTTyPhaBTdAkZcoE96ktMAODj8+Dw/8Gm29rnrDLO+jtk6YSufERxV4521rCzzTDJRKGp9tGOlPtfR33pN3uxokYYGqgsK9J7AnYxCvCTiwE9jfNtBgnc10JP+/4uxvj1pUe3UyyHelCfk6DTjBifLZ4FR3n4KKdZCcEq6XZbisGUbncONZJsWGsXSz1do2a/nGZ63OVKekuGjXPFMCL1r4b01zl6LvTuJqbSR5X6u2/Z/el9V4eoohaSMjvOG6xhdHXE5nAcI+YYSc8kaq31fJscKdMx9BWw31mj/c7xsT/GF582Kdw0gtQP5zIdFIxdSfRVo42DBmgzLt4SFjxbukvm3qe1OcJK4GLHEQkwLxbNDvOUuXPf4Hqvh9eYre+Ztoc8I2y+9Snj4GibDcn8qI9aEE4BYwgChxRiPKvVa5+rUDO6HuM0A61VQtQHgLAkP4I+kPgHLGyRpTt06ZRvfMsOHjCQofuTHN8nYy8BDlFgpKLwGSFAwFpV0HtkFTqyzXb/S0Hg7hE5+h/IswchNMP8OXMJAgzpL3RHJDIEEXPxRY90BFhiky8wAfkmXiRjV2llCkP1VA/PRvSxEVJbEIXVBAasUGcCQHZ36dXHRMAVYZBBT8+Cq4+BfPPE1ynanmaKv9B31LxNhZo1ScGJ2iEDWLFHBdgDQbkd2t0hwPihIGfQCKMKZa8xYYOUj49PlIQK1jmQD6jvEoJnUQiarY0B3fsZJElAOv9C/DjQ0mgohZKUoBYY1kj0SsEnDdwaq9CYHN7fHLDtf0GxYqKvPgKHNPC5hYDMcNc8ZxarqS/mw4zYYDoDX4SDICywK++Q5duoZHiXTv+DlKegX4WIypNqDZUZ0tkKo3S6m5DPAwTupYXXVi02r4E4zFhksT8bGOUdyIvYXiU7P4Jlj4PJ5t4Hhgq8PTuanMkwSOZ0ULx0sJ/yYBZHzbiKmN6MH3laV6MxPFF9hUQHZjsUK627LodFSpiwo/vk6jlZ/iwowbzQcgdN6hZsrPT26eJtuv45hZVzIROm07V/kpGrBMRdelGqdL3GlH4VtTn1IR8zPCwvsVwcv9eCtbTzS3CMIpzHf9LZVyERHzK6rIB+vCXshexIWAhSbWL5bXwFSsj4itHVf0KoKmwWNMn0dXbwB6gfHV+E3PjhfbL3Oxl7BhSDij2JNzDArMdq03ztC4DNsO/2mK5/Q2ozrP8MGXxIlz8ii6dk4Sbtbot6AymBU2pLoGKMQDouyiKjkh31pYCx7BowQ8tRA/ayhPxFdK7ya6Cu//KEwM/404GMX2MRYvyg/JZdtT2kTxmWgdOCTLdOqGVw2FaLy34agr6o3zL7O2bfMBIjrS/E1RHLjszCq6gUmdf09E/EcNSnNsn0LhuGlFLWgMvMNfjD4aA322TFA6VhDwvqeOfON02ugXKC0vR2qnDIjfp8WNEeh3Rolw7/dE7PbLmr1+71ST1tsyd06OBb45N6sHLyl1e5TOeA5jsbfESXbrO5t0hpNADGrwD2dEgPYha7oMJoKWXGs7zjqWM7/HG7vx6cr52nrkYTV2e5zbkApPypxHtDsZnN9VETtmmoz4KCNpBzoz4bfIYfNSfMmo76HPSjVjuvh3FuY9fI0ikb3OYb35Gj++zoDGK3Dv6gYkUFbYrqmjAg+ZpFIdawPQ2Jvlh3g+3/wQ7/pACrHvDp66FOJpMRdJKaa4TsnIX6ovNInQWzRBDp7SkD+YIWiKNMXKPCeBq/RkavQkJe8PGTmi4qQ2igvpY4mHgFZl7HMK3HkCtZGHkHZ/zogo8/TziOA1TRkXI1fgTYiLCZExyqB8QcAgMWNENx1GKfNVchvKS3A4RVYxmQmBxJwIcqnJO0mIGdmhZgk82WjYkprxYrQgQjbawGG19yYZHDdDxiS6eQTrAgu4nS+dDCrqeK6ABIKWm6FpFUYaGL6Ry+Qy2KM/GXC8O0PIrkcwspMplYooVRfy2SpFZrkVh1s4DGd6FFIlsfwjVnX4dNq8UTIDqmXoWIRKBcamiWgWUGzF7lCu3shcqoI7ukOhcV1UkCkAqyLkO5pO0SpWjr5yCb8TQ2DBVKO8hG1oP2Gtn5Dz284EAKPQJXT2iYDPNrhECi0MbQyg7RKu1YV9r6FTdYNYOU3MZx29cvZ1FEZzD+VtAXTFk9AM/DHls8ZVf/InIXAI5zfviYLH0I0vlofLNCH/ZcxIh1t+jCh3T1Y0jgDnc+Br3ZlS/pyAFY5CFFgzhfnnjaSa1BNvvo+KodnbepDNgrdCHTumzhyCHb/R23SB7w/Qd06nVsdieHUaNE5n4otkmpE8JFMfXwt0kaS8HKx6ht+xf83foCYlCLY6DdMvUqbKIdPQAiUSC6Z2CPiezfZxMvUoGBi5jIAThtQB20Ns/WvoBf3eMLfvCIrH1OS+NcDMviKYWsvCd08QPaXhNVc9GektyV6HLRMMQnNOqdbwmZ45ZZfMW7AP62iswTRAmmxwEaK4RGWyS4VnvhlJXHaWeFit9e+PXYR8YPfmRwZEBrh0HMJwT7OVCfapsqNpDbOvdZQk5clGGzPA1bDt1lt1CK+6Ndl98cd/crywgM7YIFDt0DmNojg3vxsUkVh/03vJsVezztEjKiPupojMbXZR7DUKhwGIQzp9ge/5T1kD4F9qimLA9X+b4HkznS3zvH9dQR8zqX+mfBsTKNBlhj5WxtWquy7Bo47mFVaV6ziZdQ0vMUHD4HJ6Q0TguQ3h1LAN6PAp6phR561qimrhPHIvH111ea9VT6S2exxCa37CDxXOV7gbT7esyLOsBYxQfMshN3Cvq61CM+eGk4YdZiJ0xnCdpFARJgOwCkHenYs2QFFDXo1r/AFNs/f/roL2G1kLHnAa3lm0yumcR3VPP/DGnGXAfi5vd/58cXKCjyJ5u5AYmneF6sT8aboD2LEChbzr0Y/mEigRwiT/G/ublKxp8jo88B3Te6TyrjUtMFtGdyaDICwtTBGCScaOeCPJ16hR49zB2d5fYvQGMd8O0jMv4CWHKsDIKEoY5ox5HBz0B92ZxC1TsB+wmTorVMuoeQw727SQXwEz0KauimWKdhNsJWiOUcpJmXpotAWh1ACKsBTSGgnRirnX9LlAs6E4PbyFQ0WbHFghoXvYZxS0V91kVoatDizWW2/V8GbMZDyE62cIcLTBvjbYRzCLYlLopoSUmO2Ra8wIdiHITpP/sGE2b0wl3x8xUA8BshpT4NOjAjYKxXaaEG1FB3C6N0tgE/V6ejrf02LgBp7bVUfBVBo9j0j480cUKgnUWlRUztIIDf/i9U9PcqyG+AuIuwF/MQpgWkn2heUTrKDgEkVo1t5SQNvLmOtn44v/UWeFnUp90PcBe7mWvQUovPvsv2f80J4HR4n14VOOdeTkCdwfsBxMi1SBFBO6yKcdDjWTrBxHfAnQJEPDqjKx/TsWdoZRIF99GOzyHwNqdPN+sNftL61pp957yMos5Kh/X22O59CFC8egG/CbM3YEGWegHAhqYAh4Bai5IK7oTZPop4UhtQSGgpfk/ATZSLvhRGA9w+IDOvAqt5cB8TaYqfxHNwgN//lYw/D7nXoV70MBSLXKCXyjikhTgUb9NfwJ1u/wADMnKVLd7E3Ly3cguntLFICiOBeFlKciNAUrUj6dPqWortoZjNHlV70boG37kU01agpxZ3OWGSybgX1mZK0jCTJGxLTo9WJmhnA/0Ftkh3hzYH4P8ZrWrPmwuFP0V0ay+rPZHRHgrklXR8lUZ52fal02BN+Ti0FuK23tSbffgqk0GZMow+TOUHEukkkm64g1CBcSecPO0oM+lj+ox7LFpngU9SfrbDpha9LbHAdjrZ6ABFnn5ddlicI2M/62ihE407K0p9kR1MoLOWYcg8SwSjozupb6VyBRw+q0xcFPbx+HNscIsPTqkAfnNv08qVMHAU/kLSPypJHm2uK/66nJPiHA33m0Vd5+mHfVv2xa/PSEUf+eG/qElFDgquoiKuLF6aNta6DHk4BPWZ2pgu1Bc1smI3GD9WmNwvEOfiP+LIVSoMssFdvvYtiDTCxvMjevQHmfoHDIgw/bnB8oVun4RLxq8meTza3Wb7v9OjvwgqGZDZtzAQpSGJOKS/HKjv6VztaYR5NGH/YtRXQ0nMGoMDearmgIwek7HnwFgc2UOPuyaTeCn08NRRWV66jNZZdYHv/psc/4WM3xlEGR0/pmtfiNcEkW0TURPmhHCDt4aN5ZQjoha9cBEJTIEiWisY4IfqAgKYFUbRQzLiGyU/Jkk2N+ozDyoVL8FtEtMzQIAfLgBxXpslm99i9BEkXQBp+MoYmNS8jYIcCYCkIWvasLCfDjJzAjFiGozGFbL2NTv+C+Qojh7xpU9BLq/QCKPjYNccU7pFVJhh5OkQKMSE4CM3+zpf+hiwwdIpnXiRFcfgZoE24TZkaYIWK0+SziYMIIRK7pDaFVkOl+GCeaXAzMaoy8xtIoNXk/FdTKy67X+BB6NA0Ud/soUPgtIoldYk74QBV0PM1pQ2pIA0E69GlJ3WQavxJhp0YU6HLe5vmFpFS7qb0tDDtg3Ot7V51lolm9+LJUExYR38DyqPAqkFKvnSXm/zzg5dvCVeOnJwH1YOaF0+EmCJ9fZpaRInLkytrjfb7qD2lWcGO8YImDcUO7kwhK/BxHLa/RVj/EAGiV15CxRcir2I9lH4H+mdiHkguMCEYvmtfo0xjQLEPqJrn8GCLPZYoS8WcHAsPWAFyhXLRsC/x2z/Hpl6GT2ue0g5irepBz8LtSts9ROGsp/8+JysfQkl97ZoyPh9TBbfZ501FpKiMESQVzDXtcbEXNhZ1mEGvtT9ODUBkvmtvnT16Si6G2BPa1ROmybvgkbUe/ltqKKlNKCLefxWZIyf+PXgrQFciZxCWaFljU+E+gh3i+xZZkpFxW/RI+7NdXPHOjCNEutQClHyrTkhn/GVhDf28TQeDnMqSCtNN7mcMKDia4+vKNvaG1q1zwx1feu1Te37iatYw5w1xD/dY+4xUlVb02iSVo5VhW9wjLrix6lVfsogp4x8igWv1q5VF/iah25v8RWTz9GetZqXxqcZy8+cL6sX/k5F4EHPomGAZ32pV5ztT1Qosw2sOoBqSyxkWKS8RoUFD9IXNfBYW7pDVk/YwklucAtsYlZGGc86EBpBATT3M6xSY9bMJREYTa0ZWqmpA16J591ahBWjBF/b7CmjSmOI2vLA0X7njFOugqLo3M6ErkOpJIeefgxFgPhsnAndocxplxMF2kUQy5kIIXS8tOpSWgsXIYtjEUx/cQJ/C3T0OdCjW4B0DlTgIplr+OA+nXyRBTETZaJNTNAnQaBYA00mlmJjkR78hqr34CzKZt8Sj2MgTTtKTR7juhrqr2hOnjHwo3EGv7iunMSNddqYp2NX6cgRGRXA7xB2cIMGC10lLcDG6zxAUJfvsc4W2f6RoK46EQbW4T169S+y/Q0vzcgEgGJGeKCBN2pF8ZnfWjQg1W6TMYEt2XHoTqFJmyukd4A56PZoc5UW++CkLdM5SL/KPKad0IPujEg/9Up4HSsCYXqJGMWYiELq03z7J76P2dKe/X9k4Q7FAD+w16MwwvAIQbJZl1ZvoRFAxF2PFmqseoXt/IcKcxZUOi4gF0hpBCYi1wIdTqC/GqCCaIT0GCYj7Mo3ZegUNExAx7nXyPJHEGs6OKVXXqMVBFfFHs1J264bBB1ameTdPQopmPeB8atNSycuXGaoc+hihNwucInsu2GwYnL2ImTwE7VDgkcQd7lHjx7lwIh/BNGS8HgLQWkPfHS1WnTQlXAOanu6snbDyFbMXEfj7Tv9bE/SBqNMHzBIqSu5AVZOC9VN0Ke6MMrQQQ7WT32W7PyMMidnTMCn5dNccYTmQAYTZVdH4MenuxEsfsBXvqD78CPDDx/yZy/o2qesv5MrTkH2jkI9zY7Xu6aBB0vB38AVVmcBD4BrbgnazwXy3P8VVFUOHohZ5lNvBbgG0A+wxzDJBJfZvUtdWmpJt17gzCs9sv51DlVhyDP/Q9e+hqwkAuuKt37ieQp+nmcQRYyMH+T0O3rIx54HErvUD3JA1lHJUVemKGy6XbCDh/T4T7L1HS9Pk+4BOmKckJW7kJ+pvS6AH5cJAIsNGkKatjHXHtBlLgxlTNr28khffnb59ooyw/l0hOZc8+6VXOxq5Uta2KqL2l0uyhqj1Bch8Buj7XXa38cE7nsgtVXo8kLLfD1B7jW88pRlnqbsImsQyGcra8Zl2j3Op2xL9P8z9x7OcRtZu/db9aG7gRlOzoE5h2EWKZJDUo6yd72212ltWdmSc16v1+vrIFGkpN29f/TXz2lgBqERZkj5vlUoFjkDNLobDfD88JwQ8Uq7d4izT8DO9ptBg2xalkjcsfiRJuxPCEK4lS5tZ/zCl86sjL/WzMlgGdHboCXqy6IZ6E9QcAtTCAtxSV/03eb+M7pnIEAyup0Dbeq7wSPXedidwvtTlB9ojFqCTXLG3gxoZzXkKmhOoaemkAuR8EHh+VOoOD0VylUS0vgeP0Ze9c5NtnKbzb+NV4+S90yFCjkuykHK0rxIcr4Nuanz3L+z9s+8d4H59vSfXXuLce/PCKTUnSLYH88pPG/lzB6A9RgsyGN5r4tm/09XLJ9P2fMG1A2+uZpy52gJ1kAvuk4X0lSPUTFYCSQFEzoYXhnA5h47kmsGPkWbX8Nz7/ARP3wKWWzqKnznFNh4BMaef2mZwuGqis14bRvJD7un4uBESBNq9g1Xb3s5V3r5V5RKVmb+rWSknFP0d64AL+UvpUU2emC291i7C+ksPwHIQZIJj84GS1ShpkpWmS6J7KiobIj6JbZ6jx8/YfsnQhqpG1+w0oygMDxySCsHlL1AQhePyhfU/SoeR1NLxd2VbTEWlZo7gryMWOOSqKzyTJtmr0yKZVUVG9QoeyM9BtN9m6rahRxSKvV8FTWpkItyiW2i7LhEcUT6da7LSTCtmhsgmYbxfJGEKrMocB0pfFRv5aRtfM4k8h39jsiu1Y+QQTRdMyXsWcoGLQdsx5DMKypd50hD5EfNqTdREnAF5RxQ1Ds7ylVaF9mBbNlWFLMTDM5aCJLkjUusOI/kn7Ya4IkK8543uuR0/1uh5lDZx1C0mvLCmZUO2/oedwSo5qFYvEEKJ7WfKQcb0ZFY0Dj261Ha/d32usvQj945tAUtA2g3H4U6+1OanxGJ9yQ1Y8LLuHbyusuFfelbJHo9hK+4iUxC405rTcoZ20QyHih+nxERURHIg0d45dTcMCHdt2xdl3pljNSMxO6v3kHZv+giYbrGAAAgAElEQVR2Vo03iPfqJlErPm/t890fRVcJdw/57OssN4H0SCnKopnpgWXNVgJH2sjLMkLJXVDA/ZEpn3jdB2L1vijOi0wLXZp6BalrDqk+BIWGygcj2/sXn3wJvpo0UtynasjFaXkTWaqi/dEJX7vPKguiscMXr7GVD1HdZPE6ln2GXhng7HUnMi1mscUuDP2BAWyLWJ8uD0y96Bd9Rtd9GrUatb9ErocGc6nH8imB55vE8tqawGsjFNRBwRu6WLqz45P/0dqOzGt2+F7Pa99YB4w5vxUSZqdqNh28aY/SaQV6sy/MfooYew+34izCvK8PYdaeu3sJTGE9JoV1I9Bg3nv5fGd02a+Wv4XwvvWtzBBDv6C7FvohRF5EPWWFn9S/QxSJRb4a0DWrk0NjJj906+1s6NdtIex1iXZoETwWRek6znRPe3CA2iGwAPC7+uBuhxaMpW0wcKEtRKPBw1Pk0Ml0iZsVVF3r3GYr10Xnhrn4HitMIaWnKAvMVS7h1eeBKYqYH92lz4fBufbui76OwekN7uw+Lw8XYHWbLT8GxbEIdgpCoEN3YW6ZsWpeLBYWXcgXRn1RnXeXhSCPjzLSAqUoZYtVtswiUzF+S9fY5hf8+AyFp44eIc/B+FUf9dmyG5pSZFVAwpVUyRRVFMerrfK9nxD3dXSKGL+5t1Euz9b6yj7eCyIf75EhSEyhrHPeEcotKT8vzrH2gdW8zFsHyI+SG1N9CLAZqVim3XkqXlfHy5HsmFi9yY4eA24lsWx9zopjiFuD+KkBPJ+mN0BEX6pil1hADbqyrfuNjPLqMmvuo+fNLV7bQKSQnU20ysOoLzTSz/6FZMkqai2MUEYZqG1EwqUZc+tbMmcfsP2nSA8IHosJGuRB3c+iWtUjhLWQ1GqiMMd3vzPhN3sq14m1cpNlZwRi8Cr90mch1Kc28t4k91SKscE+uVEx/zaTyLf0EVu5aU29Rh5xZZBhqiZSbQXAiPFrbnNQ377Z2BGFGfkt+ZQ2A/Zf31MxqSmcVbMBXUvY3ptNU3ay2jH3/gUPxu6vkMSXr4mRmu3omKkz3QDDRIwwgzXSkNW7O7KAOZ6MBv1eoFpVjfsoMa2QrEwinlL5GnQFlcraEplJvv0dvTM6FYe/sc49nhk3kRqnrCBHErVZ67DlO3ztNtVOQJCteXzGOx+x6hogf8SX+8c/ojg2DqUF7yc18rGsIwB+RN77hE+tLbH/M9VdOEVqzdk3KY4OnUGKTvIYpAA/JxeLbMGqk0w9KiT4HZ1JgsV7kPWPkd4WuzXE2PPmwUNzn7J0dskJ4uCE7T/iky8r904V2mqlSVHMT1mXvlSv20CJW9/iTUpjy5JU3LlmLt4yV66x+hZPFxHvmtVe0+QLQD+TujcC/Zi6kPUc44irOTBciR2aXb3dVrek85aETocnPBZtlVw91+nxu8taexL88NrCSQTla+p/tHZDhMkeZzMFNRONhhNtm/rscq2dPeB5Q8275BZ28NS839Xg6WJwN8Bg7kPCeE9rlOuxJziKMOpLfGU9/UwOYOHjjTpLmHUeYl7HKFTer/yLMHyk+oEkQO7QTftSIMnhwVvG+8ZBM6gIzkk2t/55Tthb7eJMfpRmT2nntY/NJUrpuXJTzL/LCgvCynI7f2OOwrTIkkbBd30/kyOfj6+89KXfP3K19z8Jw/WwDvfOG3YtNFtPiEv5YSzWUdNXsyEYPhfNewH30bCEMUWXwlZWuOXGPDeCJpMNfWX96MOUivGrs7HnoBKvXBebXyHBwOEJ3tx3fxeTL1HSdsTmqRxCvorwYBXkJiG0kxZ8fR11kLtP+NFDtv/QnH5d5ZAUqlwBOlPzFV1w4Z+vHoMLusCBVSBNuipKc6y5h1e2zcusvsby4yTulezadBDW3BDoAJsjOfLsBBQGRDA+YIen1vo9UVrkdhUEtTPpflbZ14gvzC8G/7SEhqwMLSR3Qed3RGOX6vi1uDpXWtUtqDjJXap2asqBOFDRJuWmk7RpljuwxY/Iu1Was0vXRHaKUKqAs4z01EIN+Ll+r9i5Q9MVFQyDb8srYusrRgqJnEa+clfau2TDNU30oabUDBip6bLOpvSCh/IEli1Mv8YR43dDrFxnU3/GxSVrW6SpyDvJnqjYjrQuuyq/C3KBjpBJl/IkcA+xbkMkhV6pCf+H8pc2lndtTWx/jaz9+7+y/d/E0t9YblKMqOBDt3Xr9r4bAFGS2Lg6UcvzeYT6EaSpWHUx3NYP9CFF6W3qm+zSDwIBpafQ0peusZyTdwQeleSC29izlq+zjc8E0rqc8uPfUMN9+SarrNLOUKqFKvxAyOEeciz1xaqm3Ltn73dcRLmWdv+B6F/5ZDh8wmZfZwDRhklpXe38rrboRwIREr0g36wor5ibX6NgA4j3oVi7xfOzAtGPVTb9J77/q1BfdamQ5uFDLjlw/Dm4yOKGavSogxVmeOcOwnEPf4cL+uanrDIvWvtwv1+9xVdumovXRH2Ty9VIjovkY0wF5ZVgmAmdn+DnCamP6zxIg+sk5IVFzBKK61UtcMXjxUD3biSH2psdlqmyeuaneG3DLufQvCTKC6itah/StCud4BI39NSXwJgLMzuiTK4At3jeiLsFhPBTh1mQeoeuyEMKzP8GPea8yXqin6sgd7k+8RjHXjvSozbEUl/YJHibTa6khe7AA5McJlnoFkwU9RmR3yZoPKIb/mn0tZkQmXwD4SEtxM2b506JpdzgbeKaST31RW557wB9x0a9xUiOuMGBRNw+enYSBWKtHEyisefMlY9QAmvlFlt4S+SmuVCpXFDDnVtZoSo6hGi5wauZBL1ckxx1WXUT5Z+uBM8KzWxES9OaYzUKXhS5JUPBkLrt3j3Dm1J5WbTF93zpW6K1QQ1qunKx+Mq4k/+hWRCpGh89QnTowgdi6wsyfc6o9tSvbPwqR52DskgXhFl2OXn22iw7KT2JWKRFjlCoR0hufvA7n3+TPMEANkARecWjqM+t/jmimWrZchDOavLCHJJxN7dZfVfIf+G5NmVDoTJ9qpBd0P0SQJiX+6RSWS7t9bW74viUiOUx2/razIybpuLSkpMJxi/iaamP+/W9Xligxm0Sw7cqqo4fb+zD5pCjqG6gipTlZFVRI1XElaoEMUwn97n8P4nlOMSxmjlCQY/lRbb9vYXL8RAG6Op1nh1NCdnJmmVVeaasbTzoUEqf9JkKaFec45dI3jk6gcArWdrOo6AS36vcjBSMlK4GbUqPtYdqbOS6Jm2yudfls0vA2/O6tJsFRVjZvnl0uCRAgTp+O6K5J+eQN/d4cYZRECBNWs0paa21gzUJV+x9egUnekele2keGpCyK2ti52tx8Iu4/Avf+ydbelfCDPa0iLG9qSbC1LmwSUhi0SaxgJM3EguBcTDpih6kOnt4hhTnBS0J0MvBA965K5BWusEzVQreoyVUW2PLH7D1e4xCQ4XKYLl6i5VXBfxCq6a6fJmWel8QGHLs3LqHo3eI9UjQGepYBnX8zP3HeF2FXCwP2eybLNfiKvlKhuQgVd07W6EkpXK9tVMZEjwLU5JjzUPS9PA8+ZyX5ilHSEuMv8gP4BtMCaVOqfbJCRJfTb9MlSFaIt1ABCmdAst47T7mBBX//m2ufyqyM7y1j+zceCV3TSxdh6MsbgS1VSnUsEHFDxuxwi93jT2Iaj75zgfGUfLdIItwKLW2poPAKMLn/Slq2N6wmCIqESkvWXaC1dZ52ynnUFkmJVA5hTYdDvdQXyJ9LHKLQMHYljXq07Pf9FLkUGNMuHOYn1jyKRqkGyJv+Ktax51IDHoJfL0a+CImpIggNvhgONiBiJ1dVyHK2zbw+iCvO2koS/T29IF6EOPDJiRIfYlnMhTSIjDDTYDB9xROzxNRUCwJh3XM+3lOmHkhKL2KxJixY/o/cQeK38Lbojhv8oxQ/UGp7pwCxeD8x3VA+4YoDHTjr3vsK4NgKGxwqsPbD3QsCtvygeC9iN3sD41wiotO3alNuxLCeG5OK7qQT1MjXncK1eEit0U5d5u9fhKGyQfaSF2Mvcg7N1nnlrnxOao4wEBBvnU+cVVQiWqPZqgcNa2+cyZyYKCAexlv/Xd/sg7PxOEDaIazb6Tg4kU2tChyx8MTR6U1/p9+ZrO9W214g6Ynfy/M8NoObKD6Bpd2ZG6c2ikyVS9Bo/WVqU4D4gDhLDoyxtY/Mg9+Z1TBj299yqShZuYIDkmUs+JqsodtISXXFUdRFXu4ejIJfi1SqyS72jF+ZQNRlzQ6G/yIHkeCPOYPzHN9QoCN1Kk1LgizJWxXlsXuj0gqSAYlbMdsC0IKJBqPVycLuHfSFqy+0LDj6EpzbPs73j2jmCiJlHd5foz4ts6tFtnK1NRINc7aw/Kgd+0VnhsTM69xFPG7htyeU6+y3FiKHOrgxZqyA8wgLdY3eXOHN+Hry4vTqoyeU4y7xhyPQS85hFOfkhy9Bi59K6exTCW2q7y2yba+5Jd/Ypd/Ebs/sPl3qVgOHP8gBFlVFne6gNkaAGBPqnpfZ9wtewziwElrLIBJsVpZz6b3bRFD8G2Qdisddul7IRfb4SO+f8KXrxP/kAmuvCXl2mjusuXbYvNjdkxlzRECdyaWPjRLS/DBgwdjlYr+VYNDiEOFRDjtJx9iJ/zS3BE7P7Lu7+JAPrhO+Syq4NqlGkkSxIa7sg7wk5yWalEjFfyT3fwaTp6HJ+zg1Fz7iKEuBUUGTlxFZmNS/JjKCSQfqnu/s/EXKU1ogzI5wSmUZxoiOwkeRhzgA9H9XT6XRHGWoY7fdVWiiS28ZzU7fKQNmEFkYJN6UuGhJFyLmBmum5DAzn7Mxu8Zzdrgnp31F4I7Khzzg5nnE6bbx/VnPeRD9Wiq+77CMwFcRyGXqlf5cdbcgL9AnYqpAvzaPZVPJYDpU5/hEIJuCzXlQw4ZAt60wDAoQkRTh5bxhqC+4XoVdorzNhh+1SIu0ED7R3cvlkUTdMAa4FpraWTY9wXaA/0C2mBj6fXT8p0i398GRmu74rauz2Fjj3m5EKmFJpyr5JOTCBR1O+e4UvAEWfnSRhl/Xix9wDp38I5w4R2RG+co4F6kEg5Z4I0oBiX00Gvk3TOAgnpcDO+tr50g8EcNXKvGh+zp7VsAyXgA5xIUWnDv5k4A42vflx7Gr/XpHEo1yNerykAf5gOnsNt3vqITpfxd4or6/I0XbIRLUY2EVAFZN+XvY1dgW6xc51tfUHG2h+Lgkdj/lc9cFSLPe46mnjIMZQcp85T2o2xK6miigDsDDzxl+7+aM2+Qi2PWxXiUtNPO51n2lm73yHTc1gDpT5OSoILNCqw4gyQHtU1pi6OaXK6NVx4o8h7w8LRUfFoBMWAmhmxK2slNMaRNP0XBCUksGx/zwhzWiYpjDKRyCdkCjBoqzZHQIRksRbGO2YaorLHGLrmqXkKuyMwoUFPpdVZ0Uz2HzIBnZkqJXSVKf0LQYlHBhtIM2/oW1dsPKaZx5SbLt5lJ0J6uuLLFVPq+jr1K6964F2XmWvDJbEgL2Cwt8I0vKR3/GWIIV++RW2bBSiNyiasa3Olkxroqkg5Xzxk2+wa8RpdumrKrs69SpvUqOVs6+ptsVp4Irp6XCJ4l+M1R2gZqMF1zMUM0EsRxApxUq5CRM6i1bUoDcesrtvNPsfNPtvMPMfcmEngoX1CrHGhZi0x6zYSFmN3cf6D78LDO9/cJETz9EY+9P4PN8kCXwjYxQsIspoicHo8fI+Bt9Q7PjYL9MjWVfQd7NrZQzqHzMdxl4VNAwvvSDVFZEOlRJGxMN3pZHFWXooUsVw+jLnGwcoBqHLmI0kiwiYW0/zM/fCrIKVrMviGyTSSwUSlYkL5Vgh8FkaJ4ehtdTTWQ0bQ0zdY/gw8wFevja/QiCelA23zipRSqVjxgx48wIceo9YeH6uRV0AjuvjpyzMglLf/MT4vOHWSC2X/I5aNp/b4oTwn5oFi8zpCt7aYkQN7Y5NkyJP00sXG2xtPBuNbwSYhS7YJvDfwTHiYXh5/Xt5sG5LgX59QvXLNnr6lQPux96/ocKVhx/zpqHhxi5SOlum5SjB9v7fHysrxSzrF6D8/B6CuS+oYzxN2ny4f0J/RAF7vmQ5qKGFTUiVyuVv7d6IwJuah/iCHCOha0JmOGHDeZA868pftw+PaTDiR5V71ub+ehvrBuDLrwYjvpGeCgKM40Cyb4+Xkn2UAtx4jXE7FXNski0b4gCG8HQysyTmtSZGHiixKbfBkOeyt3UbBr+QNWWKASf45eJMji9w9h+HtEW/0l5Nio58nAnrH+RR7SMiz+4gVuYI9Ur81g44WQbyO64a1Z5y9fHjzW276Dmlx92MdOTxiea6NbT0GLmbNLX1g0rvYRW7vDOtfZ5te8+zuCVSQq7J/wqavEFZ66C7b0ZztqUnRcmhqRc15bF5d/4vsPBOogP+Vzb8Mod/l22u6d6EzFq/ipnJY9rc/R3OzdnPShaeABr64jG0RtHaH50sBS/plpT34XFaRH/p8l5OGwKOuJVUdeTWlUdX9HMNLhE77xqZAMk1IBhMkYL9ULePNQWQj1EVMB6sgHdaQpKiu22SG5pdIhr7Zaf+y9UfirtFe8m90Bh9wol6a6uGmVIaaJlBulRbaLDPsm6ok95ks3YPqka4Fmk8TPSCu5DN0jRcW7K4uIiTo4QQWzo1Mk4cxPklzTRIBWpqEDMO9GCVRUzh6b3LJjYv49sXSDd27A1XPmdeRxSZHFliLfS6pCgXf2KOC+T3GSqo5fwx5CSuWcDBuCBpD8O9DhoHQY1k06Y1sOXI6Xb33Jd37gW9+xS383595EZkW5liiNjc4PMwhXQXXO51OnNbtrgQ57+C3o/xaij/XzLobtkByPAwzQQOKTcse89AMy3xzIm+vfYuUmz06i4EHWEVvS4Ctr+bpY+4Tt/SqOTnn3N3H8hC1fY8UZAXffCqo+ePocAx6+4UQgdGBcbXkvCPvVQxUr6vJPgDSs58d89g0Trqc1GhoVfiCHT1oPdbhxKufATN2UwAb3eLhSc0m8qx/LG8GSO1hFMf2q5FvJewiC7VKk3z5q1rOJ52l1tfCuKtMkh88KkoiufSL2fmWX/8X2/oWKiIUp0e7ypffxGlfS8vJNXl2V3GLmFB21RPw6D446bDbq3INYEXwV3OqBnevaPbWKn2tn/6njPg89kb3ZuVibvTFixrKTrLZJ74yookOF6vg57YRR38Am46C2VGSzCdWMgc5+MVQQEmYzRA/dxroW+Ybr8HlAJTm7DgbMcZcmSfvDXMRk6ToL5xtXcrQ411gu4sDYybfH4lIphz5FkkucbEQiRzvkGIl+kPJQwP1YrNwQy7dY57aYe5MVZ4XIAAuluQxhsGgfYuY5TzKWJHx7/kfQOa+arjXFP/Hc9Uds8AtN5XXd8FFf0Yt82qZ6DQZRsz9YHkGSvRoJ+Fm2nSQlF5Hih+hQCX4HDwnbztjhL2zyKkAC8FPkNpyoE3ldNO1IvDJvbonLP0Nfsusgv+HUAFQUl/PQnXazfMRV7btcqmLuhWlR7bDqKtivtIwXuiknwjBVdRFmDwV7glsROQYzY2LtHmy77ik/OuHrn5r5KeGuhkexgjSHoS6dPjdLQ5cSk/4sewLwAH5thuQulElcsp8Ev2ybSjhQiNqIQ4DEY77ael627P2unGarfRqEmlc2UzVKsrppbnzOuw/54RnSzUuwz071s4zaWWRa8aSEzIdKTGsQWTVYaVrAK/iU8rucWit3JZALBBaSutJ3faxyu6K619C08azq+So3LmbfRJTy0m3RuSHg6tmikBtVCK4GUztVFbkpVt8SzR0TYX7bvDTj89h0fqn6BhWMbtKEM/UjEm3Nk1qrsvKCWPuI7/ydbX8jLn3HZ9/k2bZQAY0jdtV410iDLrJaIIl1TdTLLz0g1IqHWgCwR5pJSAj6znulIdcO8AZviUqHb/2dH55A3Tp8wJevywtKgVUtjrc/9FKgvi2WrrGN+9C1EEv8CE+bpZusOCV3E2ny88z0pnSAvgU+1IMfV2vSZoYa5Q2iKy7X0s4/uArVO3jApl+HoptVcNWi5VdHEtdshd4yVKhwHOWhqaxZkmMPT1RyF7b2CS8uUqWHBpt8BYUBu/RyBDucYbv8f9jkn5DdN2vPG73+qIv8PGId939he/8HTqedu/JBZ9V3kCOnc4st3bQW3sNzAy7NKvBV6cwoKWGmWzzkPUuCa633t4x2vwxSWT+TCv2ZmPrcjppJSM9PfTzQOFdM7h++cvhssPwUq21QXqjLcLmvLHNan3KH/wm3Ks5p2UccooW6QbEhHzj8ogws/yncUl5ikLho8+6ZHJ4QaYISU55pNMY/mPou8KInp77oxfyM3olcyAATYY9SDp/9Ij/XWFTueGv8ZbwdlNS3cl0sXsOrcfn/4P9LixQV2rapTxrfmYuYZPddcIHTnqQzwbuPNpuIEqptsVsQqxI2Wwj0ofdnkMcGpj5Do2Rqm9J8ohqxN2nOCvrWqorxY+T679xkm99QBshT6+DfyHE39rIgOU6A2XI66gNiiREl/dVQD3fvF1QrhhZ0Zs39lXLxZ6EFyUYAwOGJMa1KsAI7iZNU/XxEyYYNlpvi8iwS/CqrorRIMKBt0x00KI14UgvlzoVxsf4ZUpJceYwMNNvf8+y46GmPAhjsTenpIKhe0NO6Yuo2BVrSFpHg1ziQlodEF06KH/mX1imtaFXLljqBMexzioUz6yYl1GHldbb7IwP4PYJDpry+6aJIU9W1lPLBi9PlgvhBidGRCnXnR378WCB9xYm0U8mpr8F7UXagpgqlZ2wGWvMDD2q+S1jKj7HZt2DyLr+HGL/5v6JWB+S+sqCS2Uz1vDDNpMXWovrLjcusMOt4pTacPJz6nmsVrUjLuOyYjA1WXRQbX0vqY5tfWZufoZ8I92qqOEb0SuX9j5/JUOrTeWbqpyvC9zJiOD3ojQsJ8xziOOn5huDuFRnc2ba8EBKMkRP44AwOk2s3rRH7nQLPtuzclY1ttnyDr30iDh7xowco+Hl4ai19iGSzmTYeRNkWgVmLacp/171gEDaQhtM3/+XQcXILqzQ7KuqXrL0Hdv3So4d84W0qR9mwUiUzrRivgdC+TNkEPyMljIX0RS1kOdr6kh0+xi128NDc+oKVpoTVwPua0St8/6E4JKdWEKC8DR+Lw5/Z9FUqSkkTAp2zIbJ1lh+TAGlKLNz5WU6jufYpy42a7V2xfEP+Q+crN8XiB6K2ziUxpiqWhGS6efkIPdMy/gsUfKPRmz3umRY3sMVSVp3r9k9wbARJ9nrY6P1kfg6MOpHOL1Tff3v9A/w2UQymeQmrUYIfoojrA1FfcuPmoizywYgucSm2MDv+At/o21zkEGMs51zIdiFMfoGdjD72PFM9xJuC8599sNFFeHjqehL9fmTolak/akCuS3p23YuAqAO9rtHJzgINJy8Elekbu8KXofjx1dts7h0kOocLaAYmO1J6KtGvmGB0Q8/wAFucH7i+S/orpffqLOgY7MKkvKGIUYtqEcjXayqszVKgwQi8dJ+lxNMInEMxBmmwjl/h0uBeucE2v8QL7y5V4Ts4YVPPk9JScQL8gqUXep9XhGy2uUUegE+k8QcravYNZpaAjmZPjhskXYrSvlIqvFBVJ68i92N5BYV3Jf4V5mD0pKtON6p6RXEEHRA0apiYq3fZ8alA3a0nfPNTszhvF0D39TCe9Pz5V6KoTFWHl4ZmZRNOng3K71JZZZkxOikBpz3e5KX8vJsqVY9yhXKwFPdY3WBbPzDljSnxbIUsbBVTJ89C9qKRrhnhrp79TZXDGqmrueLlRSQ7gUJC6QpX77PCGKVXUfk8lMVfSQSWiAaki1gYZzOv8eW7iGhauc2n/iSyE7QPTZ3Kq5EuC3nR61ukmu7x5g7Aj+xdl1kfC2CxG615kCQyUoJ16wuic4ttf802PucAvz9TAfcWt2MUm2EjjZxeNz5pA9XCotdiO68P2XLNj185Od9GY6+vs0t/Z0ePjX0S/ZY/FLlxMridCCu5fqTBvfQh2/w4tf87OzrBPdh9xBfeg9iLUKuGXWxtyO6FDTBsQ0ZNpqo1NncRvdl9TD6Zp2LuDdBgiqrAZdTS6hVOwLHymWki9VGZFRfwsuyAIhvlE2/1Li/Nyf0tecjUq+zgV3rOPKYIQBRH5bu/MBRwp8GqoiNwZq6LwpScGXPvH0zC8+73vPOhKC1Ah1x+F3VHl2+zpeuivsYcB1SaK/VUiZ2TgabOfftE7OluPHbOB7ooDWeqB7rocfvYbNxk+QmklqWnB96+VZZYpjVA5YZw6+T8+zzrFhK2M4zlF5kCJ/qTZ25oXtCkJdWyfBZqXMhZEL9j5+cCqe8C5yfRbMS1EEZ9YVMR0ZN4VnxG1He+Fa5dLcFBUXU+ocCgzMefY527ZudDc+kWW3xH/usyBdVYE5AyuJUJpPQM9u2Po77Id0DR8+b9ZEj0Ghrqhj5RENJCeY9kvbCWg4cHSSxqQxVgk8Q3s2wHhrWPUEZ5+ZoEP5R9k9sBxBw28TIyx9qRgYF66+lyr8PcJEKrddjBz2TiIHWKmH+bkt1D7ktGer7cnmXVSaptoAaLYBhUKSjJbRniD2XFtCfBH6QHlrPQsTqnnJAiLdFlHIb74Rm6d/A7k+CHCuCkW/Z8VodGr1C5z6lIIe0PyasNSkfZkuC3BvUMYqkDip6zR0qIXrCkQEe7dDtHHQWKzCzM8Ut/R7aeAznYp/AZU4kTHW0qKfU5OEGv1SXUlYWk5e3v4dN78FDataxzT2SbFONHopzsUrYaSX3OSdOqMjgZwblZZFPsSDP3Q1Pi3/SfOeDK9vCk1ioWFsAUcrqqzKiI8Zundip2sNZ5kY9scQyTyg+C1ZuWvEClFSRdlKy7/hnv3OUzf7E7hurzJLTqEOuCqC+a/aKDCWNZaAjq88CFiAkAACAASURBVDUIZ0VcdHkhdr4xDk+wHuTP1Y84uJ2EspEKyiHIe7C+CQlr7Q6WzXMnXK7M46d88UOEd6rXKCOtQMCk1rgP+yTpcLhd6ZESq6THePMS3/uVH53yg99E94RceYEfJAk2eLZBOxMlZluGvLJ4oI1RNs46npkHSJ7Erjxi659yZPVs4sDJlwGE8kl49FB0H5ndE0Nuhyd8/CVE92XbIoXoMpR2yLSYBL/OPXbpJ7b1Ddv+ji3fFIVxIVf4yi3ctivXJAqy+hpVpZONj9qZKtPnuXDDURk2Iy3XdkLqi71GQ6zAhndhhPchTesz03I+qeHfB14b7aPyUHufVVb/J87aGHTTmp4X0uBARlJEU+fvlf9YQ/i+jbbtnql9mURbG+7sCXUnDyUOInUmob74M/6BHDgADw+6BYA57PeC7nPtlfIc9Qf6cA5xRbRX01lIqOBXBNSpDB/y97EreM+68iHr3BcLb7PCJBMpKudQgbud7/D/l68J8uHdyCe4as7vFwBjoZsOvQZqVgddyFBSMjwQ6Om2RLKQU4c02Ge5xOBH+S3JvbBA4WFFU1oz41fE6n22fMPc/pZJHDo+EdKU6T6Qtgu5BfqQr6fylWzqS1eEWRZmkTc22e6P5sFTvOE+esDm/iptJmSRSbkQSAN4YdTX+5DqswOQiiw3yQrzsDJLCwjYsF09VQX2oH9mWaj6fum8/SGyet5GZhfJQkenbOMT1B9LV+yC6RePfCqUTiXCKUqrUbIxSrerMD8q4G4rjT2KU/0chPrw1l85i6ZJGUujWLaJcg6rbOcflE1eXtCHfPkDlFZDVsBSOEuEeRiCve3kmSMVUVpi21/woyeI0To45Rv3cEXSVStDhdRhY0XkG+y17Di8wQu3Jq1/PvMWW/4I+evlNZp5DdOVojJcljLgaP/8FFf1l1uX4a9VmmN2rb9aGIANtqXJrTSr5NwGFW2TM7kIW3z9E7H6CcqBTL4iAKVNx+JMclIt2p2nq8GEMdrdIgAgGgjDIMH9VU2Z1yh1UF3jcrEdPbID3lZuIvslsRwy9GRoSUiSkWC//lVqD9mGUD6he8rn3xKU4ojezjjCmp764gz9gbABr4FUxZEab11iuz+pTEVcDmHuLZEdtVLKkbJq+7si8UzNyJQkeoHn5eK0Kkgqu/UVpLyDM4x97T7PzvBM1ZSP+qmr9FoEih87OAX1HZwiik8CocqxRNGGItVEjpnsKFv6QDIk3/5abH3Llq+JwkKqtc+WPkTQ/vIdc+k6gtNQOL5kuzVmBx2y9oImOpxnYptK2IGBqC9iESZcDK3+TarWmMRyKgajfC6SUN9AdpK9cwJ3puHUg/Nbls+E+lzgpzfsIlKAXtAWO64IZktypRJSn/bSRPctwsqPajxQGkF7VMR4Y8k8Fm7dq32gCYnZLYFMGn3hYi7xHxu5l/AdQa9vYaOjnS1UsEDpdpXeM0W29fhzbPU2X7nFO7fEvAS/GWFm4OFp0W5WUQtUvRkOn40LeYgluePCbhPvbpbb+zHWGXJoZS+W+sJi+UKIS1GfFUp9UQypKtrp/TYH0PoojK1ADRYpfUiZm6j5JkafQ3To8odCWh7SUume8aMzdkBeSR4qc/KmWC6ZUS6/kQqHe2GZNTfNg9/g/ndwKrqPhLTjR6p9moqiPt9WDdBmza7Pnm1LVJNrmxVneGEc/9HtnnhaEH3PTypdQLMnpLGVnxTr95Hc5ZAsvI1PWG5GyOHEOG0OtznDpBQslL6yCcUP75t3RXOT1bZhw9nzU1OFH8JDCoMfEhyOFEFHdl0+1LJXbAZrtbQK70SFuIdP5JOBouZaA1OfNNyz8LSkdJdk6xeWxdYXQlq0RygSaHXuwO3WdjxTIBfHLWiqqVDNzhxTmGCzb6Ge5NJtvnxLwpWEfI7R1VB/Oa3KVdM7ezurJ8CPl+ZdMtG5qW9EuXeqLJRqJhsCoLsolj5k6/f52j22dhe2u53ZJcwSdU9jULVLDqgJ9/TtE2VMO1qNz5qPtdFrjpOh6/M0ZadEesw6Ushuf0spTE5R3mD9LsvKyzfGbdfNKjyB6xsIRti4i2fLMTIDyduQLb3Pc+OULqUW3fNz8x6NGutNKcOo1SFGmihS0t5ne/+HH6CgPDwd5t5C5ZW+By/6jxxOikvpxQpDVGcdqVzWP8GQDx/Ix6a1/SUrzjJS5MT4i2L/IZdjPJZMaBdwlyjIJRCmR1HBD+7TysG1IYrzYvE9tvkt2/6CbX6Bskz5CS5X+PI1ytR901y6JuqXmO1aTDGHQw5fM7GU9Sd65s877a52fCQfe7l9+yfrjHdtE2bLhdqEh3Z1jbJ6Xkri4Xkh8Ba0gYYgnyQWc5iNdTGs9ceYy16MTDjb5yF2j6GpC0i7kHFdMPWxoUogJMPXCEFmgO4luUznW1HR/R+in+e8TS7gLht0QkB30tKdeBF51eW2ep0tvityMxZ8QbPSNDftin9l9A23lTu/y3CvDJ7FW5vwybR8gXx66FKKmVa+0+VECd3C2olDtZJLEIt25tSSpFbfK+ta81FfFP65xMBiQLKr2OFzY88zadFKC2PrW4Gyb6dIVyBtoLFjArYyOEooT8KiH8loB8pL2bAqS+buz+L4P1TOS4LfmxBMLKUCFZ2yDfE+n9zt9NgHRYAcz7VFYZYVprDlCfx6/pkekdAdKFjt9RNpLVfv26/hZQ+3v+Qw1MqOLlclxYxqG+rRK7kk6K+5B+0Rit+qaF6GDde8xKobqLugSk30J9YV35iueFsLdsZVfA8mkap316QEm2WrumHu/FNIhj96KCFNLN1gaRSApopkqENNxNjwMEMSz09JmGVp5f8grXx+9IAp8MtO2DljbGSycyGS4VWJa5CcKnOjYvYttnyHLV/jndt85i/wFVSl1eX9CDu7hrArefWbW6K5hcwu0jKGp25PHao6cFJzsG0IFPQ4YXIb/ObNhWts9SO2Krt3m48/x5GWo0b5Tlt24fhU0HtzIMaLhrqwLC/nNMSDZnQSetQdUl1l29+bcHp8gPc+yx/w3Bil/GkKaGUAP97YHZHXd/0zlCk/fGwinPiMLfxV5QRCjijlSGzXSfefpYesyT5PtJHo1zTrR+zyj1jMXbgu85nXOKLpsORIKVITUuGqJmG6wbKqynxFFBeFco9HRYczsSZxdxaJIuV6nnyFHfyOonxHp+LoCZJmdalI4NiLSF5K4aOEKG25yHlxRiy8a6x/wjc+4/InSlxMs9GuWL5pUcI2tvIBHhfwWkS5FKRRRWQsKVrZKkvk86mfvbjPk7BZkgYT9if6XLGHaHYjSHakv9yUoHIOvmwuf4w1M4jFk9TYGgJvBt0h4fw8o2kMs+NDz3VuQPXxufaK9P8cvLx76DYUy0WcMawb/6sWfMygEqt/YVcq0ZoZ8FoMB5YJL1zioFALNdxhEo2/hMQVy7fwan/hHbwat0pCVXuDX+iIw36x+V0ualC+poZ9QaZjthCWi87m8sySu1gOetnl0WOpzzOQQOcHEvHc54rU+vq/9ABD/dngo1fY6m0B8PtaHJ6I7hPWfSy6D/nEy4LSushVJPwSXB+0YB5ZZHy0dtj+z3DiOnrC9x+xmbeoxB/qRpDmVgh37AxL7uKWCkkWy47Bhzk/LTeeU4pfNYT63BUC85IEhJUXhWm++pHVPePdRxCs1r80C3NCISW8Cstx+VqGV/9QZj0DV0/W2ufNHdHcZtUlNjLuRCdW/UP2FNzTsp8b+XrMhig7FK4YKfPyGrv0FbzpupReonMD8yYN61TNDoqLgY3+7/1wtXSDpypmcYZvfcW6p6QlnrK1j1l+FGZxmkS5DOmQUB0bDpWFtd/zzyzDcXfmNfkEE5INVj5kM38WSg+RmJpq2HAlGTI3DT/P5g7cZRuXRGlOGXy8H+PX0OGrD5/COMr9IQokwmqUzVaW+Nx7YuUm61wTkv3GX8AbDbVbBkGkRClJwvm0Mzz0NrRZf8EbJr+yyi99SwF+FPDWuSPyEyrtDUojKN2vvsUlwGzetUND5T0o78T5D+C/LZ9Cmd7layRm2nMOcBRLK1tDno/d31DGpgtvTzb3JuVfqdp1QTI1OzuIvNYZCkRMtS2lB1ZW2PqnOOSQiHH9PistACazY2LyKiqpSLi98pijVD05we4/4JOvghuzRH3ZpmoQuDj/Dtv8nK1/zDbuw2FHIkr7Elv8QHTu8pWbyLosZy9NZQmyDSfHTBvsl72o2Yhox/OJK8Yv+vDEnUnHMuR5ILNp52GSv8uVVtsA9Rl95Lt4I3hY9hhUaYllwkGZbXhDObiFCHcJB55kgEl2eLZbIA6tf7EGrfGQkPrCOfMPUKsiLtOFzKe//XDqCw550LvjPJ288Db7HU6cCghunBxVvMts6mULbiHX5D/d1PzfRHaaUnrmKQ4wbVd0GCbT79DT4r46/d/pqRh3CrsW+UWx2UCOoEn21MCVMSDyeakvtFldgwO6d/qpj4LlTOR3IR4ri7GXxNo9OAlvfY3QPvJNgsfm6LEJH8sy7/t2umokpOw66fSTwlqqy2zvF773iB89EsdP2fy78JqzavYZY4L63KqdT8FTMXJl8s5qI05PWv+5CaqgXfOqiME2yU00TaiTon/8G/c5HNIepiTfXvoM5S7llKpCCGoLgTcvE7oFvTglEEXMKlhXIy1RW2ftyyqnnFFdNaTdZgXS0thQ526h0o+TVJuPAdIEKpmykqEowWaZVRb57s+UyeahhDQURkd03yj5WNJZ4pmk5jsLV/ZuaYFf/gm2+9EpRJ71eyxXg1BjNZjVtiEtXQspVedrs0pqT5Xl2mz2TSQZWv1QrNy2pt5gudEUNDfFqJShQV6dvEruskdzuMtRzgHgYSdZ8eScGIL6ep83CPyK5sgYuK40jdciizfYknzAvi/Gnqf8k7RbVp69ylM1b/vR1Hd+zAtawOc394elgnQLjrileXb5H+LoDMmEuo/Z6h1TxfVhH1RLx11Q30XK1vXPIIUdPmXd39jxf/jSe0xl/pS3WEZRX113oqHt/rB96rYgKX9p7CD6rossLPAAn3+LnDDbRIY10tYadjofxQ8pZLgVmTovTLOtb1H19OgRPyTwI9wFMUrw24fcx44fKw9Y6JzyoYrA6Zoq5ECjrotsW+RG2cKbKCu6eo+v3RML77LCOG/v413D8h22eEcs/82i6jVE0WOkoFbU8oudgUEU0ejXB/gljvrCmgq9WCENxlJfgkuMFdiyHx3ySSL/zI31qG9I++Ycxw5sBcbZZPYnht/MGs6GS3LGpNs5qC856A7aw4snAW/sYv93x3z3vVyI6EDU9Y075FlQX3KOuqhTJ2/nWeyZZBoTTtSFTHhksyKHUmzyFkOZtQobfx7RfSuk+M2/xwpTQowg7adcnFD88sm0vou6iBErJ3LgdpHx4XjsQhBxYOrz5lZJ0uZguVsSkqeO93Sborg08ZhVhqYx9rzRuWMs32CXvqFUe4+kgSK6v/PJq3SucgCofKpaBU6SZgk5Ei7/bMDEgacom38dOlsvX3+8k6dPTuxHFZLzJyUXBfiN0TZKGfnqLvDzUx8SmUCxrBLRIXkmPLikcXb4wOyewSDb/EQUFkWqQKFxVa7BNhvqhqc+0EjZsCooCi87XFmjGL89A66eq3ZWUtWaPYQwr1GvvucHP3cGyBZBV53VlpBh//AJ2Z2PWOcWylhhMt379w6PA4+MSr/RlhAuCkts6ysL0VynQlrwK3cgwGaKItUSKSWSNIxUJVHKUJXSI11EjtbZv3DZ1ModvnqLTb8qGY9M87bTPWKtggS/TQRlSfZr7PDSArpkq5HuOn7asLpokdP5NtUzNMuqODuepTNvI/3G0vt84V0xeoVl25aCAWSgaXjbiUC+oSHQfYqI8LxzbrEGvd8EN7AyG0gvWVtj238Xh084ZU5iKzcECrhXHbyhBK3NHRSY3ficPCohryEKDuUcRqlQXk1kHLKKp76EndQfSKFuNbgqkHIrWrt895/ygYByl91TPvsm4u7UrQR5jeZcrQTkxW0RysLl0irOAvwOKbPL4alY+1gCMCrdZdt86hVx8BAPmaPHcLemmEZ28JsYp3IOCIyUFNdUSpTIjfGZ1/nqPYbttpj5i1zYvLnDFz+gQjuI4BD1LeRHVWd30urEzsa5qS/00g97RYa7pgN1u967yk41kabK7Zm0ckNQsuMhhksvj4vhATA/Wxo2MUbZiDp+i7a3kthV/lPowNX3YSicGP2RRsxbb0KSQrJrz+TUF9ZUWN+SGuiBbufVwINj0VGf1gjOu+Rl7UsH51srYvhDDifxFuz5BTZuNxucWP0lGDDjf4gwmA+0maipQSY8Oa1pb9LhzqWi9Yjl4IxXZrOvsJX3GRVk4wvX4dZl5qHDmEQaoRGzSS9xZKqq2GUTfaLk1HfOZJvBZqMONzSdUS6dzhaDZ1HdcyIJB/XnjDgk6M8ZSMWJEdWYmVN5JpUHpjH2HEpFrXzIUcD9AVyeDv7DDx4IJHcpCaRzdLlc2plmHNCyIMRJcx8Ok/Vtvv8vcXBidv8LS2jxmqGmKF1xiVoRTp5B6nN/UrIDt6TZlB21k3Snqtwrlxl238hNK1UyrRolWSnzkRKwRBLj1jdI4YC6W0/ZxtdcgoRsU+RCKK7i+jmMhyfeNFMAIUUSNlB+UNXxk9xS7RD4+eoHKs6seXW/miPQaYjF1knAwKT4IckKMrgg8cnOP4SivuMnQj4WFKikvcJUqGNkf4NxDC2xYlvDhVlx+Qdx8EhQYQwYprkpnpZLpWyHuqWD/dTCasPGObyMH+ULH6CmyPot6H4zr0E8SbdNaeam1ct7yoWYm+T1bbh6tvZREgPg1wwM5DzQ5Tisql7BQbcOXXH+bTH/Dl94i8+/J9oHMNYxyWWnaGE4RoZ2ILY/jZAPL8R69mHVUO2k6R5EeswGK8zwne9E9xfk+5H4JxEoN0HRemWufEHlrDbWraWbbPUz1n1AvtaP2AuP4eKYpbhTW44OG2nCrobt0P/QqUpSUX68KMeHN1a/YyVfofycU6/CjTyDADyK62sK5HqhdaiUQKBgk2ebIjfBNr/AkHHsE7b2GctPmXJ/ebdOv8ZQrvAxO/43Oz7jxyeqlB/eaMgzEuJyvLPALQDlUC6wlesUrPEBm/krK4yx0UP5CMUnctLkfdFYl6cWNna24/K7nIfThlhLvqsWceqIK3vOVR18WaD+VLJzc4B6fdKmTwAtIWWF4zfb3AkergOMBCaaFd1C1DB7p5C/nz99izLBQ9qJIJ/BtsErsJ13XNHjDeveQNeid0j88M2o9sG9IfPDo5oNLLPEJfgM/42QaMi+Q5x3Ch5IHnpzN56ksmLsiuodon198wd4Abhu1QJXnVEZO0WRT7zMV26Jldt85bqYf0uCn8WKSO4yUuR2x4okD9IhCa7ms+m5axP5fk8U8lluIhpmO8+xkTToRSwbfi6yzciSDBGwp5oitkmHq3z9rSgUR1EOSag3qTrq9XXuCGRa/xb+TlfOpL1iSuNs/AU7Y6QnJrDSr0CQotp3I0R9ZlW0d/jlH6EZHj4W3TMx+xpMwxSlmsT+pXDk8220Z9qV1iXt9KH/j7yuURH7tOYUx1McohxWcXgbiRmPUKmZH52yrc9FYdaSFrwaTrocaCq2SrvPHdTlojlCWuWI0w1AYJtX16gG3SWUca8sg2Btpq3Z+/RJL5kQR4lMOLEZ8Exer6yc8LaZqoramrn9HRVwJylj5QaDCNNwiiioYyPqLjgAA8JRbnjElvKnxK1LXzG7OPVpeukeCpEhTpL2VL61Iw1Hggv4WNrSZcWhygY+lzb07Bvk2yYfYjfE9Ms82zYziHXklIqdwK8K0bK+w1s7vHFZ1LcpN49jKfbOFSGNxkAaBezZ7ahSBNS30oKYehWuy/Nv8dm3YJHn2gR+Sq5UI2o4o/P54nohUN+xGKO2J/El0fp8vnPD+ubFbRkHTWXj2Qavboidf0DgQpjcCUPtkDFuD7+NyNIRigFeuSnWPxP7D+AeiRSav0vg4ZlRKmxQdnKl1lzcO0CXkgmhaFPYLybaQoVxtvb57j8oOvFEHJ3yqdeooHzbwm7KUXAU6UDh1tt0iAu+qazcSa1/ilsMld8f8dX7LDeDOGT5PJ/5E9//TXTtig5cNt495Xu/8JmXRXqUXD2bKissT9dT2Uns37nFlm/ylffZ1F94YUa0LjP5r3zlDv6tL73P6pfMDElY2abz0mSAC+eanItlwrD3EZ4Pk1yaC9OxMw0nJlN5YtcTUZ8y6aJjbLxmX//3YGHiCFlMd+rzWlcDyWthhnVcC/nkZwyXN/ORp3tGWtNQU6ojhNjL6iaEgWxoI/LPC90GEz+TCNFJBhsg0iEudMKen3cJhY3FN0ydFOa7RwabIu9ucfujYEMBxvfES8hYKM275Rt88V2WGYOVJrIAA0Ehczwv/yEFFlg+ea+8Q4uXUqOa7VGfVTT8tRkuYJNtGsO05u5DH64MDa25z+UeQmh/IvnN3owE+7h3NhzqG2xThGMRYklLYuw5pKyQNvf29zDaDmGmiINfuFxR8iKiTF+Fq0J5/iLp0sp3knDK/7iSZw5+YUdPYTwdPhBzb8v/vnaxeJRYKCIHjFfxM6yIGD+f82fFcVB0bIt0L60LfClDeQxxhviWdIkJc+1z4+gpQ1LBh2LrM1aYhHeivDtULYR0IJou2Wb4RcJgpB9NUbXDGntUimAHafqy41gV6aqji9Ycca/uhSXKsBKrESnKtZSXWk2UN9ilbxBldHTGJaSt3uE5yFMiRayC8gwDVDw3bFu5ZqRqBH4qtOlUHJwYnZuqLjwS5GSc0u2YyRaBZVy3kbOnjXSdc29C30Cg8i1z9nVE/ckZs5z8nCm69PlpVt92Yvx2UEaiTzUOcCYelIvNgoTWMCwnTWhxwZx+hc3/FYlqZ14XrX2mimeQVy1dONdYPGjnhV4/9SW3pxMa68HdIg70f65DxOg/HZNdol1xie/8nVKYPIYn59otnpsE3kAxK2FhjLREfYst3WLrHwH8uqSSdc+Y/FeVGyVsrioZH62pALbz4oF/7EYam+sTOAGKXIM398Q+pSk6PEM6lvnXlZOnJR8aWM8NkW7Y75sAFU1k/UFwXVvIUa9/xo4pqlneYlufs+K0GGlxuZ4nXxSURIqCbOVgH0gqxuNx+s/kL1rDnKgVLsebn8GbhZVbbPF9tvgel7/npllrl3fuwu155ba5/D6rrAtK4yk7TLOqutR21ZMMu0BR3w4OhEnfVvS3zDPd6rSFfIv0OTEenrZ9H5s/UOeo5sOY/y3Qot+sKOoLt/YGFTbjnVqZzrYeQh9L3JnBDmEJLW///gUX9g85Ft+bBfeCvKD5SQpvPeqLJYSBOuZu0zvqi7nif1QIbpJancGZH2DnmIFQxk4hchCgJl4wEAzwIVv9yFh6R8j/HKmiMLOUFTMnRIFLxLJK57lwRmCFD/EWoP+AJYlPEZoDTn5gMzzQpf/kGWwaYc2LZEFcjNL3ngX1RTp2+pw8CY1cRxn25wA/+A5NvMDW7sAm2/5OdB9SfbZ/S0uFT1410mW7Fp9mq7kyalICmOYm3/uXOHjKjp5I/JN2vED9a8TSkONl0Ud9A2+9ULe+sAZUM1JuAKsYHvSq2UAl2VUOOTuJkUouhVr1Xy7Hm59TcWtUikCF2A3t2OkrwOBuh/RhaaJVN0VzHzXcW5dRUSoziqWiJtlOT1LVAp780NA4ELrj9EihgjesMppRU5vt/ATb+spTFKdeviayE1AMlAY7SLyZQ32kqsnelhfE7o8S/IzjB8bhE7Z2m+XHRKbhgvMqCq/7akWEQhcVMMyNs7k32Mo9sXyXdT5is6+auUmqpVZW7+ypTEUV4Ifq7btUym+H2wXc67Z/abrptU0TDE072ykqd4GcMQScxVk29YqQ63n2r8b0a6K9R9OoiLTpAs6Gc5l0Y0zKKgPY1kb8PvVku0V0JuzP3kZibG1N7Pydd1VeqMd8+ZrlBOyhkANlyOT1XRRwX/sMjNR9DNA6OhUzb9i2u91+mTxI9dwbWXtw0NFR5XTSdXltW1z+mXIgUYyf7FJ+jF6OQD8Hbsl1Rb8T9bUd51V6A7L1PW4xqmmJnLQFCX4NkaqIiVd493eTwvzEAYrHYLz7DyUQEo3gwchsJ+0GkrtMvsyWP0RemYW/mRMvi/wUG9tjKzdMOOHfEss3zOoKntV0LKPgQJFqq+oOwYm6oCmKbDaKxEK/xVJ8JowX8tVIPYb6hrDenFpzF08pA7WZQGMJyhH6cLXAgb3O9BAoTumKE4XcRuGzlLM8400yRYb/muZ7ExU9qzhkONfcqDnsa8i++LFnijRaHjvn5EfMduyeUdc0cdGLGFE65kXP8I2HrIoLaNnehFOZ3crJf0Ji4jkhDabOdVP+t5h/B85XIotC8FTvwbSyCTw8k3bVSdrkXS36FEeB2TbzYbF8QerzARXtoD3wAnjPm5YzzKkyXjN0hqARDyP8OYPUZyOu5pByNPUZnn08OxtotgRnb+V/aBaRY2D8Jda5w5ZvsM0vDWmgwDfpjO//yidexpzYhcX9Wp/jkymBqiJQwL3GG9vs4FcBe+6hIa2o+TdIVySjYRjSc4q/u8P/QkHLpj7vJ9S3VMNJ/llj+Tlj7b4lR3f4yDp8yDY/Y4UZYQuSVQrG83Hj+QmQ/kxRxQtpYlapgHtrmxS/TSPTMlJ9ogM2pPUqXAz1jThyX5qKy6XJ/7Y8zy99J0jxE92nIN7COFdBeqlga/EbArEssjuLC9b2twYc2E5A+Kt3WG5MKMJPUV27nEPdMW1isDxFJjjCnN6Ujy9G/ups6s88M26mFcTKlptc6ZO5Sda4xFr72OQcooC74/lGg+KZaMyLpz7K56nM3Bolwqmw/AKfeJFPX2Uzf2KTrwiJnZm2gIdtbE1WiwAAIABJREFUmzmuiYb+GtWdT6LgzQEz34ED2+Kupnwf+ndQ2tewQOi2/qF5gs8rHbbzDRWNRC4TY+0WQjTtxDxVgaIXTdbYwNuH1bv84CE/OhGHyKLJFt/luQm8icCFs316vZMQOxt11svh4dlswNNtdQK/toq1E60jtv8rOWSeoktTfxEU2kcKuVOLAqhfd0DLXh6iOM83vhBHj6iuyWO2+RUrLLBsy8y22dQreNty9Mg4esSPnpgqVfLBQzH1CuUaUa7ClKZYUlxuXIIiW3oX4Lf4Hht7CeTZOmCqkIP8ufQea2yhlCX6M0qu17Ve9FrkeCMmoZf4JHpzdE7aDNfvITv3/8TCC/9WfWLEnF3fDc9Z0Ijuq+TZXNxWV7RJ1KswHhkxNcT2rKkvmU3pob6ekRfreRjWpp9e2ADUFzUhSdKEJDiRQ8KeqvFRUqSb+s5/EbWDMrx/DnT5hoW3P4L6kncvIkPPQNQXeS3Oqc8PRn0DKKKxOCpUvhZVO47KOYy/SDbTTbwvX/hAWrSMZ4RZJI++HH4OcC0Gp76QYfavoEKgQQqphwBVDPW5S/yp35P4fA5Cfbq6gn53UA/vDaH1GX6NMVbZ68X4Re6JYVJpO1GEsWVSyN8UKX6du8bGl8hAcPzUorScfPJ5M1XXeWCWXB9KVkFWTyFbrnbY5Z/No6fmASLojLl34JIkclyPjsk3t5NqLQSuQpw8UyVB5eO5SgOTmTA2PjbISuOHZ+al73lh3lL5YCA1DEN9wUM8/ElF80DF0BvbvLpO6Sh3UYautsZUibyU27dz4K2Pi9C7SEmQRq1cD+V5tvcLaRFkjq9cpwyrEqIGk/vsvqUoGcZILSXPJa38yz/xK08Y8rucqOQuLF2y4O3ZdBLfJ2gz06QCbpSGtDAuZt9kK3fZ6g229hGTv+fGWapNtaqrhJ1kwuYBfhyunrtIkwPwa2kwOIT6QhQ5L25hMTSNtDRblcXfMAtT1sTzYNHJl/n0K0ZjC8hkQ2lLx7cDaCku+tIf63PGC6M1LfXR5xrqY8PLgK6OYa6aoD55m1dX2M4/wE4SdY4fG6u3DVUAnUQ/SGRykbcusc4tY/ML4+BXOAWg2sETPvtXM00JNlOKapLAXhTG8EwS4GlTThoKNJXLTyLW3m/s8Ck/ItFv5nWebVtwYm8hYpZSuTh1JsB+RroFXJF3RG6CbX/L8Lh7wiTKrn+K+ntqrU6/LD83jk5U1RNV0YFRcVQ6aZ2qMqjbpIVsw5NX2fzf4CUx944J8JsUo1TOYUWC312+ckPIRwflg2Gq8vsIYVU00QUnIZyaeLb/SRh9hX2lRa8A9WlbC5Jh1FGas7hO7e1GKwH1eZO4xBGO27LJe3nAd2DeoUStdhSlvEUaxwPDYRCQIgziCJfOgZweexw1oF9fqBlquGZsKETR8Kf++iZWgTzLRnguaGAah2QMw7WKBtWmzgFyUcuv36ylztL/OUg7yWcm79qGOPyZbhEdu/hGnEWV45ZiP6hnKOUnLafx51nntvzPKlZvibm3EDMjRgyzZIicAV/QuJs3sryeEfnE6O2j/d0R9wZAPih7IYgYCN4rBHRC/ydajGR+adGFWH4IjCZGX1cj4M23g+aQIAcmS9niS+7iB0VogOkeE5YAIXaRA5JK6JUB8i5sfisOpZlyAjum+wDeR2kvdxGGOYF5ZbvziFepCPlha1/s/cShL6FgMZ99g16Tx/p29naQ/SwbIfsb/Tg6dzUFvcgmadYYwSEUtlfjqC8v6avCpVkmoUJS39EZxrjxCSsvcuWzGgqTGq7zOZQanhg/77ESjClzDM6Sa7PqqtHcMVq7vAHwE9m2Yft2DiPBOTk8leRVJaiTRqfsDKWvqHT49re8K0f6SP6Ez1hhsp+DRFFErzJ7EJNcRduBQCgSiAJlsn1RXODb31C17lMhG1+5w4rzyI6IQyjFf2AsftxKU58zqtxfE9GGhWkx8zpbuSNWbpmSUadfZbkJOHmiNUWzcKRE/sPGNlYaFL9dVpqFfakv3zcAOXs/cYMx9TM/x8eO+dQrbOIlPvEiq2+xbIv7IyQj9Kg6Gzh3RSjgJaWyxKcz/H9Gn7dPFELNT5Zq2VfXxc73HClbJOE8YMu3eGGGyl1UuXofIQ9pXGJL142Nj9nB7wKkRG8NFt6RkIPUKSM13dmDJKP9PZZ/3L9L+EcJCoKohiVvn7FDtvczqXOUAnfur1Qfr2YvAHURkQamSeUBSOHMNACEpRW29QU7OjOpjp9Y+5SV5jgVexATL4sDqgqowO+I6trv/c6mrrLMuFAM5sQNivyYGLvC5t9ms68bs2+xsSNkr20d8JUP5ZMZot/Sh1zOHnLktGTnjSw9t5ViFsdXERCl5ajELXjFvdCWGzRXQaGvod1zwD4Eu2RvHuoLR5rkpltyHouUqlQ84UDnHd4h7WLM4oTUFwS8ELLVoILOU7R/7Pkun2efIAy7Tj3chCS6lINccc8pAtSX181VRDsD5YmJpTXvBRLn8toNFc1cVRBd8zbAXXaOTd9siEOvf88kInNg8SSdHM0NJdlP2t+TV82VG/DZW71lLf2N5aa5OaJENs5HDNQIITPdygsWMWMDT2boXZmYu/ybH6XOswVPpMgqQm2LzjGjwc4Asw2g9YVvPpZzU5yio6Sb4/npgihb/QOQiHSRjT3P1j4yV25SLhC8mTaOT8XBAzF2rAQrLhuRCyPX0iCZ1VPh6unClDj4xTqQhs5DpHiRdgzlgRSWctosUJLPSqAnnj/97OdireSym4/KIPdJmJcGfXYKZcSuPOVXTlB8fPsbMTIOFoIRX+Wqn6hOUYo4V8KNk6sqytkpQqCqzbyyjui+Fjkr1jehPNg1EurUDacQggNjkY6LAWADd5UNEJpkoaKodMydf6ImNeKLnrLODdNqSh6ABCptcWmRW3KqY6Q5V2xhzxm1YVSX+N4vqBCIC/0YmYRHRgGKyBxT42lygCQdz0iXjPDSDj39Tc4Az4+xhbfYyn3EmnZusPnXWHacKtGTWES2uzlS5rk51thH4bXGZaO1ZxTnnZpmvYEoeumlw/HPUrQvaGCGqaJDflKMHUKraT3Hxl4Q1TWsEGIAm43Jr4yfT0Bzo5dXBhzuwCgK9VJfNLiGtJPxEKMozLPLP4nD//LuQ3701Fq9Be9f7Fbh6UkstpEya+ykVt5na5/zQ4lJZ6L7Ozv+r7H4Lh4R6SamNDPKM2W8oMF8jifmuuE3PlKyUg3WOkaFveMHDG9JHiN/T67JzIqZVhUI21jziPGTy3uUQhablPSlxgqd1OaXvCu57ok4fsq3PubZaZYds0aqUPC6J3TrPWYHZ+z4P0xS7vF/xMQruAEzDTPd5qhKioWN6hFjLxizr4mpv/CpP0kQ5Uju0uVr8r/5dXP5I7Fy3ais0uuYpgEHVIJPueWIdtI6CoKCV2G5uiqFQpepRYpow4HGgenu3JsT6aehviHIM/QUCT08z6kjDWSA9gTApC0ri98FioN17JmGhA29RXLIOfXMRBcroE78EbM0aFe9nqXaDg/jM+n1aA27FlHij5v6zuMdGuUn6Sx4t7r+7MS9vqzqnGVoD9uhqC9iquNbg8OntJUnX6SQgDtgv4V3WXGOqvzJTRrQBW7mmC1ER5RxH+BVQsyWDMZ01ReGy8Y5JPX5pbYY5iz4sncGoDEp9ek8OQfw6kyQ0KXk4sYga5VVhg/4eWbbHIrfbb58i219Q3EpTylQ54RNvkIxTqSbWVHCnWHJZhtAmsv/kpaTcXDGD074/JvIho8YxQZSZdgOon7M86l//U+SKW8JPD/rsCmtqok4ojG+9ilqTB89Ma/8l219ycuLVqqK0EdVUEHFd52b+pzuVft+gCnkrjRqa6zZleAnGpdYfYOSuyBHCO/BXuI6BAENzbHdUw0xQllMq+vs0vfi+AlHwp5TaUGy/BQ5KFJuVUBXEvJxq5HgNIhv5WW2/S0tFcpW37nH8hOqHDZtVUcra0T33+gRr9w5P0lZPT+ipXhXTP2Jaqn1cle07CQi+Vnl6okifvIXyEpKh1Gia51gpurqfHLM81E0zWeGLlxhTrT22MQxG7vCxp6DuqX8G9M13itQkQSWBuErnhnMG3MI6ovoVWQFCJv6+q6Gcvi1db77A4XJPUUSy+UPeU55JCodr4IiB419tvieWP+YHTxk5CcsQcuY+wvLjgqVndK+3FWWrSRyXDznlh213xe0D8Tub0jOSVF5bOYNIzcmqYzTApDIZ6hXCRKisA7HWKpNtearrLpkbH8p5APzgFw6N+6z8iKtihafetU8APgZR2fG4SnKORw/Znu/iomXe8k8uX2PNFi+DZVv+nU29Yo5+QprX4Y4397nK3ehnSIA+zr00mwb785QyLTnsNqkEvNeqY0uKJV6b9m7uUlvJDn4PQvqcwPexbZvbwPF9eUTm7ADW0UurUZ7oCaJYuDYIanv/FvCTJ7D9W3QgoFJCC0ISxcdt/b/ZOsP6mLHEh7ilUgUChfiYs4YcXV6n4RQX6wUOfwkeBePttuaw7nlm4rBrqx/+AOlCaXcLUiUn66IyavWsvwPcZd1blhz75jSyLOyiPGTp0jlqZRfMcEU+QXVJKzr7VLSUgpEfe7K7DEHGjFaXH83d5pQH/VFbknaV/sMoN3pGK8YDn6+7CzRIl4U9bFwt0mG8BUqvG7CwOKTlNylc9vc/IbKcJ2B/boP2NiLtLTq5AwZlt+lDMwARtZFbYMd/GoePjUOHsCJa+k9YdZRoVh+5Sngrpf7fCqfB6L0HNhzuQynvpTyFawhvC0ziliaS58jz15X2mH/NTe/gDCeUhUUKgJZPWshp/P1p9pLJaqRIkeckgb2VuV2Er82q23wJmWklNwipys7xslXlgLe6o7c5+OuMOrzfVVVqRGF1TTVsaVFcelHdvwUeeQPz8TybVir6QYUuVSoh2cMC8FWK8O63flRHP+XyWaPT1jnLokYdXI6HQXkZ1wVDmLZkkxVXphis2+andtITbx6U0z9WRWC64eKZVAhUOSm4OpJJTEwjcVZGnXvWtfPEyrp+rOhcA55RKXpLK3w0QMgnySE1hVWXYWJiQIhROwJ8CyayoLfxjlqDsaQhm7/qP5EU58XwLgC78Is3/m75Bxx+MiUCNS5x1QKSlAH8BjCe2ODLb0v1u6y7q94PXT0kB0/kU8J22RPVUW2BRDKRISr2cDZ24ZHwVTTLtWYafBWlyPg8IwfIbmLmH2DSow06VucWqj8tBl1i8lL30TNhkxNFMbF5rdUAJDel218zEuzVF29ZUy8yA4fGBIjkdblCdUtPMWfU68IlTMmQ3XYEVxXo4i+Y1RxmHqBTbwsWocUeXiEWg6dO3zxPl/+G6924EGqCDmr6knQ9HpRyuVUWeOZijFSdV9ow+uTeVEUF7b14gZ92/8S6hvASgt/N693XIwtDsFcSVNCAuECNqi3zZD8Iu4Wwr8dOBm9ZjYSosg5c3gOSn09T0jHph/kXOGXLDZS8RlApluDutjGnSsYKUEP+jYkPMpRT31a+NQNNp76zqc9uofg1UjDMxuFjTHYmWSvORLzMy5ZjpllJvIC+FdmE8+LznVphOEF4cL7IjdtWlkuSpTWRcl9RfcbhEC3/QNMqHDaf/byqQwg2Q1Qvi8IcoalMrJodvP2IZbNBhUSz0l9sYlbSizSmTMWC6Opj9tw1VBJL2HQTLyE0sMrN0nxO2FXTjkKcz+SJghXNbtDtT7VE9jcplVijS2+9y8umQphLY/F3F/JYHKrjhr50e4nsdxAuVXcil+IL2iFqkLXnHDECs+M8Y2PWfeh2T3De/qtrwR8BalsOnwUy1ppUQt+znlJZXJvjpDVAwlVHg1Bd9Lgg+K3ZxckqK6R5kCqYKZ3eA/8IgSrwFfkkStxy6DSebDF5WDrK2z3Z4QekeDAl66zwjiVK4ynI40YmEFGfio8XTIl+Wx/L5SI0X0sVj9huQmRKYlUk5K7qNwVtfhMKtmqkvu4nIT8jDS4jdUbBt5B3GIzf+HZMSNTYqo8IMTYOnaToC5nT1Jf44A1dwTAD56lkODApTXvKIaST1Ey3nEcVZnic9OisWO0L+O8bcookxl3tK8k6en9uxnOT0P3Lc8OndResxmkWQU/HCSHfvD3HomhcRMVEdbZ1g/8+ClK4cmfyzdFZlReDqGog/bnrcti8T22/ik7+t04RnU7LrfZt1huVGSUe3Aba9irR7n+7M+e0Z+9gVkCDabI1TAl0VF2smG1D4y9f7LDfwsEKD4Rc69z2aUU1WnMqIrtgD2WahFW4V2ASEtma7HyHKRvFRkoR732MWLzMi28VZn+k9j/hV6inZnwoTilfDa/s7EXJb8R2Ddt/VCCcW6ct/b5xFX5yMX/8cY+4h5HD8ylG7gXVm/Jm5fXN4U6iuaKtpZ/dPbDoa3yPKFgoJoTQKyT31WPYb3fk5Dhs8K2MEoMXOhQ6usZlz6hwPeL2wzVy3HarafgBaUJny1r6Dvg0zEKun7Gd8N9rNdFTXu6iDaDf3osQt+eWmNdN40xf/q0nUALyf/0jVEzKJVH3uvRp5kNNwD0PWz7umtwyLHDPM82qPtx/KmHkviGOVFv41Zw7Wk75uvkoEMYGLl9Pqs+dvV+Nei0BJZKfH3zsPs0ZIx20ZEiJfaEzx5cRFZuU36Xe4iWKU4zs0pVs+324xaS/vZn/dsz/O2JB8AS1mH3V7oz+v6T/rJ4sTAZIgb2QescEp+7/Vh/ziRYWHa65FfqUGUxqZ+ne0/fUXrEcqFaA0IxaAfRd6Y05sae5507SCSwhbfX4pjKUnV/E5NXyU/YB5Mlt9xHAX5lYIa0ORrbQlo2kgSeQ/46tvA2aSbRvp09iS/CV7NPd4mxsEK510sUrSd7WKIboY0qcBv3oPgdPuTHj/jm1/AnlHxiFb2ZY6Jo07UPQvLc+VH8qJNy2IBYzpAWW3WFtYhbmqT45cYcD08fPQ6gwlEZ8aZK7mIXFSD9DeUctr8Gmx2fwc5eu80lZ6JGdlhVQDdYOkREozMyZUHlECmRY53Xltml79DykbTy/w3btDgpJ8RSQgqMsLDaBsGzULGNzKjITxuLfzOW7+AFROcmm36NMoU2TSo+YWScTKHFGfi8NXeR3wXJXRYce1frJRvMmhPJooptRuoe61bemHKRNC4b7V25wpHSs7wIH9200//EDJaI00b8SBbHgW4UrMdioZYDB8ZIRX2SyTEPFSjJ5UV++Ufin8e8+9hYu4PLl4U8JWxLfZzVtqyFd/nyXXbwAC+GECN6Zi1c47kxARaqsOx4AuQIgkcsh3ixAZcMQp+lLnSuZoweo3wf5b8V3d/Y7Ot4kYH3CKM0mVjPXLGfPDwH3OIgxib0vc3POZ4nZ3iqbH7Fi/Nc6Xgzr8F7Qt4jVx4j4PkQiY7BujN/ZtkWqDg7antj4s3CFGseIr/L5AvG6CE07ew0HzsUS3fYqvyH/hFfeZ/Vt5EVBl0apTVfDcxAi278Fl5MlJdR+CQzBl00o+qY1wOz1PDNzGBJOyPn3AeTw1KfH+917dujCKM+FwM4P424PcObKvjacRtPhv+r6K0Q8mHQIAvtm6EZTsG3Z7LOaNgmcGDQwPX8nhDh3KJcxJwk7nnURPl6FVCToq61l/p8x0YMM2K6/KQRuGqemdetpULkWcJ6Ej3nSRqM2CEIP/0LHTjKf4jh72QUXA1OfWH7+0enI3nPsdFScFgfklBf8DVKxIgEfuaYmbW9N6HplcTkCxzFXj/knY/MhddZfhbJXfCtJMNcbKZi7Sy5+lMI3B30laUqNLg9Ngs6HrOVPcNx6cSHHlfPC99iqS9pU07xQJeXZnjtB1vNUwhn0UZakxv8HHzqM5tEPqK+RMhn2GGKPuor9WDPCInHI4/NIuxgnKuuCvQhs8jkVbF6ny/fFJsoRsyBCv82jx6IsRe45Ao7sWfFsJFPJSxxcabptNzYNHf/yQ9QEEJ0zyi5S6tHidRtvzOn4Qh9WsmOJ9PfdKBYJvCr97RNAyVPKgCMtU+RlURux0/Ypc94fsaEta34sOxK7+kBThSy93eyFkNoGSUGwhw3JCzJ37NjrLbKWge8cVk0d5Tvlkflc1NfQgLMoFIiV3FWaZVCpg6ZRa6B6gbf+zs/OjOked39j7y+ZL8iB6bRy0oSOIWPi7CnCR2GPMeadqmG8grb/Qkebs8haWFq8TqyekKdI+MSMrITQJh2N9UXErmyoUfK0OisMldgvPA6X74vVlDA3Zr+E8uPikwV/czWmZ0FsYbQ5dauQD2MQ9SNLE65mM0OP3PO66e+UAXSC1E842otq4K7Jo3GpmQ/1tg1autcwmeWaLMXxJhxzhvAtsGpL6IFz7eGB/aiqK+Hjg71hbKf63N3U8H9m/aos3Qp5WyU183dnxlcPR8bxyeg99woz7YIsepqVnljRyy8J/89seOHxvFDVDg4fsQW/kok0zbV0rLBUl3uRs/6D6e7iK+CBCKbgo4n1GVKKzfUOqLp9qnwiaRWJHf5i8iN2bmFUm2GUVQcAqTS7VDSWnCoLi7yrW/Z8Rlcx6884ev3WX6OZSfwPJy+KvYfWEitRJldrpxCSzygrJ4qF4saI0TOOiqXtC4bY8+x0SOzfQzwy02kxvZF5yaSLS9/ZC3/jdV3hLoHM2Pcjz208PIzYuFdtvczPzwxt7+xmls8CqTpwKxvoqL5OTH1ecIOkzKe7ux+NI2iPp0R4zPcC3EWsMZo1rUcNKm1h4cZ4v5GwmziXlcD9BLsCf7klr9Znw6pO6OvWZ8V7tlTfsgDPQ/wiXZ0vukKO69taIb3OeJE2in19zPBVdbsEz40fwdCJF/N5IexevjqKmjbSTCKgccbfhELCboUe+qCm6i1u+k0sbA5D7uVeqtIK78npD7qjJ//o+4j1ye+O9fXbDBOMri2gyP1pjwVeSRdGH+er95jqzf58i0+/478zwFhR0h7V6V4cU5k5SIAr9+4nVzHwUV4k+YN+omtp85RNhRdjpaiu5S5tsTCxSVxiZDgzuPSqaXH6HPRtyrXjlnmphKaqvi/Xlll5WVEhvR5qajT62JC+0L8PEu+FCmR/plu9a8Kq2vieQ6t+Cbb+g7pOo4fi6OnHIrfq3jOI0Au2HjZdvKUVnuKKEjaMa0ddvAr6yKbCOuemLNvkX9U2c7t2dMhHeSLpj6d1DYQ+7n2t4p2DpX8DJPGmbTDUOHgqVj/hBcnVfwhzH2EPtbVga4wP8JIH+8NJMop1AE/jAP8mj3Fbw0Sh12pwoth6Tof/BQkAoDrTOQdaYnKCso5SAg/fMy7j+ALkJ+irA+q8QrVaQiVvyK+4uUVvvUdWcmUtaJzRw5NwCZW/pY9kZM4KnZmVH6L4ixq93Xu8c4NuRqNuVcxXVCWKMcjWbcC2SPnkNMFvrJ7mMniXB+WUnUnCC3Ow7MHaVGchq+4Sv6RH0dcnzTH61u4ahI+IZx6MfIcvOc7aRiSeemrbniIaIBTxFKf91xamPQY6LhAtQ22+3cIXwh4e8jXbkNLzzbtAuUZgsPahph7h63c4BRIjMVz9IAtvCuyYzZTZUYpvlFVNo/RfLx4MChU2M3Ci1h2r33E9n8jBRsxilD8yIsyRflmoGcSvtqyM8ESwhHlz/IqsgTjQHkjnLHNz6F8ZkZFZpxNv4rUNYen4vgJvEBVXQeJl9N/MjBeevBmnDSbeXqzMHqFtQ8hLNfW8e+7fSCfyQY9mZEsp74tqMa9iRjCpq37oWNVnp8wl2+Sm8YZQgqRMfU3pI+Stwzmv8WzMVMUQn2NyDnUb4HKDYkuR7BxYyQpav6P1+qKsD6TW8laU9j/bST1DWSqak3SoBHsaS25Gqa1JiN6HhxXpCGetJ2giuWjiHCNMaxjhfAL5Pk8TozVKpyayx15WT1nidgtABuxk6kFiejuDbHUfWcc7vCIKXL6mZT6ErUftnNvuRreU7vBKeymDlvnA/Uqdh4GeiLZ61P0/iwaYgTqnzTiJ18SnbtU9ucuX7yRyk3xVIOJFLOyzErjFKIIZtNhpJ9vPRUp1e89AvToe04OzAifybBAvuCB/j17VdEN186GV0JkSZGsEDhj8Bd3N/qgqNMMg3zoOjvAGHiWsoq8umpKa+DKE3HlP2zzSzjhIA8K7WkX1ivqwM8n6AWdRd0ApkUyrc+n+3eocBJNkety4kW2+jESCVz6lh2eiMOneHt98EjMvEC8pCoT+Nose7tRg+5U3REHD0wqCMGOT9j8uyJVQlUrS6WRLDs8FpaK0/9tL3eL4T+qvz8fiaQ+2fOshJA8cnvKlZwdN9e/ILJ9zI//L9v5yspOERmq0MeanQxGD5BDkFiPCqhqIuzjdWRuALccsNoWzOJ0GQLySBRMJqpAkCbXL2TiUYxdZ9Iq3f2n5Ft2/G+Ysys3kRwFlFUxzYrjjRnWoPYrgiuzyGqL0oRF/sZjylqx+ilJOk5ZSBi1VcMpFB7XbRJSZJ+lpTv7Jl+5Kzr3DLkUZ98Q0CtGaf4pBjJTBaLn5uXsAfzaXaNxGeJbz8PTrdT5MC8B6fmlMAo+JFNbnnSMl7cA7bUOr26w0gxC0TLuWVIOhBeFf1og9EcJDkV9w22Rdrxan9VltvuDkIvt6AlqeK7ctuSESDoaKYOCVCMSmxfeZssfEqKc0lPiiZh/g6WaaAHaeJuiNEd7Wl9C2BgIM5zUlwSl8nEq6ahxwPdPuVzM5LHJZt5gRaTuxKqGs3oDfKXYSUlkI6N0S5ZZfp5tfY1RHz8V8kZY/1SUZkyk6q0J+e/48JF18Ktx9MTsPgYPH6G0gzH5IpZNrmmm2jzXxgofacKXuL7FJfW1dint0xYyUck/O3dE5yMDot9Ns7LIs23CqjpFCdZpukax89F/4WQr/8V0n4pjObFPxdJNoV7BAL/rSSYqANie3+1sOs/gcrCAKoieuKi3YaPyAAAgAElEQVSPZ4ekvoLWik1uvcXZoME3+hH6g9/M0hp20YZgQPeL2jPQpTDq8/Uq1JKOHYJvqnW6kN+4d6uX7pkM4Uxt45pvk1Ffv1fnpr6wuQo7pBDye/yUhmFJ4lUdcwp7/l1JZWMPj163PsyLW+T+WzVCF427aoG16shZusaTTGMh4TyHv5voz4nLC1RzCvdy1b09yRGMFQn8Knz8OQbF74ZYvcPm3mXFCVMUuYq+E0UBv9Do51L02An5rF4Sl0KA+rTsF2A5u15CIfCV/xMv9bk9RYPHhul+/m4Y/haKIW26o/WCLXug1EN98LFU6ihkCr7zHeI6Ds8sBJD8R2x+YYy0BQ6EdsedszgiXqxi2dcGe6X8jNCyflrqs79y8rvUsHik9TBxlfKG3xBbXwPYjs9gA3UficmrHFhS1pFefxPIF4Lyd6y1ybq/SsvPOEQKOzH7lmVVnErxZbsWvAfk3KQXSn2RWxDSPDF4wiwqEY8rv1bJEuv3BVVbNrtP2MbHrLhA0WtVTuUKdZ3xuXR6KhwEguVq3j175EaJQyU/VNcQn4YQtV1W26SsnjVPm/bpfG1GZ3lRByrVq8YRc4V67ry6wnZ+QLV6eUEPT1FmPT/m2F71BI1rIU0JHct8+zuoHF0EdCEMKT8l4DZcp+Qu0kAsG+lSAh5WHWhifopTbO51iXxG51aqc1dMvcJyUwJZNPo5FXm6SorfFlP2cWNHFBftjPwZu5ikn58DcpbDURrq63ts9ljRdqKbQNBUdZ1VO0Z5wShMGxlX9pcA9SVQzDxbgii+CFj18aHnWyPu7AlC/rSQ4DLWVWmB2hbf/YEfPeZHTwEhyx8g/ypyTpIvJd4LjLLGquR5uBx3f2NdZJpFFNzi+7wwJeSV7TXlOulFkEYofpAOifVsjh0x1KU8RSSeBKe5N0WOPDyzTs5MO0ZOEVSL3ggA2ER5kW1+gyIWyFVzItY/ZcV5ATwbZVN/MrvwsqbKqEiwhPwu+w/E5MuUzLNN5eNHhTpFbpyrtE/NHfhNyPsrM8HaR2z5Jl6CrN0WS7eQOgsdGKUUOFVbTZU3gux290RSpQWt9Qk/OuGrd5DUKjcmUkmnMZL6mj3qu+jL0fBea7WoglgYRX2FgFUUZt8E8SOMK6LxJlplKuhOGm4CBkzbSO4KNYK11mdQXgswlfuMflhKDiQJNp+1HcaZoRcroURmaHYOwy1NgxGSo6HZJzioWJxLyjwh/Yk4NuxSJuqG4d10O/szc/pWi5cVI6A3dvgJqdizj7tvvoGE02PBN5wQqA5lUd3S9R/l2yGwjLXcFRQM3R3OceR3KXNpu1v/P3Hv/R3Hca3t6ocKkxMmzyBHEhgAzEQYAKSoZNkKluSkwKh4bMlHcpQsiyIJAgTle++ffGvv6lBhVwM6Z33rW6sX1kxPd3VVdc1gP/3uUFVGan7+dbH2Efxb3bgn1X/T8pzIFTAaUFnnRV6ouo24smdwA7kv7xAaqfIZhJYngcqhtTqJZHatvAxmmzDoy0e+idDVbc3QeeFAXcNmP3djxgZHwlQrDq+Upl8WB0d8/BzzWz7HGgmPZP8S3A6gCwXkp8Ke9alBd2aWFHKzSM87MpH7GgrYVLfzykCfPpAXPuWrH4grmKFu/2lJ9VwZEzO3ZL4igypf/CLXFhDD1pKddb77nUR3IwiVOfcmGHyFhiggwsHA22fAubNTn68cph+Br2a5Ba5c6nWpyqG2eAuSu1z5EmqIQcaFR/zi56w6K7XParFpt9k2sYoCPOe1jppLS95FfxN3SjDF+pDJs4+lCJR519kUlb6FQEXcSuTWzdjJot72wEUN9TF1O9jELLv2LYoYMF5QdMutXAEN8dPx1drwgKbAoh2wIJvrfPufaOI/UtYtX78LqTuK9QKkl+hF9nHSN6sEvD2WYk/k+/oe8dq0XHpbjD7hiv3W77GVX/MKRl2WhrIYZ1tRl67P4uxtKxOZDbcg10txgDer7cb1uTFvPiM5x3TjAL+ulkNZGQsVKCO7Osmby7y1ypvneWNFVGeiTDMpKDoX8rfQfusA5va5553uXiJO1Wi+DV6dIlJ/ohJzXJOhDYq6iELy+KCoyHwA6VvU/Fz/m1ppTH2t9k74+h1ZmZTR/PT18wJwd198Q577PYfS7SfwC3PwnJ97L1/qSFy0spIkU+knl87UNslO9pl1gPsWX2hv0ilYYNUBn9wF+XF8Ig/wsdfCryAfabENiAWup1BxhEEl90kGGWi6WD0P1gbM56U/M0VcB8f85pG89EdeXcxXOjnVvgK8MQp9++j+enAstDPF/C1MwNuREeViLfjqNG9vih5qfZ2rvLWselUY7PH19+Gpyvq93NodcKYtq5Z70G1ER946j0IihBfCU5g9TKl66U/qGwFLF+REkt7NebBmkrl7/gcg938E0cku+dlcsmSQbD6khKBQs65ZFtmXpxi+p2+Bp/tnOFGG+DMlAWYZx+kYMwz90Kz68xOY55hGaH3DIeRTZiY0XYFT6v5hHrH8jAYdeCbvWtbpMuTfmE5UJu3TmEre8fBtypjeusdIIdqJ19UpI6K+Yj/jeP8ZzRlHRCTXDVCfg+t1EyDtWfXXUp3n6oEZSL531A11v6dWZ8IDNHtVhbAlyO8StS9ydaH+0yibae02lNU69x6fWOS5EpBGvmJU8EvvQka3oy2fOHaS7ETvZ/YBYY3OOoURaBfEQmbjWcpdkGnGVxrpdgiNMe82mxH1x93DalEel3xVLr4jdDI3ZXPvYZrvvady9ibci5JCkWoUcpbmeknoztcYCagLsBwZE+gf2YwTiipaUKZ8k1XacuYWh+Jpt/nFL+X4R7RRjsT4IZt9JQrSc6kvviJmkYkaVNDbvyav/R0kJjB0DvnSrzXMYDIYAtvOTHdZiEhTXzESGAHqikjj2h+1OgTE3Xmi7gjbP5Kg+J3LFbUg6ahtLvlQXNQNgI3JNp0oM0QJayG01lDxuw6P9jvrUdmAInUi3QFHUUzkvnbkDxldsS+KHdHalFe+gWzyoDY8FeoW12eQkcxu+ylPPNyNqk00RCkqiiiaq/zql7Fd+wTcyxtLyn4FE7Y8CCClPcAEcdXdAaLr8Pq0XHhHrN9n67fF+l0x/zqvLcC1QMoDeMAIK3XYAu9fgkwYfbVdZhNLqfhm8E+YghwEsrFK14sDQx/HXo6BvDKUijAnliAQUXWgir6LpY51LeoFK9NXz8RCn057oSPtghAh6nP606MudApQMdcEB6lQoAIsKor92qx7SVz9C0TujQ9B3Tr3O454zCqYdVZfrncZEgWvfQSRwIpVdn+Uu4/E0puiNhMvm148rmTq+k6XTtuC1Idz1UcHXdXsdJzCB5lzckdch8w08It9cMRUl6JzBwKUrgErDZleGKhhYsewtANI31/BWeBp+VhufI5ZjpAV534hdx8C9R1gKikY7yOIJJzdh+cIFYhhY5qHdXBja1V2L/HuBfAonliBJTcci9UPxeg2W7/LV98XatmrDkN8INS9EOWBXHyb7fwb/8scYWaaJ+p3m28+gKch4CZt3uJ+slpiqdYlalYyJ8oU90Lz3w9Pu3uAca3sdtwthP0vBOwk8gl6SAEgywmYjdBGmH8VHR4TaO1MNivJor5kkQkYWeZyNplkdomkyrrfH7L9gNOgSzKn9o1R8+Bdxb19HvWFthDnO2zsP1lwiDqjb1lXDEx1zZznzAUTVMnIZU/d0OAs+RCFI6pT3TBPcXjDkg2dS8eBZPa0x8smE4rcxZZ5i7PEQ/KxSGC6QqvaXBXeRzT1JUpjeFDWAVq+q0YzXJiQhS6bvQneXPCA8COhwK86K0VZioIoTIjcBKYAVacouqjK6LW7/KIXeRf5mK2SnQHPQvF47ttMPvSlP0eLA8yDfJjRa+gz81oze+VphilixYk6fcWP1v2YuSd2eRVqf+eq2H+ksAcSGEAQyxMGaeJ+Cflv8i0GCm0V/tWlOh5JfRlSHpG4heUdh8yE8Yg9cUEFzAcDgNQUsy/yjXv8/Efg6jl+hLWnnrHd7/n0S7i0OngweA8SvSoBiEq04/OdVbH9vRwfi71HbPyYLb0lCm2hRl1o6+oRXGs7P5P6jNQvWdSXBgTCGHFoyYxpN05lWVYX5KWvmLLtFJmPH4kLnxcqk1HJhzJmdgHRrJMrtC1KCW82NVHUl3BOqQXeWa0NAdXbr4gBpnCoDCIiLcb8FtT9aF9Tg/301gZdotAGT8uJ9dwl8EODZA97x1KBPQT8DPKFAVJNB4XfQUjlM5rtpqNAEBKtc/zqP7SUzXaxNLyyRwsYZAjqDd5roLUmhPmVm67vazGdvchbstgHd8qld+T6fUj+sf4hB9VlJgeum01w8kQqgJZrc4qc872LTLHf4KqAPCud2EI1OaeVQX0G0pjyV+KxieCH9j0r60aGvD4nmkh9tVkowlFCUIkYgKC+gJiWRWVUV9OzfFJlNFuecTvd+GbWi779kZ4lfAvz0GcKNq7/DUo7jg/FnloSt1l1DrM7NmV5qH5DwJOzvSrmXxUrvxW7D9EV4hG/qRDx91hlBIq8g24MKXwGOr1nNpR6O32ByOGHvgGTUeOiBIqfGN7gu/8WB4/VrxZ4Zyy8jrlbBjmIyx3G1KeHDCiI1DcANXhiVLjwALwkDrC0yaUvWH1J/efNqUvMvcbUb+n4IcRL7x3DgzDgwydi9lUJyNcXBWTISh+SGykUnDgHyNdewzRgyyDoDXfl6B5bu8dGH4rV37H2JQFFBVvYN3iGpXiVX/pMXPmz3P6HVHO+94TfOJIbn2FanQH82lS01jrE9ax9KV2gijDPSKBKQVo2dff9FUKvKKL2yf+K+gjLzzb+6jxsu7sGetD4PpMFyWyj1tYTfDsyi4LMCwWIom6bjPXTuhcS9041N0klirjE/5Ss6COd+8XoO+ioT850We38fCDP1pqsW+ZNrLPfQQW3WeeeZgpTxGxTxQaTY7KFLPOKdWqAfjesRrwF6QCkuyy9rxgNqzx+khKgPnr5ee6L/mH+MJ3JJE/JuLPkWXXvLznn5jHBb0TgyQvulwhpOUjuIlY/5OuY32X1t/DYT/3fklUEuapO5onz2QqtZJav+ahGUZ8t2eXJMD+ftZKAvYbZGgVjPgoGnS1Jr9GEFX0WDTfoUF8auReQ/mL1LzchosYnwPFp9UOsYH4Ezj/jp8osBsen6QNls7ICZFgF6o6pz3HvzKzM7tfBi2W9APV5m4ltmHkf6pu3IMJqWoHfA8zqqTjhiYQSW8e58WMx9xLUcoByfzp8MRUSE6AC6isBQsAD7P4lvvWdBOpTts5jvvQrcGSCkEJlzKHI6UBdoWnym42CaTJPKiCQoL4gOha6ogDpdtBjcCAvfAFF6vcP8+oeXflSTKxA7j6dlSQKFfMj33wAM7mLUMnS6u0RPnUjvbGzwXu7fHBNQFbPc2DpFlASLKX1313cciHTp774SI1AhW6+jCWqOxfQ++6pULcSkrt8CPZluavrW6ADW8uUE41ukxCIV4GJ6ufaI3H1GwjTAvP9CV+/K6ozQtvEWjQD91qsxF0yPWaTmoeWhqnd/KCU2eIb4DW6eg8SkC69DtXtAYz7vNpDHsBago1zkaPs8DrUV6gvxiSDbWoaSbU4E7cc9OrRol/ytqSpDxeGmjfFe7V5qI1WnbLlL0dDy5DaQtfKgMaeyXhOz89AfSY9/gyD+zQjPsGniLWEukGdy/L630HgwvIhbPW9nM6BWcZwODgLU9ouvMpW3xc7jwW4ej4FoWzpV7I6y8BTt4WulS1cxpP2pfuBt/+7TWcTrfTlYEds/QvrsKslfSQW3gSsqvRkWW0dGQ9WRqwL5fIA7QrouQ2lMk8wbPgxu/AJq8/hV6zL5n4Bz/50Kb9dBcOPIKfUzvds+oBVBwyQrINUht/Z6gzk/WqNQPdrroKwXJ3iwzFfuyPX7rD12/L8++AZDiIq6vmVoSz2BZT1m5LtTX7tGxAVd5/k9kHxk5VpjAPE5DqFQYx/g0yyoqf09ANoliNkPedIRj1QCPnumi2/EDLIbHnnVLogDV/SJqPBwEkPKIINhszc0KVDO7Mty1BvM+z+bBgImbnk/NTNMg/e/NOjs5GGnI0QjZx6p87Yjj8bViPZ9j2FPdbmKUjE3XFYiJpnfyNvN7nSsrfg4qRo0x9F9tqml2JmPzO6TbWZJmvxvwuh0+lVRD4wEsSR9Gx4yzjd/O+Ch75Zs0Q9jYKPJFBfFamjyWdegbI/ymbaeCCW35HKTMnVJKTxbPJcVebLcApEoPl3Cv/mTe6ymIrlQ+gVYZVwfTUTWcyExiw+pPYnf52MnQmeEe6aIRq0r9XwPCqdvKBZkOmE/0HtcsVFymrJlWV1KjfzEr/wQFz4gm8/hH/2atv5Xky/DDGWpQmouGjkaLGzeiZV0e0qeUQCT1/08wP82p5TqHl8G1gOoraaYBDMvCTUylm9Iy79CbLR7D1le0ds9yGfe01K7TM5QXiNFjEvaCliMMCqwRW+8x0fn6Dg+ZAt/ArSq+R7WL6vHZ1O5HEJ1GCI6vhZH4kSfZbpTRpV/4s62RRFdXfaUv0t9ITihEufgfMtpEN4JjY/FvVZrEveRmLRXoUZoNX13p4iCWrqg4ztUGthCDkhB9ejLA4QtKPAr4kZAqMqEazYCaST8d96ih9UDuwINUy4Vls2FzgEbT4D01NZtGt3pQIYkOAmQegoh3KukHAbvYaBFCFtjLjyNZZDfCLGx2L9vqj2o9SjxUGUeaLYlR67+pMZpb1Ri7A2J5bekqNPwRVw446c+wUU9YYQMl3hvRd1uLEgupdhAodbcrAFih+G2wlNmOX4yKC5H8A859M08Yw2+gdgiIOQolh0aGhHPmKFAI+GPfu6Gd6h/hCsncLaaRnKJqGZLnxGghbScO/blEW2CZeT4KXZ5t0Nfu1v6psFT1UU7azelbWFuD9QZUSUerK1of5J8XPvsu3vQAHbO4IKeOd/z9T3Aj0YseB7R5a6dmcyutcP7+/zsumv6ESgwescXBFGIYf7fOcHdMuHfDNy6ddwAMTIDY1kM/rWDDUBqnULAbqNZX7hK7GH6UAVN174XEycAy9NNaKF1zk+YNLlAdWXhe09FeN/89lXsbxhD0L1ohyhXSjm3lgWzXO8ucIb52GRl1tickuu3hXrUNZSrP5Bdi7kStNwaTVLQH19WYFCfLmJVXHpS3FwJMdHkLz3wmeQ6hbCU9s86vCAmrHgIgnMtn9WKPaSDs+zwc8n+b6Ngv6dhdcvJOZUAEX+B1uGGZrdpnVAhkNgoMM15/RAlyyj02/nVNEv0PIZpyXDQnUM2eABZ/jIOubssiRp8f+c08/Sfj0ZJiW9Zk9OzRlUQHgkB56NgsS1MpZfaPOlVH912X6bde9vxuODutmIN+rQZBKTEL4vZ2kku1lnFBnwbCFrSMIVge9pgPHI/pNff3MrsdwEE2WpLqcAb+5lKPiz9qEY3WFr7/PabC5XkVGFd6zdVygTbZrimxvU1/DJKuST6eXePNXD022cGU3FrWUwmN8rR0U8VeKjFb9wzYYE/CK3TAHNtnSaFhT9WlxWwLNR1sTUTVBCoL4TVO9F8GuINK4v0feSy2lUayfsZ3tywmaSIXJUK6mHHr9um9TnQGCySZ3Ms9DDbmMJu5lbfFPZFh+Ja98Aqd54ynefQyWoudcwTA6SdoqkqWIr0u50sxGhdWGl9S+I7W+hPh46i8qlt0AwrAxEPr464bGZ7cNJ7w/IgMYx8XzC3QFW6WlnVFASLv9Rjh9BOYeDI375c1lfEFDEWW0QF/fziI50uSTgsBP5uFa6YPv2t4TaoFrXOpYraKZXLCaZV9LMKH7LvjQntJNnOXEuBVYRrfN8619y97m6p7m9E772gcRyZALuVwbfWhpjekwZM7uUpiAhbWuNb/1D7umUEs/E6GMJxm4dUnoWYgdIu+eBMEKd8RWzetam+fLbYnQbJI6Nj9nCL0UV0rpAJJXO3VJGsq0vMEjrgvUw+tfExBKWxADQRfBzUlmSWh/NXWlx88hHtJMIiagLDbXRH2Y8a48ZTZcZ9RcS/VxGDeuBGVZ7xnbK8a4rIHE6dgzE2EEu34OA1evfyL0TAD+FOgpUIO8lSFsYzDYJj706o8LMy/z8b/nOQwyoe8J3H4nl36p2cjC3mGG4Mojzx2RtnljUD7kFkhAS6WzqzkIsXE8Ot9BH/ZnYOYSY1aU3RaUnSz1ALPUpFn6IytNhFlC9JCClTWOaX/la6icgN//DNr9g9elIW5t7FR5+wS/hUX7vUMB4j8TuoZzcM8EGixZ2IcFMfV40zkFkfmNO1malwsLpsVxTX4ePsDbvXdHd1H7RstoXsZ8tlMpojXLX/6Z9TcH1enQ/B0qgVoZNtvcn4dQ1E1paFiuaM+/dBeISVHbQjA6kb18IW2whkeFUI/LUs85kL4ac/SIb8RTqCyX2MA+rk+14pqcLQj/TIKa3jEY8azXIn4G75jRydqAir/iz7qDRARm6QSEiDfFw/NaIOYzByUXH8EyS7WdNJie8KE+dh4y6HRmTdpZHIda8ZV/l51PfKYB9thnwH2qcOlKbM4Nxm86QSfQlmvXcfTOmtwLUpxgDUK0GTlCzt8T6XVD81j/my++Aq2euIaLCfZj807kclJvzXS5dQqNybDYc6GIBBgsDJIGONvU1DDXMxzNS66sbtSJOUe0y8c/SFQ2BsaFpLQ3Gy2twamjuErmWhHJwHZlv8plbuV0IrOJ7P4qdh3L6BlKW43s5YWt9QfDzNq3m+VDXNjTDdLMYMldDt8OG1FfPo/Izd0uu3wGl5dLXbO+R2H2ies52Hou51wR0W9fxi/mqEEtt+gWIfhPKLs9DOYdrULt59wjAD9I2/ApC+0rZpEeWYfjZ2Vz8t5h/Ut2RJkTuFepQraHY540VfvEzefAck5ce8Qv/pcCP62g3TQ5nCOoLU597LktcPTXklCdlZwTJXXq6nMMGgp/20mzHfBiivgzUxLfFVlT2Gj6aAt2vPeKXv8Yy64fgeLxxH/wVy33zXJv6XM/S9Bg1k5gpVGc9Ec3z8spXcv8523vCFP6t3eH1JQWTOfAFjQnNUg59AbPDdcLMItZ8r/R4fYYtvs1H99jmbWW8qrUHkosuoQbyhc4n2ea1eda9ouYQKp71r0AaDKRZjc2BrJU9h5o02pllDAgkK0XFAzVP4ryFSNI0VV3q87kuM68mTX1hZP251OdLN8SnYe3FvCII1FjcXOFHn3Uu82t/hVIu+0+husDoI5CXy9pjFvOglCdFZ01O3cwvvct3H2LYG5S2y628C+Gduhy5QX0Z7Mdi0gtA4Gkzo3AU7kJP6OLparkqGNv6N9eReLtP+Pwb6C3ZhS8ssFaUgiV+pNJHYBtCnGfrHL/0hRq1UENWxHjhczmxIitTojiAQu3AwEf8xjO2j67v6vXOd2zuFXD5hsb7XDtkaqmzPisai5DQCNyJpyGidbiL6vcDPvpYrv5BrXasKAhPH7DbGv+G8Jt25UuOVTQgucv6J7yxJMqTkJMGe07xcFAvNW/9aflUT6U+4nQqBwzZskd9iTpBcUJqyXmSRZ0RYVTpR2e0ZY1LhyxC32rMMPuCos1ptrjRk8w0iT/Hsvc2eUrjZMtGdengAJPJ9Mn5zN0zYexnUR898x710QgRplPnRKcIXhB0wxLxqQvyjB+5bx1cyaSXbM6kt1CdgGTsmc9HznI3iVsT0BLdaafTbNID98YVdnW2Sd79vpM/WT/3rpkvlNXOZFmot/kKl3Vw21Nct/AqHz2Aig6ju4WVX7PaHOQRUTeiYLSTJ8rxObIYszHMhrfUvTMgvtUDO2nSow7OYDaa+qLe5s2aE9ktnO7VySjqM2hNEQVKfBFwYkWNCnwqyi2Za/LpnQKUQQebG+Kgpm9JF94mKEWu7aOah3xt/0SWd48kqQ+Prws9BMChtsi3IdfozCts8wFf/0hu/JnfOGI3DiHj5fiQT49ZpPUZfpiFhP06eGmNfx2ppqK7mdt5iFnaj3J7z3ILb2LakozELbGj5s9O70lTX9qOGmYUkKadDzsopnV4ZUZe1kbSIbizXv0vVpstKPMlH8We2YUNXOSjGCmQhBOC2VooZ/ViIa7DKn2p7OPJHWXDid5VBopfH+5LqYUFrLteTpezCI9RnB6YR7p0e3kCchXm+6K1yq//g++d5HcPIevD2u18rhvpFWeVNOGwXGmGlRqs2GZQ8Bp9g1trYudvam0zXOGl83d4ra8WAJQm0/GKruOopyti0hf1ZYkS0qhe1Sblyju58x8pyxVUjuU3ZHmyUNQuqW1UWhQ/NEV9joPcd50PdkT/MlT/wxoMsuQwmANaKUfZ1GfRVFrLQX+qcR3UTqO4n27kFB5zES4hUk+NPBXw3E+9sntB7zsiUKqUbXOTNropcjpbF6NGO+DoO7HMtv7JFDjtH0NBF6gdghUF4N711AZqcGtZ/RLylbfF7o98/CNXf2/8xJffQ/JvQbXGxEWTdgskMC+SJV2RMANr20hEXcy1O50rdnJFXc7hB3Q9xdjshdcR9iYxJ8qQoSgndd0/oNwe5k0Z5BT4KU678id28ye+qwDvhF/8DIpP1mdg1HOvifGjws6PWOICEzur/wU7T/jMLXgmpZ9WVAZRNCO8mJG1eVafZTClkJ2lNHkjt3ZP/UPPj+4BAbZG4Dtdjf02S7Nq0nLV2dzEKr/2d37wTPU/t38oNx4I8GKdTMDsVO5KbnSi7oZk3rOIdaZW7O+kjsx6BvHzqI+7B9RDBp+Rj/FUYYGkPiIEiHzMT1l+lt5i2I4hHcnpSdCEJVmCZTWIB0j7GIP6yAln3gueI9Or/O+30K05HdfJTv7f3s7Sq1OHFpqc0ybEgvl6KCXMaa0R3YtWOIWR5rfmZ/JP2kLGuLI1WJPKfpa26ZObPwOefrhbfeUAACAASURBVBtNqXeLrW9i5pOj7GmvcesBFvyV6m+pxWZuckyGzjbuspX3oKRyrsLztUjry6M7aAFVvjD1BcQ0z7Uy71Rvd16EmNBExwZ1fMj9Migbeq6nRAt2sfUU9sIFG1zfzlC1PSpBSwtKCEwfwDNg8IU75rsP1T97bArSWgIg0f6ZJqeRuh8tBhrU16bgkDxxIkrUmQNI4DOv8tFdtvahvPw123sM1tvesdx7JOZewZCzFgTI5aOgPsvfEhrBjIugBfXFYFtsfQdP/cHQeSQWfgkPyDWNgB41YXNgmorzLJX9jK1DCoNAJsUkuaVJZT2dLRMsy/qyvPAZG2PBq4MjsfkxPC+Hc1HegRIXOjFJmwS/s0iCTgqT9Hg1CdUZ3t6Q/SuYkXILFD9l5AH4tbGTgQbLGWxp7yxicJ0aKTgo9nIdTMECNb4ew7Z+h9fnOfiFtjHmsKVTmPKS145NhszujCJq2VoXV/4bq0VD9CDUmK4vYI6W5LDoLmANhnbYm1TDDDJ5fUUuvgUOC6M7YuNDPvc6ZApVLZQGSMUYDQgeoctQFaCHBdz7Vzlk9dQ6TCcS90pRzslw4pYMVS2FuiQpqF8kPeyxSR9wWnKXHrUz3S8IG500lPse9dkm9Wn+kwFC0G994aiPotMg8oHsXc5f+yfGsz0DxW/tD6I2jyAN1IS5TOBJhJzcF8u/lTv/Bn0MhLJDvvIOlHAsDkWkrXVi/M5QhHomdWAOIYsWwr6p7ib0ylHgt/0vBg/pDtn+c7H4BgfFrx9VWymjKB3PIUTolfqioq7bz7VG7PKfmBqIrqmw+YlonFNtSjXkxTegNSgbc4gVfR5DKOD2v+X0S7w6hSlMsSRD9EBhqH4KWGWKQYJTnFL1YmrMVz8SkKb7rlx7X80wyIwV7XSq+jCQ4EY7EOon5eKfJBbSAHl/4xOMrtQBij2oOgjtD7gHySTdZah8VJH3IPWdttN1zaVqLcbUR5lKMWNYNeLqlJnlGnC+MRrjX52yz0yY8W3KOg+CZch2rDuXDtnWZO27ZLwZF/U1tNDAPRua0Lio/lt3ITV8iXwtXv/tGQgDdsgy9rtaN09k1CR4hrs1LhLOSeL1l4e/xogponnAX2n2spHEWMguZd9TcnTewS6uU2fRAqC/3sKIFUS7DCqLv5tOf0599uFqg/bdcde5eePIUccr3Blv0hTdILUkrDkPfE38OXG/R3BMXh1TBdt65mW+8bFcfV8o4+n8H1hlGsv31SAUraj+ljGyyxfNGjYyZcGVGYBH1d9rOGeRpdi9A1wko4qnk7Jhw7tQFsIx4iP3gHBFeNPJk669zqICCQ2pbOvJG0A+EOBxqMwgOXkLPso3fTAL6HJZe5iLiNmtuaJiIloKlOlg5UzfAj/AtY/4la90kgB48j1+yGdvwaxCeYMkos/wxiwhg5V0gygA9i/y3X/L3SNI9D9+KhbfRBLoARwWm1C98DSnTQ8CrcNYRH3GAckAdUKU5K/JQmVdqqEjiw1eX8xd/EKNToyfsIPn/NKXsjqtQCin7Dkt7BTDAOZT0Nm3MtY9VwZN5wJXeNxHzaqzCXpCsRWlvsyq3u7CmPE21tOKHUypAhogpMBRjN1c41f/moNcO6A2QLLf2oxU5my+AwckUuHpF0omE4MJqy3WPM+2/4Gpa58K1b5aPOWGiCMMMZ9nC0zqYl/oXKmUXsoSpgXzug11GpbfERuf5tc+Ad/RxV/ky1MQwlRAkC5htWt1WGOB9y/L4TXW32b965jHQnt46uoLfaaT9FBgdlqIHYmCBBn6J54twWaKjmfe0ET2Yt7CRvPPhTpTLTy7KW/n4Sj1ZKErWyN+7a9SF5TbeyQ37kKMX3GA6SV12cMeay6z4R7kbt39gWOcLR8/4yu/5dV+CrdFTDxbcsHPdykMR/QFYc+JWmRxsF9usAcpRvew7CpU33kDhLjSUCOogGXcj++ILjXRkdUO14ofuHoe64KW4tJ/8YkFWQZVXM6/JnS2lf1Dqcu47+Pv6uwtUWoKKHHRhcIMpThTKCIffhcG0TJW4De6n8fCvODI01kXIIoORaUfJe3UfWitqpkXL57Ar+6Nx3LjAQReVqfAiVqNQp1SzZgl34/XlE/P6Cbq76ThkBQDubGWmNu3/gsBo5bmMccUxtc0FVAN+oajYz4SwgizP0qtdhm6XN3vpG/hafHEBxjfyA7b9AQaZVJfllFOXsiZOm90bh+SmXEsaW69DqqdtsVsGs3OGF2k8W13f2bsNROkPnMqyCk1rXnmHu8rfj4VO41kTLW1kxxCaAU6k0C+tW+HhabOa1Pr85HJ+waRq5f4ZpFz7jOqP17uNhgsO8G9DpAtmNelvo/uR959J74OzkQxbyz2RDlan/6oAS6dCjymX8xBzZ/bYuNObuU3or4icwWdxoPlGxB4ps7Sih+h1KV+ng4EkqX2zMp4ZDKVQFn29LpJHXYTsYzi6X6bQXSMQTTDw/NU6kuFwSiWLw+biXy27tek2K8F9RLVVBfqYnoPysTtKrqAHAZCMXmxHleWc/OynAH/3OC98GFZ+Bfvb0JpRy3WqSWhjIPZ1zh4CN+Tl/4IWT33wdWTjR+LmZcEpuY38rgY7Bf5f8KgoNZfviaGWxzr+GHR8Gd8+S3MCoM0Up4IK3hnEvqIUn4R8rWDvFSMcIsVMO1hoS2rc5D1Tplou6D4yYufiYnzOXXHNY0UTkWvszOhAU5R/B7E+In2Oh9sYUGC66yzAaZnsWWc0s3EP1+Fc7J6AmWJYkuWgQNlZyS3voUsOwfHfPcQsrZi5WhdD93puZEthozHg02Wezks58ggxg8CuqB62PgQwK8+LTX86zBF8OGciMoSJu1TbKPjBuGw+pJY+rUY3edQwP0TMfcqrw1BDwGuwD7r0EFFer1rMIFDTI4KyV10fXCUQK0wPFfHO80/s+e9JkjPz7rpt+xnczlbwT3CFs/OdBIouXZK/N5p1n/aiINbJApGil/3stz6J2a0groC4vwfQLAF9ptAqXYSypq3VvjkWCy/CwXc4TAMBl5+GzOsdISOeYsqpGfBZ5yzhJ6Q0CR4uWrUTwrW01OXntxlW99pFpUHz/jiW1x3vjpklUm4VlQRAQgNpGD4igHuivZ5fhWSu0hM5SU3PhUTy6IyAMl94XWJEhzy5DHIfXuPwPtj+ga4a1ZBsrPVS/26E6dj6Us1V2vvQ4GTdQV+v2HdC7Guq74U2pOzC5lvWxv86p9ze4/F7jN1rfzaffUdkZitFPCymEwmHTtHT6MOqT2F60KnZ3+aXcjhbB6etrjk20xBW8o31zzTmTjFN15j640yB22FJ7CR6lbdMTdJciBNXt+gpIbmIkqoh8y7aPhgQr30X3BDnqXM5br34pRJ82+ov5Emvv+p/daiteyrkx1wbkTGYJ3O6Knm1HUpQiDWSTaCUuRAdr7uryKnTWvs6EF66mq37oIF/+YB7sMap4fGoOj5D3w1CEHV6x5N4OQy/h98j5z76AyceafYI7V08viwJss1WL7Kil028xLbuKPMd0ilvfIOr87LfDWP1duAZ3I10ivSEfE0QRmenA0P9iylLnntp3jxqM8PqJuwuYuUCklx0kVHRuh11oWYe0XH/9Pkw4T6mjb1ESqfSX3qLoDJm6/JwoBP3hIK/PZO8J/9j3zqpohztzAP9k6L6yND+9q+syiU7Y42Fy/dt+Umpj+BIgey1OYzLyrbXYzusit/hvQAB88UvMnxYzbzmoJYhgUSbCGuyzTyQWF0gEAs1tfhg8t85yGkTlHG0/hHsfi2xKhCFh1Pe3ga9dnbDuaFXUDbqUtn0WEVXT1PXVH7aKlGegzpIqfAoLHMr/wRI3lAmpAXPhWNJcXAucjT0mohquwXbT3vKtanzNpvHww5MLpwXxR3ddbFYEv0r4GborLktDcjuJhGR6b9py7HrI968WukSl1Dr6zTabTAl2xingGeHWNuiSNw9axN5os6eanVf2aNSPe/Z3cA0B09SPtqzUC+0OvfCAjo+gk4H9PGsHIDPJmLsTaSdi9BGqpWAcQ7QdJ81pjPr/yGj+6K0Uds4wEUcFc8UGoLLfQBrCIS1OZE/wog32CbT15njUVIGol5WaNqhEEdz3zr4lymoJdBfVnHZCbzPMXyDtjEpJxFGtDWiwAcWh6kgcppTgv2VtH3FEuZt7Gcg4KcG+hzuP5AVKckngvZlXRKksayGGzn5n/Bd77lOop475ife09WpguKZNTPSFq+LzQJWVxhD9MavhdvNmDlToR/lWk2uQs5XfafQ5d2H6m1J6B6ewtTpPRhmArS0BscF5sOsQNMFbUpfuFPUhHXDSxNcfFPrLGQg0ILU3zhNanahBIRz+DbB3+f8p1H8BCwjGGrJX8ZoIJXGkaunsNtcPXcuAcC+Ogj2bkoQEiHRKkCjoGcOuDR3VoXl79SHRCQYvdIbnzCa9OiFEK1s1Kft9j6GVAdWldh6vPbd/v2ArNMN0cocyxa6wE/T4U4wvQMnWiaaGFjznr07pmkoSu6HQiZqr6pbdrBzGvQ6bMJM94xBFWSxivJNgFr3r8vpLmsm3K1NQeEsqnP6ap3pyztzuyMc1b2oMjZcJgwNF3UbBPHMPf0OjlwexS+jkoqVPTd8e8yORD7xFPWRjZNef20F4bnxeoPPHC7/clxpcizNBvobcbbDHKuh460L1T3VhExM05T5GEs32ACLyRLTOt4c7+AAu6b99U/3dz53/HaooS4vgms01BjDjUh2tl41uBxUQe/cJ/n7akZyT7RwjPLg9SQ8hzosrxPKVwkNEZeTC6RQX2WihhARAfe3KybDvUxe0tQMKogV+giYOORMzfE1kNFF2Ifgl7E1IsQNnYmqCN0PK9Ug0l9KToaexLMc85tAn4UkWxh+G2I3Cu3wfto82M+usMufQ0uSQfH+Ij6CZt5FYCkYBNa9CihCWXxIHnJBMNcjvl8kw+vy63v5e6hAKem/4iVN+EBuYV5brF1O8bPzNFCUF90pEEULCW0BLd6US5NsFTApxFsbkz3Dw/4qzP84h/F/hMAv4Of+MXPWeMc1qZrJajDPPTy91AEmPbB6F5HB0DGAWN91h4xoL4toay61ogry7LQY4VY6zPQzoMxZ6eNVVHxd0hPwiC9CsQOsc6Ig0MmppI/OJKjO5DtM8ixJrUmjeMLnRenPAEBTngVpnp+/W9MZ0Y9OAZUayygDNKGb0FpoLOnsLKVRsVLm9kGXUILoSUUhZZ/w9Y+ZBu3Ff6BQ2BtXo8IHjREBncHKrYD+F0F9ute4Y1lpmOZSnHJdQu0ehRrWYedXZ3zS6jH7feSPWSbLKxykEkRbVDJoj4qqYkT55YKd8w9wErmEaAs0tBP3nagAB1QSod3ruSvfQucoyvaqX9A1SlwiSxPgdcA5ubhzbVCf1Msvcm3v4cfxvGh2HsmV97mNWwEUSrgMRhNwpn1T3qG4z0oGELwWx9Kz6t1rr6SW99JLVcePBeLb0MWqEInvq6ugd5F4Rp7FdX26MrGEr/8J7GPGbxuHCJ0TckSrGex+EZu9wds8AT0dvD5f8wUVU4dpGlCzZGCiKcLfvZldVpdSEzt8dUP5Br8MsvV91n7giz2YmdmcPUUFQgUlO01efVbDCt4BJ3fuC+rczqNavgOptNFrg0f5wLZODNE4/gq9C0zQZSiPtv6cQ1KJ+yHhJbEsHZ4INMuJHDOzLlCWcCuTWmf4m8ZmpJv2qYd9oZGIBwzLEvmXjHDxLSO9PHAs7bTufU7bM6z37LBpTSChq+VYcQHbWjnpjOi/QCJSTfnjTEnhMemuXK8O0iSALn8iMkMH0ne0Lo38+FLENJ03aQyniM8lo2pJpxCM78U0UXP8PUxF3lWNRS95v3F4xwWWDP0Ig91yXnok9lzd/F7r7Oev5CTHB9fZdFf+BSKlalt7pYc3ePrd9nGXb7yrqgtSDXJpTrPo9wHQNLgxRpY6uptvs5t4c5GrJT3MjAs0foCzp91UmQzoMsPGqw5LGq/duPxeJp5hfDtZPZFTVfSuLWmH8sX41yTWW9d6kvYD/9CllRssIUiGFbGGz9k+8ew7TxkszdZscmKDZFrY4N9l9zyhPQXyswZchNlccU/HwgB8OASTexwCzvTjoQ4ZdNM3WQb98T6HXHpS6asB8C2E7H3UMy9xI18oayE1FfEFgod/DuBHpJQG1AhpRhcFbs/iPExU1i1+wjsJ4DhpHuNqJydjXzuVki1vhQ1YU8bffm6jKAjW2rTkYfK4Cii8a0OK/TBpVBRRGMRkrvA43lwixIXP5EQ9qYVLW3YtRmkiExTU9rXImQ3R+VLkQmdD3kxysKi+g/1CbqbfLAl+5d47zpvb2J9sxZcWg+NHmDPG6bdpWLqIwopWNF2hALQnQv5y1/pwhWY5/19yBRfAQWG6WQVAKV9Z6T4ImVgXCS4H7AcMrsAB3ZG7MrXECR58FRZ8HJ0F3IIg2NnH9J4aO9NGH4vLojXYXG2lQQIkf0iLlJ2NuTnXHkTXD0V9a2/L+deZ5Up1PH6WE8irszeWODdy2IItRD54CqDcg5RU9ziro6ft9PogIN/KciRTps20VltxsiXVJJI23GozxZMPEfK2LmOzI1BIF9Z8zndJpm0wwQhqldWN7xLWzzpomxlwLob7Pq3cv9YURDbe5If3Wb1eZyfDrpNAiLyiWU+uJKb/6Xc+h4fih2p7yBb/Y1aPMBgJc0qHVnC0nYgylm07CAEpeM5pEdKmhgIWkZ3ANAqscr55E3FovAwSC3m8WOoJ1luqcNyRXSqhP7EKwRSDfUiGlR/W+v5zQeQu2X/GTxe2fyMN86x6gwkhln8FR8/YWo21Ndk/ykDAjzkOz+A4InOydJy9RxEII0OnPAlBQfUHbl2W6zdgRSpow+EWvaFAauqb8RQlvtxXYc+a60p+Ixrxh5CnH9jGepJwJCH+u74eX2oNeDuT3nbXg+MwGniprDwqqYk6PT0F8jKyKm1JK3XkSlpWrFU2nozw36yJ5SAPjXCrOQx5oua8baelASwrFsqrb/TB0ezcg5zjPXw1evhDI1hDJCWFe4Oh7L47SPN9rPolDS4zW7Y3abvhSmY2LcslTotArHILS2sZ3cyixXJtzYwOMe4yGEuoTDbOGsg2BnD+nfvsjnhXuPOXTAHkjF881qhW08MxwMYoll/RTkjolZs3Zltb4zEPXJao2As/Zu1ROl7bfXWv6H+YJ1V6jfrz6R/R4wvThVsx/wEm3uNgU/IPTH6kJ//gDfmIWdjrsxKSCl55J+cwpJaOAaPcK10fTjdZJ5EmF8iCdqUFYzic6DRvK6hLqaBeZTER+Old0CSPybFNkYofma+Fhr5DCxsxKDYipJ8ljpyuCfGj+XOD0z9y987yk++BJYEgHdb5ApeCT5CxAtF7nmZXRJvT7O4X4tqsG2lTilDzhWpuE7ZW7O32OYnbP1DceWvDAP8FCcU9p4w1W3AkrbAlcNcgQ7ZLOlAscd7l/jOI3nwhB88zisTcPEdMBGKDUUOGACGBQ9TZU/jnCUn2h6h7SjfZpFmMEYQi/U69rTsCcwKky9NstpUAZK7qB6e5BULXf0rry/klf2nLgSSYBdmQ/UqCJan+n/aolkxyXcCeMaqk6wzEsMdPrgu+9e4spWrOrlLNwmus1hL74nfRqO23jozg1asuq3g/NmVrUts+1t28EzhWW78RNmOEIaqLFd1ZL6pcdebw579uudMLIqTk1zZmjv/Age2G8dSWbTr9zlkve9LXboQDT6FlFDerdqK067QJchhZwHLD9bm5cpv5YVPQXlev8eWfy0qQ6FuWakT25p9aLw+z/rXWX+LDbcwq+e8tsLxovoqfbiVQcmu55fRc5NwWj54llrIPBQ0TreC/Vh0rmU3nyqq2NqLZXCHrPPTrPaQXW5DUYlox4RJGy8tzQdKtCtu6ZwXW//k4xMOZWxO2Nr7mBllmlXh1nCQqqZ4Y5kPr8j5V9k2FAIBP08FWupXoqYnrSXLs7Ho1wqNyBepKOTrGUzlCFZJs6j7qd+lal8OdsAz/+CI7Z9AmNzKW6wyZPoLUolSkka3tThgWHtTVqEF3jwvLn8Jmh7mzhUXP+eVeQHVCPt86ZcKg9nuQ5iN/Z9y4EL/nO/+IKZf4ZW21v9xa7s8DxcaCMjquSc27oEH/ug2/E+H6i9TEDpbmWHqewFT2oXf5/YFPv5B8TZk2T04lqO7ojKtY2LBo7UAJTdwLNZjAh/7HWbzRDnC3Ze5r93lTS5U5945XXoh2zB1TU8bsWzG8/dYyBcyExO08KiPtkfNg52emO2nBQ8s4PSIws5TGqbHmneAv8eVGtIkHATxhpDYOtE3/U272W/BNWe9e2HeR+/OJtNrf0rPrTVMi/rs3rKcM0ZnTvyprjtzZbWQxRXUVNhn2UxlL1oaWhw89vCDLKsQNehLT/a80dQX6GTOGpG/P7kv5jEe29Tj8iEZ/am7pzu3gy5IGAUf6va9m0uQs8/Y1ppxITD9ani0Vjf7z8x+UuCaTX2cOhicHnMVrCnX5DOvSMiLcA9CblZ+I2uL6MtXZbkGJFQEZmtgcheHshzwM70oPaHP9A41ggC9lDAEj8VIZh5pRgYS1MdT6qPVPD+WL3BMgnYNCt4ysnQSR9rUp7dEmwIOlIWemHmR7z+GSnH7jyC5+fQrUgtZKJTZ7p1p4J/3USg7CxW2l7mxQopV+ipSF46HAu5DNv8SA/PiQ3H5z2L3EFBBsd/BkZz7hdBZLnVVuqKJjpFbJgYK4hBKE1Ihze73bHwCeUH3HoG3XklfHVJNel6dbu4WhpF7GmyMFJ2mv6UflkZQnwVFYBuB/yGEx6i/jWV54XOuzCPwaP2Peg0F3At9WYirIxQHIb/Hs0X99fxuKHtLKvgsKPCb4p1NPrwK3KLopT0CdzidI0cLVlobtKDOdrykqC+eB6S+srqzfQhZLDVYdw1i/PYxvmj/iK1+KOrTIFlAPFUTS7H7WGvtsScW8zfq2hitVXblv4Wyd/ePpDJnN+4yzBeK3dOJN6AnSaoVsrxBLKFADUMAj8ZyVMBdgd/mXT73CwlZ7/us0I/zdsImagr8LsPsKXgeXOeNRUy0qJXe2DfVZTML2BzkM9EulSKJMLxTBUDTxk0t2uQtBWMuyZjU54ts/sEerYXSMFqXc/d4KUPNF8Zf3/8Tqa8E1cxZ7wq//vcof+z4iTz/AVSlA1fnoQQdGNwOpQK/7kW28Brb/pbvH+f2T8T4UCy9BYunOsmjuDIo4GEOltMdIIA21FVqRDqtSwuTyrT45B7b+hb8FA7QAXXxLUBZ4CV97kBg5CrougCBPUhUU1TfhaFonmdX/sz2n/Gbx2LvqYTyMMsMFLaBWPgVFrd4Cp7z8B3EA3Z+4PNYzqGCBdajRwwmYPejZDmVDp/clqsf8tF9tnFfrn0ouhdEZQ5+zUpDyJcbfcv6uYlVdvkridmYAac3P4UaJ+CC2xXgUICT6YnDjLi/WQjHqSUXIkDmHe+d6AizNvWFiMs3+EyzL8B7deeFb+4bLZuQk0IdaUabVOA36/T2f0d9dcpaJU53TnGM3aQ/fgfsicogIqsFe3JC3OjOktMmiamBKa37xwdmzG3QadNunJ4rc9lkriIXVjNmL7SwAwMkJjMw887dt7qXPZMoF9edc8M9NFcjvTb8RULOFU/YzP7q+VenvrDEUgmMzpkx93vkTabTsRoJveT8RESafPvsvjFzv/WzQ2/WTU+WZR7q8vFcGUxGtacEUVti+lVFfWLzgVz7QCz/npenZa4mJCSTxBi/MiSWTPgtn4Kcx3vJRkh/LG7B2p93vDo1DvnBdcEGvf2QHtMU+hzSo+TEBN484MRkLQzSDDb9FJ3wFj7CrWC+aBoOn2R+l1ZcyjwBNtxKbTF1E5JqjA+hiNPeEZ99CUfn1+5zdLks6vMD/xyfT4f0ku6Z+TBZFOnXwMf8fQV+kHl/5ibb/Iyt3RaXvoRgMHh6/UyOH/KZl0Dri1KzxNRXSrAt7m2+KXKKnVqsvynG34ML5R5IanLx1/lcC+xygzw9TS/R/dqYM6YTUZ8XLxcjUM+mMp+yDCDU0X3gfNiPYtVq8/zqVznw83wK7HflS9mYlyU1mdqbccLDnp7dvpP1xOFAi0sNyU6Nrgup2Kt93tlgwzHrXVPcgsldhugejNhQipEvTTPjwFiQQvW8sXIL9LGCJrSOnFjg178Ve5Cgld14ztY+wDiigYglTfMSzO+224cOFJ4uTfFKT7ZH4to/lJXMxk/FwU984w5Yw3BAG5O1dKFgd7nPKUCyqAlmRuOKYvJ5ufKeHN2GqoCjj/nim7IyKUvdHN5Erc/IcoM15pD6rvH+NuT2bCyxMiT/RAGzF1vDznVdcjM4jfDw9HCx57CrE8jnmcVOPT2H+lwIZK71nCohjLKeSSPbBjwLKak9Fmn47pH+Ww+lQOUD6qvifSn2eOscv/aPwt4zNkbdbON2rjoZuVNCfXa1iuqsvsjam2z2VajerlbO3hPFWmLlA17tyWhip0XJHa+BaiR4uHGSDjDTQKIFN/W3OgOMB0+sHvL9ExDG94/54q9EpQvlFjB5ptDfAh2FCIOKQljVYsurnVe/VuOVAHgnbPNzXp8VtUnwbl34FdbxOxJ7UFpd/ahCdVOFf1MvinxbzZv2xrQnuQuP4fDRCTxhmRznwPP5Dl//g1y9w7rrkCMKpPWp9BQFkI1z/MrXAH57J3z8GAICS518CYXTai8Wn4MPC8yFF6Lr9Fw326e78E67QcZXwM0f41JfYo252otn551iPGXb62RrFHg4tqnbH99Yz7BfSTDwzFPCkM3EP8LWD/WNIgTffPenImm5HmqEvHTGbJDdyEKFIFG4EqLZsjMEnyLMy/lrzBk+abI7lwsvRXdJO3eZnMPAWKy7Fr6PNHX7tzX7KYZ5EzPO/Gx6WgAAIABJREFUpY5xemVJbf60JzfFaSS8JEKPZswvCyX0Bb4FoSvaB1u6n9f/4PqkDiB65XwKrKiZDdiyyXLIJPm6kA1FF2L9toQImY/Fyru8MQ/HKFaBuDKdVNOlPi9bps97YenP2GLYS3WwiLUKOj0m0YLnRGpuaSmFKMemXUHBJDcnEs+pxJBKdsWY7vQpEek10/3u1sQtPkxrfXnzXFOzimLnpLLvc02ZB5TKbf/IbjwD3W//oZi6heXL4/C8xNFRE5rj3JigoFnCrmCqZO3YZzJJgOkmQTGwKnXIRAJpAiHkMNt+CWrNw//g6VtshELxxa8gUATY75myzOTcq8ghbkieBX74VmApCza5xbb/pQwdqAahrLrFN62kLES+lmTI7SjBicF1tsdj9DZL5XMOgLdtWdZYBWAJsW21eXbxM1Bi0U2RXfxc1JchkKzYjuLEYnWLeRdyksokaqQHS47uB1ooIJPaKtOsvQ6ZXaCcw1XW2QDfrRI6wpXiGL8Uei3qM2Q3z+W1EIVrMnAbG+Ix4M8p1bWu/ZXdgJBL0GBH7wNKFXqRz6TTcrFH7EzelpUdDCnsVQ9z6nJd1fLX7OCJUFa+ut0b91hjUQ0wX9YC3RAQlMp0YpPVQLurYZRjn9cXxPJ7fPSpWPuIbT7gi6/x2gwvQBwUpiHtRe5/jQXWvwxOnspY71/BGL8BzB6ogm2HMLnxlrscaMmAXt963otuwLQ9RcQj5TtfJwm42xH2t8eZKS6GDvYNfbNvLHgKmbojSo6COpIucd7Pqb/di3z73/zgmcD4XnD1rE2JaAKHKAwOeWNRdC/KmdfY9g9qTbIxFM2TS7+X1WnIRaQDRC3Hwr5DI5Tc1Pdmm7gL9tRBhXQGwt1Qx+IqxFKdVysZ0rSoji29LarTefVNAU/jbnxiFBbIowIPGGLXPi8u/wXyG6lfPDXwjU/UMs5VwHVcLr4uxocwTNiO2T4i5c4PfPYVBF1/brsQKgndiwr6SdWr0UdYzuFTruazezlX1plUdQ13hEO1+NXX/Op/w+O2AwWfz9joY5TBp+KnG32WTqn12t45YOlCNbcBS7YSbmXM04Mbvh7yrD1DZrxl8QGs5J6Yeng61pJpL2YavqbZRNum2QzgGKAGFdSdq/v2NNWx9KyA/UqanmenvvR1RoOhUfs9IYGEmi4XgGk7NWgBW4OlLOl0bs9MfaTp7Jva9lzlg5cI0YWzMOyrWz109tvzTIqT/mxkzWp4JZvLI2uVUuMiH474DzvItRR8AmKfTjyncI4PrRxvkZhDJu8geWl/VZPfd7Nj5ltfhHen0VlUcfxt1jSaDTqTGR2J1BdtuSqTDSYrEMgHHNLlM7f4+n25fo+v35PL7/L6osyVgKOKdZFrpBJfnmQtMsCvYaCdFeZnI1/DlsIUICVbw2vTbSf1F43eRthm8Jujs5mEGR2W1txLXkfwZqJaTIzxfmZBYAJ7TW5ogwh1E0nSFFYwiUW304xRTZeqq8F/8Zl9vnskILrjqdw6ZNN7qWSXJLfMpD4D/xLqS8PqQsXufN6zLgTZX6CTCH5dnYlUqvanb/HRXQgQvfKNMsXA1XPvWOw+kjO3gOhMb8y0Y1A3QrMfaH35Njz1713lO/8WY9XCMd97IpffgmwfCfV544qHbNKOhrcE83oh6jMPiBCxmGISpqJBMNMV5CE4DS4nakvywhfs4ESMMcf6pS8g+a1G90g6I/CSW9TXY4YPqgmcHjV1MLywC4XvSuBxyhR3QQH3XT64DjUJOpeFMnqM8bIU+XpJf5xe2UiMnQEvVkVcHVnBKNNyJ/K0bG7KrX9iKnlF8icKqLBIdC9toWhQXzrb0VvthwZ/C5OIr9oHDwMXmyNx5e8c7NqnYu8wP7rDKktQt72sBd7ocX40Y67UhhipKQ5z6gidurMxl1v5tdx4INbuyrX7hXllH89BrRFIt4P59HX4ZX1RMTOPFL+rkFax1Gc6MY8bzufGE3rI1/OOIfDPxoyBJZiU6MA8Zgh9kbiRulO6DpzMBJXoSIvifL0rkwCD1Ed9FNJqzA4QXn/x1HVwmJBuhLVW5LV/KLaBRyrjp+rfkKjNimhcA+z/AAIyuyMoO7T9Awcp7BDqvpz7Ha9O8/Ik/IB44WShUWSOiHCRTbdSnEClDN9H8NgsY6n0/cfaIZOPn/DFtzDUE71Pwfd7iIirRcJk/eC1Govy8peAfBDCd8wvfMrqK6I6wypTcv4NMT7Soh/8HmKiL6H+Kcy9DG1WBvYQosBUDNvTIXl9NrUr1tXX4cOc+p8++lD0Lmn/BaEvXZoUFZhb2VwVV/4C+VQBL5+K9TugyZf185eExKKNpfQ1MF4PbXIzt2FoQ6KbNLYhizc8YNJ4bX40ybxPXwiZYo65HB9jPWsPGbIB85G0111CiC9BW2kkTmRYwAFL1DFnk3aylCuyJ4HunYIWjpFKNnuqSR2wy4MIFxpX6OqGRU5DRQYw4KcNpjeJEW6QBbEu8lXs1QTmwAjSVMYMO5Pm9NDum7toMxaSdzqNNKbcat+pOvWRy8N2n2mhKbxQg7fD+So5DymodUIw2Fm+cclchQkqeO+Mzlu/A/ac15l3T0O/Kv78kGNxWiYfJBG3LCC4pS9ydaHwY+YWg/LHd8X67fzqB/DYL19U0CJzmPMTMotAnXdRKHMtsZrpWAxCc2DPwDPzonEInE1cuKVHOtqg3XjD2Gm20/TpzlTzbNhrGrRpgF8xVQWhP0V1rQ5IUvBaEUhD5tpCda/clLlWlOlUKlRoyLzpDto0KMtTzwoWVqUZNfMtKRrKuBFg3EBtKPjHr25NoQd+lVAdoaowKWnWE/eyLuFIhUQfCkQ7saTmcCDkFxVqsMqUmX0FkoCv3WaXvgK7B2JdFBo9EdMvg11S7AAcSu2NaXXbSiiqTKj+BXH9X3zvPwxcPZ+LpTdlXo1aI0oHpxpr1pmbBXgp55gYZnKdRXemA2SRwj+9QZgiVvODKLt5Dsldnsu9p8oskxf/S0zMgwhWjHAxFtBaZAfsq/TInS49ml0qT4nWJhte58OrUMa9va5MK5kcplkxPaXtEKAJgdSlu+iwCkgvFaEVJ/KdS0zdjhtHbPxIjp+x8x8oe5RrebOIpKR1SBgIIbTG2GaVdojM/eaIX/2W7z1Hu/ZYjO6x6pxOFQMqBIyiBzXc9FV0dpaSxWBOJCT0pL4kl37NRw8gxm/trlh8VfEAAG2pmytASFWEZLVF3r8kuldYb1vhH1MsgUKEKBt8XuzQVzFA1ALCZO2V04C3yKst3pBj6Y/sw6IjWcpv/WSP2UIqWJUcYnEPTq4YoWbJat+vuuZcyGwtzbJogyhxjDFqa7OAKlKBoJ3OJQ5ZPZF/9g/Zyu+hsAG4g3ZYVL0AcuqK5hKbeQ0kQfCEfwqunsvvYgsDAdGtU6zaERFVDk0SThTv5OEIC3Q1nWFnOK4q2ItSLpXacrgrt77HkOxDqX6xF34pqhHM8PI0Hj+ENLngTT1A14CBhEc2bdlel1f/EqUIVqdD9cIFWVIQ22VLv2R6JzgXPAP/gvFjtv2IT78oytOY8WgSJyfyL0g31T5kxBmIqQNx/jZX/9M37orRB7x/MYY0XbkE+6Detjfl9a/h4c4+BhNufILJe9VH0/ClqLZFGZIkWbpcyaG7QXorS8NU3INtGB881EqdFuuY8VYfz0vJYkj/Jgohs5ByyEvJzuELpplFCWuumWgaWxkM4NijDop4tmnQVqNOtJr1bXffVrZFnhDmuUKQbQi61woZnc5FSfHK/tTsDJEbJsMod8ZlT0KisDlCIqHi+lOUgQTOWOzp8geL1CcrMlfmoJM0eB6PsUx/evEEJtadvYxOOrPkW/we0phr21e/Hb2XvMv0kvau4ijJ7k33D3AWj7c4s6bC5yJ/jZEgZPeNXgAZU2p2zMFF/xZ74wp+d6gvsrMarW773fNuVt1cvfDawjDTJzOR/qCGuyz22fRLbONjuXaHr30kln8jqwsCnmhUAWwgm79qUFd0aCStGc02TInPUfxMn0/IDppP/Tk92Y32BfVcQ+sO9dkUZzt2xp8m13Vzb+YNICzEnpmg2mFXFUkW6+h02ooEPcA/dDDTSmmhJtUxea3d+Z6cbXOjFLnohYBC5/p1V06/Cpm14fn3M7H1A5u6qagSsuzAAU2T0GwfzmyWI8iTIsMgRhqX06F6WImh3JWzL7HRfWW1sIt/lvtQhQ/SFew+lgoI8yCFCSzh4FEfvBCFSJAEu3lyh+88zI2ViXMidp6wpbfBkxaqb/ej24GwZ5Qs92qde4qfAzzGi55zVnK8vVODh7o1nVyxLidW5MUvxI1jjLr5D7/0R1mdFzr9DOIQPGgvWHzlsKWpyIWA0O8V2mptcHhrXWD9XT64LBT4KVtZkVi+BcUGS22f65wLObPh8W1XJ4UHAa2EDr3NC/zaXyHyZ/84d/BUrH8oajP5PBYK006wpQ45/wYg9RxkgiwX+ZZsnuNX/8IgfyPkwxDrn4jqjLahweaDNI9NVFyHsYVtaW4WVRYRC0HKm2Mrb0Ph79HHCvz4/OtqciAwsjIB9KgOq/RgLdWWeO+qAMUPargL8GrrRRn2I2/VnnEtn/rMq1s5ciiKs2jKhjoH9nyQ87HN9PnsO8061Gd+SiKZg5oOv5Es5I3FGpGT/IPkRvssbdlH8AlZW659A36/e88V0UFBjsoMrARgpOlI+qvO84lVKB6z/S1QnzpsfMRXQPFDVOgzyKEy5BHk0/Dpd5sGVGKKrLEjCk7Bt6Yy5JN7Ylv97qkuHbPdQ77wFqtCxiBRGmgEjWq4oyu11qhzRQSYiTVx6U9y/wTzRR2zzU9ZY1mU27nalJj/FR8/k3uHbP8nofh27wSEQcWBcy/DIxJ1LvzODJm98CJvUqgz0YOUM6t3xfoDPror1P/0ziUJ/Im1JVCERLrr8tam+jIKeL5zAk/cRvd4fQZKz8MxU/C32jcQPYU6Q9BL9gz56dRngaKzxdRnHex8Gr+AYxzqo219+61FIz5+eJacaXa7p/i2nW8gBiCHsKf9/Y7J6Ni1pBXoDZbAqhBjkJezyYEGCXuMrv1NWvwOEjgD8c7yLWlC9MjsfBDJjBmwYBheqL9g2KGzSmkSnuXDpxNJD0Nthi7hj5dkAH+NORPiX9QnyYyVZkK11/NTqO/Unns8QwiMzt13vhqh70LgrvnfIOLxB3mn/BmjGDUdEbnA/N7699q5d86F/NtNjppcZsTdydU96vN0udyEwglRqAPjzb7C1m7zCw+UBZ9f/i2rzrCCLven7NqKyGObeSOrJwF1lh+moy76eS8N9GoY51oioeMaagcWktqd37gpLTbNGEJC4kt8OwsNLGA4AYlMIQWOgq6mrCzmmudkbVbBsAQG7jKscY9l7luxF2jboT7bOzFlHt9jE6qoyTqkuJgas90f2S44PuVunLCpW1AOOMoI6vtqugqeEdeXpTcaLBdy/jQbMagPGRWMBrU8igM2/TIIxaO7uUt/ghzrBydYwP1IzL4EJdrLHfSTtLqHpITOq/kmJPFHh0/ev8R2fhRq1JAz84gtvl2ADiBKJek6XbGOeOsrZgmAkdTnqFU2wDQx62NXYI0sWV7iV78AuW/vodj/SV76gtVWpJ4KyNTXjqovuOJhWqyP7JunN9rsBzcdy7hXplj7AhtcZxjjx9sXeWWau/GNPacdBwL9+cH92HN0YON5zLOS7/LuhuJwvneC+V2eytUPpS5andfERbk42ozkimZQlbEHGSNaULSN412Wu8/5xgNe7ULaUvCAHaLPJ/RHRE6nacsmjOk+gM5TGMCLxoJYehcKOazelesfi8XXZAklIy3VQuKWNpDqxJLoXQGn4gHU8YMkippIQYdBeEZ1KLmoPQqP+tLuuQiUARsezrlQR+KWobD58V19WrPyRDmqYzTz2Fe0TneI1BmRSbyZ1BcfA5Uh20wt5u1vIWYPUowcsdXbOeQT8PRG+RceTVYXePM8PAWDOjcnDJwLTtjSuwIjOeEWQ+DcFEp/ZK/cjjnzljkPpjqqP2qh6DSpfuLEcBu8T3eeqG+K3H8mFt/GNKQzqjOyOITfQCwrglw6ifU5+xJi7dq51rK4+nd28EyAB8GJ3PhYQvVCCHpkc6/J3ScMEuqecKgScQSu0buHbOpFVulhuUvkItTKUpqCX61hrjJkla6c2uej22z0gK8/yK3+lvdGGFgIyJTcBXQiWBdb30IVir3/qFmFfDDqd6YyiWPsRz6fNPW58Xiek6eFatnIZ4Ttue04SqBLfT42+DzjmFYZxp9v4Xlmt4MfhHHpW6WkPUpe1+4Y2Y7b+XDPHVuZhi6/Td+SDpinhKbh+4h6SEAf4JvUvp3t31Py4AwsIWfSnX/9Wu1URnB7g/evcfU/ozWC36yc26azKvxJ819Qx/iriJxeYuE58+8MKjBXhAOtPQ/E2qD6pu9mMH6VnHnzvjj3K3Q3s1eOvZitSfNHfYb17377vNfk0wr6DtpzG/oW10J9dtaYMxB3AQCeNWxMclw9sTYDgFwLXuQh9aKYfpWvvs/XP2Sjj9nye0L9l5VQywHQKKcBqcY9wdCmvlT3SxAufuGSmJFCs2H3jZQo60l2TVqpI9p3nTxNpTFV/6jULODVCdZ2HaxPxX7qn83iW1Cid/ch3/4ut/qRqM3KPEbuAYzVMObtdMqyg9M8YIP8omDlg0wx/aLYeyywbADbfcSmX+M5MxrQBTxKsrOC+kzytB1EnRi/sxBgR0uamHGkA6nYp26w0V2+do9f+Qb8kQ6wAMDeIZ/5pVDL0gkUTFPFtHXdedCsAAInxHCL7zwWe8/BU3QbyjmwWEzzoYh2hvSpycMe5wBPNoxf6xrl0OGeLpIOsXC1JbH5R4zJeQaxiJuf8voydLKEBfci8LMC3gI6pOUe6fmaGnsAhzpC96E2ZAqZ+ltioMDvOu9cYOWpdAg6HNFK6enKjA6RJv3EqhvohKm4C8rioW9k5zxTVik4sB0JxfOjD8D7rjQUkd+pE/nmEJpFa/oFLJjyUBSbsrWhlooYH0NZavAu+1iqiS1P5Ep9AQF+WGw9Vd5iL1Yn3M4UKoHolvnKmzkwc++o1Sjm3wAjG6qADPG6aKyrsVfnINipv43gtwX13DG5C4RQQkJdGmgNzEsZgIQxkhx8+Al/asJbKDqu73xkU5/TvT7ZAVL4crDNo0Srb+QYndNtOk2OMb1e+4BtimF6l9m1v/EbT8WNZ3z8iK1+zKH2QBdzVw4wXq7N63OssSKmbsFTA0gfdcTUj8z53/LaTB5jOOG3KPHnzBy+P5AAWrvtxJ/iiipoV+RJPnmD7/yLqR8uqENzJJfexjzAHf31FKVB5D9cwnSaFc29kLRGLVpx8Ru2/xMDYjwWFz7loPj1wVN04S1Ibrz/DIMe0dVz7yi3+6OYf5npyN7IlTSlLHReRQkOYkcnxXAMmXg37/P1e2L1Hng4Q1qaAQikhb4AdgK/X969IK/8N7/xkwBvzxO+eU/W57RHKGYlTfnNJ7EQzqVdsoguPddX8+LDQtQ3dBS/F0wLlbTmQ68dyzVsa5qY4XAOYVzymHkok84yHM0AIdMGxddZspg9CrMz2Vap40KZHkba8R5gOGxJ6zmeXW5OhTuoEMY4IORfjuqtBUjUrT+dqK0OYNYWeDbTvwTx9PCv4rqY3JedDfgPkaui85tvixOT5ky1ecCpA3Eu4e8hlzF515LbZK8Q9xijh663rd95b1m6zXrT7i7CuA4EAWbkiaHF6Y2LXM9+b93ZCxxWNztAXcvvanD+M+fN/Gr73xF3Po27gx+l3NXwtDLHzxNclwU4LtYhWEu1M/eWGN0Hm2n9Dj/3PqstslxVyHbkxAj+jROOyudJcCQETiSs5WzmWb4Pp6P+me147ppNgujczVMC00wtTSOPSxNL1bfhouo/X67J51/lN5/zvWdQLHj/mRw/5+d+qyYNQh+BZCYEWvwBtHOZx4+4i183WK6NAcOoGU7ty/Ex3/8JY+6P5MyLUHHR8hq15D6K2Sy2jJgk3ZJPoyQr+KJj7kGPSv3aPUvdF3gAD+sNfQJnXuIb98XabQnZ4Y4F2ChQyJhPvWy2ZjSCFQuxKaFM9nwjV4Ra8Kx7JbfzI999JG/+B3hg7fcAXRWMSvLUM9tr0eEoE/wS5unFr03YcyDQoC/YerIMyU4kpPRUvZ3k1SG/+hXfOykePOc3nvMLX0B2EPBEbcf5WizCNK5oO0MSImTXcDRN3EH7GFOnAxrBqUy2L+YGUMAdSvm1RuDqiRkjmFlLnQBdIs9n+hZyafaQ9zCZDTikTQENNs+x7X9BSon9Q6msz9HdPKo0OpgttpjdxCdOJszkrZpJUWgLOH3IG+fl+AdMzgH6sFy/xyrzimwhu2NUOWOQyGtOXF9yIVHuiAriLhjibV7ry3N3+PoDtnlbrN/NrbzLqvPKwM1FYXiABOBN3Vjk/atiqMh5Cxw+IavnpNDennqRlHpGtx3vSkdq69u04x/sn2gdSfGGG9fniVQOzPSpc2l1y3MTddqh0dEDUbJ7zojIqXB5FcI4MQROAR5rrsrt7+XOc7F3Im/8xDf+APJURbHHNAIAeh42JmVjKAe7mNzlKRDRwU9y5b0oYYn6bpZmzawn3sBdZraFQf9u+sSrXyCTVPUKaYl8hw+uivEjfoCJWMYnbP5XLPI+HYqSTuA5wBSgOjnKkIMjKJTIkxOL6E39NLf3VEEvv/AVqwxEaZqpfyuLv+ZjLOKnSBjyhT4Xu8dy71jOvsTLE6zsApWeJVlV39wpUZtlxZacfJGv3gZXz83bcvUD0b4IuU8VixaGvBz9boAbZ3szN34I1YP2Hom9/w9Su5UmJURLTqaJWCjqiyAzlemGmeTmb0MHCG2FcGig4NB5+4JpHpEvKOPeMuwcRPGJxbHDnI001DIO8M1E/6LOkY5FTibesIccsh1NU9u/OjneUKge0UJgfmjqCE2XcUUTNtxPna5m283Zk+P3M9rUYbUFPthWyCeH25gK7DoEBlRmmaywXMU+veFchRygw3IZ68GnAu/0jLFkLL96xqfkUgytVer+ntKUMwn+fc/4rpFfz4zrBho5/QC/t8ZfksnNQZGPgYj95sDjncFnFoHN6Gcucuz0s6EEE66Ak6d23WwotBPltph9WWxgLPjmHfXflNXmhVCfFiHvi5zgZoKWfI25gXapRmdci/ar1HojSXpk7hajsp8VEEiRZNN4HdYGkyydedO9M87DmW9J1b1SB5JfX/tvLKT+nO+fQDqBvafi6t/VP0soeQ8SXKqMUbJeMIGKQ30o5bXjlDBtKSfE7A2+90gqtFAX3X3KZ2/Fcp9G057JfmTAnqPUGQAWoZ3Be9GLmOsIMow3TLWqX0OCmXYuXxfqX/XsK8pcYGv3xKX/FuPHQjHbjedy/4mYvYmCFQJeRC8tFpVwiKmyhFX48pAqhk9us53vxfhIzbbYfcTm34B/9kXMgAfPyztABVSSEpvlLNrRvHeqg6XVlO5qGTM3QBbKHsSGATZ0ZG1RXvicHZwwyML3jG18pvZA6TAs4A5jKWAfCm4oXdir09EkzQjAVqR64cDhYGWKdddZola11jDKqI1KXZfF3Gi27xOm8RHGDcL8Y8/hXndFroN7IGpOdK/lr/4NCBx8d4/E2gesOhsltwBzFqBLFH3ZqhOncmnrBDPgiqnATB2vkE+HBbbO8St/4cpEhrodR7nVu3xiIQfevJD2E1x/U0W0wysdV5zRV0TvX1h+as6VXVibFctvsbW7mJf4Y4kxflIPFm5iGzhH9WdilnWvSPXfvL/N+ldYYwX3dyC3RJSMVDdOKF2e+1/KEqRulnDRGSU1Zybtdghhzb9oABR7Zgtmn/0jTaZ1JDJTJPT7bx9DDkpze4xeOs1MJFkPWeeC3PoWFtveIVR3XFaLbUGWsEBfCZ0L1I2uzrDaHJ++ya7/k4+PufpZ3nvMlt+FzECwbHR4m77dcUkVq4ddb4xdY3T+fPZjf1QTHbuYiQSrR8ALqOPCJvfZ9e/Y3qFCOPWjLRbfyEEJiilMNIq4UsExwroaiCidCXwXRHsjd/nPKOsdg6i++TFrzLPKjPoKqEbgR2bvkGPINIOsnk/Z9kMGNXKmkmwo2KVBnHylh9JoHx01IWSarX6E6Y7u8o07atlDJsyS1hu7GkelOrd1QVz9Bp1UjyA8e3Sb1xeBVwEO9XxiRlzPe9P3/wztd3AuJPp5lOiKjfrTFygT+RR7izwyRAsBk5fQRkKWZejSAeoLdinDcMxmsAQbQjjnT5c/ENPqpQzWYH9Cr/0O+N12jGlyunxr2xnIz6K+tAVNcY0lNthlPR1Qof7RXpODa7w2xUQVTW09hKrDSN6oCUbKuNcU2gUznZCLLYPZSKQx5zm0hu0b58i8rrrrL7+MHgb6c8ozF083c10fM84KjS4MZsHFduZx+RqdP9unP2ayl3R8obzDWkGUcmTA1CGzqMAPkq2LmVf5xn02ui/W70r4bzoNwMAraO7XINStUIVMJ/A25EEaSYuYWrOZZMu0s25avqB2qQYT9pzMnE1WcOjRTwfqXKtJlOMrWIyX1GZIN0jeO6FsblGe5FvfYXDFMQYjHcO/YWVwqH/heSwHX+pmUl/IA5N20YwD/9D7sTjITe0ry0ZAEMt/FAjlZl8GQQzL0DOIOWwbRJcRsNdxZD2b+joU9UX7nbf2pnOxtONEoz0+/RJbR6348teQ0Hz/pLB/JMcP2cwel2i3ac43FMVoK7Y19OJV+mxwme0+jjwAd4+YsuPBHG9CYhXw9GskDpNGABsdrWeEt/XiYgMEgPkSXADPAK7yIFUtlK58Lfb/w/Z+AsHq0leKhSCFg1pFZZyQsq4/YVKfL0UmvqCm76VDfZZ/ZnRidYp3NxkQy7b6Z8TaI16ZFhB53mFRZtEEvdJeAAAgAElEQVQes2HP8IztOcOkZgMt4FwfMoUC+F1m1/+Btvgx333KRh+B6lidlpD2s4VqjKt6oWmLrZV1xbCejBwyO6DcVptY87Anmmu57e/wScoxJjO8j5Y0FnIod0HH0ylJqeA0V5+BMD+sYFZf5kvvgmMbpKe6w5feFJVpOKygq/P1Nc3yxhLvX8c5vMZ619R/eYwkHGhVGSah0ouxIbgZjn8uaJnYEOh/em6I+nyaivaUUQDHufWqzOn9COSV6EWaiJI4Xh9mvu7rxs3j/T1OC+aL5LrkwckVcWEMIndHndylPMma6+La3zGqGePZ1I8JiIEIMKA/N2HeanOKBtlgn+38k0PFc6z9sPI7kLlwzQjAyAH8haJ29lSU3MHae5Jh9qlpSXret+cNE8lUpnh/X+yqr4nCsxOxeyhX3tGFOkSlK7AdURywis5CiXUpilP5CjJYcwPcLKFszzMxPuQX/8jrSwrJRGWKLUI5Bz5+Ao+ZIM4Wi9zs/sDmfgG0DIXaB7w2DQpnvKXl8tQB1Sk2uSc2voAkt6M74vwHvHMJZga+YjPQZ0RHqBzbuSy3vwd1cf8Y3U3vYh7jATwAqmD+zJr2UB26F1IDqQzxb1KmbxgiQAP5TP0ww02UgEygPpNGAk/iCUc+0p7zDVzzlJAh7hhqtrVNyAIhx7BQO4615+OBbwFTFmdIgiAuTZm5QRudbMdxRTN3evY3DZnekOueiezcFMIlz3bMc4/0R+2vHFadg38M/S2mo8D7W7x7nU2cA2tSDwEMxKxVZKzP0w16Z5jOIvHuiHtrjKvQDqKhdUUueGq/5QmZ9Dk8HHKSiZVv9t+ejdDEOvPp+FS7LqPksgyt2/hEWkt0lhDZW2+Rk/exbt+4EKW7y8MdXT6NjguF83nUZ1JW7P9ZrEGWWoVAsy/z0QOxdodtfM7OvSsqC5C+qFABF8RcXSregAQnE2Yjjqjoe1TaJOZGAHrImlQLTCv76fIMdlE+twaDH+YXR/rpKL4ms8HP0vdS6mtxiWGEpQmon7Z6m4+hlIKyMMT+TxB1tv8jnzrQJizWtzBdLl33Tp/uyP0xNzax9oMinKiUOZ+8xcY/KmsbXEwPDvnMS7LQBSIt+KlB2z71xf6ZhLLnb6YAmOzRul/49I5OMyMllHOAylpQJvgBv/oNKn4n/MYJ1DKevQUHl8BV0qTQtMEC5tvQkVpqEoa7YuvfYvwcChjuHYn5N0ApKun8eGZoH+HVGdjph7QRcX0+hqVngXoA7qyy1JaVFq/Oys3P0S1KGXn/r7z0R6n+KUDmiR6KWm10zuz5VyGBk1TkjPC8GFl12J7ik+qkaF1m/esY47fF25tgwBW1sEYEOoY0xgD4tQFgICIO4gkBhyDR4rfgunbj/xHjp+LcbakMzXIbIoWwIFjUw5hSQJbBPSDUQDIV9MCstCXQFJRrU+ZvHjKCNll3xK/+lUGiQmXynvALn7DqJEIaKiTa2i7qomdu9kUbNXtoyLYhSKyxyJbeAoeFtftS4d/CL2VtlqEXqyjiKaoDai01liFWf7ANKT371+TEsm4Hk7vo7IVngjFHEDtNwbNcDT0ODMTUVRIUMRmm72BVAi0e0WFl7UqPJDG7QatZv8HQFrNQ33ltMV4lGUj8Ws+Gvnq5Lyq4XLuXhFpse/DTwXafsNUPFM6BflXFTCTVATYyJdWCn7rBd/+FQvQzNj4WivZrav9kPM8d7SfsjJpkOQP2+sydPZd7XXdE8BDuw3NA9Wl/n2//wNT/i4OnEHa4/B48D6pEVe8kKH7T+JBCF1gfiuIUfMHLbQx2/Qvq3v/JqS/CxgPZWFQcBV+Z+TewnM+h+qmBYioQaquo8gf1vwAeAMHUTWIt+EGKXgn1lfDuT46l+m++do+N7ufX7vDehizPqoFAChyMnBQV+GnlnU2x9Q8GaXV+gjzSG5+KxnwiKsIBgHxDkzDjLaK+hAb1YSYT+q/jw4aBjwbx5YbJJZJTXtBSA1pCDRbJDmhC4RaZU8bb6LWMN5B09Au9p5Eeme5MjN3krLgp83JGOzxu1uhJAzf9FvNxGz00EKVu9yc60ehGw+qSfTnzRLMz+tLpLJkT4g2Bm3Nij9TazOPNdrzpcgZo3hTrSPMw5355R8bjMvank9zwRtcgZpjoZyO9oq7QUGiKiXOifx0Vvy2mAyr6W6K5CjnowBDHCn7g7lUN4KgPbCHdsu5Z+dkcHp9l+M36TxmYDYfGsiEu5CEWIQgnI/KHQFKf0+xpvEq0bJ9VDyMWSX0md9WZO0AfO7OkQvMw93LxVNvHBLVTfyzkZJJTlB6pdmrdTDESoZuR9Q/cdCzo7VnFCg2YuLLUFjMvi/WPxeg2X7stlt7jtWmZq4DrV04nd6ljHT83Ks9BNRvAmjHvOazYcLg0ydIZS4LNAM653p5kNfb00l4Rdor6mlH1hXwNDsi1hQJdSDf/d37zBIoTQEk6hX/Pwdtt8oaAGWtDfQsiRYpFfWHFzym+FxV8x1oO6kUF/tVNHvADXcTvCR8/4jOv8ZLOHepe1M7a0kqwzVf5MpDP1P0cfY84Rec41Qiho7ambokL9/n5j+Q1qEklD06gMtXOYzFzU2dDNZxI03jCuDZDG8EP2Wm4JcY/QC2v/acgeCo7vtxRJl10okdKnldnBlbRjOclXLHVP0jH12GRWyMymDLLLv9RgGvWM3jGf+kLObEEy6nYj/KjUDF1IfqylUkHxhKhD/ogdARmZZp3N/lgh/e2oZxDdwOf3Lc8HnYv6gzfpz702FRY28LrDnSSGNY8DxL3LvihcWWRr3/IK3OsPB1n1LT9IUuoZqj1kO+AjFDpSCjMABWuRQH9VGFPX6eggKT8V/8KGer3nsIjlfVPBFYIhFOKaExXWo7il8hrlkOjrvJXwcPqC2Lpd3xdK34fi4VfKLs2V4S0hCi59FGcmeC1OQ7/zbXot8WaILBEoX2eJ2c2/tl+g2f02yTcRGl6NJjEoT6TozJ5zH3tNEgIcQG9zhEDw6qjqx/a+Nd3jykjVEDZ8YFob6hfD6m+WbsnCnjAfQAoZVpoAMC0q6w6ABmwv823/wUrBxUqfu59BX5CV29H18fQ5PhaaAK99kgTVndZJQUbvbYxq6faIyb32PgJrOfxoXrBFt6WVQjhg7qXOvGmjtxTe6p4RdgzBCBsLPDLf+Y4FuDYC3+EWoWgsE3zhTeF2gnPmMDVU8AjyGeQOWbuFXieUp0SKWIl/cQKDZUpWPCKqCf3+egjtnafrd9hq+/z3mU94VowxAQwA1maZK01cfUvOfTUYPBlvCfKmCyngvUASw6SpWxm7jcJ0FEF/c2nPooq3U9fsCjOsPUd3nNxxSEW8hiD2VwmkUbLFP4RpBS4hHOujyXW6XZ/rGO8eSBYN6K+hnUJapihy5nkljE6l7R9IvXmLRq+pBqhaNO6v9K7nM2H2TPjjjc6sgo2qChBXabaomiPeHOFdS+KwQ4bXBPDHVZfZvm2kLpue00UvdlwblA01TR1+2cRa4aaCoeuiRPJA7zbZDTYYKFpoZ+bnHmPf1HYcEGmnzZsjKe/Ds6TgoyvmPtrYHfPnb3kwYG5LP3vLPkFT09pJL8V/iSYbVqD9YZpnZ5+efG1XcIupaZCujkoFXtdGoeZfqESWSunSAPyGEH6ivlXxYYym+4yhX/LH/CJBegARPQBbmGxMmw2uVaKnZEvJehgqQRnu5smpxj9MUfB04LpbrQevQVqOUTgZ2CeofLZO4vJ1gb/SXVArp2D7JoVNXa+/I7Y+BO/CPIOBJMcHLHdH0AoKGgGbhkMk2byTDAsEHfX1tksPWDTs9fRvqaQA2PqBjj5QPXeJ/LgKYS1RBgWChpMs6eYzpwmcdlE17G5Ds81iNE7DFsuYjxeHO8nMORP5Hv8/2ftPLzjOK41r3O2qnryAIPJAYMMBmQSIEEAg0AFSla0ZfntkyUxU7L15PdsWcFBMsWAREjy/sVb360OlXpIe/ecPjiDme7qqurqmfvr74ap19jKfWlzB+t/FINHSOm5K6frEOCXa8VNRTMWZr+MqANBXHI4gZyB7mWx/b0Y/MT3D8X+j2L2HRLcauSn51Kf5Sep+SsO09Y82VZMB8tokywnzcRsLcCT/irPoowB/P/Xfg8d+OBYyCWx+j+sMh9gcqTxWtc7kCa4WR1zX+vDIeqjWvDIdTnGSpNBYw2ZJKgGXQR+Sa0LlQPGHLgNn8bAFWbgEJJKikqxqRGGVUV7hW0+YrsnwQ4SewYLnyCjD1KMOlqfSrIyOsNbl0TrMjJnwvdViQ/KaVPuU6c0SCRd1lbFla/Y/rNg5wmyVizd5qN9yc9ZyZy5TmiOa16ODv5FgCQHjmnHzkF5js+9x5Y+48ufiJV7bPpdhkQXdVFoC9pBpW+RnWTtDVL8kBmVjZ1nSuUrRqGDHsi0PVqtZCFar2yKs/a39owdONOFqbaJZA472b6IthKof+ojNAvPDLD00p31qYV26f23BUCmZHxQVg9vNi7xTSh+ghK9sgsfcjhttgnse1yJxoQTQWeLy6/iA8mHT8X+CT/3K5WAV1BZcK+Y6UNce8ZMGuy4QJKgS6GLLiEREdVmkEdJxNr6h/rew4OMmbcCOEkiSVKgHojIq5zrES52uFIyS32EyFbOsStf4zkXwsiPg9VPwbpF1LdAIUpJegDCU7ZLNXLkbbj9mE28LIcZhIxn+VvKOwIaIKS80kSmtxcsfEwFTh6ICx9LUzYgxqbAYIArJO5yX9TW2FUENVCMnwS/O3ykD6DFbPR0sDSlv65Fd17kM3xBUznQQkpPIy/ZNplj51lcZ1tjlrLktbBTWMU4o/7CpZTnmsWEBJalbqtbPqNWMyUdldJHNbou52ktfB0Z4kNP6oEH/78eodJveaedyLaV463C7Z5UTN0vZQhaIyaB6PxZQs0uSBwj0nYMsiNQOeR9Ul+jnC5XePeaGLuAOKJABfiVjNVlzY/7+nkTa+OrdZRvaCn4+gJXyloh5qcWYvlROZw0fXrNhwv6enD7Zo7LmiV3hbgLyV7k+t3tPgPSTxcYO/ifswT2/mkzz50GvQvPHp1+UdxHKu6e2fBvKNzpBJXVASw1ui/ap2JKf+pbCIIeHD8mbrDle2zhdrB0EzF+o1Nh53OqiKWZYzPsg81gURieCXs+6jMFyaiRmP1iPLNgz3k/yc+p4ZwFeEk2F5f6chK0yKFUAnCepDyJNJRvAPbZxHWx9QM7eIqywtsP2cQuyuZ6qzXknRea+yXLR+/Ti1g6Y4kbKgW8qU2aIxMHmcGR2H3G9o/E1kM+9WqEZOpw/ex1Zsbm+dwyDRlQD7Ez3TtN9c/ZOfYsBfIpyS6LzPti4jW+dIst3+GX/4RAl30kd+GDh6L/sojaidBRyWhNlZlDaX3IIyKNPNlmbzO49gguT7tPg52nAD8UD2gzn2bFDHnNpkGv2uYKca5jZER99dCNUHYeRhtySKJe3+g5sfqZZBX4REmzbPUzXp0juG1Ysttw6vP+67ibKlG0xQoqsU0TRmFjGYpfZ0vInyQJgaVWXM4+PMSlO29nYkQpVamms/JTbRGbETPI3WpLwfqX0iRlg6MA4PdbNjLFHGdI+PE2N4LLX/CdH4LdH9iVv4jJG9JyRS74QgMNIlCzDkKThmaOMnyMLYv1L5CRn8Th7NIdMXpeFMZg7yqpwXJ6NBUzMAMs13pUQR4VFFllls2/z5c+EchmcQfJeMuTQZ7y0EjUVEXPIAzOsdY6k7/prWtcEqA8Spn7ThECa5gvQH0e4c7OIVn0IMcQ6tNlKK8HpouCaepWii7nB6EhrOhT9gwZ0OEum06J+siht6Be9PBOY0Vs/Jnvngp5Z20fipUPeXmaqVoOKj6T6qEDAzo74uo3QgVdbz/h538jRqaFygdbdE/XtubK7G3bwhUnhs2gF9pUtNs4HpSAnagken+X73wPgQ5heI/Y7K9YWX5jjKPCREndL4ipA49R1CKeQaCFHq8sBZf/W6IdKXsnfPUBHztPOmefz70t9k4y8mtw7xkRIGUx3foHm3pDlHqWd2UsTtJiU3jWC7oDsXiLLcof9Ft84UNUMaGwPZanOEN5ipLsZE/UFuX3NjmpngR7x0KC4uhMQNlHh6OayYT+ebPI2dpHJ0lvO6nU58EAn/llW646enmf0/utPdP9MjDUKn+vvM0OPctztkx4aj8eWCZyysBt09w3md7GX6R7rnFsmMj6SdMO0Sz4xDLW6SU8sKKPbjj1GSZ+YHbJuXboG5Ldl+RPYKZ2WXSvBq0NPn6N1S4wMRZmUAzPSM5+7tVHyybwOGdPFpKHc8zdhlyCjN2a2xMPab/YNeVppzCVcB5dI/eamgxcsU+RcrMYw9cnwbim9lMAuylDqa7Yw0+7KG6Xkmtd0c7uu4i+KbURNGo2bX/PjWApe1mHmiyU8kT3RW6WjjAYbpkKFXB/XSzAfBcrd9jFm6w0mQmKPCPvAppAVPOrAxGzo0KMOtk1Hc7U1UWbVFVWT03cc3N1WjCZ9e2j53qJknPGRJf869P9yD0vZr+oEfpXRCyEJO8T+3znhO/9yOB8+D3rXuVBg4K+Wpi0bD2uqG4hn82E+QT/uPZmuEOclgZ6Yz0rm+3ucBTEO0Yc1P4hmzpgmRqJrk0R5IEZOVVGT1XaaIbCmrT7s8i3KfIJ1NnUl3hs6pjXsCBw2JZPGiGoQ3QoW74nFm6Ly1+ynadyruDtuf9I9PaouHYL3ZNXvKhJYYVmiI4K5CQPFLvZ+nxw7R9s9ye2+wRVBObfk4fzrEpZScxZaKhGwk1RTUH7N3rBdIhS6QRhfkWVxB0QSvaM/8aen6qdEpWQLk0H61+AbPfkdTkJ1v9LjE6F0mixhmnPduiamg06wiMz/7VEQu72Ch/JBTkpalTAvXuVSW5prsBlC08WwuA6pmZSNYWMnXpF9VRnxRBI1NUBBHZR1C47FjTW2ObfKAzvsdg9YRc/DIU+SmzISqQ0lubY1W+yyHbzUOw8DraP2db3or4qzx7IZjMd5jhAwtavLcjdIDIcHPLBs2DpDitPCAqPFJBQKHC0oKoXdnn4b0t58VkSWZT/U1q0M8H8B0I2tXCLL93m0vge6Ysw/cYorQdyZB2dE+1rqOHe3UZ+VMmBKk+MymaBmFIqblGo266bqWjnUyNt38gWFd32i3K6LpcOgR4Sc/51ErGk5ncJo+ysOEBboEvGYvYtfD8NF938KLa2xsPq4aHsKYkItUM2/456OaiacyQufsyKU0joWqzTRVeRfm34ZXSuse0fxM4x3zli+6fs3G8CJJJFBUjQVIlCXlXuFpNMhgpNOp90h9CLjSh5iaONQHVpQE7R8k6ZfhfxpTlVJ13uPKGEuNC1skhlCeHjOhbUFoPLcI/HLTY44yuf89IkdMJsi8//gu884ftHlC7rFI6g26gVIXrXeY76UJpAI2XDJTJ+EZQavP+KWL7Hl++Llfuo5N5cpiKZk+TF2ozKHnZ5fSXY/haRhLuP+O4zRGvnZT/HuWRXeaKyWiTj+rS4MXhaB/SovDRoTJw5vcSoE+BLqRabZUu9mInssbG8xrHPQHcRInWLDOg0xnhuh23vrzTa9L6Tfpa4We60YEuR3lGn4UHgCxQcRn0VT7MpXXX7YEc5Ora1R9jR1T/7WkQ+seojaaHK9ddYYZ0dhARIm696Qah61lldVQ7DrrSzV5g2A8a5gopXAdMnyuYEZwG4K8Q8xXOWlmfsnstqPD7gVj/1S2Mtm7hL9hlTqM8dV8a3PMznLB6HSas1h/qclWPeXBm98/Ya9hNmtKdn/rUb0POlNORJk3sF/fpYJRbQeNZU0mwNsKKpc56maCOWk/bl5Ot88Y5YvC2WPmHzH6AKVqamgu5Yrqj2pEaqifgWlePzUZ8n1FCJezxqIXLvtLw6owSe2eSvK/1x699YOktIz5PTRXPv9H0UJoOJ3DilwTH5BizawSFinKRFi+QuY6H2BcQas8Q9m+iSf+vG+3nt32wtpj7arYqcohM32M4jeVLJP8HWYz7xGstXqHtUby1f1SS4GhTLQpVlwB5IfanJgKnRfTr15ROWG0J9yYHhPi3y9qzDtu5L8LvNLt7mG1+RBUP1tZDc5VUcQrIP7d/QMIbIKor0A3JIG2J8i117CPtp7xTuhTPvUE48uUMHQW7ZFouzkuibF968UDe8loMCvILTDtJmjiECTU5sZU6sfQrPK7h1nbBLn4vReViceeWNSWiq9VB7kYqdPD5vQWNXnUJRfatNUnCX1dZYexuhB51NVr9EeQXrlCqzHvY/32DW/BSaaQUJNFdDqp5XpHTzuVYWmNTj9TV25SvIzruHYv8pX/iIjUxlEBAo0agJy1Ly5/4zvvuY7f0M9zwkQDpis++KvJwuuVtP3US8mKguAbK2NDK1BeS0GByJvUMk81i4Kcp9TlUZwgSbFBOIHEuRwMi9opOKzJQUmuvwsXNs7j2+co8v3ZHYIKZ/wcpdKonWCShki/ZvonBf6yoUv+4ma27w0VkyXhsR06qpiNjGoT4WN+UArYVDCW6l+EwawFZyIC0CRRZvJk8yTbnyw552INP7E/UzJMCS3Q0D86L9rX/1jvFScjobUON/7e5p+U4R/9aS14JtfiXxQ64HJG5Z+kiUp+BqGO5DldxUHRG4en4r9hH2JnaesLlfizJFtcW5IgnjuQMbL0Z9NsPooX0OyUzRVHQ4Eo0+JCfVI3R+5h0qgtcWKu0NAoCVz2SbqRhXiXbU1aC+ytf/gKd720/gRCAJbWxe3iPQBufey+w84wN5Wx0Lldxl70jiJco5qF4VukG4HsyhFftISS3f7+6wizehgS/dZRdv8eYqhSuP08yEIIoT1ZfhqbF7hht5cCIk+FWU4kfrAd7a8VToPp+eKdVluhenPjdcMG7tJcNmtWy4wDLXKsw1NDOasWgzQKoQ4ZFKnPNa9pxlwdt6lN96Nq3YdJM0McSdU+s7p7Rm6BXcaTMxr70I4Z1/g7IqrsXs7flwgdHHDCmEk4Y6mWRW4xk2R+HTfwyJko7NFfBD27jE2lusew0PWSsXEAeYiWq7w7QNE71oHavEE+IObbitz51l470QeoimHznM1esuBn3ZGyAajJoTlbImvcNxumRjvz3Jw26ueEKslt1OssA3b+nY710tHnk2k/TBe17d19rzEMF75xrr0zNRYSOWvmcCFSX099TQ8+ysx9dlRz0+opTKiOXK0PSyNSHt7KU7CAlYvpOZfz8ozwdY7YQi2abIVCkI1k6eGbqVmj6o3nMplc+prVfVANIO2/O6euoqn81vLs7lTMzz7gDBTfFeVXO/HM1mxxBJv3/GdhB5jwRrvYHI1rFbMGajnbbxWN9LAvDqqfuHgIrdBKl/+Cu/bfaeCAk/e0+ZBIzx64G87vkyHCbhMlcNI7swpXWolMGYyJJql2smXqOJQNcwZLq8wXs6+Bkep+6nSbPq6tSFpNZiU9oiSAlw8Q6/8ke+/4Q0oqds8AMff0VQhJ6I3RHj9JVF5cEYR6Y1IJ+21sT2I5R3GzwVOyf8wgfgqFIfyFeErmWgowVRMWj5MM8b5xYzp6EKmu6XQUEVoCP+RGbzSbb+e0qw/jg7+FFc/hxuUeA9MnCjGu5xZyxG9SZ6MUbkjg5HkZ8kwK8v6itMIl9rEyukvkrlmKlWXlFRccPgzFCfaYd05yJfrJ4pSZAENJFtBkW5GhtBfVFsfs/2z/jeUTA44Rdvs1KVWuih51Ov8P2f5d0h9n6SxnqwA181du59XqiILFX9QuYVU6mTFjCgrspqF/jVv8ljkZ9j5xhFIOUazpFciW7A2xk6HgotmApbyAztGEUoqwfWEqvM8vO/pq+vj/nKg2DqTaEivgpdlDVDSk/kjGGj04zkPt4dgP3kUUUS9xRhKkrRZiY+l8bJBvjxog2l3KKjNBgret70QKPWSCKm6U6MFh9qO7jvJ31zZcC4Wbfbxg429VlnYU6baYMNx6sydtaW2ea3jCLZxN4RX7yNRJ3FPvx+85QARl7ikS78OZvrYksunmdMfj1e/5nNvc9yrQAxaXVRnkbxxqLKy0Ihf6Vu+CLeStiUMyRTf6P3tQwuxs6qEa7vjI9a5HI5gXunu80GD/F8ZO9JsHfM5t6hinmTrDSOY8NboIcNjchboI7MQ3Kf0Sm28SVB1yES2yx/mhmdlUdlJKHNvIHCNnsgYUYbp6KXrP8qL9WRNgbi4bgxRip5j7A9aKp90d7hqw+CxZvi4kd88WNePx9kO6Ty9aJo3jaSxMivlGvfij1J0SfB/llu+Q4vt7EPvBj6FMSY+LvGJOzVUdPEQG/uFr01I3FOxI0veWQQ0y7kHkGgYtlY0Z5DH+f77OnktWPJDXmcb7tcDrE79RHpRnaan5jbpj2Qim6Jcm1E+mvDHjVNedeSHs7AMZB4rXbXLE7ycAb2DFgv/EKKE/SVSqQa5hkY4BsyvVmGdSutOoh4ZfxKyR/XbpTYszoPKy0T1e7TFpg1NPt6OeTmuZTJ/hWrb8YyDuwZ8NBRspk9SecTzyMV5+zmrKZgmHmzcPcU3rtAa9a7IFPvI6M//gmxZ8ZdvUMedphjNJg5Y3/quei622pK3+x3vCAXVz7Qw/ksuBqS5SUl5I9ly+CNoCJkx5A/+oZYvBcs3MYDwgvvSwspgKI4xjPkUggIjKU53YfTk6LTp/Vpyl4u4r3Y/VIpey6S6fvExKjcOH1b7MYZJvOMkS96YXh4okuxUleNwKwa4p+0FLMtMf0m23lICg/VUOpeI81tjMeSnavv5Xzv5BJvz4QJs2FNdgV+YF2EclVAU+M3Mts/sP0nVEXtkJF0xuN4uRwVhirUAyqjB2rKVaOBa9qdhX9Wmha0Y0b9pSCfxn6NKIcN1fjOjSEnkPyBn7zBllAmmF35s0C6Dmm9nYjBY4ZyDpbwpRStRogokaYUOxkAACAASURBVOSFSsdhjN93ePK9f4QCzbNvEmaTxqJSgOooNUTf03aw6CuJ6FPUZ6IjN/9F4hk5qyrrI4RHVBLjl/+L7T4J0MlDtvYZr1ygOuZN0jZtzNO5zulGunRpiHXI10JXvAYZobEEVzckpbzKaiuUpyGCvVihCqP4TOorhiFnCZ/oKhYGSAyfD+uboW/NJXblb2z3lO1Jq/SELXwEaYUwGN3YegL/Z4R0HglpmO4dZdd+xyCgSXJohE65hsVfh1uBxPh8LagvMZRzOGZ7Z2zvFJ6ZIxNBqSJyXQoCpDQzhNO64JbwWPy+umrSWMy1Ucfv3K/Ywh2xcJutfMpmXmejE/Kk1FQbOyBus0MZaNaR0rOzhcIYiPFTrp5h6tF4cmyfUiwbX52Dgi1wuSynTULbkMUsIDT5ykNQ2oEe8DPJMxW9kkPaXlrjFpg5h9ukFwmG1qC4NhsxhZo7tCm9ZBcZfVtXxLVvKbnLCTy9L8jFJsGpSX7FCKujxUNE0R0wgN8JSt3IPeffE+VeFh6MdXL1pIcOMbxp5Kb/q6hPwZ6xQ1ExXs8mxpL+qfwXoXS4a0pUnq53Hb8Ou2dC6d7yV6PUF4WmQDs05DzpbJjwbuw2ifQq9Yvsytds9xnHTfSMrzxgYzOqih2bfwf1DOEzf4K7T2Lh/jOx/YhNXOdlevKiU2gxGkhRFS/pSfxj4zti/Qt25Ruo64sPWHONKlKgsjyt8C6cNXKdoL7C1//ED44oUeopl6BYmaEL1KXsO70IeiMkLjmzGncg4meLsbVp17dechR27untp1CfBRimcWbZVe7hcRY+w4I0jNf0eCQvM+gHplurfpPUa9em6xteonCtdsOGtgxNqz/Ja42WXSM4ajbVSg58HfYZxzpLm3zoTHuKlW+dWtf37AvtDt9vhZPHpsqiEVTpozJu1MYyQwq1K6y7jSSfWaQyF7CGR6OyAZ6lNeQa2cRoj85fVOM5TyiGUEfKhQhnO32N2Wt1+OKMiMjziMS64jGkebRHH096J9N8nZzat+Dtdryr1z2ptmfkU+B0z71SmSjcMeXBh5XiNdkc0jMhreL/yIt8ORv5jKQsuh4oJw3JikZDZ7zpt9niR3zpAYpxn38fqfmyo0Fy0pj6fMBpcqbRE0iUVqX1sTQ1LwY8L/IpbON5g/2srC3GvybsmdRXTZwwCcASApSdKVZ4oZbN1MXk6wKVbZFQm+38wMf3RQblCm3q015zlwa1N52sMJHcB5mxDSgK6jD0J/cp2f2ppAux81hMvE54XM+0LsMRd/13bPY9NjIBWi5Ezp/5duLhaW2+Sn1WtJ4jEkYpPc0WqMNNeVlRUT0r108NHZh8lS3e4xc/Zpe/RJVhCUWDUwl+fOIVZuIQV8hnBb8hjAchi6y7heqFg6PM3o8o4L7wPhnrlmqHFjwJS7QGDSz0eF166DGMstOEOEEoBdwqEIpAce2yyjRb/xPbeyaQleREXP4fXpqCpiSnJYqps7OqOBCYdOB5HY7606CV01KhB0Frk8FZcZPVFiGJkGOk4mdbejIwr20KWQm30JtEmDDKpXkqcbeLa127yK5+DYzfPYL/7cJNyhSPj4LJNyn69Cn08O1nlM7njKH89JRAvQeN+kJXvbrAJY5Sa9bOsytfQd6BdnqEAgyjM3L9Z+RMIm5QQz6HvpyNXN0KHTE6mTn3iVi8zVZv8aWbbOY9pKKhBKQ0WMq0IfcfmWZNCX5XVYIcNnYOh+eJmYtN+xT2fGr8aXk2+jW3NKLTfTs1mLS0vhSVzM9yOmul75B0o9j2tpaKoxZkpqh/cR88xJgcooq2q/hPcjiUi6q6jPyWg8fyC0TsHsNltzStKhOo8oBUsrIXyIXa2oDiN3gCV4jdk+z8+3ykQ6JuG+XydBqJ6M6hPvqrER0vmYxXGoJ8col2qZAD/S1RRXKJWIC0o7DuwsybSCxEccukXZOTqsqqUpigNxus0MeIKlNs/Q8gOqiXj9nyF7wyx8t0rvn35Tc/hL6DM6rw/oQiDo751A2Uu3TQKws3inEEfpd7KMNw4UMIhgcneLCydyhWP2W1lUxBkWqX5Ef0Cs+S6oty5rM7Z9j/+s/I0VXukpzYp6vf1nQ8m4e5+a9n3szZs9TU+HUMsWpcL6Vab64B6hjZXiPSI8g4JrUNb7aBaDgKDtGaPLjimMKe/utso9OLM0xLHmGmCGYbwbEQ6rPsn6MrpnOFBw8cM9prB8d/9X+fP0YXnrVuOHqRQX3WhDvt0M7ZEvl5ViFuZIr4hmpsSHOEtzcQ41dTih9ZtBH1RTXWnFE419p4Xxugp/P6O+78G4vZWcBOB7zLzIuR/vWQeYHhpN2bUT+9pGS64xrj8vfcOxaH+vR/bdDy3tGZ9JlxLpkuIA+bHHO1DzvEZCerRF5IfSn+nIbuZ9ZDj3RCo2XTZXQUDzsoWlXAgh9lM79gS59klu+wpbuZ8x/IX6AgoNshT89BsmE1PzpQ67kZfKj3Z1glhpwH+Yy0LkYMYSzixRuRUj6se64KoKvX4b8oQaEkNdrU+9Gxml5Xt5wzhaQdObQ8uVPmG5mpG3z3CYLv5U/v1nfyB55l2olCCHqsW7ofN19z76fh++EQ6FuFoJRKHQSZqpjaE9vyV5+UlsGPfHyPIervMRycUCjvLHP5D3x0OiA3TpGvkMOkEdfnspzXw9PUBm3S05OCRu1UI3RskRKFlOUSj8nF7pZY/7M0yMT+U7Z/KnYlr75KYTk6UNVDJ1XlW0hYyGMP1c6m2PpemTsSrtj8r4ipYtKrJ86QPj9JuwJ79KYLXc/xwMSbNZitOZUupcFzXaBpoSFKM/zS75jSJPeO+foXSBaSJ9QJO9AIR+R4lnLrFLY42dAcNdU79bBNui6Qmks93lxmbfl7dJVJaKkt89IED1sL+S2kl5j6/AldYthQFepJy6KaeAGqKTSUBhtIC/vKXxFouofi0eziR8pvDXZnZ4st3gyWH/DNr5BgQ1rh+yfByn1UiE5s/bBjIivtxTqMUVTVI2WyvsSufgVvXgnPeyf5C5+wygRlJBqHax/ugiiLTN6BsVDrI/EETrBNLB4JDyNddu6XbPG2WLzHVm4HM2/i0VWxBuO10AlwuxFzjszK2QswgTSNlfnIE9XOVpqoiy71mcIaN6UzQ5HTIcqiOJfuLD3NC4FWaw5ZeVrzUJ8BijzSIa0hOEwYyZVaNKPLjcOpL3QyxHrrkjeygqJx0VyDqyeyBB3xrcfiwkdwJYBuRqlQsBiUy24LfpU7fxODE47It6ds/j3IyBCi26H+ptrHIwxNpLLwI4ETQzczNSgP9UETLvSUqsbKfaH8hLsD5NtE7s1jsX/MZt8R5R49a1AEJZGvj9uqLO+ILjKmyEMAV014U1/BgyS6y07Y8m2gYAlP9PjMO1x+4Q+ehMI40gg/49v/YJOv4Vux0AlD7/Dgo8vKNJ+kKGa6e+zgn3CY34P8yHZ+DnYe8aU7rLEmPxWhm6XKZtTBPMiZv/oNvs0Gj8TuMzjtj06xcjcMR1QxhOosah4s11lDb4yJrudyoEF9xYTALeR+KbG6XItZt6W8hGYe6KoNaWafBzC0pjxMGHh65b5vYI+rKFpKVFAxdsj4ApBcQ9bss4OFvhZcXHnuFg/EPalh5mqAPTzaLa1vLn64Hom+axGRpMcfzzqv1VokQ6nelrHJm7axyntbCAbobvCxC1zavtIazo7wsJp2mYmyDTaBNj/GtJgFJNOuiI8fUpeoD06sf/3PF3wnTbqq9cFxWn6B1Tj8pjDXv4fk0+5E7zzoMmPKCnevjl6/xEoRlLo4bW1fe9+df6cFzyVIybbiOmp6PrLhMC0g0Pem1lqoCqJySRdVwlceSPOdLd6h5C6TPC/ntkhZKInigmr44CPjdelUYX6VVN5LgvSqCeBlq/YOWSNxiwI28EaEcMmW07boXzhMZqOdtU/h1WlKc3q+TU9tBgmB0gadehUFeQeUyWPnqRh/mRCLMtygmEHVzuSpV1lwEr3wuAie1Yc4FFAVS5Dm0fir8BqSP/kHpyjnsPkYljeqXZ+RefGUz76LhKtkrJOfZ8OW5kyo01U+njPAz5O003oRbpFAmoTGkddoqc8nbyC5y+InAsldQH2IWtl+yPuvIV4x3xRKJ4zzjiTw04p63sAPf2+Q2X5EJs6x2DoMzr9LlbuaOBZumRBF05w8XXhLq2TgEwkdYjT2JD282EBiidF5vvY7qqxFuSVWf4+Kr6GMqbZ24t2a0qZVPYJWVJzg1Mr8qXVM4tbIODIxoPL4NUQfyNflPle17GCZNUOctvwhjbg+Q/czRT/1t0ERU7goonaZo9oedDno3os3eXkSjmo44zjkjso5dukPJNwdw8pc+50YnYESkqPS6kXy7bT6IzlNLu/qqrj6N76Him2okLlwC7asigVCl6hIgwruKrVtEotVsrjkep5SaIzN8fkP+MqnbPkTCaVi6h1BCetx44dnR21GlHNob/DQ1XMDhRkL7WhammGwX9GYIj1Bi7emgg/n2szLbBZZaTJaBFEeAfA5sOd8mjDncOlPI0N/OhmXP0saA7s6ZNpZSs4OiltiepGcUL/Mr36Ne39wEsg7SwL8yBSt6nGuqo2H0lwHfgHX/sLUw7idx0Je9NE+ZSJpgwDlTZofJx9RH6jo1OeDlohMQm5RXpcuPWqNt6G6j1/HzwQKrFOXZt+iWn/dJCq1FPUfr3sqSSkgsLYicAehUp/YecLXfo9EEsWOKPclPcLVEzldnjGo7hQ7PfieTb0BLa6gwGw8VLzRGXLLXPgIaUUpvyj2l3fu4Gnm0ufs/G9Ycx0/jkVVhFDpfm0EF7TW2frXqI2xh6RcKKopf/pzquc94sk+vU5R9iyui+hO0/d6TPPt9Gza3KbU64vswkguqOiih59AfAn9YrXBEqOY1rJrRLq0xrR23J3t/BmaXqG942nTNXljoVLvsCVr2Kqaf4Aug1XMNo2uWuIJ13pi01d4aSpJee4YPHxmsd5VW59JOlZxx8vNF0a4YBC/r7czql8IZ89kesOjBFJ08pzEuby8MUTzEu/tIMCvux1U5gIUPYsOV5FOVN3B6Kqxxir+xaBNvr1gDGazBqJvdtV166mEZ6loE2ItPHsNmOuWmaf2ApvnOpp8Zc2DNS7zoleM0WmnM/qQskqZfnMZ97Uxb/rsednSXKKueqyfyJ5VcwhOEUKzuEJUXq9ivmnvo79vHGJlc4kP9GBkRRcJ0RQydo7ga6FY59Ovi6W7fPU2X77DL/42MzrPpOGVKaudRabKM7UEOLWmeNJ41S/fGSlhqswouV51PTwjia/GQoGuFqt2KgULz5sEaHJgckgcsJdS99zywExSepIzJ9xmZt7hEDSO5C8i3/kHkjyBRZs0Az56TMr0ac2aeV/M/uixgiqIbhROj70B230Y7D7hB/KH/1AgzkqZ16cZ2ZmV+zxbFsDOJig3ib4z83bqJd2TID2jJrub8NOoAGEG+EV/o2JxNFGB/I2ffoOt3eWLt/jVr5CuA139Mdg74hOvkMNkJ1OIsiYmGS+BrJQKhUrGEdpxadJtf49Mj7vP2N6ZmH9HWWlh8T2S0YzKe1rYXiTuWe/rJRMSrS9uxBQMPcF4lKUT40XS9nxFjM1mL/1e7J0G0sjb+5ld+ToYnSadoaG4C2jhVBQ0ovjMjtkyoNlJlowUKAXwa0ho2RHIMr3JmqvI8ZAnIg0V1GhcFs4ZtebaWmnyJAIQ7UvuKrQzhTYydpaqrHWJXZOL8Ijv/ySvSObibZ5tBIVugM50cWWriFBCVcPr/xRyra58yhFzWEc6eMR01UM803OxINvnmOx55tpDsX/MD35CDOGF2yREjAMLR7p0FKms+S6lnu9E1fDiF+0kOwWQoIelXpnm537FEWv6gK3e5dNvZ0pTvDxBGXpU7W9cRDZ6jnevio6cxk3R2RSVedimBVWSvh0FYrXCKt5GnTflcBjVBI827mwirPbW1o8KO6yOSprq6O0ws/G4cJx5ok6yT9RmfCK9/eSjuP2itmfR6JLectKreIcQXTyynq4ZuqyoKjeEyTZNPNCCvjpCTlpzlV/9RkILZfU84osfI0CurFS+fgg25Q6eUfYO4HU/OM7AifGEz76D1aKcKqnOAVclE3SWMwPMmEF6sZNhjzY7gC1GPrPbigw7kLLzLdHdgTuG/GbGU5JjPvM2nsgUJH9S3hpJPrludMV7cJEIlbe2qF7k69/gqeL+qfzaZCsPgvIERpqVP8dv4VEjfF+fBRRDi0cwW0/5xA06ew/LtaRIclxQNXa2cBO7gfeOUUmVHtnw1c/5svxy/kg0LnEqaym/saGmIukoVEdeXw62/iEbFwNE8/Ll+wxZUieoWEWXZ1u85L9wGrYlc2hEAJqwF7VgRFeG006A/ZJlJyX2mR57phtn7hN63YDTjWmbjkzz1GUw09B0P2WOKWm344oGeufTJIKM3YfERHYhKnA64J0T64VlSbvvWFPtBuBpVrUNdRYbpBB42owZIK1xmrG/e7hzlO9ap/YWn6oYPzFKst4ozJH6Gutss86G/KHlYxcREwXki0s4lP19C/z/Oqe2iy56N3v5OYznDodnnGkJnA44M2OMJW3Ba7TmLh7mrJy0RWtfX/OiG0vIuYmso9xITk/LGd+8eWfJnauMVbMk5eYKbxPnDlJbNjrcTcdiyXFuekxXALSOSsnsYscHZnUmVI8tlEpWwW/S1A0UPl66m1m8zebeYyOTIhgRgUI1uX+Ba76jRjZRIJ9Fdz4HTvNNbmcHjSuwG2Idz9t/mSX9mYqfKfSlV1nwZtdMEE4izRgSBk69wZDk+hC/zds/iPGDINtAm5mqgW16sT7vudxqfhaChiJhg2ebUEv6L7PBGWpIyB/j3TMg3y499907EasPhPzaQURf1VXzkhi/4bX4UuryOVsjrA8eJVahf5tBqNEhvBDuWBNvsOU7kFku/7ecq+BAmm7P+OCxmHwtUF6aNn1R8o9cM9yQMLORzbXxTTt4LMkW2XSkxTP7ViZDtdfU6Ux8YnrVPkfNs9O02DCWHGgLg3oAHk5R5Qo/lNZROc8v/04c4Jl6sH/E1n4nfxTgo6jKLcSl8/SeuGw5RIS0/D8jeBMqs0ipD5VP4jEEKwl+K1QiLJJSizH0tgxBrKipNE7cGn0kTUBVI1HxeRfF0CTrNhf41W/lCkSIkRzy4m/ZSJ+HPpPIZ8Oq59nlP8LpDpLgqZwNNjYlSpSD0XU0laPItfFQQy7++prY+Bp+nqhg9oySu/QpJ2qXKUc4ZDFVDmYa4yVb9FGYGJbcicfmAoDfJ/CXk/g3+YacriBPU5drq6g8ZGsbnWWty5i97hZC98fmyV+OPkpyt6QCkvGv3rdSsoNOa8ZHJjEyfR/9FCW7cZvurC6lNeu0Y7QQf5owodO4dWptRDzt1EVtODikoytsegpNjcQkqnV44xK7+lUA8EOtFLjsIrlLl8XgHQJYh3V32bXvxN5xMDgWg6fs3Ad8dJpSv1Dt8kInSelZNHDFAD89CM3JO6K/70IgSXadMFKRCIr3X+bbj1UhCgF3jHcQJofbCkIZAoYxJ5RLs0wDAX1RBqPaIl//UqjUnfJLb+UzuYzFiAShPpv9pYBqRy7le6cBvhUPoStO3eDKRTZUQdtwDS20RWeTDx4hvhqhj8/CRKDb37HlB3zhNlu8xZuXwgy3ZSX3jRP7ddjYElv/72D/GL818kZevifvkSyuWkPe74mTpxUtmUyvL5DSutzaFTcCLzUCfEk3vGyz0jQ6vSaaYagZ1qFj5vqAwSekOIav11b2s40twvht33QhhWk999rQ3EwH4u+q3pkhiKIP3DKCfYzBzKwqfsxzmvJMqXVGp+csZexphOAFEs+JzBUCczYzKsQYJXepCJGnzGbyR2I76MgfiasMyV3qTJTM/pvU4UUC64rEl0PbzR6Iu/zci+WjFyPgzbebvQjT5t87RebdxNzbSlM7PVfNlb/M65i2yONzJafzrvn0W8w+xJ3V9AkZRvXOajTyDFk06/W6dDOypDtn6kBo5NKMhD7uYp6VCSarh97V5FJHvXJ5YKEeTL4Lh70l5MQTFz7El35QpMrpDcS+Zknrtr1Sx8LM/jH12WF7VZv6XJfOuEhDigNnHJ5nv+8lwCQ/pyG1DWG/mNYSgY5cv4S8cFOvM2huZ7BFDp5C/M+O8PyoESiYQpJGCQdTbzQj8eLKflUKJ6sizlAi0P4/JAXx3VO2fxb6NR0cwryQXZIXolRF/QOH8YYUYY8kO7uOn9L9kt2SnUOxy6iRAAJsw9RGnxthXpmpG2z1AVu8y6QRMzjk+8/wV9ox4weov2eDUOwpStFrMICoMkSuhWiTrUds8BMQd/9nNvsBoUg1DAey0qXojJTi9mlXd3B31oMDLddKaFNIZILME8jy2oZuOTLDrv4RItX+T/CnWvudKM8JZANq6USaUK72jk19njA/2qzwvJyKvoPLIiuP88aq6F7lkls6W6y5yssTUXSfXVfASfTiyVmiOErgFB2qlN3AKahwBfxXq4ts8AP57h7mBj8HF24J5SyKFPYduUrFSF9c+Zbv/kQ5JE742n8R9dVE3gBOeiFt3zHYwfluptTgjRWxI233MzZ4As+0hZuoXVaoIrkLtJFWEGKYvYVJQdRHpSZOJ/kw30GiUWn9z/+nNHNRgXrlHrtAtdTgBdoXym+t1ES3K/Oit8naV1CEsEPJXfIKC9tRnhVHqXPZxmUkQ6ZL5DtT4uvoEp8lqdntu+yX7JxgmIcqE1qz5s08YwrEci/L2UJlO3bUjECrE4psXl4KHSZ7TnJIFJ2jj9qsepFf/RvbOUaG2N0zvnRPrhahRlrsiXAIcDNGBcvtHwL5/bBN5RzO/UqgtmSTxMZxN/bM2uxsLgb19YyQvxjzDDikHQrjAlp0N6Mi6/q7+Io++BHf2LL/s2/JEVG2lUkFrnL/cHUpf1TkTZEtNFm5z698C6I7OOMHz+A6Tnl6cfdNvhHskrMJXE5OyH8ef8XUq3BAiOczHzq1irn3kADmlX/isdTBGTt4xg9O+OZfxdK9zMJNsfgJ/KvlVz0S4fSDEhXMlHdEqRdI5N7+Ozs45UipesqX7weYzA4V4SSwTHDOyMPp997U9UBLKtRD+0x/0ZccK8o1lz32aKqkYBrWQySm4aawneIyhT2GEZRPQ0s1uH2GtU+U82UQteza5xnxRldTem6Z3ZZBHBu7dptmB2IL2A8e3n+dS+8xqb0A4GNLD9Dalv0Isd8YXXHK1yK/SuprFONHMRVj5ykHIEkccUUHFy2MlemnO6ZzuLu8M76p865A+8JVuLl4XEHPe3f4/31eH1wAS4Nt79MBbWfDpzftfnSf+NgT4l1abpvO2nBvgbQl5EK1OSLDjzc5kRtZZ/lnevDMZj/rKH0Hbrhc+hgyeT0WpWmphmJdpiqQwaWBR4krd8XiHb54m5/7DzwLz5QohcmoygHjBAdq1fbcLJ1xLb60NJ5JLb6hYXvO+zzv2yGvUV8+hiu7oIIb4JcU8Yt8RFFNgWIC8dM++wux8wPfp8eo2w/Z+ADqgbdag9u+Z0ui74xQuoKivipMcDkn8od/8q3sziP6vSetD0nzT+hR7lPRfyUpyWABnk+702v3cSWdpZdu57l64s8Z5YrU+KQR+hNCCVSg0uLlrph6Xa4ZPDXY+FIaH0jwuHsi9o8Q+xflnEwiA3OqtSi/i9LKpCmTrfPuINh6KKExjFGZfQvGgVabzqqIYOOcu3llNMe10iO45anyOM5Y40Vyai1S4paRWSFhDyE3xyhwt/Ipqy7wuDSFo23q//oRVBf3NF2Oh86ZzTB4D31ocWmxNZaJ+raD7iZrrIb2uisn+pQ9b1ZP1MortSn7JbxVuXLKRV34mmis8avfMJV2YveYL90U5QlUGMPOHVRLayyxjf8R8EA+4runYuUBov6KiYtpXAY9rMOGZhEGyRqXxPqfBGWoh4/Z4k0xOscLVRFamSGAealPc1VFt2HLUgZ/tHDuffkNxpduyS8xMf0LjpJopCcXI4yULVdmUcevc413tpEcVWX1LCp6sR04vdTHU4jIw3IGU3UMlErR1rwSoqm2dewuacDp5Tp9IJoLq31SXvQph3FrhOI8rOemhc85Hn12GJjynzRdLumjDq3YDmlibd65yq/+ncqlHiK8+cInbGQuFPGK3agEAnBF9A6QBkZ+H0pQ2Tli879CbUZSFwnJtOhBJ/AsEe5MtLPzjhT9O5NXcAf5ZiSL4nSIP8TPRH+fbz/M7FLdBfnFNfdLoZAJLp1tItIuVSPsqAy0FNHal1grGkti40/Q+vYo/ebSPbkgwyHPvssHR4KyH+EepIoOfOchsnyBhBuKcnFBsbb7rLXBpt/EhmwxQEQ4fF77Kx6FyNth4RPevIScNDikpUIQWbmBa9pcQTZmkhzx+Gb5Lq+cE/ENWDKoT59JqwSiPWM+x1pPQhcv9XmcuByj0H3KHh2S7sDps/5tY9FrFls2uuM7Z0uLMQCk8MmwDni96axjrX5qp/ZIHwaQOF21LGDTTPeavPaxvjHq19E23M0h23Z/bEmbRJR2uE0XrjDlLBvTQB9JyjNgG+MiD3OkdZn3BogF7+4A/KDbjCGlO4pZUzvyb1DhTrOeObGWhF/Ns2Pb/Es3PNATrubd9F65ODoEdZ5/O5hBs/aqNk/nvDZaDldjyl3p3lnxVTbXW8Xv+Rk4J/LNkrvgrQcuVmv6dTSOTaE4uwSf45npOGqab7reoWagnU6JWvhfhRw7K7Eoh0T8wLYKVc+r4OG9NMhm34TD3vL9zPIdceEDXpnhWQl+RZQUF3UitxEGsUteo5JBfWZqFq1Yn0F9xr9auk6W5Nv0sJ+RtFOjvjjwz9w81Ofx9swb1BercFGFuhp5t1blL3pW/qJTeD0VGJoyBQAAIABJREFUV5Dgtxdkw+hBllU1GBq2uugGE+Yj6strxEWUpUXcVeM+g76mXkUxK2lDSMt475S2Y0oA8Jj3XwkQmTkmKBMmLzd5NpLszGLrZryfQ5uJYhnla1H5M2PnTE0BSyqe54lA8kQIUP9Ispt8ja3AQxhuS7twC0SSgJ1/oNawUqvk3yx8sSLhq6Gc9IwIt2I3aC4G8FY6Zftwrw0u/ApBKcgfg9NBCNUgh3sBL+72c6kvxUeU3iRP1Hz0AqUd2ng8L023kTmx9gU7OBMHh2LwlF/+go1MBlkkluQqlwmVoQvk1dT6YMKz7lPaSqgvisTTQvKaUaEFctrMUUhPXYIf+SjC1XMVxZoL9TBUstBRUZR2ThdHA9TOQllA89qp8U4dGQjz1aBxRVz5FuUKB4dCDnnpY16coOwvsB0BaaNzYuOPlHXwGWKKVn/HilNBniRKJERFFYogN06GaZtG0eaohdhlyOr5V7b3M7zRBk8DuXIUWoTZXBpk+8ppr5H1WY9gLw7wa4YSa1EhK0WBVmbF+f/gS/f54t1g6Q6feRfKJBx0u0I2lVP00mIj5yT1ic4GZfXcDKrnwvCz0FIPQZqHhelsjc7yckxjrVjiG6KtDac+rnFX/NrtTEx9ttdl3H5B655XbNSkvOh1y9xNCXo+O94x+k373ojv0qkv9PAsJYQGt+Grf0GVlAGx38JtVpoUedUCXUdoax2gi1z5Ww8FCpzi4Qu78AHgKkyXMqGBbs9BTb//oe3YaQmGUXoYRX0hT6odCt1sri1GWnxiFxk45Vf04BQ11mfehF8xeRojQaDyZaXHGdncBC9EGppsqrKUufQ7kvWO4S996b+Au4WeKLfZ5JvyO18g7ws9edn/GZmQdo9RYajQD4X36HoRSWKWeGOBSZJUWZHlZG79jUvwu3ibLXzCWutBriWgPdJXMZRMmqvGpeDat7LlzO4Zk19rcv9SnfRAVQGlGaWQ8VFfpIJ6sdkImHSkP/WvGdeXgitMMw1t9SnFMPVjoW1t+z9KyeFp8yR3DGu3e15bNm2wHgPaAQOvRf4cMc07RWn2sbfDgQdLeMbIYGmwRMqMeTujo50+pbYt7sCAQTKBp3v26bTOpOBxOVQ55NJsrMkvGt6WP7TXWOU8x0cjSQFr+VpJf87lS/jE9RW0LtwQ6EoZVOpSsW4Q31UOZ8xqIb5S9inia1exW6NPuT0KT+kR7/wk7aevSYOihyzdtOVqTbi7ihIAtlPdeL9JUhettaii5cFj2S2uypAL3+Rx3XO96h2hmgcadREv5zBk1qzlYMOhT2Qz6rCjlgAKsk29iUiA5bti+S479x/wass2MDOS91SYn7xY2WpU+jxiuRTFL8zaomGeWa3Bl5BzuLLnKoFJIF/dzZviqamQKsTpm2pZvmgE8jd17h1E2NPjWLH1EE9/UL+OKu9lRsMSfDramf6cGv5pmTZtjU4rLKH8JyXITbxBT75VwMYJRfedSiMAkW+Tr8ifYZGvCpTZqPDwpE4hB6s4uydjp+qYnpFS80iMvRNNKEo+LZK3pzxc/upP3GByzSzdZpf+hMfS0ljZfyZ2n7KJ15RWQD5+1USMioko11RGNoFfG6WZNx9mB8jyH0jKnX2H8iLUUDgL2F9nVt8KDsLF+VpSw+davjc9m1GID6GMTTwcGZ1ha58jJufgWVbaSZe+YLXzQYnK2aMKQkMo6cydN29PNMxLhDLLUZN2ECo1TrkvwY9izq8i9KCxAuMvF8a5xYIeNxU/7i1MZ503IkxE1uWhJ6DN1gbb/CuECMQXnYiLH/LiJHK65GHIAsOqC9B4JRNCAj1hq/dYZSrUdYsNmOOhYhkRiFwJWDBd0VjlV/7MUfPjGG6iC/eQwlFlDlQl1FWynFyUnT8CvyQraZihlGgwT69Hp9n8u6T43WaLt9nMW0JOF+UFEdImljuUCWlG51lrC7V5u9fkAKEKwrKn+CvELiqXxZaH0Cxac2RAO++LRXFe8POE7WnjteLujDY7scOnDZ/eU+isqKl/fpUyOYVm07toZNn6aeAEwOilkZWSBIEW7Q2++Q2+6CjFCLv4oShO0qfIH0vXhVK2SMLp7bOd70E1O8eodiAv9EhfREIWEgLlO1q1BluM4kOGoPfchlgbd7GVJ8iXuM3G99n242D/CafvLuRlGRln5S5u2zAPajeMx1Pxh4VWRs5wvscb6+A0pLOi7/nVu3J9ijzpnDPv8u3HQvl5HhyBcuUXztb3bOK6XMnKw5kqQ6hboyGXekb+XjcvsStfBkguegpvkat/ZSsPxOItsfgxa17GA6wilZ5Huk7qufwibVwWG9+wvccCFSCOxeJ9UZkNZdJiD50st/XZ0DU9D+ANWQ/OMwKD+jyWutfA1Qwv61Pu2nAppqdHxYp2MLNoVlKtTLtLmn+X1xh9ns3KHfLxTYWZNtM7Osvw9XXA1vE8lv1QczxlEhINJDD2dy+ix7If7s4Xd8A9Vl8MzvuGLpRMVEU/afR+Cc/ykbWlKG8P3rqMaj/yV7Z3lVXnonJ/o5z8Qkn0K7uzEaam9E6mw2lePvGsWC9ppMyVwcPO1Hmvr1WUwlhmXsnX6nbqAjOJ0Vj8FWdEnkctrp5mzaT/0YCz2LRpSQN+/1R4pj187aiXmvemkYjF2XzUZ6d1cbaKBXU85wTy2c267pdaEfYoxUuQGxPZJrxEoPjdk1sw/2tRmhA5Wt6I8ZOtlcIDI6jTqM9O5qnn5zSqt1top0l2XMe/52dt0XQ/MzNnrOlxb6qVNC/N5E2l+NVEvi7nhE++RtWQyPDde8z6e3AEzUaEZkfu2bRpxM6Z4pvmaRn3sI6yB5kahJGJPS5/7OUvfRja8bM0dLL7x3iu3H8ZyV3kz21GaY9Rm0Z4XuSx6cvjklTt02rH6WjHo/yQIZ750AgUhMCzBn7Lp2+wlXvS4A7W/wjxR+WhGRyyqZdRzkFJhXqyylA5VJphix7Yo8Qf617jg0dUtAp+TXDiKjTI27Md5k1JBzbuQqCmVXLXbTUZrCEeWrlACRRbYKFcVUhraXSOXf6CXT+lfD8/B2u/5yPTVE6gHrWfUJ8H9jQ5zgNjbhheWK5Aqax1YF7jMn6J2lt4ECnxqdRHb+HNGFNckyUhdm3tfS2NZ+hW2tbOrmAefpgi1wroGonqkrjyV0YZZbN7p2LhDhVnl0gwRru1+cgMX/8TOB8pKM6C1c/FyIy8UnKiKEyobVFfGJ4nt+Yqv/aVGPwoj4WhvHSHilK0E5yTr6FONBIOifN5FuLW4neo2cocP/druJsu3WJLd8TUm3xkAswggbxIwosyuyvzqOLQhqsnqjShnEOUqIPKo3lkOgOH7FA6P3FpkqCf+oycn3bqTv1YPbFK3JqT6tNJzaL11p9pJtzHSLAR8WTiHulKNMxK3ugyoaOz2RUULNzCN0CH15f45l+YKkWwd8IW74oS5ZaE3EQV3rHISenqbON5xO7P+IrYPxHn35fvByjk0GQj8Kgk70qtM44Lou7eaSWrtKMTw92M2LZ4H/RK3oDFjujvsZ1HYNHdQzF4ImbewXqTyIQhdKB+F8mBudQJw+RUJt5SR1TOsct/okqYx0IOXEKaXMZyOOU+m3obVQqh9cnvQxRhh2ur3Gf6DbRWjlLRFlRJCUQbIldnY4Wtf0n1IQ7hJLL9Vy7bXLjNLkrw20D0YKhvt+P+iPoqu/I1PzgNEON3zJdvB6WpsJKKPpNF8/qmXE0nJNLxto0+fcmyYrkGDJGJ76tgrpODF13S84t4dRLN5K3Y0oe7v882NUxbd4c0k1RvIePrnifzR2Rxpo3LMtZNOzX6tGJ3O6VvFjykWszRnPutZO/+zsbda+pjD7cqgD3z5mKwV4ILRfH7YoyWXwlyllz9jUust41fWWT1vMAyY0FmBIYXqjgQ+6Vpa76lYi0DA2bMkXpXVxrjpeCNXXVjCO34qM8z/76zV5z3fbg45KKbPXdvHIPWnB56n914Hpo8l/rS7wVuHm6djmc0N8shrpg5AwutID0D/xyPUDssMJ36om2I72UlUQghX1flEERmFMgx/bpYvplZuoPn5Rf/MyhNi+yIgOehAkWKCdSkvCgvS1Wv4sA1ArT1QJ+sl8Z1iedn1reDVRvdwjydx3wpNDUXxySpJjeOhbcbC+pi7k2uAjB2pIX6OGhfE9kGibdVDdj8UXye7JpaSpUk2C8CToqvowyW8otl6nV4dUp22n0WDA759TOqHfcjfs4nrqOFYoO7OGcX6DPjAMMXBHsqXaflKmmURnDFNG1ntNaTLQTK3W5Sgt9nWDbS5tg9YteljSLNiKcIR0Gigp6DZxQiGCULjRxNa6x7lW1/R5GNZ+zgRyh+WZUfsuHma7GC6KxP3W4bZRUczLMjBsMGOwHmCuRJkZ9tVp4Ql74g79+TYHDGJOpUZpnyRy1GXrJ6B8I0NtHYNbTjCYC51BchmcLOgsrq2WDlnqitooB151rQu4b489IExyk0uqMy5XaDHj/SFtM7AKGySuDXUZoJKzWD5grfeQLPW+SIP2UXPpJmYkBaATFtm1fn2NU/C2SdpUiklc/EqDQZ20E+rmWnVV9AxnmJ8VD2gtYq3/gGh8CN7Ywv3oJ4glivsBYiBXc1PdQXgl/EZgXauUCp7UfPidlfsxVJfbf50gM2+zYbmSAkVrUBSW+Ec908b19BAXrE+F3hEDcod0ieFD9LGXNlN9M50/C9NJNzWjUePNTnul86PqWe3fReeT1OHVlSmzdTO01c9Rxgc6QwbrBQzzqKx/XxUqjPBr+EJSYk9cE9uHUZAWlgp1O+f8wWbgrEodEVKag9MRVwMO4fKMpiSCd7yM69z8u0LBGh2kP5Rzczp+2a6HFEtBBRwxWT+tQOqogIJcmUPQzGXxVbPwh4Y1I1hdm3ZZco+wuFJsJBoxumAB3pMyUvU00/UTvPN78ReMB3jPwui58hvW2JoG723WDnKTn5n2R2n4WS4OAxn9hXKq4AFfdwO0u8xHXHRRG1ZXblzzhqQFnBrn0nIIDf4Ysfs9YaUxlxixPkiU2RsfLf5qrY/BrC/j6dZfGWGKV8qnCx7tlLYgj1ua/ToBHUp8XD8GxkWqnX4ZuOc2M23ZR0zGvD1PNanI51OJz6/JX3XBM8jXwsbtHUxeQjn62cyGhuB7ynS+xUU9dKseM9MDxkFB5yMGd7yDz75s3cPDn3uTEuh/qcsesfWVDtEYjif+NDcFSZkQM0a22T4neNVc/xTE1I8MuS0RxWdDBP5B24B8J9Kyftunjbd5a6tlvFXo2ukJ7MQCWOwHSviGc4xm6eCh/6rHLzYnnR0bpV9d2sW8MetXNTu09MtKuZOsNW+8Z3Rfii4s58/KkbtueKb3YqTieuT9f0PAJgzt45Yr8KszN8VmynSkT0xWym8adcvWH99FFp8yHt/vTrbIkc9pbu8bn3eWVa7gDwk8Z3hojRcea0qjgYup/+b4p8F1fbM96PqY8C7bgHDq0yDKoWgp3HRXla2siX09BOK+TAldYXHlsV+YqaE2T1HBwFEP1OkFGzf50Sb3rzuDiSWpyCxVsPXSdPfKSypzZFHoofm76BiI79MwGfyePgALY1+HP7kZh8Bb+JaLnmlfLibC4JYT6P+lTeFAOBfPjEldMjnlhXocZQOCJMusnXUftx6Ra7ghLMssOAgcEPfOo1nu0YKKVgL6f5UuIdpOjIyE97O2L7kRx49uAZyhmf+yXlrGu7sp6ty6UF71mSYNwTy5/ToUEWQ5q8LhSrRjM5zkbPi7XfC5RUfgpVc/U+G5mGQZOtU5aFljalZrMmiWlV9Ywyd0kAXvSXhyKYvF5yqie4tNJIsGKdLdFQ5RzovIr3ctHoigle8oJ9LieSsI06ClSfA3YzZUPBjV9fZRLPSHOGT+bSx5RFo0vpWCnJSu0iX/8SaQyvk6+aRGLkSumxfEMDNhipsOzxqKIRoLdd3ljmG19R/CpKPkKjGz1HCVThR0qE1kv0Pc310cAbJVGqsUh7enSaL3wYLN3nSzeRZ2j2Hcp+MUGhSoQN2LPDAX4boiMncJu3Nnj1PNn0Rr07bqDd89Q/a08PvHk+9cQKunTnnNr16kwkQWsrdSLMi1JuJgXTtQycJozZnpDuZu5mp/ewqM9Uflw8ANflVbWGHtKnX/tWqKoGgxO2fIuVpyn7pap/0ERxObkw5Kglt299TyD0TIJfcP4/IO2SostLk6ZjoemnqhGstz/DqM+elp4q8aKCFdnEPor4UdUTvvOYzb3DRyfh9a3C8CJ35XBmQvYjbbm2yC//AV4SO/IWOwku/beonpdjDCTKzv6SqyLs+z/h4cj+SWbvDNXhp38RPVXpCCrkwMLqkbJX46Kxxja+FINnym+Cb30nVh9AAL/4kWhepjDpLqnf3cgHuMcaK0Ky4vYh3ztiBz+LpftsbI7i+rph3iO78p4zdc6a4dabJmCD+lgEe3ZkizLR4mxyrokWb3FUTMY+nFqgTzNG49zbYEibFetNAz6tCJyM3lWjWW4PxO6Yv8GseWpv+/pu7hm1bhvjdT7y55+wmh068/G0+Dvmv6C+T/UBpsyS93q5V9lzZbUz+q97uAhLTNWqzo7AjTMPtAvkT0VnnfUGyCDc2xJj89L8RcLPDP2Nu6oIMH2uklGbPfcU2MiYTGKh9fP2iXfz65k+EHVFMIv6PLxqUneaPmlwaQp56o14UNMd7/BHOW6HrQcEvj7ouGhr4NYOZm/xb84HfilZOk2PzUpUbD1VIUx8O2OJz6A+AxoT6rMj7iiti94xtX9mVJBkLbAggRB89nV+8a5AesY72YsfSos2yMs9yyxbZgERV0alA6U2M0ntPju/SywJxtlZzCg+TwX2BPlqTKM+yrdpMaFNfTHImaUUatxK6+LLsRmRJxFUlnK9SCyRlzhfA/tl62z6VSTpljCz/0+28wMbHwSZRsSKRGtacXMrdYqnEroe16czWxapRKkzkujGRLYSIMbvSYDqvT/C1w7Peg+Z/DmXJlH/Oi9UtaC+mHIbhu5nOpfSm1piTCfXCDeJyBv8Bk5AcYWmkmVUPBsvVsXUW3z1M7F0M3v5K6rEIA2yk8zuYTBxgKfaYXVs8u1EThcz80pBlXNo8Kz8sr0Cs2n3MXwp907F3K8Z1MJw/6R2vCajMZ1ULQHQlu88sX9p1CdQ0oMKV6DKPKGXvOLS3hqdkMYZ2/0R8TAHZ2zjC1aahvdUUq6wEQ6q0HSr5/GiI7iZrp5c303lUFX5MKlUHezF5hprbyMrSWdT4hOKXMcF6PItzXfXzOzi+pSGJ0JOGi4vpSq2nqcYPEJNuAAg68NDWn5PAmlHXvwkK28QGIsI7AyybTF2nl35cwCnO4jSYuUBV+W2o2wuVG0ScodK3AKrEUpFj9XWxNb3wd4pP4BUWLzwG1aeo7ClNiWPUTNv5SDVcAutjZNk0VByH2VZ7PPz78PGXbgbLN/Nzb4tze6MHJfyOAUE9sAYo3O8O+CtTdbaEd0rvDpL1i2pN1FRdWzFSHot+tlPf5MXnR1Sauu5+VdenPqGU2iyFUL31zADZ8k2wb3p9bVNncKPfF59zEI7V0nj1knVm0jc0kI9kiKpVY0FjoDSZ0hnMngqLnyURY6ZHkQnqjtHpR3Gkeept8sGP8ApcXCCnCjnfo0FXOghFZDKERo5rIZ/XVZJQxcNX10312i8dBuSJydKmJbqiHrtDeCEL7u0/wyJPaffJAzr4/rm+xyPHlpC5UQtUilLfCRhtS7GLvCNr1GiHRB7Kr9FWXkWjRcaYuYtjodoj1AekMJo8YUzOEQ5h9wE1r9KFkoRkpQ8povkLtULYvMrys95isjbze/pYe49eV+w2irphCp9a4uouAWv7NoyArPxE/NU9iG7cIeVJkMPapXtFmMJ8S+ah17qNBYN4ZeZ9TCI+ixL3TKSdJPd3cFrWGfsHdLej5qtGP+aTMKtnX3gZLTvNBKrlx7McI/VGo/4x67BpRRRvRGrWR97GHnYdSvWTyPWudxT6Id7Sc87874W/MMnnuS+prhGsPbVMSeEm6+fu37sOcxGeT7lHdW4hEDw9ibV/LnAMgj/C53fwj1H/O2knMK+9FlnVvVLnDGuuLWEjMPdcQ0BaatB78XyvKhoF8VXIM4dgmfmbdbVB5K6bKIzcvMpRtoTHPsUmUpqs+nr2b5BkvYryQY2q1CSTKqhp7b4o2zF3lk7imV9h4S1+OxT2P8aiTqrnvQtuYjQzBN5Gs+MCYlzxY6YfD1Y+YzhefmtYP43ojLDChWRUTApx1gH7CH8VRX0SwiTawGESBkaJkeJay3or6vG67wj9+mMZ2l0pjemHVxn5dLMp29upJ8m/UUpLhVKtcX0axzJXaTteyx2EONHtnVVCW5hdQQ7VWZ6fQU96C7ZOY4tVEF6NWkZ8Okb+NmmB714HryH/HVI7rJ7yPqvUPZI7CaAYfLyNfWT8ig5p8IAHmVtoS0l3aWlhllc5KWmgkoIWUXlt+k3BKJDb4rLfw5rUsme7z3iE68idhTsRJ6EevG9XARIxcgPU852d0tsP0QR4f1jtnOEOsh4ah7HGVZR1C4XlhY06vil6X6mTmgNzePeqaugajeiF666KoGkMicufc73fhK7T8XuT3z1UzYyKfJhaB9KC0BUibw6I+iKBTcfehl+mHrizQQOw4jBFpNWcnOZdTcReiB/khpLsJhzqsB9hyiooct9bgYXbn5kb0pfzXegvBXbmfplvvGVgBvnER8c8qVbfGQKhmxRFXJssvqyuPxHRChB4z3hqw9Y5bxKvRhWv8h3kpA8RYOq6rQ8UNq7FD2ITbZcnsIAKcKQ1Msm0gmGcl/LdmIkuUMDJzLHq+f53K+Vz0IgLd2Zt0V5EheCEntGqVC6bOy8aF0RrWtIDtm6wqrzpClRLFbsZ6sugevhmWwd41M3xs/psFbT3BOS5/HV9Kp57ok8Tp6RvudFHVcNc9DOn4yx6KMgHQJT5J0U8TDpbZj/s32FXfsr8EZ+0e0ciou/5aXpCOHUFezxMvV5/IBt/o0CifFIgs+9L0CPPfLU7aknC5yK7L2QU2Ks4LkyYMr8aOOiq1OYkF90fPCQq4o78n6ZfYueMsjV3qA6h71w2Zfiyuk9ZA4r9DKNFS7voINTMN4e3UFjFwTSEY3LcRGPSfZ7FhaS3aNyDtOvo0ClelpRDlU74kyKOWxcZle/ptsKOXLCcg5Ld4KLH7PGhsAXWlc5zeLwEn271i+xdXmbH5K6eMKW7/HROaE+VfJgSZ3OoHovzHsEQHMOX3KsOt061FQ+h1VSJR3TjLZNf5+F6lq3MXGlSkNaN2y0SDuF3/xNMdZTlE/H6K/YB6aclIcWnmtGp/ZQG5cjfka2cuKd63YgMeIrVj/dk7r8Nkz00y6u0+eKPlfp7OFT2OJRhPuMMBXkmS3isRli/LbwrdTb4WPzSGSfpXJ/lBOfTjqi999zLbwX0RwRc8WucOVXDHT3Xu74qhk7JIkl/cs4S43H1yhtvaWtxmxyitSF6lJuxrlrrAWfspgj6kvx+k57J+ufVe9mqeKpvgYO1PGsj8pc0IppLXx/zGUw7oKZi4455XJJPJYx3S8zqjyD2irqLzc3h/qqaj0DCWbe4kufssV7bOUuW/hQjPZJhpL2egWiH5531PDgQ/PzNMo5JNQXgZ+m6XFb2fNRn6EBpqRj0WW9GAW9Bfqs2D/dmVNrUNuBhEq8lqOoAKIydT71poqw5weniK/o7rJgBLpZFiXvsXMh4rdCndOWEB3+beg7JN6YBfq3EKmU+oHw9mzy8Zf53lEG2d7+iWexBz+y/SO+hwpXfHxPkGDIM7UAx45FTWkl+PS4MjOdyXOpj+svLHBKEpYAEkQJ/JmRtrIEv5X78M7a+BZV3QaSV4FGrH+DhtbMFGtJOk1XlCsqH8UG622y7SdiW+UzOMmcex9P01XqPOxZS5jNS33J65bmvJpUpPCM3VAOWwb4hQMnR8pcVfYkJ0c9Op1Z/5riLSWW/8zX/iBGJ7mqD56P6sWZ2VmMIgomDRqinyFwtW0ew0c1GHz1SyhA19nkPVXHD7pBCKgGu3q4jpuoaSeYwRKVXN0VOWk6y4tS4bU1du07PnjG5NXcOxILH8tvjAzJEdIozGbbcAnboAil6xDu+KXPxMh0ADhvZ1RJQN1Rs6BcYVu4mhJfr32nykwT+N3D8wviSco1P45O5jrYvAKXTkfSJC33QJij59n5X7HlOxxL8Sab/2VQnAAqQ5yh5C6lLvyT5W4o4reJUMn2FXjxqHbo0QNTjnOawOjjro6fu7wZVuIKe6V2UsovTayzKM7Xmu8ssfdmR1NdtKprHm9GX/59ZdA7kGNRn4egXE8/L/XF3Kj4X1W0I/AL5HWpLTEkdzmDj8PghC1+TOXyJkL8oFA6HJJpsPF9vvsQru+SiA7+yc79B1dwWOiyBFfsqDyjbz49MyIZJ4upF2bCrQ+BWp6xu4eHg7LnB0iMyWbeY3A6VbF8baq5R5lLo1ysotDPqMooY+cClN2jkGY5nLUvEOOXgwesmHyLwO8JPt1HVmd5l8G7tf8y5RCeoJtlnErDt6icYDfINln1nNj8il+Xc3iGAzf/xhbvs9X7bOG3kgnhmFAi33t6yILBym+txrLY/gfb/5HudHkz3sdUg6WJLVEHZVxFaaZIoH7Uj2pg9OI3X/Ibea6t7ChjUdSfTUdalGDFaaFi7+ZQxxDjWLc7dQPRT0eOCTvEurXocUgjjolf8bZsdcywX72mvD1G41pYKOW+5pmhY/FeI3cI2qdprp48azToXMQKN5Vb3V+Xa2BjTIW+kIwrpSiuggpm8h241lzi3R3W3cBz1rGLFDE1KsKdKwkeONPrUUTTLrRJOGl+uR7GznjmxD+N5rLX7yPrbnJnyXMFdcUv4xmFcSIXq5zZMEaRdY+teI8dISunAAAgAElEQVQ1Jt/qjNNha9qtKTIKMJhfGlrj6VJeNlLVnBcG+FlkaO485LWpB9rF0Hm2muRuCZHPxk6e6H6hEqiJjVjSsOMn35C2O1+6y1buB3O/4qPzEvaCbAMej5maIAnOztJplmdQjpoR6dUMD083aWfe0f3iWnwRkg1T7Sz3ThP5VNIUnfo8FR2MvC8xf6o5xEgDaaTOvEk/vScZgN8j1tuFHAckaCTwZsKeTXd5z8bjnQtRICK9A87JVQJpFU3dYLtP+f6PiIOSBHXwk3wNV6KdY45yDjUqbKVMfK0bhYYNNoau5clukgpj3n1iKKKkLLDYZLdHJtnkG2L5vli8ndkgxQ9CJRUenHwt4pxIbDTYzKAsOdusN2DbPyBBwu5RsHvK5t7lVNINj88JIJO0nJpkx8Pa7i2N8VpmZs44q6dHGOSuw2cyFS3KUQkLVdCE89oFcfnzQJpH+8eoXLf2X6xyEZevqGXE0XOrFDWWM6ivred3sfEvzsCp9kdNMFLzSpO8ucqogDvrbAH84EUWj1G7vkWb9zw+n9rrjMrqWa4jo0O+G5TIs7R1iW1+h8QtB6jPwS5+xMszSq2i+hwdVrvIkIIfmYfE4ESsfMZGJ6A/IIaza0TlFdR4EUyIfLDNFX7lG0Gl4bk8fOk2H5nAJOfJhzNUulp6WQW9rp1BR3myqksdUZ0R879kK3eQlnDlLp96jY1MiWJScg3CrGxzbJa1rvLuFuuiqAOrzKii8CLOODoExkqR0uiodn4nTKvzjienpxKDO8xoAkN4To5yxLd0tc0204vObhH1cbNen0cVtNp0TxcRlNeRMqoT0A09Cekd5HFpXWFbf4O8LPln55At/GeAJTFOTw16tJZ6SkZj43ts6zv4QQyOxOCIzf9ajExRIKvqg5pwR9X01hOPBhIjnzcxjIdpac1A3lc1+savs62H+OobHPGDUz7zDi8rb8kJuhF6yDqDhyly/wnK3dIA8cqrWV/kV/+iHiQhsefK50gzC7/lJpt9l24QVMdRtXyQX3rwkE9dRwfKSqLsRxlr+1yVQ2xcYhtfo96MpFD5NbX9N2TqXrrNLt7mrXW1Z7SG6VGIvJebK2zjywxCK5GNWazdZZV5UerjQUx5PMQ/H957HhCkaKQ89vAcbph67ePYJvb6g3nNZY+p57OePcXxHBM2BZaeQ32u2OjY2T672WnKtl81+1hvx5XC7CmN38FrRzZM2MmmvuQdZ1a91OelmqjxeHIq/k66F0gP4TOWSsr8Owxg84D/gqKGOxejJINUEPVXaApofQP6od1ktXM8W+OiRHxY8eiHzmocIh17RWmuq8365Nj3gm+6vHyVcolTl6h3MtMmNu2WiXYzCMo80Bqm89zBR7DOa/tSuv+6HfM9O7AWs3GDh00ZupztfjkU//x6oLtPzmjclgqT91X82/Opz9Mx7RRUvb3KgprIVjHMYieYeZst32dLn7DVu8H5/011/MosrxK3jCAwL+YiP/V5VbuE9LhFernkfa4H770o9fkK9znyYGqKF7tB5SepcnU2lFtmkKkFU2+wwRMKtJO/i0/E+HWei9E0ort83VT5tPcLWqCds2coEkbUhwyWsqvymsqf8P7L4D040f2IB9v7ZyrlN1ybJl8R2RESPJN2mIoH80WsRe6aLYOC0rQyxwHSk+4FW4ccOBs00jafvsFW74uV+8H6N1AmD55lB5IEnrKpAxFWmTNiC+3EocVmoF53rjIkd/mZSsMd8Zn3AnxUxSn0IViOmtoQuLaDX9lL9wj1zAk4vB6UO/AyLTQzctSjF7JUuQ5ZPSWarn7KpZGUrwlFSlacnutgGWVYMSLufEk4Q+oLabCDPJnFGpdYVV/hXRV6sKnAj65FUsuBG42Ylfp8kX6qrjoBT1OpbfS3A0m5fl6CHxbewSG7fioW77DyRECJCkkraElaC9a/ZlifP6LuyOp9XppEEFEcHVfUxLECwggBfijnsCK2/yoOfpTme1aamwt3UKJQXuuSWnLK+O7Y0GUFyylUk90oU/KPsQvBhf/NVu6zxZtwb5t7m4101IgI+UgbQbm/eZRA7G0jQQ4e5p5H8KEKZCp0PEhmUJ/JckXTD/NfpL7U0VlqHp2IK33MFda0F3Zwnau/+UxzXZPRGclv3xukpGk7HjXMf6wuIdLMjAd4FtBlY4sS/PB1h5vrCBVl8/2gRHF9SswstCiRZke0t/jW9+Lgp2D3mL98ys59EJTagVLSSlNR5FuXaeRpK5xWpQFnSj3cq4OrkhaL8qtvHLrZSI/1D8TgEPL1zhEbHPK511ExLx+5BJdUBUKFT5TiBXLfuHyRlXf0BiXhPEBWG7b6ORubkweKYl9MvY6ShvLNg59QuOLgZ8rvdcgnXiUVUcFnjwoJUuVJSXTlnqguiCtfkocItPTMzkO+dE8s3RILH7LWuiiMk5qnvD1Vsfu+qF9im99SAOFxsH/Ilh7QbghQJLzsheBXtC5iz3+h3ZVpUF+Kbeq6F1rGMTd2dhpxbL44NCjF1k/MX8vm8+5pt+yY46kmdcYYhTY6v9NmNDQze4pr2qaAxPA9jQ7rLVijTqELaxSWXOMdtX417Xn2bUaEZ0J9mnaXtc+r95CcGH3E4nUlVf+iptwI+Xmqd1DDHc8LG5dEZ5t3NpHfZew8CnzJfSgHTNpcuZjt7Yb7qMLz8MI63D0w2cEOjEwT2ew7yNtJx0XT0yV3RekfGZ2pGKdzOmadK5VFnXtkyILXBcOhsr/h0mm2abpxGlA3lmho2qe2vucR60hh0xwvec5GMj+5ha6biYOlXitveHihvkPYQ3yx1EJP0VxFEMwE0zek7c6X7srfCX7xI8TMZMuBPDxfAbNZiTrNOL0oa0vNIbqaS3qxPKihoK3OxQIdN3Q8R+7T1DzuUJ+/loMuAGrgR50ZA8lIHi6Mgkby9Nh155Bkt0O4eo7vEhvYHpsx5rkaoOH/Ge+s+qB8QcPQRPg6igKdXXLL1Ots5wf+MrSUDKo4HONX/+CE7x4HEzdkH4Kk/UaMUqnb8OC3gkFTOlPpaSqZinODJtMUGAt5e2YbrNwJZt5kkgqW7/B1acQcBq8843s/8r1jPnmDmM3W3yzpD6MotuCn1N8V174L5Ej3T9jOGZ/+BRhYaWgauHrVSPsUbr0HgzxTZsPcmYYPJ1W4oqGHEnVmxMYfgsFRIK/F9Z/h3Fi9yLWgPl60PSqtIgp2rpeihwCT3UrNKOqsCcWg3EeJBSh+KEPH6suwrvJx1lOrJoSH+gwcVX/LyJQIt7o8+YAVO1R1Gjl1RPMy35Lgd4JS9dI2XfxIVQ+jGL8eOlm9yK58RX5ox2z3NFhGjlORSHya3Ie/NTiw0dXkrUv82l9QwQ/a6QkSSo3Ni2ItyFO2w7LyADSoCT3XqA+wkW+Si2YHGqP8tDLOzv1GUh9fuQN3telfsNHZqC5fLw7k45XzHGlRr6KUX/sKyvrJQZU7CWdakXU+DkyoLyU2z2JFu57ekPhAVayi0NGRyUw00nN1KhbXV9C1F8/rng45HsBzhB0XgXRe4hH12VF/1mv1N0kW0lGKbhioVurhuUZ3K9j6OxJj7j4TckVd+E9WnEQOEnkF4aY7TvjUxYXuvQzXxAOKLN07ZHO/RJwtSiw0VfkBK6WNd9R2gspkaD3vNCYb5brkqnwfnibQjTa+x7Yfin1Kwim/rmff5aUJgftXLa2eoJSkYUoYOCe3KU6vLepLuIPgN36ExDarn8pFSzUJW2zuPWT1lDApwU9OyD6V5tt5wieu0+OePmYDL5poHPcsFTxsrLLNr4L9kwx0+Ke4fxfvi8V78haTNx3wuEyJT+HJ2ZU3GhZ/67JAXUS6i/d+QhoYaejKoY306ZYZT8CvaC4GawL1tarN6kt+Kz8FLTy7DWUYT44Nv308jDee8+lz23ffzPqafe5RKQb083d+rlGuf+q045enfPjhbzbrGe8QyYulS6meUyQfjaSO6Hmd8XQ4ozWbIfBTRJetiGwRXzrNSygr3N6Uf1n1AgksFOMnKTHQDzQeWCjYsHkDHyUI5KptdpJPz6MEreyHMy6eidvxXS+32ZQdvH2zswRp47JlvUzF7rOl7qYJ3Zm4QR/XvfCS1jpf8ZzFXRvmcKLXFC/nSnamemZxnfWmN+OLBw4dzOP6sXjH1Nn0dJ026Y2Z/8atjcWtcZL4KBpQ7V+lWL42cmkgQuYuW7opzv2Wj45jQeaR4jJ0EAAoSju4FmQqnqg8S82ztrCsn1l7fTih+T6yqrRbFBeWxXO0QX/EoH0s/QvXVqpSgHyVnaB/nW0/5vv/J0M1lNjkyyzbJjikECYEQDoKnuv/aTmC5hLfzqh7xMkFKpaAHCEtiUxIbokKxWfAzv2fOaJHTpH0EoofRkoJGKWlXhOqYLcNLSbd6WF+Dv94i5hHvo4Wp5kF33NkdkgWXb3HL3zMN75GZa09lJASg0di8jXk7gs9Kut4LG0qchDosso9FdW6gu4Vvv2U7Z0hbGz3UMy/RQPEbpTqo0o2sUeW1OHW69UZpjN9ri+rIYE2QuhSWS4LjUyhx6uLwaU/4On7wSlQfOVTZFQP/SSbAiIAFaTOO96VkY5ncKCT4dOstdBUG4tKz/NyH3X8kGJ6k0v2ayzz8riK8WNEbkb8XjhSJ72nQZttUuFaYV5QGNktqofWRd+a68H6n4LdI+QVlBd0+ZYYmaTSYW3QvtyhdoFt/ElAEjxFpo21z+AfXm6SPKWEmhbl6gQjka4o+9POFKZ4czHY/BpOngen+cGPKDVWmsioPUvtUL5Wno2yS2Wq2aDltFQp7Cn/SldF3KEqwNh5dv7XfOUeW7jNlz9hM29zWK6UMAakMUGTP84q51AusrvB21uYScT4qWwo0mClTDAqPQ9Njp/WdP4sRVF8rnbnyH1GshaD/bSKC1EWjedoaI7jpW2UF307p4lvGtF5dRtD2Qt36NlcZAKk7TMZRvR144hErg+53M3UVxCQtnuG6o4Hx6g7NzLF8pOkbk1g5chJLlPy1e6AbX2HmNK9M3wrXvgNH5nETUd5UxDthuuoCM0AOZ1M9L7FUJ3m45pQYomoNRwFcnsKrM8un9znO4fs4EeA6+CJmHs3QE/GUV0wr544jAflcbAiKg220E55PCNXY3U9u/Y5pbRBAUN26QtWPY+nJ/JLFeUc5FQcKe2OXYeXAZxg8TRNkt44lTyZiCpzSE6TONdnjTV25Uu2/xPf+4kfPOPbf8fD3JW7fPEj1toAeZbpWLpDhRpL/VJw9RtJmMjP9MoztnSfjU4G8n4po+wEHsFIOFSuoUXPVbYfTJg+ny95rLQhxvpzN9vsG3nRAz0W/7+1/RstJID6Ankgfe3/r7ho+L82OS+0eTJn/PvjTRmjfcahi8Hzb9Ss+en/eoFzvegQ9BPB/w1FTuDnKcGvfRUPQrIlqosYJYBRe1I5B/7iZ8loi3A4w/v2dMebWgUhrT/mzPOsr4XnLsjn4rerKKYd+CLPC4YuFe4269lMDkwfEXclOx3wsmOGepbuXel3tvRKgn4CtGFPC64z9qcOjw3rgMuNWpW/kFhm35M2E1u5I+2wrHxRnsxIizAYpZ1RaUBkyxx/x9wcLTxnU1/s+cnz5jtxLb60hJwaoXGN9HiYRbNuUZ/h2Omp2aC15hBg9A61maXXKOqAgmNIWihpZPY9aZtm8HN+KnZ/YOM7vFil+VTWtvLV1Jw8TQ70UJ++f+gRWtWSxFAoV74aTN8A9cmfeQrVoCCQZwgtQ8aUV5B7o1BHfnDZk0LDJp+8D2YKNtu4IXDWxn1YpTXSYQo5pM0x8ZpY+5Qt32PrX0tLRQzO+M5pQF3lUMzG4d0nu+oKj5LoIB+p03WQQ4uy/Ad7Z8H+WYAcCT1obiquMld9jpKZSn2OgJmuhZq6n6qk11SpR4Fz1Yv88u+Rsf3gFH/Xv2SV2Uypz7J1SihPanBRy++ii35m2XR/hhVNMOS2bNiE51V9lXV3JfWJ9rWgeQnP49XSKkawF+K63XIYVRi+CDdKfqgn3mxR9fY64i3z47y5wXYeSobng+MAdfw+CvKdsN6dND1LfT52gW1+I28Qyjd7ChdxHNhBGSR5K5X1WuHx3xZMz846u/Z3hA7KY/fPINONwlAGBkB/6xqipQla3MEqTLs8dmyOnX8frp4L97hkv+m32MgEuQiqcEHiK3kFKxdZiyRTlbNtdEaxFs2DKhnfi17EYqOBeRG2dVhKNs60HC0pZdY7Lj7ZuOIFOXcr2XqgS32ptOYr82DY92nthG/2PAemnasQQ2C4SQKRWMK3AX4c1cyf8Qv/SYrZOFETCbxy2ZTJi7i3L78YqcYpks0Gc+9nyn3yeGySg+K4yKuC5l27zGAx5NVh6VtSpl33bEzGXp4kz9JxPj7AdzW+n+XNchLM/VKyExsdh+uyclKl3EJY2BDQ+nDeLtFryWlXv8JY9uTX+xlb+4yNSOgax204/W4woNqt1884qlzIFyd85wc+eQAfZgxwIlTk0FSLU00/lKbc/FKgqODPcB/d/p6vfMYX7wQLv2Xy6yKvxkVHwfW0A/ZrbgTbh2h/+yiQeLl0l1UmBZR/lTaphSjuUs/V/WxFt9g1nEJLaVqfbn79S7yXbhRKm/j/DwYMsQ6f284wi/mFu+dp4cWo77lj/H8fUfym39QeSn3/EpR6T5FGQS94QZ+/SZAboyEUCfwus/YWtu4mHnDCLhyNc8DgbzDyr57Fs0qHHPjvUe7/4/aCl+bfmN5/75nLi2Dni8zh8D4/n8RM0vNrbi+w+T05LeEubftXzjKknRD8yixbDRBX1mSTrwfLD5CbcfVecO4DPnI+Qr4mqA9V7JtMS9mSWonBel+dLs726XO8tFU+V/RL0ev8R6V/yofsHAba1aI6eDUhsWTiBtt5pKpLie1HbPJVWP+ZWlhy3SvoualcCnYoYBwHqEUqqndqwHhpXstfd+U4dHACy/jgnyANKiIfTL2ZVaURMk1RaOgYw13q0wnH59+YRlCue6T1DlJ0lIhdy/3/y9t7OLdxZNvDW4UOyCBAIifmJEYxSRRJMMhBsuzddfaun9eWFb225Sin52zLYpb09v3+3q/P7QEwmOkZDCi/r2qKBQ5menp6GsA9fe49RwE/Nn9DRQxi9UuxhZiM76oA7nc+8gJ0R+H3XXJljdqJO0T58PiuXuCNn6Hsp7Du1h9s8jUkSsXLOr+U2ZJRvVCfk9lzvzDdsqUK04aFbchEiYs54JxYFgrsmUm+9CFAzvZDtvMorAK19IQCJ0LXyKGwp9gW9nRkV3qJuLjq7hz5n4T6yDUkNShyizrVE2xVYRFaEe3Oe2wtsGdPwrTjMQ0CY0WLNoSJZR78WGFWrHytJj/8OVRQu3BD9I1DeShJnJ66aHaaL93H/Nw5EI1DuXiPDYzR4kWVpYiEdGqlFCx1/vwcbKZ3HkHTQg3mwi2RrolUpalQT1EyPiNVsw5KE0dxKwW0wFMqPB3nE6+jSnn+XUjSj7wQSQ5RO0VL+TBOKCs9ycurUOqmCg6u7RyaRXT6SENdn1N2xTPP03aYvQKw3IGdvEBR0vmuj7aKk5Fzv2WCNGY82bHfjXCq7nbsXfWGi1XHkW3UZ6eP1JinagqxsAtfg6Rq/KFwDpu7zgGrtH5J2fJ1SEIrBTP/4rdIhaD1OCSFpgdlcpQIW9StKcQCytpxd95Y1JnbaRrMDrkaC/WVUWiXJFv52i7b+hnVsDvkhjf+KipL4YZXp4NB9BGIKrWMQ8ASq2/OgRm28hmlSJzIxgE//xFXe+hcMXwNre2S0iaSPrDxjd/ZyAuC8K01mJZvIbAceML8Alv5XGyfKCSJNjd+4IsfIpV69l1eumR9BHT2Jt0C2LyBaXbhS753LBtYhRGLH/DMNN1piaWG6SOpU209JqdrJUI/XKdzQ5cArnMLFOa2W+iERj4UYpf4L8CLgLFs7/SmW4A+1Gt0G/CtgDuNF3Uj8OZhhGqCjZttf29w3QsNBtz8Dk4xnuEigxewcS/w/BKvbiE5pLzBspNMpiVSPUnfxVLV760b3VGfacBDJqqzt+WSgEca11Yc09Uf9fnM0uDrKcZTuvJ1ZxsB/a4XBWeEZw7kZsr8DAr5nKebebke8aQxNdTVLFYuSNklOgBTuJGrXAG/hZvw8Zt5F8UGGBkNcvrhDhfu90R3jv0xF+ozYy0PgGd/tyvq807jNOz3v0SYGL9Ynv4WGU+J4SvwzMVP7yFrPJDlhpR0gLbO80F9nfV+Tg0Y2/FWyR/2ZJsJw/2i9izf2odr3/YJyJZdKrLaOpXq57z2LPGfRYTgsQCwzQCT8p6nGJg9F3UWzlN6YQkGA7E8oI6Cx+f/zWbfY6v3yfriCLLjjX0x8gKMBG0ZnrbGi+0eQk2ngMxVFdI1HmCRe/cQ1SaTr8uozr6z3akrP7MtFWPM23SjvtbtaHM8vTNhQH1g+RK6qzWeKIRV0Nk3ylc+kwjUCJCv3eN9Ywp4CMpjlJYTQFOdxcHmuSv97GorHuIrdArUL0AUpyq8sEA+fhfIhm6ZxQchoalzfamrTaXQJjpyiY6491DypM5W1ZVISPWUCk3lJtiln3lDRYQPYTWmABWC7zpLkd6mirAz4+zCN6jI2jqQu4/Y4h2WGqHoueC6RNniM+NkNl1YCF/8AabwjT/k7qmc/UChvnAyG9YFXSktoWEqsUu2BDP0/iKpI1YQWKtHM/13vnCdz7/PFm6jRArlTAWpFTjQLJT3eWZUjR6nIkleuSgGpliq6XUOJZhO/Rhbqqet2rDp2J5s9adJhLZBqd2IgrQrbYKZBqThRn0u1GGBpSYY60R91Y74uwPVVG3yLU55Rkd/Wu+69zCXE7fhXowkZOu6dhim6xjViz4MXVh9HnPLIIEbj7C8pb7u5t6NxIcwsPEW/1kA1ooWeLkBS1Xk3h/K3UMx/SaeMqEpqW3NO+lE5shidaE+28265Cv1rdkwrfUUQE3TYkEfJZdWd9ml3/jWkYSL6SEbf1Wm6lSaWKWk6DJUN/X3mOYwwbYNqqZEpsZWvkSKBOpdH/OVL/AJStexCDJ4NQx9YyjfhtW3DVQ9KQG+uhdO6EzRoWafSzxFJJ7amZkEktzB1y/S0Td/lPhBv6XGk5dXueUqMaThokiUZXqUZ2fDm9+yxiGy9PeOoOndV0MGu4Lcei3GbtdunpzNwWmjPnvE5tjcYSK99qsKs1c9+QM2L0nA3pFYx6XtFzKGoUYiwna8IU/PpW9pHijfWNag/uIfiHe2b1bUDLLTNhru1M0uRYNeGX3GcXaXwPk36zOGprfwCGQffBqkNvHr4wr7qQ9YboGVLkAHrLQezp6Drr1MkYdE2lz25nUvXg/C3YJXU/4nuiaVY+J5nuU9Y/0mlfFE4xP0uTX3B9l4QNjVW69L+Dzi1oNuvtuuIbRDJi9E548A/XIs26+dbg2GzE+de9nvFM/sbNCZMmpOEB3A1umzp1/zVpvAOTmcG8uqCFsOXeELN/ncLbZ4XUy+jmUOnfoYVag4RQiw02Ddv7SvbehnYvDsZXVuZU6TjKcnCHQzhMaDnU01zdPbL7JWyiU2KK8oZMUHr7DNB4z80/nWr9BcSWRFPNuB69yaLqTa4tB0cWaB2ndqNhI1TgUeyUv1YvgZMm2nhV71E44yD1rhViHRyAuUUlg0YDMHxou3EE7RXvJnUPX0QHpO1ITXVMYWU53Ma8yGoq+RZ5DnuXCDrX6hxkqhU944heHB6AukZl7sgFv2REqNQtVwRcsQd6k12NYDLDyrFjYf8IlXGNinLgxkKJZ3Fit2ZS+dXGgLm9nfKlO1WysllYRtMlOow0H+7aHYO+TLn4r0OCmj5C0hFg/OzYvuc//bQoyhOEnaUPWdrvRTUSYrLENourwJbZLCLFXsECpOtLBrUaM7C+C1L9FJ9BHXF9IQEWOi3b105VJBxPAXIBPaLTAUkdu/s4X3eGpUMxgcJUwFlp9la18ysu4AS7P4bzUamMbJTh88IKICcYAAfhjYwjlMld1T0SD3M/hWT7BYBRGtZkWSBQfb5kBWREdQtaFOlVTYr3+cT/yTzd5W85DPXxej1ywvsqRO4yRmSUGCzDgvr5ElxiUItingl6xRkV7RrurJHNV9xjI/s0BL2aoES1ovnFRYsmLxJy5mrAXw9B5Hwmcb/rW1Sdr/2kNwL5WXZuOdxxu6Ue1gt1wJfu6qOTs4dCthOqGUlVtboZlWgXNAqspLa/zSd2L3UO4cyO1jMfsucHuK1FPgWaLVbspYIFAzf+NHsXtC34p/yMk3RGrEotESNSKBy83+Vy1qq4mWXbfZRrCOgXJhY5svYrxCc0Z1GzItXD3N+g679DNItm3V+X0++RrLjKLPqUEqTaxpcRpLeyalNjV765DuzM2ylU+xTAZ7mAOx9LEYmJGJWjhVkxOvoOhOfbj2TgjywdQBEtMjV1SbkBqmQkGhfVOsKTfE8+fZxS/xM0GySezSD+HFO2z+fTH3X7x0Mawwqu6MNpFXH4e+uuifZ2uficaxRB+OwTr2T8OOQt1jSm3tB9rxwsX7tXa6uD6PyE9zIF04Df/wzgcPeMMDv0g6eAteAfQZNle86zksxsjb516M+MpntIN0tSeI4vNuwIv6zyUfWNJ1lOgF5/0E+VKk3ULG1uEk1tQLq6y2iV+ISkMMTOMtkQLkw19X+17YxrZZz7S32dKZPRtwDH270bHTNHpm7VDjib7t9PC4jTBSP52gA+XbW+cBLozXJW3SdViQ9M4AtX8Goq8Dqnnzil7thNtO6x50HyQ9uUxJBQ7VVIdoYVaO/E3FdmL+Jl+4Iaf+ydJjAtWDNVS7AZkYub6mwqeZ+rODN5d5uhd+i2VD0YFQCzQaK/oCZHUaXrf+NeZkNgEhD1un4PYH9+CetEsldo0jMXgZXJ+PcIuR9HNX/UWzHeofy4oAACAASURBVKjP6lia/vYDhFeehXI3hFJOyd73CIH15kO+caCwqIhm7d4G3Vk7N/1lJAYDUX+ExMLakF0BtmJEhR3Dz7H562zuPaGCGCrcYjCeeijrV83NRpvmE4QkES5EB5Dmml9mjV8VYmSNRzCCn36VcIIJs/lCwe43aMd7LQAWA4YMKYAHQdeszj4l0UgILfJYLqrgX3qMr35spZk1DtjypyrCQ01RzIT6/DFeN4gIQtLiG5FYC3JSDVSRas4rG6J0kecXZbLWyVI6eDb7RV15ntYeyGPKGFnzwaKDME9M3XuB5xbY+reoNd34BfBv9t1wrGn2EIPvIs9M87UvpHpr71A2TuX5j1EO5DA5QHlnnaApldhBp3GIDSyyze/Yzims4Rv70dl/ga9D3nK5eZipHM62oQAMsT6preKsquwbllP/ADqd+5gt3IwPv6jaBGGbzENaAx+3ClpOjzIy8ePlLVFa1wbupJZR7oB8jisajBZMm5H16tgoa847e9ONsgz7/S/hphAddGKQ483Ene/l7H0mdBdqCdUkKk1Nl+a/8WbtZZ+2DajI/glx8Xt8dWBW/M7m7mA9hbipluYNXB/U3CtdZBs/Mb1kcPmYzfwT9gOJGp51omQJoiYqHT4EXXvuvlMPBpWIyqbQZXJYJnLoZ3VbNB7QetA+fAjHXiZ8NWRRfCntL09LFahUpOTJFDm8pye5+g7ZOxHqS37vVCx/DPEhDeZHroG12/rNGpPGH6xxijSQ4as0enVa6yFSER6VtUiC5nD/OYHVtyN0Q8G/jV/54l028x5S8QsrhKJpDNGlIayzqI/GwCy/+N/I6N45Cm/vi4XbMFZBkmq9I8Oz6/yk139xBmEekW5H5psb1JkiNodht3/I2HGiVyzYFT4FiVCNjXd2L+TIRPWNXNuQ72x40o36fAL0noJmr9H+U6DvGVrwwoS9nt4+Baot0HFR3yaFZeh5wjfpAmrZIzmyfMg0JUBTzX99R6b9b7DU5Y49wdSAvDoQZALb/u2eU2p67bc8cbaHGPRJ+Y+2+0gvlizY1vUUIzHY5VwN1TrRWtR1Sk/CLe5UT29xFyvnUwVGg8+K2Zts7l0Ua029CaHzWFogvbPQFD7pp3TEAejBaGxmyPb0gGEuJGYWYnGgvq65mm4u0QsTxl3oy4jTYk2RlQg8BsTQsxy/6FDUlFu/ifplrFKD/AQE4vEBTVh1adMLKEZzlhdf60jqajhaQTHh5u8cv/eH+L1H6QsZ+m09YEMvECtShO8fwl8FUMsGjOcF83pCfV4oq5UVCdhWY0NX+PwtMX9drHxF7Oghwojth0iUpbIxwop5D9iphpqUXVRT1W258SPip90jxC5jL3OinqD2DlbZpl/iA+e8+L3Waw8AFooXQi0Q1Zl+abGOKqxMj4ulf+Oh7ByKnZPI+btsYJreLdJtFrWrnitlNBjq8z1FqLmdGuSFJUFWBKy0iWyUpIr5CiDZLCBnh3llJ8wzoL7O1xY8K0siGMP5Jbn2FUiGzV/5xm/s3NuE66pajxEiioV5duEreljkaL9wV6QmSFkx30wZdZf5UepjYYFTeIrlDDVbZm/y9ATRLDUK94uIa/WztnJEXTDM0aC6ysAYn3iZz3/A5q/LOWL8+oaQApqoCg05khQo909SCg8VSaphhF92TWiq0yIVy82azE7U19qjQUu87EIRZXN87AOT/CFfdxgZAAQGbMoLZAbvhu3IkBP1eQyCvX31LNZ/EqCXD0XjQMy8w1LD5CwyZD2aBGmNEMqCqufOgf6q4RNviHTNmjlk+sdJz1NbnPeM+rod7KqrJDeR6h7f+Anyto1D3jgVah6mRniiLnB3sEHnusZPHw/QpWAqUjRlbpGvglTnlCiBZOnMFNX4Vdj4q2Tft4/vUhK8wf1u/q5+GogCrVgQDlhUj09FqmEvLIRWvwTXt32ifj74+vdi4S6fuSnOvYMg1mKbdR4yFQomyzy/LNCHQ2DF7UN+/kPeP2lpz6Roa5KlXYfrL4aSLW84FCiw6ylA7LVNrxPPAB68L9o7z9PjdbsigTOMw5/b28DaNqEe78Vr+aC7Dqr7iUjNBZG4iwryCudZbQufmcoW7z8n7BgvQkmhMtWh7+LzXIItT/xp8Cli21wPwusqZxePCdjtp1zICDJuLkIyZPlt9EjWBdhCehr0hBLdaZlh2trSna4jg6M+Z46ozXnPfUy0mfOp2leR04gK3++yhffZzA02/Q/ZN0pqLilSvOznEcoLjQSg+Lyq6YJX61lbADGYzsY7EKM7sdPIzjmIOEviRb3OQyhl8FnIeGw94GQwwGHnkEEUHh4gr3BXy105wHZdX3Oz/OLblBparu1BwHP7D5K5O4I3FMDnQ7G9L4aep7zQgogUhDoxkQ2K8YJAuyAEoIWCQEmpURIqJhh8ji3egueyAn4KACBMOeGbariuQQMGCv45Uknt2GAGGCNMhdIvlAvyyqbc+BnG6NsK8T4UE69aYuXANhVKLXZQdr3fbyIADOs0RRBa0jNZDEcyIj0lVz4VjVOUMqrQavlT3jeE8tdYy2+wKY/ZufFEMZSwAcuAV7e/jpJIfe48K22w8hochvIK+A1JS9Gn3WErQbTrlnC80KhPhY8lqS0NBqbZ6hd8/QcV1EJqf+Y6JDTJn4MnhgDq6ACxdQBGQkWlKx+zzBg07qNlQlk5AycWL4ZVyDswIy58x3TxauOAz93l8TxIPFIatKAXeFQS2PSxv9O5rEniOlTEPPkmmA21LdxmI39Frhpgg7ZYBEkCMaT0KCuuSa3UXdlkA+OUg6e94Ms6FLajPt5xXQ9oZ0d9vSM9c3Wc8fie8NvTQ8ek60X7ddm+x/MWjD23I2edLqgGfGCOX/yWAXuQX/ncDZ6qyTipuWAVQJuIVFikiPkPxz8FsU7gcTf1T0gcJYeaOZx1C70HwdgBO+yxhZKDuvKQl3ekZtgAzx5C3KWPYBXEb8siQT6ZuqYRkLjK4yWJ3tZZZjy0fE82Tsmp9UiufAn73HgJNoAjL4nGPrSRd09QVEyLTUwdOXSNWMQ6NUh/UXNbicSHYBk/cE4sf8p2HiMfYUd9uH7l8zfF/B2mgHTpAkj1RJ1rA3qS2EEeQW6Br32lOi8aj2CksXBHQFZnkHze6/gYao7aa2I3X5g0PHtCfb0Gl38imvLMCuvlLJ/+mPbzgOeaWuui4+/VGu3sQQHVtp2R28HxvmmrHZcIcCNudGcYYRvq68oKdtB9GaA+1PhVwI/jh/YCtv5ZK0fOajPT8nIIOghnm2DBjwxEwP4f6IIGxLRP02ZX3tKjBQPq88djnSirDe1c6KtH1OcNzBwODUGhKYmmdNftdO7kbdRH7SBhrx/2AENXIeU8e0PM3ebTb7L+SSH68A2j0VS7btC4+RJuZ0V9PGZKEPUh+px1fd6ozCvVs4nNRCwrw3mmUBYRGohut35XeIzQjkZxeT/O0OjlELO5vVsXzWNrwhJU90VyABKDz4Q2H4RgnH2MhE/8hB9B9kCFAsMvoDVES6Ue0N3ZYKHHRkgjB7/gcBbLz8PXtCZQePFzVG0h1fOINw4gF5QgDNDSUOnoVY41EQvXBn2VbYaFc9Q0RtQtT7wqIwMiWiUMkKUBD4z6zkqsdW4FzASSFZUwiyvBwH3pYyyN7+xH1N+VD/GjgEEggquFLV3w0qIT3ddy1P6ZUZ8CySUgZBVNQtxlnbI91zmAX63prNisUQyI+jo3qqEiSlNhrSipxSYKMnselXgb37P17+XFH9nUmzw5Qvin6fOePcfWvhIa9e0cyfkPWHIEJU/RgknSE8VXxOHUWX5WXPgeixq7lJM2f0v0DRPrO2ix2ZRNanF9xsTLVi4rnjXs5pFzO/GaPPcODGkWb8vhazI1ivzVJK1QxGuWSlBmHIZmxXWqkyQDd+qqperpZhfb8PhpcYL/xn3aNAIwOwIxwrMgXTpjt01+g8G3NvDTPB4xzIVVtv6D+uAjc3jriM+8R6mblZZdni5pI8ZvR27+Sl+JD1HmN/EWQ0EazRl8HIYs74SAnTkrPA4ldB44AdfKDrv0E6157UsF/8Ze4X0j4CqB7gYtkg03Qk9Kzd4YPPRARNPSicK68LRs7AOhpUdFso5lsvGXgfp2jnCP0Mqi3HL1G1R/FnYpFgVXaz4Lq3JPDCywFcq+Vl+/W0fIiZ2/yZDIc50VV8B+oz9QTuJJ7eFeguf76n3R+APAb+cErGN6XCTJ6w8IsGQYLjfXx/xJg+DpZz0FkT7N+kiMnBlq9vTW/xHF9zQQousxRpQV6fG5RM50Sq+j4TwlgLmCF6KIwJNdygwPZxX45DIpVWSWP8/KWvp5Hb9zKibjKRHWqK99elBXibM9C6+1knCw+RDwEfh/KiOdFaf/R/xeTy37/9va4++74CvO6QftAoBG2x7flEt7IZ/Ck16N2M0eqJ0QwGfGs1mPnM9Q+3UWCXiRLNg8pDVe47M32Nx7bOEOm/wHy4zIsK46y2GxA7yfW8wzGB0XBA365Gr2BhpbxYEeeMyVexmKOajCHDlYZEFc1C+zzd/4rvpFVBHqAzH0HAWarvZ7I/06RTXbiEjvz8tYjQ8+K7Yf0PrxKUfpyAnbPYYK4uYDPnqNh/s45DRLnrmOXrV8fw5KzOvCMKvDKswagZ2DmL/FVr8W2w8VDFDwT2w9UIBQxDIeOA0oBZVXKtbPz7H8GuufYrUNufmQo9wFeU3ImEIKZZa5Ia4949Td+NOnWTYTJjHO6mYBzovhRI5lp/jKx3gcCK1O2XlIn3O9CuCdQRq0AyYBGJBvJOKKoUgp4LcERcoSOToUFhGZOU/3IPeamjEG1Bcr82i5mZ5KHmJxqrzKzrKlewr1sYvfqE1M/J0lh5FuilxQiv6zk2z5c779REN9tvQJNFrwsEzwKVkgfdcaKrVyc3ztc+R57p4KNb0XbrO+MabllKI1y0kv5ltll9T4UCtt0AchMyOm32Czd9jsDT53g028SOr/iIkxdBbpV1Ffaxi60kWuftYVeB6Y1LqIVqKsG/hpfOJVIOcDfno6uLU/YFM+vKLPke7XDmXRM2M54+memKrcxn6pikxAoYScx78B40effTZzCyknGi9ZVnUE/BJVWVpnF7/juyd8ax/1wNNvy9RQGMXARZkaMrOy/r0NiJA7Kv2IMYP5R433VWEtqCDZ9iMF3rBKiFTPIaE/TTrbE1WIuIWQrv2D2mddJKtcfV6WIYjFdk8AZRdIWCVewo2M/FU0HurSOzUsod3DEHi/fQiMJWshS4iozGNVGGCmSpaETGGBrX4OIlT9ZjVO2PovEGybeV/Mvscqa+C0IUhT10JH6ixAQZzyBTqgUOv2AVv8UMLccqjJvXefqH8xRGD+8VzEthnj1KdBUHR8k5wJRob0hAa7HhzpcqQJkfqyMZHONmlnyD+V0T9iDjK8EdPW05N1n/VnPV/bKWchMB1XlDT+MhPCixRyONVHK7eEaorKOirCB6ah6hmmUNuR4emet/6ALcAdGZrqdZQinY30NBquE3ueaUF6G3wO+L9lmJNg+XgniOJumOcNCIH6Asq3dHnLi5Q7Q6mhC8u5KUR7eqch7VOLcOrUzQHKNkwToMrI4ZfELBKlxCwckFEMEyGR/bCKa/t5NN1GfQ7FTm885rRl74oPfUz8ApwO/NYVhjlQny4pjOfa7UQyMqneykajRTb6ktg6FNuQoEB5fW1bi6D2TCS2r2tGVoLwpAgXOGQ8Cnz4OUiW752qaADGvioygJz3Ids6CNeuoo6lAzF6U3M9cX3+xX4tTIUCMO2lTlxKssDqz8nFu2zuulz+BilYO5qofMiGX1QowjKaa23JUiiuhj0r05P83Pty+wHfPQqvP2CDu6y4gSLGnV8pdfCAqTgeNWwUfLfEbFoaoe6U1EQvOZxdjtFtqghvQCRLIkGJqSoSSk+wlY9hOEGghS1/IvrnmgqrhgzP7l1qHdOB+lqAjTBJrMnjqdHIz/MKFiJF7RJiZTh6Ne3Oeyf6mn2uaN92S9YSASVEI2R2jq3eYxe+jaz+wC7e5xMvY8kjQVgLlVQFNnBOAUKSnyWb6YV/A1Zp+3W3Fov6NlARLeRhKjy/yC59L7b3+Z6Kd0+l+tpJj4uEerdK3n36Ei6uz4H9cBVagCB9C3iOTf2DYenqOrI9x15l6UlNMxIQpWAduqzjvLSCZdzKJhwRs9NUfFVqohF9aY9wPyAG86qX62mPz0X9gYoXkjGhPnMRoNfpgRnI7p1MVKzRBk1XlWoaF5fF+k9qLvFNypmce4fophqZjGt2C1ojkUSOqwe3/hP51O3z7VM59RZrsliU59ljkeQZQK/OsUyAtbPWBaqbovE7MlRRkn3Mxl/l6THZyhzWxXJaVxbTuCZSur6uKgcmgdO24aEHiZf5D1h6WCRr8Hcdf11sPlQfKzUaocZxCJV+AH5s8EooUQth/tdwJDLAa5QwT4Snwo2rXwh4IZIA1cYvYBHVJ2LuX7ywjMq9uNYWQpdEqoBRzc+xiz+HqCobebZzd1h2lGt3ePdg2mdOG/X5x2SelIVLtNA/TvVa7PflK3qLRwMGtT799Mc8PqjPp0HXzi61lD7BccDA2gFgfHgVr3H2QYZdO9m1cZ8H3W3+OMdfoz4rdVNF2AM8nID/T36ZVTbIM/cSfueg9tks7UNT+pFlLAIw+OB0nZDukfefbD5PNsBmxsxB4GLnYV3gd9cJY+hYgKs7/81YqM8fj3UFbE+p/mJDfRY1Z8djZ4N8bjbvDKgPGZuZpsmehn95/HKMPCdnb4u5G2zhOp98nWWmeTjJYmkEwZj2KvrMCOvETBdmL5b15AODQ8FeiUQf8i1uRn3Wie2dWR7JW5mcYEHLsr7Jtn4lqZIjtvkTH77KoyWdGYsTI53Un/OieUvLFBRZ3tc9j/wAdD5kLC+jRTn0HJTKNcCAqcMp9eEE+HPkqlCItNVaokmgGYgvbx7PBfAgaBnLe71r4/pyTbgFQEJhRx0JsbReIFbui619So49lZsPILARt7oK/QytVIkLVaSKRcCbHUPOYZdSpEqbvLoF3/YdnSm6r+KncH5djP+NT75Gy9W55hB1dsnO8vmgrOC0mx5SC1oQniThFljMZybZ+Q/Y7iMVV8ndE7F4L5IeI3EXjdPIGDBWRqqIy44vGCLtLL1rqbaoXyIgnCGRP09U1UVsuTkEx9Y4BFBzsbN8bexUbCbdactEjKRA2mqF5Zbk/Ht87Wt24T5b+4JPvsIVuEqpY+qWtkTunFy+D4exPfqALH1AWIsKn3Seng7uE0R6WENRFvE6G5iWK59L1GgdQQ504aZC1EIzyVqpxQqyi1bHHKgvXmxjVMKuqMTLTsqJN9nsLTmjvsTel6Mvsr46RErjFTgHqtuBRkiRp6csqTbSd+ED53iqaYfdkb7oq9TSUyahF8Dwycw0vvZnHYNvXRm5HoGuv8u854V0pVmiqqk8kV/hUPU8QbFc44DNvivSo2SHoFD9oAXvdTvlTbb+A7jBBnGDMHAfgxZrvNopmlp12E70hu48Ny2LolVVQF8jt7m2wzZ+pe+9fdB0E28gTzI5LGMFq0v4vFRBesdr5HdiIV42sBKFPQxVNirQe/4T1j+jPtQyOcjHXxaQijmk7/8Ttnca2j6ExtLICzIxjMJU2FfWaHrXsDqGNge5+n5QSHKP9LHUiRs/8IUP2NxNNv8uK15sJoiSbzvxqOAhs7NcfW9jte4QaaWLd3n/GI9r4FfV3hUmKSNsAVCf52ZCfQFDQ3+uIOLR5p+F+rx2dg3TjT3075vP3RmHzmsYex2H4KgvIEhwX9fr1s7wmLouMQQEokIjuj4Q9PnzrHpJ/UKIygbLnOOCmEAK2UN6zcKu6tl1GMPm8TRYuvuMfE9PsOuJDm/JIMjZc/NAfT1N7+b9npHC7crIBVTm7KHWrnlYO1O0A6GF7EydXU/FfboP2AuI+ry2mDtL09ojFahLUAA98RKbv602Pv++nHybZUYg5CDTMp4hXNHPuIJ8Ghd5a7e4RVbcx5iBYrfXPqgvlrMwSUAWzq7waT8rYrfyI2dwiLtA7gzOchsPRH2PImOCtTilP+TJ/ulw3EDxWfjKnJaZ1yiRV7chy7a5z7afQFAUBu4ncvshRN5GX0JRWZTYPDVnsIjrTd8ZlVrOgPpcuZQqYgjByxHK+3z4OWTrLbwvlr8kpHoqFS5SEG7oKogyFZpEspwq9EQiG+4/x7Z+w+r13imFbo/l1pE8/4GM5nh+Tmw+iDROkC+6CyVVFY7wnceRzX05+neWGGjZGzS7kfeEdl2tFILgMRJlIXRBtgEqYstOyKVPsJR++REqcNa/oijN4hshsGlJg5wB9dl0VhwFZq2/8Ola5LUtciO4wIuLKgaVcW2nXvHO8PTe7+bTYtoGjciTgQW2/CFf+VKufc6W76HoSH0VKNiWqpBrfIWnZ/nqV6jug/7EMYwuSAUeNkhqxFJFYc/5tLQxS6xvCNWJ6z9xsqlEwuf8DaEj9XjJitGtgsl6m/pr2folmgKbxB4LWPDlZbQCILf6qVj+kC38W8y+z8ZeYX21MJzo67YMvSISGYqXqE7yEgG/SR3ICh3jxluYxARdeoIQRorMCwj5ID3/lgMiGVubLeM1z4t2z9X0vYRPg45SRr0f3gZ1llvkG9+juq9xxHcP2cJ7Mj5s+eCpp6wfTYoQV3lLfYFwLQmrtsk3wn11jWdEuk6+eUO29gNIrXpvLg1PRzvDLJZhmSFe3gxvnlrLH42Hkak36GMyKHSFc7JkYackOTooKBiriz6alv2zbO1rvnsgdx6h2HX5I5YZJrhVYMMviO3HbHMfNbQk6cn3TvnWr2zoCkvqomKShwFyHsIeiKAqFHeOL3+lvlGxVrh1yDZ/YXN32ew7fOZtll/AMOK7Qp+FQROxvMgtsc1ftT8NV19rs7exPqI+jCka8Ki6kXooXuyQaaVn+pcuUV3wOLV3QiBYLGhFpT3I4neNTd1vOeDK2XDL2bBT+/Q+i4Pq9Ra89gQGir05rXk12yNYNWADB7Rz9dlcpeZAfeA30kwm8fHIL5Hu80X1WysHxkGPhFv8HjUlU45LBH1YnV3i9reCU209DXuQFoK3+afATs93u1kXGrYARJwXz9YrzPPGbO26O6/0To8tFEnbSgpdiNFHr8UHH0a170J/C+aZRFkylPyZZcNX5ez7fPYmO3+HT74l0+OWeUmE7Bz0ueG8iWrrnZ3zP9LveFuWqZUL2iPq8yr26+AMNUlVEEMvAKWg0O4IbmYjl1vwjEdyHjmfnviqzVCZwRUBgGgB6XBg/Ei6ABoGByjY2IYSBkfh3IuSuC8BGmrAdImn2IwKn6YjyUQ+LxRaS9TYyFW4t8/fksufU13KMfzZVIdHrmB5O1G0MpGiWTEwzjd/hYodtPuQyMp3jiMKSkE+rshq22LjV4vY3H5E2a1HJPK5j7jQ7dYQhMELSrWZEi8TRCXFNXmV4woHpif50r+ba/BP1Gup1UFgYFDkzS6F2morRe5POfoU5tmzMXWCa3KQ5VYVYiHS7xLLA/g1FWXKbYgYcHPpbVqYhyRM0WB+RszdFerprHzOlj6So39jfVXkgKm5p+LapALq82z1G3IMewSeduEGT09BfxXRYdZkfKeJ4op6mqRpcUSP+JgtfMDSdSC0WCsdjhJQW7Se5wafdDH9rtj6XeycIOlUTb/FD7majaN/FclhgWNIBglYroC0z/Q54D2gvksCFk1Tmu4jP3HNT9bMMKBrZmZAyOQDCL0vF+oVt3SFmgHvMeDW04md46ZGXiQrofIFtv4d0qch13nEZv6Lp6kULaFd1+tkrjiEGVJt8PUfYPqivmG2jsTkWyw9bIl5wn6gYgN7Zp7qz7nrJKoTcW6qyqs7/NJPKMam+SwnXqP60lorWxJWn1a9okZrtGChDsipT9BXXH0Z7p5Sfd1t0X8OcqZ9dT76qmotrCWOkRyBF3zzAUxTrQTviqU5BJHPqohVw/FBWLys3lefR9E4xmBe+p7N3RZz74IXLV0g5SScS59QZIpi6SQ7x9buCyzVkZDM4gc8Mykgh1vTlhgW5OscJZdLe6/RoUf87WQhvNtpRf+hbkd2b83ImPUa4Po07qBxfPCP30U9oF1w3Bj80fgMQjeI1dPV27bmAc/1nQ9PNTIyQ1V8fVT7VEQdRbWBX9naBsvMIAJWSE8kqUFK+AyEjc+y6NCV7wo52vFbNDEJn/oPS08fJf/1mjPMTOMakGcj3Vi+nt7tCe85czvNeip+1g4GU8HAuM7vAC/5TfuWJo++AR7LQcRi5AU2/wFb+BcqZM79g2WGRSQnwlke1imRmbYDgXtrwyfb39aeqO2F8RTaQrhK618PWNhp0gBdllindksQrs/4byt1M6pt+gpcDhAAe4BYBGDmSA4+K3m2ie5MANJoH+fY41N3F88Lehay/hxiCEC+U1iZ7z1qBjr7HHYOeQbNfQ0zAuG0oJAvHsQXnlz1EHNQOaIKCAafB+M3+75U0fzOEd87YI0TsfUQsDmSpSKrgXAMmU7I0do9kI0/rKD/8olY/zGcGY/E1GFFWbxI4ngHiIS29kEJ7p6oY0iogxBUrKjd/LgXivPRxuxq5OA+IFyAgF4UyY3q4UJcvm+SrXwVJqoBqiRLn8i+Cd0ZAVFWExY1Sba06UQv1GeHcArbJEkxJVWHhUN5g1Q9L7LSEksMCm1N7t9IF/hUoluoWAElKWrCSSxzji3cCi/c4QsfQrhl9CVLQtACSEXRP6xCRrlNXiO7x+z8vVB6NKQd1ZNNrs8O/1DwSemX+fnw6rd87xg+bHsnfO4DGa+IREH9JXEXFcGTVKmTLaThapF+sXJ49G/qKcidfdnYxwu9OjPzLtIWxl6G2GOqIFKtDlcAHhR0VxFwmRi/4gXU7YP6oNzXeLE3Nq+nS8UCwgAAIABJREFUVMmkKSsyGDR6quPdIDMg2jS046Gbcgbg1B66usI/UsG5/CJb/0Zntgv18Z+/KdJD9GiKAEjAdSjkw3pT8RJXTxnZEDTxpv+LJYfgEaK96eKdlwgyMkG72j5LWwXyRJNMru5yFCcfiy36Zht7VSE3Ga9yrI8ofIi0TEpghphNKFkOATEOqxMho7L2pdg5pTW+U37+c6StJsitQX3ckOcJu8JwQx1wQOtNR3LoCmmc1kV8sDWGMJbA7B0Eob32hYBLCklkbf2K2g31iZh+U+DrosJ0n+MlXUwLv5M8WEeJ9HVKVZ29rfCzTGlBXVqLcQ3UX9ph39mW/z3OMueeeR0ZsaE+Lw3PIK09DWJ8uvt13ZTPux4QoverPFW3n/JxdwXeZxvtiBsstcFkQE6SywyZqilEl8BXSWGVlQn4lS+ygUkWyUt4u2esliMt9s/naZpSFh1LAKaz/Mc55GiqV66461leqL5XKjJI97yO9x8lY8KkEdf5irh0B3i+FJ8Thmkr9jY860YzdgC/Xtg8e7ZntBfIF9PUX0ZE8hArAnPVr7CfVOH73C0+d50tfICK+cwUi2ckjikg9o0O+AE/O96z4zov1Ofe73WMAyg6NTnz3I3lemX/rC3r6HAkWhTD19gWhfjqR3HrN1bbbXODTvSYN9BQseZf+wvn1mICtRBFTqggeOgyuTicEuO3z3dPycwdxhJyFOZ43LO1AJv73LjHfsOW01IrQqNcBVP7wE9yiLvckhe+Jv+oQ0HOVGLkml6wR9lbpMCGn+UKRe8ecWSuPmFb6u6eKLQgUoOAQNEcH3uNIr99qmk8RY7T7hM58broUCLpxt0F1/D0PxJVcyDxyI5c3W8eSLtvBJVs2mZ695gv3+OZaRTYxEqGNu1Ebk9cnGNDCah6MaCQjEAGyiovkaODipXjFOm2HmK8E0k6dTU9UF+C+q+jOlQVljni7CLLzsHf5fzHbPGuUMB++HmOnLoyGGkVyCoYn5thF7+3gvXGEV9UISPhOluGZ8jCbBUq1ctZA1tcRt0gcn3JbWzhJsmBFkgstAbhwWTNo+d6YKFMyFc/QzKwQo9EiYS2H7LNB+z8J2L+Or7HRl5ihBxUdM4tVzdibvvGWGmNBHKQLou6/aQu2So5Y31vgigQfnMTgD0hjeAoJSDqS7oa78j/9LU7D97PVjKnocMuB4ikVkmB0TkvXpTrPzP1RQfa9pjPvgdMoh0aoUJZsrRVk1VZ2RBITSS7v224fcq+EaHTMuE+5+Hl4L79Xm6qY4uTMicKZStUzlphgzts43dLkmr7kE28xlPDyAwHWKVaPo3KLARbZ1BVqUn1Vm4Oqrnq47N1zHb3xcK/xcCkAENYYeN/Z1qghQq8aeXxmAzcr1BBY5mGus41ka4+j/ggDwrV4PIXwJC6OHzzJzZzIzT9Bp98g5VXJEYJwwj7eCj3FlAkDD3V+yAqNfgE/T6GckFd3ee6/b90BGr2AC4gVxBkp0/EGXFFsT0lHPpzFLY9vUnY98SAmdoMGY3sfM71uZGnB2zmgPtPuv2n7Jtr80F96gX3HRkh+ulm+0jlheQcw31CxTcFMH5C/cpWNyA4Dh8/ghzg+kyoLyBGOsNbve73epruD2lAVNYrtuy8ItdPxKdL/nucFzoTlRfIVL2nrROSodpzoMOaz0DodV7Rgn/eSi0Bub6oN+pzZXgKre9Cf3kkBz36ZEkMvQAD97lbbP5mePJNOFzh3DSPknW7PyoLDt6Coz4HhjTAOZeT3tm3bAv4AdJEi1yBYQV3azt864HQ2ioqzhh6RoaLJpyZt6iweGcI7oO1DHis2WaiImvPie0/ODIhTyCSuXtK7r0KfB7w4Re5FowJ0mw82KW9AKrjXMjVZLkFVtUQqX8RRvD6FT5/k82/z1fuW2mQkAp4IIavoig0riA0hX2FVXnuukIRbOUbvrsPTZftU65ijv5pqVrOzrOtX+UWkj/h/w6hyBOx+iVPj3u5ohtRn6djXkAQSLQhqbOUQtE85ZcWRbTCY+WwisYGJuXKZwqvkhXBAVv+kKXGZcuQ0HFRPWgtV4BekzBjRQuPQW2FGINkXRYWyVd2Q5QvqogN8bp1iqtWsBM4cQ/U175WXAM2DB1HTFlkuXNi9m229FF4/hafv81GrvFUJZSohogZC8fLIjPDVj7nO4/YzgFYi8V7vH+cokNHEinFx1gvAC3DYeC+yC/cl5jVR2LnKDx7E8tMiWwzuCRPNjvq08hZ11vGSjw1yC58h1LSrSNykjiV2/uoKZ29gSTPOTiLRIauUfxaIJXRSrOmsYyvNZJqI2HPCzCpT2ioUDeH/n8KAPM5sqemjJjEh8rzZyZ92gx+p12PsV642ELQd8QpAaqpKTHDL3yLVTZ8/H9nizdFapRSJes0Hyi1EgdX8OzWdV4llfnNvMn6hlEyFy+2bjZkN3C3Q76u3e5+JGVEa4IxOcwhRVuBuIuCoFTezBsP2fir1AjhVUtFs8qh7EJOlfEyYWMydRiYFrBzUBNY3cupWPoI7EJqmKuWx14kuu8h36VfHwzLsdg8YqPXRHzYMlxJkC5RrMB1fnKqxgbmkJitS2d3j9j6r2z2uph6m02+xgrnSeKobnGPCiVilAbD6pRL33IIyeArl8/dln2j0HBKkSyNfevu0t65szse65VScMSjtHHjuRFX0N/cgqhHeKK+M5MhvQbT/qjPESjbDjaMeQ/I6ilc6QIwPL0VBHrdePC7CwJfnQf0cRFnsYoooqZCosZPAb9zFGSnRTjHrVrKPqrxy7j1XXhwFq6ngT3buWomR1zFkN3GMOSml3uarvbPXSTtifr8b7Pj3z8Xs3lgsDPgvRbXF0l3ac3CgR4ozkHfRb3f6jmr02ODqic5hqvIe+iKVKhPbYvXxbn/kn1TLGrpGEHrMkLKLsi0zNONBIOCAWAhN2aBRr1BWsB8TiMTaOQD49YVQ5ClseRVkImnfiCHLkcbxzBE2j1GMk9tD4ycQs5RGgqNfIJALzcUtDN+ZBPXOhgc7NALYus3VOdr0g9o6jHig619NoIVX3Cw6vhkDvmW0YrzimcmA2kLqc0HMbbArS7eU9HDyFWxcFfMXmdrXxGHA5s7FYuz4StCm4OrY8Ik16FwtQrHl+9RhHQodg/48qciNSnUXY8+h1XzxrGAON6RVNhPjfnqVzw1QaqMpBRiJXySd3w8D4tn9exU0BMnOg7ymxV7fd1ZtuaJbQAJiNtEVulxuXQPOGfvlO0dR5Y/YdmpcETDxRx6iJrGvGhjyEB1d9BOcGA2i0VskX5AZTw5JHOL+CUiDzqWO09G6to+oQyxhw64Ve6QRQmy6dA5VpFkgSCz03L2Flu4C2/P2ffwNBNDITXsFNRK9QHJzonVbziZ+CEbbf4uGbhXQFyjSK+MmDhRdnZAwbDivLjw37DH3FPh5jEcINOjEqNXVRNGWBwmuS8k803U197E1Ov4XOweQhJ2mwwV1efi3D/l1JsSNqS3xNxtNvo3nhohNqnp5UDcJk9Ps9JFwObKFhI+M5Ptuj5LPqTWLC/sHb+drY7OB3qdueiucwv1eorXrQUsk/NPK3XDUQWBYOD+M0fp7InYPo7M/IulRqEvot3YU3SYgiJqYlQbbOsP8ignxcvJt1gfYAm+AZL1ULJZ+ZYo9TSwxko2v/HROZ/4kFZFdZdt/sp3CDvtPBLjr/D0CE/UJabrICHAChnolcOROoHAYb0QI7NLWPnClyE51y/f5kkYuItkAehxex/8p9b8xMIf2TnUL4dSpMCEnhCdGKvSBw36MWJgFl/COwecPGDF+nfs3Lti4nU+8RrLL+CDmYIkL2zcW+NTWJQXv1ff21EqKZfq864+jCnyZdHwVZPhKS8NT/+o7k8Mgk2Nc2McaQ98XVVkXU23PavO3JzJ2W6w6+kOOOcAe/ZA+WwA0nyYaVjcl+76aAIitIB0k7sPZ4DZQS4Kxs/yA8C3v/pxJd1nVtnE8kyE6L7WAeG0pyatz0WNaMfxrw/lFfGYmWebDB69slCffSmhpxUZ41D4TPgux7ixk8Fv3ZlCaczM9LfvCwQpTZAvPBAYZ7oSNb0YPH9Y6IP6YkYdFzPqo20AIGf4BZL0vMXnbrJpVMzzCClYtrwZ9PEwNw/G7wXmAAlxZQ0snw+cC26b7gX5OveEtBgpVD2zFqhTgXvted5AjZ9QQSqEVZ5rikm2Kv1MGM+LQOtKysWJ91NgafB5lD/RKi+5t5NrnPo5V0hp+Kqux4Opg3UL3a7SI/fYHfW1gF+0CE+q4edVtA23qLX7vLHPGyRF0/hDDP8VjzJZEBgxaHsqvCrTUwB+sBgmTLv8MctOg1LLLbCxF8ObP1NMr275RKgbX/lM9E/pi5LcfxGJl9iADeA6oCM8dCbXG9gzHcyNUpya6kyUwtEc758SS/cUYuFbR8At5z9RHxNpDUtJS7x4ejM0URx3QMFEqQP1xU2oD/sLEDlEqucGq1zSjB84B+uwSpMcKzRJCe/0TvfOFquGPE89DlXRP8Kn3wrPXJfnbohz/2IjexCRV3gMESEp32RnGITgSXlCRY3nP2IDU7QeUQFgSxTbONZWTIiUvP45fuErRLR7pFg4f1f2jYBcRQZalbLj8tp73anvkixLFbnO36F84EecppBsHInGEzbzrph8W6jvrrkbbP59NnoNzElMu66ViXgh5Y/+cZT2aX+m8kVpGbg3iyR1xmO8bC4P80+qDMLjGXM4e00E7brHH/V1TQftdXNzkr6Jsjpjs32YZpaKa+Lid4Rw6Itu/jp4pyTpcybLFvxLEjgvN9jGj02z0GMx/Q5Pj5IlejmkEyDj1WZeqG8/e7pB83wYpbK9MkeN3z6zvq4PgdnSVN0XU/CsLKHCRSsL6lODz84QbOj7SFozO89WP9PJnCgoWLnHBmbwFZEeFeMvE7I9pLzNRxC82T0BLzd0DS0g/bVqFeXCh73Ck4NQ0ios8NUv2e5jtnVkibuceweGqBN/4wrgETa2PhG4kUF8f+aXxNrXrHGK0sqdY7Fwi/dN4KtGWz4kCPuljBmeZ4i//eM8/5AxYMsBjw+yP8BmkJf0vYSRbHTsPIuivU8fjHjVeFZX8OZ1oYCYsKdhb+L2QJ13D2MAkGP7l7wZpIrjEywSx7dJaZWVNkOlNVZd49k5xtW7fSKasR1vEk3pOv5/2jpIgJrP4EPd0Wy3EwMizA44GqCrjtFrwWwfSHZm0i8gAnRAvuiAk4vzVwo1oj7vvM226V9g7ZZQtL8t3emb5OlCfZDr5ArGxPNi5EU+R+H7/C2pQqi+YRFF7Z9W9RQAY6nekjn9D4h1vrYdQJItvr58MReWi5swYbwzjdN/06jPUjpVd90fCQ+IkauM5M5UeBpu7LPanlCDH4P2piZhuqCsoHBLa6sUwd6E8wgUants+4Bvn3CIWz5kVOAnd4741qEYuQJrDZI9sErLgl/X/1/vjTv35Ihwq4AKVpHB0BWUgc3dlEj1pEiFBFr44BWsHaRK4DChj1KCH0ByUC5/Bj1PhDKP+cpnLD0eDud4OM9LDbHxq9w5wOL31iFKAVe/YKlx3sSZrW5DfF/hwHBaJKo8WhbRcrsALEgypxH7GffHCpJqGsNJqm3LDIeX70lK6Arv/EeuKOA3KdS0gYIIdFapq2a8ZxZu8TnMVtnIU0VaiRjmxSVetawIWH6ZiqDybbu/eJNS61bX53zXunGi2hAdlmBaqHDd1Nv83HU29w6f/Ber7UpQr2XI2IBppLTJC18j8VVBr51TufghkvESQwKRd7Hj0i0vB13QVVpgjV/U9Ba7p3LrlC/ewhXxTMuwcEhahCH9bbGgpCuDQqmSLG2Kmet87h0QfTsnxA/vs8m3+OQrYv6WUF9iC3cENEgHKbrN48RY0+l+YJyVLzQFctZZxspN5dYlqiHrQu0on3fCgJCXxokDO/UE5xJNLNQr0Or6lvfBQZVmnmbDJZpMmg/5pp5L4bxc/5HtPBYKe6hvhrnrYezXZX5FkSJkniJnPPXgLv3M9hS2eYgi4am3hVWVivRFmsMlM1APSFd2PcXaWSK3BqiJyvIea/wGZRS4kh7z8VeJ0xu0fAibeZIWysVyRk0gobrAs5Ps4g9s55FUPy47T8R5GLgD0amP4dgrpMx5hOpufOGcsq0DHFZ/DvgtVdVMtYiVkDGbqMlERaoT0zNs7UtOEBFpFwr4Tb8tJ95gk6+z7KJl8t4HLC3VWMXrPIUVN771K985iu78hzVOwNvDamIIqlFJvRBT7SXDsydixxEjOlrwxxX+qM9NgzhQTZA2fTof8YVn7pui/c5TjFyNf6h9BhDlz0E5A+7A7ft0Kfgw+vc5YN8CzgfPUQWI4hxlfpQYmUJ+UX4VXF/lEiut8+ws8uJEyuA0EHyK+jyjM99U1zEMfEpQB3bvW/BC3V0JdsMnxQWc2p4HRsavuxBLJ2dohH+GU3zr67SCS1cuMerK4QzuzWDHe7EAoM7Dsq/DxSFKiChSxJRWQCJW4oNXxfz7bPE6W7wjJt9gfVNk107wCQIwGavSL+aN9GKuf73eMrbjxdoZybquQM46q4n6/FuIkyGE1ZOC9qxHjuLgs2LrAXFTCnT9xuvPUGDhra0SPM3SwMLlQGepv/EKIBOszI/47mOUjuw+scTuVIA7ek0iNTcH8YDWuUH60zrSCyK69odg8VdwHUmJqYky1EfVKX0VroDfHLhitvoVrVKjLhHDNXSNR3PSOquJk/unGMrkVGiCCka2ck9mplXEz5M5VtvkW6SRgDylY9k4YKtf8v4ZrmUnkUVZFsiorLJqI7x4j619JtTfaoPHym3A5pD0DGim50aJMRBfIt6PaUAJwBjwzLg4fw91ZaBhT/n5D2V6Bosj8VKzyLN37RZ/lEjiLtDxg7QMDJqB+kpk4F48r0JhCxFZWzPJTdNrQTM8dY1fpaUTQ0IRFXhJT7zMZ/6LT7/Np/+BeletX49L1FXUK7KzYu1b5LahpuiULd5mA5NIQos5kzMJ+9HTR0lSSahYc/VziHBiqpyy+bsiM8FTauZXtf8H0wl7ukt2Vz0wjVXC2BVZ2ZWXfqLI+AQxt5qBU2+B66MqZa4+Jn3DVnAcJ7dJnXGnkB4E2+g3vax+06csDgS5shUL9fnjOq9CO3+KyQtO6IzBFgNmPDE4VeWfWhkE7XS9hMfmHLogEDRVaeqdVInx+5bvPOaXH7OdB3z2Ok+PyRSMHPDELZK5gjzJakOu/6ABPxm4/5P3jYZTOh20ijq3Fupzg3A/INf9MbU2rk0m4oSjFOCs7XL40Dzm24dIVZh4FdmnuoJRP1l1m7EWD0npxPBgGGL5GbnyFXnDQMRFLH7Is9NYAVFvjf01rO18YI1D9N32MWs85EPPh1L1ULImWhRostbsSZXnF9W3In2FQmlGqIGafJtPvM7H/8pyC5ThSSYNKdK5BVSuy8KyWLsPVd6dE0n0ezitPsXDIBIJsv6lt9g9yJERU8x3hs0fNfkEzZ3/egownq1XZ+u5z0X9hys4HHK3FvBmfXB1kDsN0oE/d+R7XX0IE+rTL8JJ5L0A+G1hebW6CQWwcI4jF7Q/kMvcGWZ115nw/8NsPNu7tAX15PBCj/YVEH/w9qdQf4GYOq8kzJ64RKPHg7dBn7u6L9LfkcAZEPWZcz61a0IWLcdg50Bhbk6MvYFKnmUVNt0RU/+EMHR4AAQX7MJLBtTnxnJnrvfriuJ8QKAbyxmr+Lzowda/LdQX6RcpsH8ylmf1q7xxQjrXDxFnDF8hDBwY3QVBg/EiTBEs3KXQRRYvhhtim+z7dGS8bRn4ophq6CqPFgA2jFguSGap+7XpLKC+uAn1gQEbkDRnkJUEB8jn+fwdxGprXyOA2D3mu//hWwdy+Cro6BTpLqgpFM7yZD6mMMDKZ3znKNJ4iOqsi1/xzDRPFGS0yAqXpIpsLj8GJNh7BEXy1fs8psBAkdBjAXIylYZs/M72fpPbj0lQ4YBXLpuR25nL/PRokOkc1/Z98QIlmg6z/nF+8WtUl11WMdkjdv4zmZ6kqC5nldUFEXHpWvWXaBb+YQ2iQpJ9VMWn4FZ+URQ3oEpS3eL5JZBadmKtlRjpRfQZ91uyLlrAvczSyOCV6sjMBIiCqdfF1Oty+k1Wa2hnZxoi8AAyPaKQuaU8sXsCt/fMKEg5F/ADFEyqkaSqv2Sd52bE5o+k7EIgX0G1vnE1zuGEFoCpm+QEIYWPcU5rGY9BVt4Ve/thBcIbp3LrITv3Op/+F5u/jkLl+bts9FWWHmfxQUEG7ha7pe5UAT/U7V/Aei6Uus9ZqZ4Jk297EATl9ZYxAdILRSRd4CQghuwKyc6WwOnFlXk0pVBfqJVdGZBbg7YkSe8Aw1RZdpmv/8jV1+wuWYCCBB4lfqxMJg16VpTxnVxYZ5d+EfC1O2LPPIIAdXqYXAqKdIzHRf8kmtSaJ0BcdXgexAlEqeBw+whd2jngW6eh4b+iTC5BGE8vVehFB5LMbVK7SPiE/hDS4w8lQTUx/xFSx9UHJF7EfcEi4oQg3LGg1Fa2exQaeTGEvGVK11RfrTHNThMqTlZFeoJduC93DrW7vbj0M5t8U06+iczn7BS61Fcn1Ee2mSlaW8kvyc1f5Na+2KLU67m7LDOET016kFDf2cJWn1DYTeM8fZvuf/3bsTFIPqivO1lhjIDPfDtBgmwj6guIft2D3/V4r04GGw3Pzht79TTcYMC33Htkxkqb1LhOhYAygfKJ/DKrrJO4yzo8f8I5V2mfhwJKxOOh9HQXASf/U45SxNVaEITf+bB6WDHpgpMpsbOr5brXu2Z7vR5Rn12CxZnV2Q3yRdxcopEk7AbzOvBhj1V8fu9q1DdAf/sRSKkpHc+K6AAffoHP3JTzt9j5G3LqVdY3KaPkZqnCLP2JwJaHHIvCil6Qz4vxe0rUZ8zkpK2dF+oFC/1Rn3Vus8JQ3WxLxkbhjeFnWOOAIxY5hbf44DMUJbewX1NaMwjcMiIuwjPWXwAVeLKFo3kxeJU1HmD9WKvV7z3hu0cUARyyoWvcomgKTXySt7ReAkLQeLA+u3qrhVUEJUAS/Cup+YD16eFrTAG/+eti6T70x/dOFUYVOw8UTuZRylSM50l/HI2IgSm28gnQrMKH6u/yhxGk21XhUVHdFBd/EQry7RxZWqYX7/PsDDJFaZVaLn8CZunyI4Eywt+R7rXyMdPKlpYJIblNuNM4fQBh57+WNkysaKUm4rWmwrJEb46zpY9I1fOYXVad/4T3Twj4ShetkjYkADcTPh1Iryves8rMrKo/Et8jfcskZa8B+YyIwjJqztWPUXUd7s99g7bGKx15lQmbuowX9otrwc+irtkLWdZ5FQtD9s+Ksb/yybfF+Cts6rVweUuoGD2mw98i8sRy8+LC15iZu6hBQrDeN0aRccu+giJduFfrDNgiCqLidVaYZ2tfkj3JCXLMZm+xgSl0I44ENkwzTZIkWhbVZfITa8kkFpApV93ll34mA7QDKKzO/EtOv81UH+ZuyrnrYRXpAg+o46sSIwNaL5Qshfon1egJZHuu8+IawK3OmuugFk2kny9484MZXXM+jXScEUM+ZXJmT7yf8d6fJhnVOSY6WREoiKtpXLoQ3viR7z7WpjVi9h0QthYZS58pDZ/UVt1ll34ie5tTMH6T/xCoBqzKRAtTlTvc/NyX9nms3cetaKXZJ7SZHmUC19VU/ImyGA7CO48goYkSPtIgtXzzasSWl61vFTQIVU+RW6L0+GOhPgjqc7R4l6WnYPEXL/CxV1ljH5ahuyfqTgnIHfJLv7GhqyJR0bw31kdUy/E6kiCSND7Z8+Ii0XdAiYfs4nds7GU+/jIbu8azC9QZGDlw4vpYqoZs1dx5duEbcK3ql05h1/k7rH8snBxRrf3FGfCdgXHyiB3NmKorcnMhhDZs6wy7yXLNN6QOAhq9TjSepS/qhqNBovkgcXyADjiHxQFCunbAa/D9p4H/xPACe8Z7N17OcZj7jiKdM8p2bvuJ+PS/fZV+S9dE/Q7lF/Arq39rB2ZIQyhF0XnzMNkH0OiDlIy3H3Csup7iBeSM09vnWXSdde5j3DdonAmuj6rjYPuCCzfCKpOUy9kTPs2e6fZ/Tbycu5DPO180FO20Z4j6QjsjAUgbD8LjxWybe0/MgfecTB2HQD/BnkSdj1zhi3fYwm0xf1Oee4tl6jxSpoTnPDXVDxeBOFkUutGakQy0vWXBM2h45g1HeimvODYvNs9I+vmf6N7fYvyipD+pRTKGdwH89gBR+M4+qz/ftvtLapzWyZt5ojsXCGxuTXcEmxtEsiyHn0Mpvwpq9/4XS+B7pLcG7PcQGjwxNT0KPF6Rlo1EwdiyGd25O+zFAXod1n5BABjiLs9BEGjhfYgEqDBl50QiURNdhXGIisk0SE4SmFGR9/JHCsqSVOkpW7svMtNIHE0V8R27dYh45fKh3HuMWGf5c9E3jttM1iPqLVi6H2Clf/d3qfDh1m8iPSjUtOwb5PAhqFvQPeGd5Onj597p6ECvCR3hTlFvFlahW25WLt+Tu4/5M4+EisOWP1VQEO5YUSI/cXzBzXcF4vr8EVqK8uhSg7y4CGMh7SurIra+IaZAtcVZFa1qPS/Ul+xa9VfR2ExXu6knJUdegp/YxN/F2N9FqSEh9qANEhD+cvXgVr9QD0UoqL99wNfuydwE6pfilNgJzVXH5TSgqvHiArv4DU2VY6E+Vgt3WV9NBaNkHVYlJKa5U6qPQsVgc0N0W4XsoQKTlU3Ie5DFpWg8lLPvs8nX5exttnxDfYnx4Ze4Qg6xagS2AWVLpTOG6Qf7PsiiboD3U8API1a1cEicblwDkublOl4nnZ1p/5twvZWsQlileUwoqXVWXA0mDY0TTjC/1fo3lGg26D4y6dFJ92vvPhgaNF7Cv1mfkdTwT2EktQ0syvU5PJBUAAAgAElEQVTv6DvhEQSiFu6KdLNALtUEOSl6Xd1imz/qlSMUQk+/E+4bwTTrU4M2SGV+zQns7J6F4ngTyHETEuY2KNhxQHM/b6PHKpKT03XUfkMA7ASqKo2HYvIt0vAEJaipZq756iQV+CXhLRkm/Vg+MCdWPqWv+mOpvt+W77HsJI/VRV9dTLwsGidSZzLvHhMqO2Wbv7CxlyidlRzYk1UrLxr3WMYCR25JQC2GjCUUilv/nk2+Icb/hqSM3Cy491QV2bOpur4XGS+L4hrb+G98m+2eyK0jsXhbHaC67cH1dUaBBvc521t+oaQxmuwWg3LNuvjX1/mHrcZ+dg2jPc81dCMUOKR2Ko4GDMeDBOvBb8QND3pqPODlgjcbbBAcI99GuWcbonDaYvzwOomPU34ppH4hSpfUz60cmEDsq7VGZPN4nurtKl5z7OkH6gzvBhjSIMcHvGLHKo/zMGAnC855cXc+O4OndxqPd1uoO6Fa8Ct2k+sMVMvX38JsbeEWrzxPI7kXa+I9n2xM/VY4zyOU8zlyVSrIN6ew310+8Ybsm4RpAToDyRPyL8loxq97m/5Jnh6MXAd3F4QD9ErsPMOmvfjamY0kmxmr8NGXyJMXfuJs6xde3eQECUTEA+wFZPycdJ8NfmCIqlwhTIXxYOB7giygvcdUtnHItmDgG8ESsupeSQJW5btfvRuVZ2YFu5xO5YjRrFQB6PCVEFQ9b4qLKoDYF3snoCh3HvKhq2gnRVZXcU1Rlnl6kq18KXVV2N4jvvQpXNFj5AxR2ZQbPxPdd8oaT9RdR1c/Z9kJdQnkfO5oq+5TSoI9ERd/Z5bgZxmi6uECQXEPis8fBLb+7QDPGo9VaQmgwrVnfXpcLH3ItIvAzhOuboRkIUEGIrYrOVM9A3J9bjzW8a/uKlQ9ef4C6tPKZEEOVU/yWY5XOtFjsYumi+NCyWaaqEWWFqx6vP5pOXSNjb/Exl5DuFnZ5PEi5PKRY1aR6uslu8DW/lvPT6oOuiNSIzBjiFagR59q5p3GW5APLDH87gsLEkZ8j0jV8xGbv60QLO+rESNB9GCS5FjiVQv12ZEGJcup4FvUG3zjD2GZXB+x6VfhVzb7gZqHfOGmGH1J9o2DJ2yDjQKC3f5pcH1YzN1kxQsiO9WGB3EbPHMgOjfAc8MkIwTyQoZdt64nejWeNLXghmpeN/WU3bPt70C5nu0QvlWTpLzKLv0A3glI/pjNvhdB/apWQ6kDitDCBLxVq7uou9b1b9snYvot1jcIkSc9x1KD9Bwrfp0MeMtdTq8h1TNBhXDlHb75K9/TvjunVCE/yqHkabkmcIuBLJPzu4KLcObEqp/6BK3/iO/5vf9BMv/Cv2VmEjcby8uJVyiVHUnUAkXmJ8j83/oDEsqpmkA6aMVKB0A+AgpZ1fckBAjX7lvLanv/j134BjnPY38Vw1dY/yxKSQkYiwSVvMLTr8xz5+WlXxS2jOLzeCIX74j06F+YC7mFWnFbe82eFBfMod6fGZI6TjdLpPhcwi8k9e6kD5nj3VoX1BexH2xDfWcYk7OBnMAj87RbxG9R4MxIu2Pomqd0cJsB7845en1MpEMireU9Q7ECRMYrO8irqW5Qjd8Ax7pDH2ttXfm3/9NH4A8jn/ISHg/CibQD9sreZgcN2Eni+edhds38PAvq88FpAcFkL4jO34G9U8ElFOtXW9AMz/YxWUJr2S4YzNKxzIPNS1TFyAtI81i8wRZu8Yk3WWYUgDBMqp6xHNLtwt0SOGO+8M8XevWG+npDdN1wY9uBvb2huEuhu8HnmQ4ytk/5xkNZf4YAYamdWumgy9y0WA8wrKDHTcaKvP4cEiaR7viI6YI3iBmciq1DNnyVVD2LLSmOp4J5DgWXrqjPuscBrhM+o7lQqq4AHrTgZq7ztS/ZZTgxwF55C6meeO5WyZwCFQMYusw0R7bkMdJW1WGrn8j+Waqmq/HKVniDdj5ziAMaj8XalzwzxmuXVYgPkAD5hP+w3YcYlvOfysyI1A8LdE3eM7fTuMe9v436WsZ6Cn7kNZIh46wiy55jq5+FyaFeIVu2/BHPTKDekqg22QJgvYq7GP0V7ERZjMhSqEEskNjYOgG/ZRXmilgpEOrz2mnRgOVQe0DK5DGtIPo4H3qBjb2IAqGRl8KlS5xE5AGAIUlfFv1qNL6AOOcOacGvfAw6NzlMsop2wpOicIUVMT6qhZrMLsrVr5Hnua1A/hO2cIelR6DXEteCGU0qw4Ec4iSCgodSCcXzvLrNGr/K3SeqEZRczr/Hp17ntADB5m+x0ZcoD7ZIYjPNNE4t7lIi8FzCMFKHAfmodrFijvgDgBy/I41ILDga8T8rYFebb7VJwh4QTo8da14oUG+Tg5rjFfkVvvYNLfo8Ru7u0g2ZHmd90C6iR1PV9X5AO8UtDlVPLL4gJ2LmHZYeE3puJKsW+x1wzIM/WecBuDvZmjD1y6zxG3xNto8hxDL+quwDpuWgKAdJQ6Uq+oqUrlylb8JBbVsvBiaoSvYR1UUfsaXPEWSmB7k6a+IVuU3+ELuQ9aICQvijspFruCLwba3pylCFMYOa7QoQ5hfF2hfa6wLjc/E7NvFqSP2yD1/Fp7WZYkqLMlU1YlK1k51DdijSNKAixudvW6jPHrg7I3hTZNkBe3qJNTsu1IXn6eyMMQUu0tmsD8aIOK/uf4NBI2mP3DbDvZwtQHffcsDh9T0rFPZtMzjOtI9qkBu044HO/V2AdECY4b7HSOcBEVL1FNrOISNkHCkrxRVW2eCw/Vnn/dMo/pFJEe1nTc65s9lgdgUR2+qJ+Ul1W9HoNuxew+Ke4c5p3w0ke1oIulvzmfYtvNdVXsWeQhnpZo9+FtLPC4l5kI2GS/ujON+37O86CL2Yt0lDF02XgAorA5S3ScmNUNsvhhWimLvBZu+C8Zt6h/eNs3AKHwqkg/Zb4i7+JJ4XAejIrgyIx3oCcr1hvw6MxzSGidtyJpFFU5ThnBh5kWzlTqX60W38zgZ3AAjRgpnQs0CUMcEy5oIZNuiFq2OgytS9EqvvoHxlR4u57SODiGQwUOI/fAWRd9Te22BIzwRK3bqdXBe2GRI76W80b0kUJLIoRInm0ZmRq3zpA0gprn0NOLfzRG4/QUXK0GUOKwiSagT2y2OZuW+Iw87hfygz6hFb/VT2jYZjWXj9VS6yzV/l3jFhvCdsZ1+ufctSo2z4r2L9O3npDwUmYai4eyT3noiFD6BpqXob8eD6et2a9BRQn7bKUBFSLCeQaZYTcDgoKNSK7FPVt71j9GT5Sz4wIyHHWvboQycqCw7JOnJEyZpMTWMVpRWWRXGdVD0vscKSVZ8Wa0p6BskaNWxU3YdKwgrYZi0doR7rwDjixbFrocFnQsPPscIKpdRWiDpTUW+OZaZAKYCveCxVbLp4R0WiEatYrtSW5UxQ1J7MCwo3IY5aWOSXfuB7TzSnzeY/QM5qLAdq17Kirmn9GFsUXiHoO0i6L1W0X9sJb+3jWZD0BZ98nU+9wc7fUfOQLd4Woy8qMEmnD/FEzcrZi0OXlUz81BiuW8APVVJlYRWGBYYKAdk8IzDrKWvUo7UufJrpumbU53W6f5d8AKdP4qh1dfJU1P8mh0SiGk5VeXGVbf3C9h4hXwB6P+/hc5cYJPGSmrUegcK5sixd4pu/s8v/YY0DLDNNvSETVKuWKJFqZecgu3rupHONXKj/FiO8GtP5zOQ2Wd9iWw9hvbN3JBR+m3xNpAYjkZyGWDT9aljy0KfrRE3M5ArLTrN1uBdydde7+2zp3yw5IlN1qT6Go39FIbH28tk5pnXAQ97YDw8+BwPVBHmfwNE+D2MVTY2qXqkY9eLXWCjE8tmJXPuOjf0deZ5Dz8KGOmbR9YQY4ZMhMyO8sMwu/aggXwSZFI//YowLnaV0HqFkoGi1M0K1txzq2G9u3xlfegS4fqjPdgk/Vir41hOeMZ3VBVcHjs7dmzMi99jZZRC8Qnn/PT6oz4GNTU/TOZ18IbQnhnEPcgvwA++lebgf1XoW3NLecX3qqySUW6JiAFphHTgHUgLH9LuvGDw90n+QvapVu9y+ce2j83JO8GwkY7vOYe+5Z5xjhiWYcCYUJqs6C855ZV12bB2oz/fIXgjAbqjPDUFNqC/U/AsHcDu66+LFZ6P4os6qPI36QsFRX9SO+vLMUUrn2CJ5OPjFde1fHjeSqIqhF/n8bbbwHp//gE++wfonkFEfKdETdOK6EG0daMoN+UDC6J5gC9FGGZUd+w2b+924x35Hy+4WDKd0Qr4O5gc7ZRQW7TxagJXZ0BUOxo9+ejf/CA3thuIu+z4j6jMCp7jrX436AKiKyFeMEaqMF8XQVd54iFXtncccGTjHXFN/KhRQWJSEZ3pGfSbMae9JgM3SoaG6xJLleZAcJK74fSTsrd4n4EeqLY0DrjCqmgnEtHAaaihkZqYI+B3I3SdwRFj+hA3MChV5q8Gv70Q2HmqkTVmdR3zlC44l8GGFr1hhQSx/yrXGnQKN5z/jmcmwHnAjg3cm1Ke3pie7thaosghZO6BCbFos3aM8zxN2+X/E0kcqnOKWXp9Hm3bclfR4bURo+qGQXjwHI1qGI3l+AaAFbgTw8cMyv5XqWT4j6muV4Vmnq2dUhVaEurrCSLXd0PCzQkWNg8+I0goRfQVaGqgLFTtm58Xq53heiEpP+fl/I+7UDuyJShv1xUm2keQNuc6ezS6wC1+C5UCR3pGYe5+lp7mV1Fprn9jasIe4vkQh1NTQF9UG3/oBQfP2CSqU5t7jk2+yhZsAfgt35Mg16GTopwBop9tRwG+MldZYeYMD+61xFXlbJIwJwPjjoiAAyYiO3KcESewMjkwC4jrja/cNBr+vLsfouruald6ZpORM1PiRD0FxTV78jlHFJop7Z98TpPlEON86kWZRmVW2+UWyc4Dj3zGf+ifvG2sf5sv1GZJ4g+Nh60RtS6gzLbEGgZ+J+mW28ZNWKgJam3hVaHBLrJrWI+Xxpg19YhBrK31DeJ07z+gThAm8cyqXPobKUQqrY2zsJQE31CNx+QlQ3A4pIakfhdGrCuDByyGhtT01+6ctLgfhxr76FTVIDkDqUzbydz78rOqhmur49CUHoYKTqpPNYBnXAklItdnbR4YMzxZTYQ5be2H2fKLGkO21I/Dlxkg0WNjqhHadRF+XdrqyVd32OFFo67UFPPzupWsw7bgd90WDhOyeI2Aape4g2Yey80cakW4tB7uogyE0Xr09xzzxTwyFNMUVVtuUxUusqoDfJN6KZeD1R3meAoelCDE2CUDTgyAsZ761UNg1OT2O8SPQHIe5xqF77rF7GF0vmi30E+4lLojM7oM+sqCJl540IJn42aGguamQB2doGaPbQFf7X4t/s45pHul1iSbM8xFr6dw6PNkdeC/aQnouBRcjtIuYwF7MRq913dxoLUIAaeSamL/LZm8gzWb6nyI1KlVXE3kRLnCNEpF3WghFSOvFJ6Uz7o3ifPGbAezFFaLLhWI5G8ajf71wnePfKKHf9r+5Nt4zbSFN/SWaEC5ZFyNXxM4j0fhfmIlvP2TVbaqHzGPBNU7aFZGKFmqTEepVtCBSRR4pigQV34fzJCdoyjx0ABVbr8KRIht6hm0/kDuPGVytAJDwYvskjD5cgWFxqsSipVCqHEqqMa86hElCnvDG4+rBsVNL9kYjEw0bVJB9/oPw7E1+4SuCbVTjt3sohi/rdXEJqJCnaL6fp6pi+T4HVIB1FVv/OpIaAo8U65elFbF5wBUg3Dtk24+RQHjpe1ITKYtIlWcm5AXUoshdusTyx9xCaKWQApYAonnroXSW1YVos+8x1N11/ss7dyrIhzzPVJX3jwuFWi+fhi/DZkOu3WP9Y1I/u2SVa14CaiJ5A+iyvQ41N18izkrC1MVywEXJIZk9D+34yiVi/FYof5KgadxWXtgqrutpS3ZeNF6W6VFM+MHLELOtPwNmIElPCmKAOZnI8cxs5MJ9suNDdRBfvicSsHMIqy6RnRo99yEnzomrWHOOr//Mdv7DnnmEmq65m5SzqsPrsoBqYkWkiOdMkBBiZwiOT58akFoDQiA7x+zyMRZHJt4OTb8qFm6zxXfF/B02/oboG1GhMD4pBBvUM8XrzDlWJK6vvIUl3f4JGMrrqjBciIBBUg9gN1B0ZtDlD5mesv1WC2fgsnrCscbGewKK+lqU9Mhys2zzF4lcbnLInLvBkuNh9bz6ykjZjZNCZgqVwLy0zjZQ/AZ8+Owp7ArQVI1Ed0fU8RJUIRCOYUibl+YJnRQa+L48bwH1qKKyLRpHYTjZPEQ99vjfkUIZ15Kkgzotk6jyciQ2Sl+eg3rK8ex8ZO0zLHLtHom9E3iEpkYUJIuoGx/9O6VfPqRVsCM0C5P3Uz70nMQXXZVb7vCDLDasPjsCJbI12T/O174Oq1MgSPYkfPFbPvyiVLhUbZkZfAOn6MbVRxg6yVUeq8vsMttS43n4F3PGY3DU1xNqChuAgT+b1x31mbiOkOutoHSHf0+6jUbrukbs5D+kbqDYCu7NnXfjNOtfD794rzHvPKx7ZN8jIOlheAOC1VbBpwsbO6/unpyOq8iWvksGOeVg/MjHT/3QZs5x8E7pJiWYdho5uG/TqDLaOSE9n2nE9Sz8bt9zkLsAdY9h70CbrRaIFOWSsmHxN2VuwTnOwQi61jHRTAuD2WU8OyCZqbX2KR4aniEb7upAfcTyGVCfocPe6Zo9abr4yHWaCvmc1F/7lAB4L9aJDB2VeArIRbNqqodGrvGFO2L2Fl+8zSfewuI90jv7EdRqlRdsWUvfJWog+kLRrB8qC4L0bADvLC3ENFYkAtDqYQfXR950TqgTaqO+YjPhEx5uWKAd+Tvf3kci2e4TvvEbG9yzwABi/Wyze0UR16YFIANFVL0YII6rYMHI5iU8680cNFG8AEv0LQWBSMdSWzntqhj3KARVz+dRghUvhKIlsGSJnKOFULzzion2TvNFffCescNWmxULZaWGxPALYFoW7vC1b0heX2G2x3z3QO0ngUf0k6uRj9JZ2Qm2/Dk5IpCq5/JHIjNJfEue1zbZ5m/Ia6XARTQOI2vfsP4ZiQqfPBs415Q+R+kLX7zLMpMiWdMmBELXlbkq6CzU50Z3Xq9tvBmwGUBgBYOcLAHGZMZhGY8engCWr3ymehXBKQWR1NCrYkzstMO8NurzEnRJto+0UZEqrh3mCuxVGqHyJUhT5hZZqi4SJDNoz/NMOqm/1tU9AaejJ5pV658KVbcQMta2RXVTFBYtXzX9roJnEIL/WijQtX2q8Btb+oBlJkLAqFRy2Vc10GjxKsL03Bxf+1JSiK+md2j+Vig93EQdJcpfpbq7pJUdF+qMuSlyrbDKrpotHDQLHERC8++Lqf8Sc3cZsN9NMXaN9Y0KSIxWyQFCn16GjGfxoiD3dvWzzgfIwD1RtWwANB8FCsh50UCooBtgMLTpAGle0MsHj/lwd/+nqO9sm5ntrLHSurz0A+YDzEuP2My7PDOize54wrIp1zwwr+0gNZGIQb59wCZf42mUt1koK05UW6psvmKQYez60NvPi1CcmopwFvldoMDvWO6esLGXAVZTVfgukK08clD7yDcvQYqaiYoA7TnECmvswudSW1PsnPDzH/GBOaa5/bFXUNq3e0RKLVRDqwZn6w828hxKH/VnpA8bJ8pUpIZltMSKy+zCV4KsX5EcsXqfj1zl6iM8uIMavzgNlMKHOo9afZ+oLuUX2IVvWhmeTqgQavmVGQiN7tCC2XFLR3Ros0GzX8UYs/bCWQUhIvxiYm/IGvSsFuiK9BkCd8doBAjrjQjBnmroZJYcqM/BfDoT8DqeZscT9OqbB8wIOsK9bPbbN73bZ6g9CzLCzlM0d5flYQVp4lizKa6x0maodClUuYB0o3ATZOo4WJKdQzc+zTEIxlntOdUjHccEGtuAc9U4VhHXtGlvqaZ9Bc20QEwygaWwiT3rktjZeXzUtNML9ZnOItzog8Q6icSohS1d3QC0a3N3PtmbHXRfmyEMuYi+VkWfm9wLQdzFhwPMdoIuvbkEXWIefKD1LxwaeDwHfDL6ili4wWZv8oW7cuJV1jfGI1kA7EiORwtNO8G8s30b5DOiPkMeZrfNgPqCIMC4/XJZ20Utlq8D/NhRX6KZ66i5LP06khfJIrgslN2rCPUovPUQQTCplVDjRWKxNESEx7eE2Te4F0G+iCiF8kd9DrJRQ0eRFSq0HXyGEiafoNoeBR5PQpDn/oNvP4wMXUWmtAojIiUWd7KXdtTH491RX8DuuclJESsCFEWJ6Rp5ic3fDC28H1m+Dyx3maQat/fl0POYtGpMYjo/MCvBugwB7KkgpnGoQpnQ8hcsMxWC8H05VFoVm4di+zFuFuDqkK98LuJDMgGlcp6eYCtfimdOwo1TufOIL30CsROFx9T3DwIyM+rr/LfoAwuNEDFkQXFYFAgVuPdPsLXPaPX9QO78L6TY+8apcqZkIcOYAVA5cJc5/bJ5pB31NRGaLiAssNRoKLccqqyzEjk6FJYtOwd7nxM2+BcQ9el34820T51XqWJWdbPVS6y2w6ubCvux3AJBo4JWfxHJMs9MiNVv+e5/oDe7/ViFrSI1SpL6Q2pi8JQrfU6FwnGK8hWGvPQdwP+OepqPkJyZzCEYjVatUqgUEa0U99vBktALDclKOJ5l1W22dQhaePdAfUbE7Nts4hU2fze88AGbvyXHX6HpoaVB6aYwIOVQ3wR+02HnsIUx7NeqnhCzYRoiJmtO1Bccy9l2/n+8nYd3G9e17r3WKQOAqARJgKjsVWITKVKFJNhc5ZK4xIkTV3W5xDVuyc1N7NiWRIqkpNz73l/79rfPAJgOkHLeWrO0IHDKmTMDYP/m2/vb3vfT7jcDway5TsTRPX8NpdOwd1obpkOPIjzH8owq7Xrd5eGiyRkSbt+CuPi93D3Ck6PNe9bCRxYqeGuM5UjFFOmigCVmSVYui4t/x5qNe3L332r2d3SfIGUxzTVvqPfrelQRs+2+XkEXlDXhzLBF9+rQLj4C2/fF9j2rcU/RfZisK2jd9h0owHtVTu+smwRRTcCW4Y/Y6neqcaiRzHksz30oeydVbljTh2jiFVPax+DHNd6NB7RzSV+2+BTUIb8jvZOQr4bWEckh1Dr2T8nzX1iA53t6+0if/1oOPy/r27K2q3tnkVWbZREVX2sYnpUesgYWW50bvDFfmMN7MPVFB+6uxYN5kdT3ay9u4OnOluPEh3DOjK/T9+l31T4F51+j7Ra9l8B3Om3qO9lI2uclfO9E7KTbc3cyTzfwFnR9u1sB6Kh0HumLbPSCX0Q0cL8kBrkcvG9axvt1LKfs3M68i/oCxxO3n3d0M+DuT811NePeI7qUzJPftG351PkmJL4+c8rCyglrwEva/tvJQU1haZl+eLNRLeF9s7NUGJz2abir109i3v03KTGI+lxJm6Ht1ztSX5vo2vgH386glE5CPuEq+cOiQuxb3NTn8PN0UJ8IoL68iBW5OXsfrCNGXlJnb0hiv4VreuYt2Tum41mN8yrY+2m3cXcf3Yl8SS+GOfM2o1W+Fii21+8+NdS9ZvO4QD7hIKtQOavlmG8aqdvRbUmPvYIMz+0DCBobP6jyOgeRTMJYGTE38vroF31oW878UZ29psd/qwZWuMTRs/NQGc0eWw8SRAkgKbpVQ8/qjR+4tvDQQkhxzK8f6MZ99E6gWL+npHpKUWfkRzvfEQOoLxj/WqRkp3qy/UnV/mumao1dEYsfybkPFMpL7lvGDmfjHkxfkDFbbgIJ+9oR5p3/1MQx4MPlTyjC46KyPlnZ1Jd/EHBFf2AiHuv8F6p3lie5pPrnFGr8uKsVXY7Fj6zcGMtxJbSj9Al3Poob9K/QkfrQrR6CQ1mAHAbxjH/5z+ZaCLooK5+q/BTuFlsoKwQzVTT1GeRLt1dzqXAYSVUZfbV3GMhE0FK6ACSD4jfsSM5sb+hRFzskebpSYcvcvoz3ZnxQqpvwEaWD9s+JbBUTkjT+K2V0Brv4nQK/3ROE4gu3RW6UG6abbElfMA2wHIMYTmdx4Tv039s6RDESzF3GLFzlVq1dRQaUY9GFHoaQjlLDEh6OrP9AwCkbP0EVn3nPmv2TnL8q527J+ZvWxEsWDSZDn6Y6P46BuYtIl0XvNFf3XRZIl11VfTMcQ5ds65d0d94nHkZyU5xgrApmj0ghLor60j78CCe3zsNOh5BbR+rzvY5Au+Bz8eiKSAkeohtGlNbERfb72WJjkrPvWrlhNoNBIrdI2w0e8eCgtiU2/mmqAZEDOfUGff1aICsWonOlQOUzmM/ts3PU+KUdg3fsR6T5iUCmTgtkdhoP/Ztk085MRdf25OUf5dZDQey39UBN/lblRgSdFIOfSHGDQdx+QyLLDR7YiEXTZ4E/QUiRYAcvtXAHucfo1jAEa1D66dnZ5+SCB+xieiA3f9F023MPQCvD7eyTjJRozTdsEWoOLMJhC9/A6PxuLX9GyCeHd5AfTpBJXxfZIZ0xEjcauCt0aY8MkZ0h+4nafEXEsl3u6kmP2MX+/xNH7Eh9LY2ui72dDKUCz+jJpyVoZrLSB5wdZ6/zYE6BKyfc0DfOrJGzRIyiYXZ2iWXwe1A4J0sbimsqYDNg9WtDfVbnK+Kepc6DcU5Olw9Tuj7ZE2Z7uv+krAxnwKJhvRVLG/vTThfClTMp3Egm3LgVwXJ+3a8z9bW1xBASSwRTX/uFq2+Er6Iv4aRHN/UlnIdwHDTRdnARzh59HurzJHk6qc+PfD3u1y0Fr0l9ImGq45pGLM03m1v1gVtQsMfZm8mSNf6ynP9ALVDYdE1P/UlmJpHAljJ7ozX72geyYTKUuwJeJ90s1xPyOmg1lytMT9Bu3e8Ig3zJQZfgFpHoaJaW4wvNRqag44UYhbYjL+vNe/zrew8PmIeebm5YwG4TMESlX2LFln/PShkAACAASURBVBJEfegcfeZdOTDfATKbupmDuAroyEcv4gxao0/jETIDhh3fbN1Hc/PNX6yhFxRdDqfWF55BGihyus46fJzNDZ0JkDxORPB9FtbEbYNEI4pFFm/Juevq/NcsUd5XO4dq/V969DkUOiZN/+WS3XGhd1Iv3kFC1+Y9+Lus/kX2T+E2owipvi43fsaJ7z3E02469/OfqdysORAMGFc+05sPUG+5cyiXPgeZQE706ngdliBtsE1NTgSCmAbXGQ1nFy6l652V5z+H/wTiqnsEgTC/TZvm6dUApko7lnDq8yCim8pMn2i+NOkhVVjQg5fsGj80cB8xXMpoWoLxSYSo6JcW0+5Tto9YhPpKL3JjcvB8rHIRRjKli6owbxu3ZEweZhV5kuf/QihOHC6I/VY+Vkj15EjUTQLKtFkD2rGsV1pSF79XSAkmfn4AM+HMKP5KmyTqnOBX8nCCwlCH+U1uAZ8YUJXt+KVfUPC59cDavC/n3taz79KurHnkLKBEqpcgc1iZ9NRM1e541jshBrkLYvmShqvnLI+zNTkhSX0257jbr7shJwDeHNTh1frC/hty6ECyCl26T0yNFAlFJAb7JU3nnPipD5TlORx9e2ArrjfrX1YX/yZ37qrdA9XY14u3RW6cNdsyd2Yvm8YPFv13cEVv/GAZEWx7Pz7zR8AMxDR+rBAEmREszS9q9mJQitGOMzPrLdIzi/0aFIcV0AzdWM7g6xqd1sXuodq4Kydelb3jeNxA4AcLTRYtk6xbZmrMkMMKf6oipDz/BbyR0K/vgVr+VPfNEvhZhLgzbyr66dl7gIW+LXe4nUPjnqKf6Sy25cXI45xQyne4GDirVr7i9BDMT2z1Szn8nBjaUuWLqneK2bhuW3pmKlZol/YTRJahgWBTx4tYITQqDQp/w7TH0Pej1/kPUV/oftx5dC386FJiDYqwf+VhP8ESdpVtOOxieK41Izbp/mSdQBW6CVGNNrBHkGMIZ0BaKdTTD67K6obFv7WafuesPloZPkM63Rozdmu1D+G/lN1OoJWz4RNLBsKanbvL+weUZn71S+zFeLvE0fzbawoddXHJAvcu4IF9rE+Yk7UwGGFl273sY/YmpiMfZ1fm/EgW+GbQkmut38UmOeldJw8fFNfS8lnpZodm6euwxPxHcS8ntuUM6+LQwrn+gHxOd9ZlZ3+XeF/TgxTUp+PoJWBRqHTmemLuply8nph+FXF2PKuQC2pq/FpU2arxO3EBnvAW3Z3gr76CPRfvORM7m9mb9MJb/xa0NCnRiEL0b3zQPuX0oDX+kmo8NPKO2vhB1bYsc/rs/0HRhph5W80R89xEA7GFq9bCbTX8rJHvbHZKFb2mmslBr8FMosK9LorsUFK0EiVdfwaM19gX+Mk/gOK3fSC2CJbu66FnVKrUSukUqaLdd94l6BXd8Fb0J4UGLcWWN4wIgiXNLv+wc8T0wnlfJws6S3HPFbFwU8xf0yt/gTcDfAUopv/FGt7TdDko8LI9V7gYMjeJZKStQ9WANqhWPqM7zUoMoo6ucsm6hK6JVuMQ0Tyd++oX7M0IT0vdOyuQH8i+f1v39bkPKfCyetiIpSlb+ZM53SzX7cKgZUzkq3blHp14qhRPTajljxXBZ+OQIlQanu6dQTCadPqCOsS3aAazYY+7RwQJcawEOs6IwA/thTZl9YJEjd8CP/IvC5v9qm35Luk7bqCJaKoldYIbbXcTBkiKUzWBX/G8NXgBP4KDy7JvUlGMjgIkAlGW9Qpn9dp3aDCNgquHcvE2VzQNGedDo6XwfQKBAsG3sfGAucuyvPw9Atkd1HOmzrwtemd1tmiHpDSAVLPtnhEA+U242Ce5Pio5jAcQQ1ty42eLsROPCaZ/r2beUnPXxdw1vXAtPvqC6B3l5yM4ri1ppsqqdxqWnlWkeqrSmqRo2GYAHM4mBNvrJRp7mjJRCO10lS/q1JQCscSjXHW5w26q9ZxE5KkzjCbJVPAhArNbI3YF5CMOyXD2ZqpON3YMNX6Hikua1dx7FlYYVkloZQqFrGV72/qe3PwRCfAMQlD8UkMqN6TNZzbVvGHSNce/bXgD0WUd/814/jvUXrLmhWeFCiNohYvlxmCBmyyroT2x/qOAofEDTcQ18SpANMV4xhmVKMZDQia6twMUM3Q6dTQIHVhS/Amy0Kn1AZriZCe5+XtJjf/G2ty3Nu8J4sntx6bMW278pEauWLAj4iZ+jJQ4RHJQZYatnpocmGMt/QC/Gjv/I5e/kLUNVdmCYt83yaxoPmLY9kmpzx9HOmP3J0xxjDhQVzF90PrdBOURf1IBCknHAQRPQkgGbOB4As6iG0bqOCdhSby/0pXq/uq7GDgMid0newL8i77Wrr9azWGnaqp4TlU3kOcJc5dpGevHDWA7u5htM7A5ebJZYrQzLSLyfHTep85pzcIjaDMfSH1dn1RXHxBz7srWM9MyM6GnXpPzN9T8db1wXY29hMfe5uow9Zliv/ZO3HTngasWDYZRlvtPp6a+MAZr763TDl0bNrW+E1BfcC3faaiv34N5zv8GEmBX1OfbVhHUpYbRs27xlpi7KRau66k30W8tUQb74aRYTKMhxUrNNusnpr5umNDj4elfJ+SvRZ9dZ9HAj+gKeJq8lGCAtFXEIlo/jz5PrCUb8J/Um/+0hp7lvLsCOC0/rc58IOc+QNvDuavoZ7B4U06+zjJpCcwJJumGPN1AiPTRMjovbbNZ4u4xux1A/rK29q2tXyRSPekOGYRzQI+R/lznKOx37NNvLVEipINFA6gveBk01WUiOyRGnyP6VfNX1flvjKUnbAk2KUZ5UdN80jQmbL9NcFp+Vq78WTSOYF2z/UCs/Fn3zcgetGm2qpto+759KJBbiw4W1sqXis1dcKD8GEr+kOJFkdChOPexzI2rHkPLTb3LD35BS1MI9b4ZsnLTJJOCrf4zevlTNnfZl41ja+lTmR/Txu/EXt9h7pIqNZXVk1OfL1ETfEvRZGGJEy/X8ZNUOAcTCHvYZS/1dbHY+082W9i1gI2TOTXFqRSYDp6XtAwsclIrBa+D6MCOZMuCNXBe0QUyV4SWlY91fpqdh1g6SxZ0OxB3LhU5eE6v/ZWdPGDQSqhmZUbtFuo2fZV4P7bVihe30pw7V2vITbpbjq2t+xTmivlbaup1NX9DLF4TCzfkGIQRlayrNHq4G3dQnBf9iBPHVta4S9MlNGY0x02VXSNMdpfzGZQq6c3/dKNdWxJMt1nRmzN5CoeVtO9f9xH9m7j+GiESBqqg4Wqh96CBe3bLg2h0PrgmL/9Nc3I7NP+Fmzo3jpo0+JGURTMHGEYv1W156b/0zqEya868YVMW7SfLFrIp1gnpzvEAnhfh3G86gdAPh56lJRJi8MNy+Bm0XsAX9YG1eVdNvMLNEkz/CXOVa81OErYeHsvAdFQPLILNdvEND3fc5U9k35xK1y3a5/jrBLcCtkmH3EiWE+A3ftTjL4lsDdopnmjUFHaIzhBEznrkeeTsmI6C9O1KCHr+CzW0q5EcvgZjKsdd/VRYBHkKlngSCDnRhr+WFhSxk9D3A0rjuqS+0/NVIPU94dKR+k56uNORp6M+sDvZsz3/p36g4NrQC89gHo7pYyn6eOB5Z3VTly7Sv1Z+yrJ6m038WNrSGafW1+WcB02CaRmflZrzSGOMEKip62UJrq/VOTBswsOeCJxkongdnQX46aQ1+pJc+FguEvLdlGfeV4sfoUSYaJBWU1ntTfHtIJ11hLeQFfw6nn/NjtSXDzloIAF2TX0hizCJnWHNGLrFv/5oca+j7tct+6GhXwEjp7h87IqavxU7e10ufhibfUtlRqxYVSayrBAy9cEV89RQ1w0rtrnOz3gi9K8R7RlOQn0moRSqF8tTPSzWjb1s7T6C39r2YzBJdd2iSYNhybA6846ee4dgLzZ3R59BWZGcfgupdz15kR4QsYEmHYWOzT88BpIC0uGGnia00Nv3xDbqoFDf33ggd9nFrr5r0cASZRWDi4zf1dMJvc2jdJiHFvM4iCgAjdyaGKtMaGJBs/SCXP4I9Lvytdo+0NsP2YL8nhreQo1fpmYlynBcoNusB2lO4vxnzLHEb8di9TMrx0RBN1hlTW/8wJmcB3LzERFgjOguMxTrqQC66Ov3wrcU6PP+76mlP+O5u2nu3FNTcX8JXxjIdU19qWbtXIbr03r6CRv0+S8EYQas2x/Lte8hYCYraEpuw2H116I+ty5XE8kBQcFi4byqXBbELQTJheVmb+uCGapo5TannOYuIUcxTQuSHFWbcLDdea9irAX1wBKOUphHOV/vpFkfFxFljX06PyNX/6o2jyhy1Zv31LkPreyIBXW0ZGUqpmWfu0kasRx7kBYWUTG7c6x2HuNJwcItie7bNdu8MTXaNPasBFCf6S9Pu6pu4Q6hq9D4QTf2xfSb8swfY3M30U9y4bqcfA1UjPCaLU/hDsLONLlZOXjBQvf2Bnq4903aWnGrgbvNvVXvcbugrwiVz60EVvzrd30U15xED6bjbh2FfJXOAwiDPZ8sGaz+ObfNON/nZyWDK3L9v9HKZfsYN8bcVW38eLJllWLHV1yjqqLv1fou8Y/aeiBgHXysJt5AVWqWbWbTXOmXHDapmB7YExEglwlYPwDzUo7F2LSkWYesNAB+xoGZ/h1/RfYOyUTNpEaLnrLq4ecXJvkTDX7opIp4p29WrXFPwt3DBH3P0ycoPwLvokw1Nvqq3NxPbP4ith/alp47aLUnhvdYnK/z9xLMXYiZrYVrcvGOmv/AWvpIbf2k0QfimHPRv1LlS6p6WQ+e15kxfHayFfqEhlJfdNpe4Dt+kIhAi8A9O0TC7ukiLDmwc1Zhe1ehNobm/ZxvzwF8csJhd2AD4Q2sT7V4/Ve9hWQdhxH4zkm1024OIcLut3j4IUI6JZz0vNzvM3eB7tLAAPq4FrmBe2VdVC/DASzWp+x7ICeaup/o+tYNWSGvdQo9EmIFaGg6iXTTWJ9lZXCspnFoxIT79uyZTBddB88zkl377N709NOOoPY9BXu0DxQrfnLqbQwP/Nln6QxLkXk7F7SrnMkQJTCwj59Nd7kgNvPriqZOr89JaM3X+XDN0Plmq7VDAMX5CTCKBp8A9hwmLv1uZc/DbP0u+5ZTMWGT+vo5cC+oeF5T/Df6vJi/TagvF68pCpvyEyrWB/6h39oeQtlejWzP01BfQCM+1wrBm4TjYuv9gKZ8werWCQS35raJfqunosdekps/a/SOuy837lr1XYQjdOjqhkZu5025SFHm+9DD527p8d/ChzAxaLHvi3SZr7joq4lk3gGo1KBKFGO05vAzeF4LujiSBvwoPt460psP5MgznN1aRiJ6IqhvuBsCO1Ff6UTUZ9aB5onk0hq4LjvMrp431fw1a+UvPOYDGH5s3tcjz+HipkqK/kV4V8DM9E1bK18i1sGpPRArn9D3qmW0smpDrf+iGjhx1KjQWa9+QbEROmSkK4JWQ33dXUA4zcbiR+jsl6adD+L5N+akfQqtf7thvIDVbIor60wR0RKkJyCHyM+Icx/HuYdYHJaknwgiop4i62ZIEI1kORcHNtfsDH48PMOfw7KwICoXRXkNdXf025QeaWmMLurzsaVjVOUmPFRkC0KSjn7r9moV1N3R2fXPy74zsm9e5jgrMome8sRvKPIcWBZr3xhtFpWoSx+ySeaQSpo6Ih91sG0mlOrBJb36vdxEVwwsc7dUdgpfRHDXHMJQM7Vmkqd7QYpaUSeN8rOhLv9DN6APwwZj7qo183v6tZLzV9XiTT3+soQtZFWje7tBypLIDIreGYhLpj8TgV/+DAfxXCiVrDgaP7RBy3EKXi7yY15HfAr5a8VBgxHYGUh93jeF61j+MQe8EzbsLok3bNjBu22VgDYr69C5cfAiFL/tB3rnIRq9zL3LbdmHhdHuCE2RKsnrV3fU5R+MvIa665nf851ZVq0VsLKL6FqleiixYw/M1ovmUnMt6ZpdkdiGvTap4qSMB1KqZm5U+AyhOPlA46vvnpr4LRuo1CAGZoxkXbObrPD73Ix+CN8YAwty9VuFs4asp5Y+kb2z2tyQU6/qxoFolnnrrX26z9HKb/SKbvYGtOgTOvOWnrtmIfHkBtJPaA9bP4Kf8Vjtvjr3BdpdVlZlcU3nJgR9m2UcGZ7R6BLBPJ6Y8gmoL5QfhJvr/EcPOsrJsCQMWeVJqC/iEN1rQU9Ife1hRMqSp7g00dR3isv65Ht48n36FrQrUDqHMrZYRlk9XON3XlbXRZkL3PuQ6ql0RrX7+DkHc+JbXTRFNi6cyygKvuvrcvR5Wd/ELxC9H+9VT3qaWdmUqSOvO0r1YlYK301n4VQh52/hQSzql67HZt8DaegEMl0tIpyUtDuUdJ+N2WWapUPES3TICzUdGtptEly05pQHOyR2hlFca7d+6gvY5HSk1+OlvhaVNUW/QKh7Iuqz16RzSeYB8z0FFRugXzJr7HmFH48bcvG2mn4b7Y/jOY01B42DZVRdX3cN9zpSX2uFSJEwogl7l8VskeBn738AzcEnXpK7j+TmsbX5i9o8lrUd+uxbdLIUuU6+GZv9k5p6W85/KOeuycVb1uTvEKz0cG1wu8qu2HlU9kH7EBIl+tE2YOhptX0XFiY7j1DHYh6Ew/L7nhx6RtOXT9IGSz/ods29Jyt7awLSgG1iiT0QAxd1qiBHX6BJUIvX5eo3bEC3rzcpZLkrR16EVown3KbGr8C1OsMEe4LOi8Bp75Fc+xp2Lz29IJbiqtr8iXu7sZnN9l1r5WuNEAdWOio/I9e+lXv7qA8kGF782OpB/0k8vLAr01z85jC2OVnapw1LiNJqyFeEEoWEVYvWJLBZ+0ITmu49FHQtVj4XkIwKdp1h19TXjR7Y1uWS3L2dBpkZRV/Z0jqIpXIRdXd2c7Nys+e4nfPZGoab+kKC+Bb1GYZMl41XKjJLgXxn4AeYn2JLCTNFcGLERGXHxOp3nNz72No+1pBna3HOyw2Ak3QRt7eRPgaX5MY/keFGzLb5CDEryp/KcRQvDdouLH4sAf3WRKouTDO02maMGyrSx1PuPhZn/6AnXxeEfPSbtXg1Pv4KBowJGdLceJB9GgdxLuXLyJWFU/clInn26jCRfWBiqpOvuqW+7kXCLkArej/eA0UXFp5oVF3JgO7dOnkvYNt01fbnTHPNG55B1FGZlq6Iwpy8/HfAD7IbjunrVKNTAl8UpE1W+YZEcZ0urav1H8XuQ3wx7h0Q+Vjm05o2SY/swNnCvHTVYc0STH3+oUacNVOf0aX7uQX8IJ4vDO2grK7xiBMsD9T4b1SmEqPfzYwxd2FV0LSmgOw51BxtRRO5GcWPvuGfPlbnPlH5yTh9SdIhJn6DJP9tfkC2ieR22eBEg7EX8Q1MGNm3gMLyOWToiDm24168npj5QF74HmZgyEV/gHo/bkUmC/MiO0XDfuoJ4+aOqOOJMk8HgR0PcaJNwvbT1ZqhPQN+BSLqftsWYJzE0fGUF/p0Z9T1zn/FMsLgMXcz/vYKVlPusyvc6M1eOAoUzqGYvsxlftzS2qUNxnq7e2IScnQrjaxOncKToYnXxcJNtXhHLt2U039Awyj4x/QGDPWE18iv3AaduyHMjFXbk0u3GfyQM6PYs0FUN4XdcjPPGOlV3k6k+Pn1umAmTHg2DGC2wMTOCFMZ3/tR8l3nJE8vyOVDfFm68W45QYpmBPh1Xw0IHQ81e8bcpRdWJSMvyLnbav6aXrilpv6Ah/c9LAkarot0c3FodKfJBT3JcuLKvQgmtIP+NkYWzZkirY6mhX59x16Jbf5iFyOt/yDrezpZsuL9HC5zM+iJl+gzgl9fzi4TueHwDM8A0c/BfqVmU4eCSJXV8PNq/V/8w3+MVE8WRizUtNzXI8+jCDBVcB6o66zOE8OeezEq5QCEvp4yH4ttzcdeAvrO37RWv9WbFHM8xPP4xs9q5IrqGaQgBv0n4OxCoNhvavwwn5sHEDPPfSr7p1RPyaJ9Dl2OXfrJuKLHtvDQWq9+jQ7pqSr203dGnf+KU0kpADoSC7dBI4Y/PQiXOu0JuqDLVO4VAELm6vRUZH5CnPvIQq4p0c4ja/kT2b/AFjvdVdN1yPkc9ACba2DIvRyVRa7xq6wrdvXkVMZqS6ODg7yL4iqOowTwSQv8hEn4NH0aUjU7PZLCYpph+h7oHYeBKhtvInUtzb6a9LqwRChO11rzBwQ/XvlxBz5VbCxBhltNoDKWM2ZphYFzau1bTREtjIv2Lfr45CgqLXBRH59OgNxHI6yxLldSyTqxnK425Po/4A9EcTPdS3Pvy+k/aZTaUhB8U9E92Yvbg1tT1GxZj/ZDZ1S6gCwegmd60TcL8cSYygRx1K++OOEw6K8+M8xTDal7ZpPh0pxPbPSiYwdA8giVaQf4ZbjnON5nP5V0VQ1e1uv/RPNSfrylzr4v4ZdbQ7GcYT96nWIUHHpaXf4H4ZBooPpaTL+Gm7Olzpmd8/49jqxPcmUd18Uo5HW+S6Fs47HC0J6+zD1FYMFyJCffgBiYguWmrVimWinHQ80HK7B+EQPzevUbsCKecx3BjTY/q9l4U0+8hrPbYfDjB38A3c17cuQ5TEV+GlME6rul6LuXfoMWrluTb8rBldjaX7V5ILJ9pJc+wddF8ZwqLlu5sW6p7xRhpXPDk2FDeF5ixP4jE95OEARHH/pEkb1/2270xi6mqNvz9azT/aGfENQ7Lv9Rkgwef2R3Bwf55Jo+Je28Sg35q6wK52X1soV+r+v0E4hmD/GcsvLNIjd2tgTCdTU81zvwEe1VVk6MPCuWblpnruLB5zxF3lcRSOk8KEvhWKxA9p6uoLEz9eF1xkA4OoFO/MaiYSzd1PO35dlbYuk6gZ+qX9ZWVgGEDPH2g1cTOTQtiKU6in6tv4pwkbCbIkBep9UjwVfIlwijO/N+Fr0Zm7mdgYmdnRenm0sI1IXSnb0Vvxnvd2RsdmvXGbaOCBUGI3bV3xwDhDWV4iSr8VcQgS3eBvBP/V5lxlQC9aW6h8PfGDoccDUgX/1IHa+rpTuRsAuVr6sllBXbEl/LHrPA1iwF9Eoa2rMa93Tjf/TWvtz4RQ3v6PZ4KBCfiE++KIlAlm7DVWL6TY2eVJwQmzRoVDI9DDyY56M++m+h+U7Jokhi9IrY+hnpjmAMJLNxYuRDvfEvOfScSWu0U0kz/RhzU/07JfV1QUqiqV62klRVT9l2Fhm7QjOAm2f1L3qTXRZ3jmG8Ud/FAwWsxvok6r4KOjsul/4MK8hNGKDLte80fMYpSCrGKut6/Rf08du+C9OOxr618oXKjhIxIhc0Px5b+VpvH6rGPbX7UC58SNhjpfhROmCgX0BrKnc8kQjes3MvnRPCQEWBmu2LkJ+Nr3wl947V7oHVOALB5sYxNq4Qg2cpwruCTgZV1gV7e7Z0vyDqSzmGB4YZ1gMrbO5yAU3VB8+hm7mtpnLga4+5leBXCcoD9FJfu66v/WbZLrejiwWPDSx4OpniVM8U1xelirJ/Kb78Mahv58jafqCXP5aZKWO7T/G97WaRNA2suRGiyXmj2Lc4ry78TW4/Ftv7uvHAOnsVBMtHxBcRbuY6XB9bTTJsIi03fT7L6OtY3VSbd/EUgK7F5pGce8uaec1auEMRsCL8G/+NzI41gYGzPbEHbgpSuowUniotl5HqmXbxTzNAL/s5J+ydU4HEfxAvT0J9nsGUm5nAnUfrmK6QPTOMtXMmbf2tJjJ2Wzx7HWN32X9GXvq7tc0N3LcPrLmbMjulM4YSOT0yOYwOCnQdqxtsAXUf3ic7D+TM2+jenkKrT9YG6buiZqdW/vpzazvN4kGJ/UnhtOT6Dvdj4Nz1zbti/DcIpZLD/IXABYf4yKDeTyfwzMI43+Jjnl+KnTd9QY8s+jLE98m0oK81mrfJ34itexpi4AN+sIJHJEj7HLuCVOrxV9T8LSTEzt0U82hhIucoTttW/WfVhb+i498O/LH0yheyvB4bWJL98091Aw9dhun/0Ti+q8i+i2E7RbkTHeIU5xhx6FNgm2dl/+bR75zoTDuO5wmx7UnG9h89VtD6vfa/9N1UWKIfCVFaQxv3/CxksYSxYMkZbZD9LU98Y2ikldK/BWvmPcj0S7e4JP0mltn3EDUaGxXYvWRwIB018tPPFbeIaCJlH+Kz/gVNrFta02fepV9QPXdV0/dLZd2KF6XVD9iL9YqE2WogsoguVGc7STcFzyZhSPar7KRrT5eTOXP6qS8Y505n1uKnvpMthBAxkIOKF9X4S/j9WLhlzd9U029BzkrWjKcL25mwLEm3Qbx4UtI7BRk2e/cVWxLf6Sv3ulcIexj57PaAnOlH4SP/+ordR/LyP+HzBEeTfk2jihUgKUz8FqVN81cFfX6nfy/So0hU62GKS5Ts/XQxgBb1cfFeWY88JzfuaiIcRELHQKldiq0P4ITJzqLICAWN5wLP0TldgXVuJ6U+N/6ZvXGThh7OWRq5ws8LrsnVryng0A0a6nFs+54aecF0mbN4bu0aqt5xef4Lsf1QNPb17jFa4eXGjFcqhfJi/UdOFj1Uew/x3PrCnyk014kyarr6zsoL38rdx3Lzntg5tBZvyOyIJiozHfbippfdoGlq19WSci1NUa4sHK/tFnD4t4TMrvyMtfyJxRYO1taRWPlS9E7Dgg8CrNknXX335uFLl6vZCxS/MVVYVgC/y+hCXliCf4nJ8zR2LOmyU+UID9Yjo1sjAKbYtj4zKrOjsCzCObKVBdfLoaVHoiLpl+LitwrUd0QAhl+x7LDsqWq4L0KJVQE7p0tZV4Ssl/6qN007hwM88cyOqnQzXk8bAqEDjXB/CNfmzOFlyETVBoJsTgnW2w/1zB/l7B9jZ66J+ety/pY19pLMTbHbPt8eKfaHpHg6Py2Q5HlRVS4j2xNKZq2JFpWmu0wo8Pyn9UA3UJ0yGzk4DQAAIABJREFUWbTr/EzPO8HU5zn3ABkwHbQEJFXW2umX6ZpzNTxTGLxgXf4b5zjwLXHmHcv0VEAP9JrOmITPYQiA1V2JzuZHqnEALhp7zeodaR6Xd2suYhfOqGE6Z/TK7a0yY/xAp65pSOt35fY9QUMiFp18FR8ctJunG7XMTVBqttstvknq9NNgwZ1lSA6cZ838iOuiH6il2+gLanJBJ1/FCTbusbMX5/nvHsr1n6z6M7CEGXsFFX1zH8Tn3hdz18TSTXnmmlXZkwNLeu07+voV+HAdgyRLK7qw8JQ/ajx1eP3/eekSRE8kuEXDz6+lgEVAmhMLpSPzs8vdnvRS+hk4ULH0//XJp6L7rZ58qk+0ZtD6ebuBe6ouisuivC7KF0RlFc1eTbsFy6RHcsKqlTnxOMGKvUCL2dfZOuUawiZk2d2iny76zrK00QP7+EAZdhnt6r462SwZbbPdiR7N2ZlIs7r/rLBr/K5aFNFSqBHv03E4mkI6izGLRvRefwLGOxGwiVDHTs9i2vd1pfJFe7c4iU50l9vZ3ioeTH0R/+0qafOJliZrZcpy9OXYwnW0JVi4o6feSKRGZXwQZoncuU6ZVn4nT+l8IupzJTGeXu7rjvqKtqunOVaiCH/CkZcBfo0DsUP495MceoYwQyeL3NGhiIB48k362IrFqxZN3cRrKjMukwOc1WbWCUv79KmOLTZL9CFNaOQluXsf6T1bjyCL7eJZskUhxcZPavg5i26kVNVC979CUP5qa7qC3U1OtITsYVCzk6TuYceR0St6Hg+t1NpfROMB+g0SrFLIMvYcGsAQA/SUIWP29IFpKdQ+9wn3QMeiVz5XMNjgErXqhrWJB+egiC1Yg6q1b3T+jIU5Rwc2tfaVIlZErcuxPPchxCjCgIQhn7LpR3ci5PNzl5f6mnIT8UOcOKR/Vi5/Bu+Exn3VeKiXbqM9gB0uc8eFZClsz10iX/Cf0qy6E+YVlu12DpUNWVxm/5KSsuvfyo7GDKelDs75bOZnctFUZsg2MExx7zJ4paChNowi+s+o89+iKGvnGE6nSx9bbO5CC3TIjG//yIurQwkvrcgLf5U7fIlpMudvaNNeDMaMnHiZMQqqe3NzghnohzpZ0lB+7ikUfNLNdl/PXxWzr2v6tTp7Fc9PR19W+Qm2rOSuZZwuiIS9vikkeZY32NyFDdvS7MNhyKelRP3KFPf/ifpOPTCVjvprC4cg5GaqbiuUKKtMn4dKXXhsVDI1ReBHhyielxe/R7pjYx+0Q+ieHWXBcEgkK6zpDXLf87qsbqnL/03fMNDBtg6t2T/RLapZjmZRutxMGO54LQLr+oJLNANwOl1maRH5nHroGbl1l1Mz7onNu9bka3y/DdsN6PEdYuTNip32yc60Ol3VfWfwsGz7kAgWlcPLH1r5WZEdUnRG469xnfN9sb0vtvbZ3OtAbf6ixl6AjU3/PDGeHFxRs+/G5m+KxfetuVtWbQ99PkGSB4nNu0i5X/lIli443Vzc1WKdMuKiAClw26YpX1cBaDyyUs7eT7blUeEK1kNcTOwVuhiD91jurVyD8ThMxtvHEhFZha73/2OkHQ/4b0cqCKS+iEMEQHXccSEcF915aBX3Tt3pJ8G5q4grG89FXZGIbeNZZfWyqSYGqSjaGFyVNdPHr6HoR8LKawvNDLwqn+Me7mA3qk0NYYb2KRY+lHN/kvNXjZWiXPpQDzes2ADoi9jD6sc9r4NmtdP1Df2TOXFbqMw2X2SkSpuaN2kVYF2TH5dn30aBNSSgG3CxR/dCArABJrG0iGeiwC/hYTbXm2ErtzZxvAhDtby9YcsCNBEBoiGqXSD1tQnNK/EFA16PDwJ73H9t/7cJbD1dJGT61+npGvx6XHsI2zMvvYKQAyeIEiy0Lli4TfETwqazb+ncBDJ7E7RCGa6MPXwKjkTN6I4LYRBoMjxdNYHtnE+nt4qDYVKd2Uk0m49zKtpg+7WfiFIuOnJ3ugP7CeNkg6YOBWvsVc60OYI0QT+6VfQnUCnmOlonXVKTr8fmb4j5q2rhGmr8MsO0uU4PNPM8AyS44CVlpCozIQR+z8rGL7By2TqMNe7LnX8zBML1RAw/w/VmZZkIOUE3p7XNHpsg58gebJlG+tAuXAZEv3IzSOAfMwk6QH5knb2hLnxHI0Rn881jwNvoCzRR4GdukqEw4Apkq5XPkLza4KD//GdWZiSGXvCDsnTJ2vgRni4UuDQeyq0jdeEvcDRh2JADC9aF7yy6Fo171vaxWrwZo/AIwlS/A/nMIH2Yl/ZylEoHv+8hLu4KbWQuTlbMTikaMAVku/uagOf8p7HeWVBKepCNT7rT7k6sBHJrBAN+g8tcc76ONMUBuHpqTkp0FOmZqPTk+OHcxPTTgzuiXTqF7DLMT6WpjJWR+9o3KS/9FZCP6qbHKA7vHeXO1OYsPIEyu3qmx6HullbVxb+iEJRulb2HMBLL1In9LNp5T437epe5jMp5Ctx0gWJlCInIlFNDT6OOdJfuh7toejn9tjX1R714k8HvjqD4ODdiGSEoaVp7E2OU4eYCc5eLqtpQcPWcltkRYI99P/BcpSvtCQlBCNfEutshiE6d338Fcgu8vhF92CN6A7Z7MHhPykd9VdGJ9JoumjWRrQXgX0voa40HaFRHN5TiCt1L1s5D2TiEtHX2bXhoQeurch0gLp/IwDhXoYH7T8gVbxwQ4cjpP8psJYYd0pf2CH0MTZpx+4qko+7/MMbzXTIXImLAxgY2zc8jas+p9btq6xENCdXLSPWs2+acWU4ZSLKIBxfQKouE/IGiCRmY0mvfovXC1r6192+5iO41AmJgWY6/ZtHe0JHvyGocWnAxPcZv0PDzXH8Lqxg1uCbnryNPZ/G6mruhquu6f0Zd+h5l4Zv0BfVInvuzq3NDoLUGorQA1au9cpghRxN+PO/bb55EhGnvX4S/71hch3CvFiqGuDcPO6PgMNpzrIgcP+ekRZ6ya+pCZtKz24D0UR+SdThu2M67ukBhFBcP3UnYbPhPPOC27IQ3ImiHjgsduuegJcu9HLigzkrhl6CwIsubgLTKBZQHcMeFpiQYfU0DnmVYqpcbtWct+qzVduXZ98X8NX3mql68AS+y+ZuiuiVS/TKeVKijyyrL277vxNjsR1y7P0Rv67WweoWVhFWgztiTMLCk5j6w0Jb6DnI+KxcR98TyKDXEDgdOIfQ5K/26UwIjqS/y6B2or/slxIulS6GviYsD0Q0YAsW9X2vN0AzPnn5lcCtRZG/Gsh57kbuQ35ILt9XU72V+Ai3ITQsHCtkTpRNpeuFt98I2cVXx/eoSH6AoFb7PlNvSk2Cph4ilKkdfQvf2xj5+dzeg+DFLFGlC8JQ6N6KmXjU2SHLplpp8Q2UJ/Era1ImdZHgIaIgYkwUNU5kyCjmg+B3B4G7riG3fDpRhnpHn6MuB2+iFUeWpdbz2X52rudakq5Zir0s2wsGhKZQZe0nNc8C99p3cYSlv61gQuI6+oADAZa4GLOlEkbMlz+ilOwDpxj2xcyRWPoU9HbF0TxUtuTfuI77ZORZ41H2kVj9TfdM6RTNTg1az+iWczXceyO1HcukjODTC/sGpd5lO7s2lUyKlB7FE24WlzPbrFWQ4p1nQSzNs950hUpW7QB21c6iWPrboHsAjfBc0nijV07Om9x273K5kGuvR75FVvsiK32V0w8uM2pyWajbf+1WQI+n01WzW1xnw4+YWyuRkDixK2O0c6p2HaL29cFvnJ40kGAQYBqSr0PFKi/rCN3L33+yRc0zBKy5lshiDHgi7Gtq/cJ0LC6pGKsnUkTuXKlvVbX3pR40HBPfQ+W3+qpx9h9uK8KOrsZdFboxIwMpwhmrGSC41rvFbQ6IszFFXpXH1tKc61JCzGzYQKQcunpbxPPmEYcV13e/Nw3guQLX/6uxNZ5wnTUO8rhQ8/wqt7gj2U4PmEjDsZAkKXpIzOQcvykt/x82wgxagev46HJLZ65UxyaAO2njoyqZc/wHPlba57/n0G+gok2EPmEy9mwzPE12IoKVm5xunywJ1yzUx/LTYvIcHc7tH1uZ9OfZbdMHFDcyunsY3iGtT7c7ySFtFeqrF7Rz4lA/VzoFa+lzkZzVTrpp6g3538KctfuzIZlcKjlkvcHLsEK7F4JqefQ8/QIs38cS2vodnGRe+w6M3Tph/yhE1BoNcp3g9LCj3/qn52kVH3YTdTrgKHEN4QJ91LK7I2xMoO6E3At6CTieAT8K4zj2wnKPPoXMyA+RNH9OGnbjz9EPJttNsd/NOxCOAYHnWf2t5bgP/rjznFXguEUDYkfo8owqbLq37BCFQnNM4kdDYL6wUuk6VVkVtXZcvifqmyE8KU90HOS4Dxgif6qDhpUQPbdUXo2PppMgWVG5E9M+LM+/qhRty8UZs4WNZ2dRolMfVdPGAuQ2b4ejL7VoAe47dwvUkJ3QKKY49vTFdUPG0HFwSCzfEwjW1+BG8XsprKk6w2sujynRDfcLtw+kkPQcBBnp1erU+zr3sM0sg9YXtRza3Eu1dhWZyNjs32Os0qc+0WLD/PdXSLfWFanRPWMXn5T0sOl5mNbIfeYmxfgGfxsH42Oty/po1/7FcfD8x/TuIG4ksy3GDiibzJLma0Yzne+dkjHcKJowU3ExRnw1+UD7jBXTXJdxNFayRF+XT/yfWOOTMw59lvSFjfRA07KTQsjX1qlq6qfipjZx6k2uciielPoJMlcYLDa2gjDYStef11qFFwcTuEeKb3X9zYiTB0pEefgbM32S8sFTMLgmwI/W5tD7uNtH8L6tMceLVflRCnruj5t6Xy9/K3QeKcI4bT8n6ho4PIN2ux7jRVC1jTXn+c717rBv30QNg9RvZOw7WpWNVFmObPxNFWHC1eSR3D/T5b2RqHHYpmfFY74xp3Gztopcx6mFig9qt77WQD6+7pD53fqbZCs9EMjW7Zi/JuY5G3sxMxla/RhBGl2P3sVz7i86OJGiFns7U18K8ZiVhN2Q4KOBRMaTQk2BQpsfE4Hk8iCxd1HaNX92cuPpPJChyuamdqMae+xR/4+bkRmf046h7z6DqsnGgt49Bcec+0Xa9nHtvyWFuj26Ccu6LOHDOavwL9/PuEd3YPbMfyNykSvU3JZSSlzzNm5kqHhAQy6VZOanviN19vftIbP2C3ifTf9DEAAv0SbyuF271jF+BJw03gtfGkwOtRMoyfxbuIJVLsrJhldc0clM79HLoSH0nJ4cT7KcDy51kzQCY9AJbaxl2L51UvvZ+7ETQYM2wjcdof4d7G2hXsYiC8mfE+j/FLttZbR3r+XfjSdPOsWZL7inOE6ZPYmkLeZWNQ7Q13/m3nH4TNcCZClLfM91m6p5ad0W5MuEcfzpEckilB9ACd3iX/VSO8Kxq91COXVHZOnpsptmTBjmfJnF6DF6mSNuuQpxMjyjCvAvf4UserSn+Vy19LLIjVm4aH73J16zGYWLzrt6l78NfcKYoOjiW9aeNPQw6ExaX1eIHav4m7EDnrqnqJZmdti78l9w6VNtt6guIjLtDgoDI0hOACh/pdQzc3fFxQLWbhwMDQSgsyPaji5thgqkviB4DQKXTXLmq9XzskQ0crXsCo6RIT9wftk7I5hETFTp1nn2G62+us3CuGXRLhO4k7JQjlpBbznvFw1b2vUCTBtBRsq7oxxVPWC+L8gaaOMX77Bo/s5ptB+q6uP55xgqW+6CcYwl6zM+I2T9CY4Fef0PWNnU8q5BXaWw8ezVSPZlItevUHAeKmr3AGyzgr21aIwbOE47KM+/QqMT8DUBp+aKyaS3L4GSyTw0gBVpoemFM+CAthNZcAOagvjC0c+w80SLGvAPzTk59bWfOYOrzy33Cu06g96brTT/LBZlzdkA+4VjCVyh4qM/PYCrer9J1PfqCWriNzN6F23r6TzI/rBLgJZVoJnnGC5wMyVY02NCXxumu0/P/V7TfL4YZdYrmv8L9TjfU12qM7u+NHrKmI+GzOSph2ySWVLqqxq7IzfvISds+1Ov/kvU9JLmlsYlGX6lxW/FbgCmOnHjDytTQT5xnyUavTljrE+sg/anRF9CFaYfTe7Y5fWjnSFNg0dgXw8+i2wTcR9G93aJhJE5fwnc6SbA52irOLjvCit8NmMGufs39rI40cVHDpHoyMdrzUEXJX/+0Wv5MbLODC4X+K59avdMSkmBZVrf0xZ+4Wz3N+SNCX73yJRq+9wxhMH3zeu0bNkyHx6lYuq17Jyz4eUJOFK0kz3Ax7eQ5lnampdktVNb+ORqw2Non1FHErkufqL6Z5gqDytbcBv0k6aG+AIOZ9mu7eYNda9cKOpMVkR1DVU/5AvoQlNdl4RzX+JWbFvNuc84uiv3C1K0gGw/nPoc0MusGrcJ5eeFr1PhBXnggl+4oxKysCnJlnTLDdu8EvRwHz+kLf2MRAze2nL+qc+MMmTWdNB3PzFTUm40K3SNPDqt0WdUb8vIPYusBrB0b9/XcexZ9axlbbPowjr2seseQRpgxcTY7K9Kwe2dY8VvDBJYuoTdvutbs3l6xmyKmKicqlTyRR0jEJqdZkkN8v42IdMXKTthFmFxLqVN1zmd2jycdUJ7XUcRrr+BQ8FyOnU1NL1D59J+yS3XkMj9Zuigu/x1fC7vHkHBn35M5Bicbk5pNIGjDoafF+j/geLzzQG3dVVN/YOPfOipdTSWqWT8Vqn77hxF6gdKmMK+VnuorUEwz4A09Kzd/pPGI7QO99RAt+MB4TRHV3HgY/BA+EcSBqVFY16RrVnEZWRJcrIh/z30II4nMEDo6TL2uYOlsGjMcy8Y+vi3Xf7CGn1MZnhnaQ2lVzr1HPz3ooTp/y6ruqMqquvB32uQpX/wXHR12jLBdGY+e12H776iKBMbN0h3m+iP7E4284xIkIeY8C6/pIlXf3HbExVDq63ilOnK7f+QdjxIEDxFZl6Hz5t9/xCR0T32dLpmHSDsfLpqcm++wshRLI/grnhe1TUG/tdVNnZ/R8Qx3tON0UKyTc1zu4JkPBE7oBkY27J0SZ95R87fl3Ed68Zas7TBbZuG2H88onUHqKeGK5Rx2F3dLUHOUaOqzEyOJaqys7j/DtV635MLH8twNQdwbYwCzBgTsbXoV/1c2kUyEU5//dVAWqFmchOZ87c0dDXIK9VKffz9dObt4cS44ybO5hFKf37LFQ33C8TqE+oJ7uJ+G+hzQ5QQ2/NeYu9C508/b+Etq4cMYmnlcVzN/EtlJZHhiHcKYPoX5KfLrgUDqM296AM+5ssuoMwSHOlFfFNF5qC8CAiOor0lrLABSODj6Eudb7ovdR6Lxk67vWPEBaH308SQ8y9TV1JvW3B258AH9ZgsOQehOgwFMvCITVUcb927VP7Szo4Bj+EUk9hBw7h0bpzuxfSx274nGXVHfVT0DFB+rWBllMJmCsFEtGuS65D1nhmcUBAojNPUUVaIixq6oxY/k2Q+g/3CwQtOlNu/K0WdZTa1YCKEqrPtVdHpULH9GQRInaz2Wq18hFkdB16CoravNn7kJ1RESnPYeypUvBDFhuoLs2fwMnMr3HkF93T1QSx9xvE7RZ1n0VO1ufl55DWYtEVzX+q/P08W5DNqN1Anm+2bF6ucWR2Ni55FY+YquOLen4zAxW262UA87HI/H5sPwxaF32cE0u9fIbJ3AT5YbonRBVC6zucsw/DNboJI8AbF0Yg+fvwidJqoZKyo5ZLGnq+o9Iwj1G4/4qcShWoLdjsVVTzprcl89/FNhq8+KKi7Ixg9E+GqPM5nn7+BeyrizDVNcsekfmA1yw1Z1W+481lv3UBLWOBZnfy/P/Elzpjry1adeUcTJSS6sglI0jIpcep2fFaVLqnJJlC/hZz0/yd0FKmz1UbYlo2SXU9R5nV8F8PzN/cyiMhVI5QOrFEIkVj9DeuTgGqvEFfQ6t80tbUJzQotwLEGJmo53sG3N+N/wGGoRp9btyTZFOV65JvD8qAz79PV/qgZ9ezxSjQdy/n0rPcpjqOqU8Vzl2yk+IGpbcuMnq7Evd2nl49jkWzJbxE2V5AvN3wldzWq6IjxQFwC0rvd9VMyCZGZEE3HR9zOBH+xYDuX4q/hgJkdkttacdr4WBGyZUboVYeuSoaOXRP+EXP3eggPnIeGuOI/MdoJ5TTsf+y2SPlBOfGQx5Uru4S6Hn0GFIX0GsxXVv4q+7fPvo7R1/qau7cT7z1ir3z/lFjdc8lek6OSU4EJjzeaSlQG78ofmAcqeDxqzIuiIfvVPBu02jMeCI+MTM4Zz/+1TjgSwgHn2wWSAQOTfbSDSuGE467wWgdDoW9m154hJC0MO918dpxAPHKrPGMZ7JwSeIy/x9rDdJ9IeW+CJh9Gdm89bubjwqmEtzrSnM4rfBVlZE9U1+p3Awxij+LV4KcZ5j0FH9N+0jgnMap3hXaVQFDHzR7V0w5QJydqmivdawKoMZCjsPxV0XwXzpGhPRQDp+T8j7pRL9raJ9UudUwPz8uz7FM7qOTZ3KV/WxCHAwl5uAZcTiUx0IV9QhqdL63MreF7ZrVXL59f6Qt5pqXz5lqznlg29Wp8TCx1E59X6hO+/zZVdrp78337hYDm/shfWhc/He04abOFfqFoofBzIihxRVjGIxBzSnNmWSIMGnxxUoy/qhesCy21r8nWRn9Ao8OMWcyCZPo2THRBBap7/zebiLPMrsJ426Kgc83Ndm9ZajeNk0DqBYmCrxZzzHQ/seQ7U3jmmi94pKbuhXx/X2r1s7NSkqfGr7bDZ/QAeCcWLMjeCNrvzt8TCVYq6xOQrgsAvbQ5XCIO9NtzaR2yPU6OWsqCSfXr0BaTrNA7t6o7dh2LrLhERUn1GnkU4i+TDorAbGNjM5sC2zhwoXP91ub+0wE8Er8kJsSC6MrxeiXzGf0vfEmrhlj7/F4Hu6rYnuxh5vpk0WGBtqpigAecn1PKXbOeI5FXU+OXGNFo+FGFYsv4TmrPv7uvGod4+FGtf6fysTgwLIsbColz9ztq6p7f/Lw6x+KHIT1pJdoVBs7hiiIjnkNHcsNf6q3CDXwsXce5039Ip9FQRqyXKMndWrX4OW5etu/Htx2Lljug/o3v67bZ13AghZACto/gLC1tJp27Yc4knjLWs+Ikqp58QuhQXRWaEa40c2ZVA0I400gYJh/YSChjNAB2GFgJGL0Tvg8jaLSyKi3+HCytR39aRXrgJ3kiPiHhR+A9HWyHtcwg1UYVlfem/KK4V3JyavnBkbtRGL/orHStb4Wnxa32055pluvzVt9X6T5BB0FpjX82+rWbeUvO3xdxVee4OeuEi1dP2I8UAMsP4t29GltfQognTeEHkZ5htKuy6URFJ11m7paGqcE1XgH7lPF/RfB0Nb9K9csfVnH/Vg5fkxb+JnUdq+77aeUyzoYf2RMrUQBqQi6rN4zfrIsR7UzRTdpu3YuiAfTetZ3Lct1nSuasajEzQwrEqyxtq40e4mGxxp3Ji+FRdpIYF7F6rVor7lBif2PqeXv9JNo6kaecw9brKMOFnSnzosvRdJqcTKTjfbUxq3hFeqPPycGuWzJqaPgh2J/phGpLY+BeKlrfhwKwmXhMZ+iHgdhSZcRSRZiqsDbIlTLpOnwKdraNmtbggLn6HZx+NA7S3WfgMDoKZYTpfMfUa/e7wDtG9XaMoel9u/iKHdunGpk+Bps9+6YI+84Gav47Gy3M3ZaUhSmsR1JdzhLyuqNQZHXrgKgKlTkp9vjjYTxo+6os79+PdsycsjhhqCM/k/CfoHqpT0QqgPvfcZqX7NMNoykMIYZMQeL6e4bUGFsE8Qe+EorIfwyKh2iPJ+i9Ke37cUBRwjiEjCQZax1E6MKR/tEFPIrJSZeG/Eu9VVkb3VOTgsqhuwP25fJF+M0S8X6qMbt6N/g+CCDnr9rUDxPYJnVGmKUJ+Rs6/i+S6s1eJ/azqFuCKsJNiceMOqvPSO2nBFyjoBAOGZC+mtK8JUcomJdMGvaAL58T8+2rxlsXgZ5UvQfCJJQ2PoY+fnfDpSeNs54s6lhbveQlQuhQ5J5W59hZZUhjQiSFwnx450UN90pHS6aM+X2KnyT5tv9/vhDQPhkVQnwhu3uDmt3YjhwHhwrxgc5cW9bF+FUho7YRMOjsVL/GbFLnWxciLauGmgMx7Q82+qbJTdNEV7ZDi0YSZsQDAc74jvP91i41N0PKwXwinDQYhX2udogcdHaDY2qQo3dQXiI4u8GuhJsJcYJUavyK39/k59IGgn+H60ypmm5ogTMzW1NTrYhGThuB1/A0ofj294LGebqiv4IRPkerjR9p5RAajz1n2T/5jGoDYfoQQeefY2rgLx5REX7zHpj4DbBHU5ydA/wrubQPAr3mUweaATat0TDJSXkdfQlr4wg2x+g0Xbj2GNfnWXTHynJUYQAuHRI3xrIAx907J5U8EXByOxNaRuvSt7D+ruCeBqm2qjbto8bfHCU47j/S5z3R+lNXFktU/DyOEPYAltNDFTyh4sokoWZM+vvJTn5+4IqmPX9OwgVXQqdCMq29eX/yW1Ve6Ig80DGZmrOSABvKZDuwB1Ce8Syvh0wTKZjV/AG1EPD5H0zM9N4zfo8plScRSJfBbMb0WhCO90099jnC8M/X5qYPfMSoKO9zgTOvs8lIVdGnoiuCKH2uKTVc+FL2j2qGYuQ9HoTnNIQJomM5f+i+oHDtHsa17kr52cuNw7KR5BoNBinGbuzT5EwIvNF6k0tU39cZPcuffFt1FW/tQPKbegOpIEfDCdT16RcLcpcKPSEYkyzvAjNykqlxADkvlsqhuyvy0AGCgUaRwu/l7uM5PfR6k8eBZAM6lA2b4hNRny6EqPWQR4u79WzQO5NP/lttIMoTRTm4CoJu1+UR0TX2i6cjSBCGPslf1/9d9Us4bqX2/OdbkN5PO920tUfdUAUWlFU71fCj36BvvPpqCokyu1rZIxQOOETyLr14FT2i7AAAgAElEQVSWl36w6Ny3jvGQaOYPOgOzH4GiQfYUNSql4xyj20s0T98zP+3Zc65mZkymR9lsiUZYEoRhw8/QV5nYeSy299HNb/JVBdelos6iQlLQkGAgVMfwUJs3guGl0PFV9E+L1b+gnhkfogNx7lPRdxZfNZkJNfEbvYknI2hdgwbujy36d+NAjj3PTzFYPyytyLMfwM1o6bqir9+RrdB+fdEsFx3fhyGB569h0bD0RqIeGPP6cDip0h/Whw3M9aajK4NvBjw05Z2EiJPyEWxUmquHiwIRtOMhAkN/f5QfudtgzS2QuwLPIgAeIgfpP2j0DeO7lJ2Z0LkHx5C8d0vIlXLPBnS8Zt/2uMnkTOMRbHFFwf35sqxextNBoEIOoX/kx8FPtvZisRwazwgkc+aVzsn8WT37ljx7G72MFu+I2g7F7kikZDhki9HAz07A2ZkbPvA2cKzQ60EyXvoZ52wcsmi1gRV19h1rDj3l1blbmrg30W9ZPDM9OU779FKfM+UySOXzIlxIHmbeIxVGgl9ADqdT5TO4EqHyuRM4AxxcnIKeeUd5WbG/ldvJlhsFjyjn78Ln5Low4S4Y5wxV9oR29nNAXace6wljqZIHfiSKqmcAtmljL6FMa+E6Kk5n/ohHEnHuDw72gzbly+oc8CaOBlBf0QFULurzE5FwvS763nG9H019/j2EpYa6NjESXLxfZApwoaSP//irVuOIO8vdk5t3dXVT9FQQuMcxJ/jhH39NLN2Wc9fFwkd68jUKAjjxrxhx3PbRewoOsZFhMtmvaP/0/shzavMXufuQG7gfIUTeOxRbh2rngTXyAo+hdXYOcvP1YAgEPH+rBifvtQhQuqmvWdpnrPztMkhNN1KmrkavqCXUAwv0pLqv9giKHqLYb/R58F52BLNKAVMSrSBFbkqufAoFlcBv50gufy4Gpq1EWdGE1Dfl5X+B+nYe0L907tbK1wqN8mqoeywsghagL+0joXTpY5kdQ35gshRIfUH1e23uCtPf2nV96UGu6xvk5DE0bMBzwPyUXP1Kbx2o3SOx93/U8qfw+UQqWslDfR7Y8+eguvW0MI2u2VYBUgmFmMOquCjLl/B7VLkkC4sw90PWpd35zaNKeaDFwQ8VGUIdQeDBXdQAfiUOXpG3plJDFv1p4Ky88D1Sc1GhdCyWbrGuW5We/ZuWgGj8WLUzOUvn5frfcYfw4wx59qpAL8eK7d2frXmyTPn0mfroRRZkAp+PoV29cVeh5nNfG1v/2XcJ+RT9bC3eURO/lblp+EAiTC9iJzB+rOJHvAzw46YOF+j3F8pMmlORHZfDC5zdyXf+afS8DkS+wMMFXI603SxBZifiNO2bdzkd4ABprjv35MY/6Fbklne1Frq0AKYNNmnb29PH9qGLCB6b65ZzY2HFNwMV3y2HHEhtnJO4KYsor+vNf0Hkx9V8JM/8Cfp2mlv8GXpPA5xUuqKGdsX6zyAi3HVHavp1mR/jOjrTBBKrmcXlTZr1EGA9UuJzreChPt7zMHKes8Ms9VfF0K5c/4m++lCGvf1IT/yOhoSfDxpGjjaBjwueL5h+GESD2ZpK09kNi8KCvPQdfRCsrX25e6gX/yzzEyrLea2Tb+rGXbF3zCRMH5PHMVqncVfWGzo7Am7M1eXgqjV/R6KJ3zUxd+MpfwDqjlBDdYOQUN7LY9Fhrick9Ufw/nDfwzPRrCjcW4WFuR5iDKGLAOrzD9u3ftb/1zCecepLQWMLhp8IbgljxY5E5Nt/2D0QvFUg9fkOnZVBeCl98xYx8kDqi7jQnkvppz7nbe+ffGlTn3Mr09EhjZ+64rKqbio8ILwk+maQCWk7moDi2lMX9xKa89zNoiy7Ix+YxDKmnb26b06deVct3pHz19T8NVFZB0hAkWPytPLc0SHb8ewip4VfNyW+oOK6PI+qz074TPRZA/MauVs3UCwxf01WNrSVEbD0TGJ9TEK/tMEs20mUc/KhqcHL+yru8kGjCqDK1h4iqM/BfiGFfPG+ptOmwba+Jj71S/eLJtfZG6qm26dDD2yrfEHSXL9HD/SkdEYYt7RWcxKj/69+6nMgWSj7CVh6NvkNmxc1RUijL6i563LuNtxcp38nc6NI9Uz2ERbi3LlcELYitMS9O/fV8g04a/laVOYsq/PhnJcMfdRX9FCfHxqFbwkEy2DqsxdwF7I9aeTpWmzkWQWf7seKIpLNH8XI0/DCMWYetIfsuJ74jUBV5C38O/U6wgs7U7TY9JnsF95BFh0CY/sFyIG3RSrd2G/k9s8o7t/lX31kPx6L7WO98ZMgJkwUWZICfYl00TRwC8ztdKh5rvq9ELlvULpUPr822BJRTcc8HgOFKSMvyEV0gFSr36rGfdS6bD9Smz8T+MkEppS7GnJFDW1F7LT8qUbcdh/+n6tf6vxZlqrKqrYpNw70Flczbj3SRLznvxSQ1IpWsmzRahe+pdDQMk7uSx+K3nHekKuPmHtFsqXsBaRceqgv1M3FxmM07hNNUY7frIiBOYtIde+hQsnNvlz+yMqMWJDjqtKAH5u8K2ibnjG0dLyyWyDy5w06qM/epCZMWWB2VBbPyfK64GRFlEWhb6Rd49ccra0fGiBsW2g4qM8nSXmDdcfY+H3jRG+MT3qMPlaHJWNxOb78NZLQ9h7qxgO19AmeFqXNbBhbi4rqaQqAeN+cY53NXb6Hmg0njyO9cE1mJ0XTBoPFZHa05/TXpsTEAIyTYj0H+nBDouvjPrfZPKDvLj39plq8KRduWwsfqJEXkeppi6WsNJo25flZUb5klS/w81wu30gN26YgBkhSNfuKd0biUPbzw3NLTjwZ9dkN5WuGYYAiuQl1/gtCPnacOublQFz+h+hbUOkhQYCB1SrcJXzIaF/C7tbg5dgw6gtK1AwQh/3UF3hqzlvO8U5rPHxXECCV1+Slf9ItwaW/+/rsOzI3jicOUC+HoMemR9C2gdav7cj1f+ILZJt9nmbehlycqmq6jsi0Z1UNjyfw2iHc1VtzGEh9IgyVM76d2MuIQEN5mpNhPfScbPwLHwQCUQLyqTcsyMhDIsUZnkiaraMTfY63QiZzHZNJQFhctpb/zLnxx3RBreVPBX3LZUYtWmHydcH58KJxiBVgeXUoNvbV6ItWkqsfaTYKK2gGRqHa/I2n/NFzJBQF/8m9k1C8CYzs3WjhiuADNw/kHOEbnu+MogrV/MFxNCOFn1RgPB1FfSHxdwB+hzN2N9QXqsp6wCOQbLtnRTfBeq9L2E0Vdm+EQXj3S+D+3WftWSfgtX/8rjm3WJQjpEnXVfG8qjSQXVO5KPtmlU7bMjI7u7gaykddBe8sEUAaDFP5STH7vpy7oeauWUu3RW1LxfIxK8ttxJkP0X2hYKQ/P8q6r0VwLqgMpT5v3wW8VgR4g6JvVp+9jh6DyGG7psoEfkWZyDVbHTC+WgWW/oJtXYIsPb05mc7EzsBROTv+Namvnc8ZyHVh7ze9W7xcJxwEGEh9XNPIi3ur8EzLgDK/aHOXCK4LWjkIEX2Jl5HU52qvB4ELYlcBpvzzN8X8LbV4Tc5elX2TgD2atyR3QOZ5EIlmf/OA3TYHkCz4qMxrpuJ/X/j4LYT6/I3XA7aKkBM7reDANoqZxl+WewcW6xKx9X1R3VTsiKPS6Pcg0hN6/A08GZn7QJ29I868w8+DMV1wwUmU3JmTDuoLPkfz35JMV6zR51D4sfmT3IP1pUKIc2Qh1rknR54xrKh6yha66rXyMAOQryP1dcOKnh3ae0DiVgExenYIQfa5OxKpnn8V2wcKlhvHwLOhZzXjkEXHRd0X23JkJ+Tyl3Lnf7ka8FisfK5ykxzQl3XlgqSwCU/9j/Qe1Ay18qXKT1AIG88UYYC8+U+x/dDaOCD00gs30S+OBkDznKmIRBnRXrIUSX3B1XdhxYHNhWK7Al0UpHrmJ/TylxoJXUfxxkNJoJudsDJOX5lqu5t8k9yaCYRBqJB2RdthMGD3ZyfwG1wRlQ1CF0X4V1gQUPwqqu1CWW5BYGCg78nBk76APpBA2tpOkqGih10H04Nocnvp72KHSzobD+TS7RjEurpG34VBkS1rP+Egyh9GitrGj7AD3TsmZkOKQWoUDvhJrrXLmOzWCkJ5BjbftFREZlzUt8TOI0heuw8TjQM5/Y6YfktBe78qFz4R41fQQzxZtejTRAhkmoAnUeOHPE+avepF8HPvjG3akTbWOE1x1aeF+i9TBAo6N2/a5IS6R7Zfp6ttWxEPmRi9K1lVY2+Ivf+Lz87W/+pd+kLYV9v7YuYt7l9Sg6wEB5EhYTwkOzn9CN9rv/Lsyd4MQ8QIoA2YzKaC18SqUTF4wdr4lzB1v9v35Zl3LTQ8qNscm2ZMIgJMEvg9zZ0bce5y51BPvqF6R8xdoTLD9J1stL52WqaD5QJ5z4t27j9FpIPK9KjOVpD2ObIjN+5rNFt/YDXuS2I2QlD6ooPhE33jsT8NFM4h1quHOY2Z78bCmrz4DfqC4kv+nlz+VPbOqBS3JRz/Lc/GXbn7SDbA+fhW3PiXrO2aOyRGhyitSaRl+agvLNR28kCn1QIIwbf/YHDyhKfOIDhst+5tO2SchhyxFft6mdM/Wj/dOYPpkOEFc53wreDHEt8K3p2E8UM07AXRclYGHyJwEqIgsOPC8lRgsWiHPfhnw89s0vem70xDr4V/NkJuTu8NzJ3KszBuSQ3r4ip+JGipXFRI9ew3spgNJ75r3dWkxXNIm7SQMEmIhcbHi7fk3E2xeJ3AT8e5o6BJp9RZZfVFnHuHw4WIbyHd8/o0iv36oNkWlvTZ99TiDTH/oVi4jiejYIA8OtebNE6rn+krtBLPR4DeVgpNac7VScK/rQMmAwxaAmv8gv8ajXZG1utxEaDwYl47S9NTjxdIdI6l3cfPY9ziK+rzUl8YW9pLWCanF8b83dXbnIb8VdpzuqRGf6vn0ctBnLtlTf9O56ZFTxmqZk+/6CnqeBF5esk+b5mfrTc6HDs7i28eDrT1Lud/A6W/TsmT3nTQEFXQUVbnqfTraY7KbuNekRMvC/rphQvFsdj8UQ7vIKDnv2pCr95ROfEmvOMXeZl4lagGRqkAaZMVGSpLhuiQIHDYBhBw7j7gR9r/o018TBEe2jk8QF4lPEUrFqwsB7grvZfTnHmbTpdOr46XCpT12pToqOsrOveGJE+zWk9JZUbUxEuwlVu4pQmEKAzFk+9ja+eBHntR90ABs+ydc/+Jvmm58pXeOmJbjmO18rnsm+OCukFV39UNlMpoNHt4rHYeCfRLQNGLRRF8fk6t/UWiVzg8P8W5j2EHilQro0BWRJCrp9dAxU2AIUDo3BZNGohLCfXRjH5gXq5+LXYf4lnA7v+ocx9a+XFIRiy74fPi8OTsMgj2i2/S+2YZzqX0b3ZMFkyaIhq4i+IS4stWOwdjYe829vSnF3pGIkLi9YA/2U32KgpLCR35iity7W9i+5Hc+bfeeqAXbmu6uBA6hjnxdcgLTumaxVKPKK2oC9+hNdnOkaK4lmitdwK4ggk3coppEx+Q8KlMR750TQ3tiI1/6l2WXvce6TPvKTRwvy3nr6FQeewlgWw6szdDGhi/yM5yqudFUVlXlYsyP20sK1WqRctB+J1unUhor4uwysBILHS4SnpJw0V9jEk1kR2Sk7+zLv1dQgW6K7cPFJIRHqiz76C60rhfwg2lrpMVzzOFMITzDNvPpY76xiCEC9L0XPebvwOEs/gQZbp1Ta+rm3Lj70hwgJvxPXnmA03fpakRVu34QQOeCIzQrSVre6wN0jcMXC5j079Dgj32XMf8IKHXQW7Z4Oo+Bwq23w8U+vylku3V4CgzJJMjavg5WH+hm+Wh3HqgJl/lm7lmDyA9BPUPm5eIEgHw2SHOQK4gW/sCfYIOBapkD+Tix/R1B3OX7Ci6wu7Q1+BDLvN7KBoPoftt3JMjz7OwOUo7V4Nr6sx7T/mD+yA6cjKbM2D1h79eovBzSCDI+XQ/J2FGkYZn/Whm8JCtR6SK1prcR2lnJzp5wBPNC++5e883OhB3bxiseoUdxT3bASKhb3PH4OPeAftpJwwsw3DLzznuXWWDTsGfAurfof+WC7uNA+6ZsPsncOXAS4YXcPXMqZgplssieiusCCh+l2R1W/RNC5214jllpU2RXscPS8CnjyA50at0XlEYTe/3TVlz70JYm78uFm/Bq50gh9ups5aYCaxTdU5R0CcoF+anIry6nKOpek+/tnK2aWdhWQD8romzNxHRVi/RnDT/SuunWBF19oFwiXstVJMJO7HT4bTZ7svn9BR11xy23sm7N8x3BrxA3c+NeX6hz7+4qS8UwAJzLx0WL/1hGp1fAAwjPenbFSOfLegJd3Gdu9COW5O7q/Lcm+TpDqc9a5NhOPYbuUA3IfJ71fSf0Fbb6JygO9wewnaCcQCkw0HUuGJGJF4GgZ8TgYrCt0kQvxWFaw8Bli3uzQMg0zEGxzu2Vtlan8CmoAnAduC1jd/drV+ITCT63ZftvWUrYuo1vfiRXKRw86o18ybyiwgI0/ZUhOGrE1Adb6KqEK0gKHqrP8fVffcpMrYQFvxfNA/YQYqjqD8jkT6K5tpO+c4jyoX9yY2INhBKHxM6UHDQsxpnePZxQEajLankgBq5Is99AqVl7Tuxc0ixuGg8Vlt39cjTCpVdNZ7VqkYpaRkhC8EendrWQ73zSK59HctN6uSIlajL6kULmaL7yGvaPYast/KVzELUQoFW35xc+0rvoNbR2jrSSx8SfGrjApLmcwnxdwmr6/P21nNTHyNcmV1b6hBSWAGGDH7xe2v7IRoY7B7L1S91bgLXC4lbjMRerAo2VvHjltPTxW8WgjnvqYgca2V4EHlJVi6JwpJIj1hJk4RZkT4bTCeoRMBeEH/61k8PQpXNDqJeLjls92TPT4qL/0XXGqhPBLJ0B80tUijzE0mvVoYeffRtkx4TeJy6pC//i66+2LoPm5/5D3WqqonlklU78Q/FfmUvkaJWcAjWiNzUHil/e4dy+39Q+LRzT07+QZx9Sy7e0fNXxfwtPfWKQC+1ouIe7pz7N6SIn+HqyQV+LJzKvlnuq9acorSXW0Io3X9ZXZjnO3cPFNUMyDnkoyHc4Y6l/V9TsUZfLDS3iaqkD0tpTQ1tWZf/qXbZdGrnoZp9TyX7iAd0AnesmSvnowT/sN3vBNR8Bt2WDl4NuEnMfmqOZEi/nUzNgU/8ghkGRq+Da2L9v9EEb/tI7h2Jueso42T3JiRGpkdYKxvC11F1W23+AjVsC+cup/+Ipucps8MROAO1BLqsF+H84/H/18OEjuo+h0JIUNdL4FfXuTGRGYbT5vY9vXUkNu/St5Oe/J3OwvyWrhpOkL7BzC2NbFVDsKOSfWhkfkxc+A4NUbYO5DPHcvkz2Tsqe8eAuJN/UMYhefcBWxwf6M17avu+GH46hpkZg31r8fxTHkrxtJtzq3P+vEpnrOyJ0T10F8ZLThJo/an1fkuLc5pPZqVrwBFs40/n84TvYdqaS5MMEnkCgMRPfWGRvW8kwcgRRsV+pgpny2CkiR6VA6i8SByIi2F7C5n8gAH4TySQ+oJZpQP1Oe/eAJDz7CroZgi9x9pIhkq8vIhxlZ2VxJdacZmL6emH9rLum5TxAfTWM0mYp6A+WtCHvU9aSTqcpXOwiZt5Bx145u+ouZuytol+VhgJNwnUec/d6J6uECXfAXX+9Msg6suDAeJ5rmDkYsWBRTl3PW7MXea5j1+ywM8RetnSs9/OcQ3J87TL+RJeBmuCXGiTBscIc858Tmd6Z5fUJ9wqn7NgT9hWnF4aDFq5Q0rn6agvZCu/56djHXc/Bj/1+QiwtU4I9eGIRWFcXgjqKIYevSIWbqJ7x+Kfrek/iN5xES+qRFnEB3kPeZ9sWGw2jbCZKlDoa0GODCGuIIUwuAVfN9Tnk/6Cqc+VYOkQ+porE+JWLFrGXlNb+7Hth3prX2z8LIee1tyhGxIoOo+NWJNvSPrkEvgtfqQmX+M0npJH9gxTJh1vonwORVOpQZkoocv52BXEsrC+hHskB9ZHxFT0Qo08p+15aOtvIeV8wcmfzRW81OdPCm2+LhtfTRsp2fJU2+dSQFg2+rxAMfAtcf5rscX5Vyg9OlKjVzgGLZoaP2RLUnzWN61WPpN7j/Eke+expNf5KUJZPBcf3lGNuwpWOmzbQCusfiEKs8zSFVVYFBe+FmwFiQfhi1D8IIMw8oFD0sGunoGmmu4laE3ac09Zp6uip8S0g/tB9p1V5z+3Gv+WsB59JM99qHtnuQ5tUPjC/TDqk47oWboiaS/4scbFVW2QhrhzRmlFlNZE6RJMKQtLiCBtia/SFhvdbSH81BeEnVErs7vpsKn0E6ZPN2Lfuho8Ly59J3YfwZaQrsviNd07zjVyNS/50ClkoVvC0IKmq7QsofiB4RG7z18TeVxlTpqF96ZIDknvUCu2hMguLHQ/iPrT+vIP0MPZAEmdeV/Ovo0PI92Hyx/K0RfRATwFV327TjLNycD5GVm6IKsXRHWdftYFvHmGcDo4qKv/WyT1BfOzDJ5YfnBgJCljQAKuq3swr7XYvpS21sdFevwm9M+MaVuCVhbiMmxR8ZyFvh+4Ik7Q3PYQEozwQ5DAkUfdBkFPJQKfRFTsnFIIjLykh2w/FT6v1qnxa5tghQ23zr8OcQfFEbpA8Cgqr4uNX6Dnb98nmkXCUXbcZDLjnknz1c8gVVJXttHVAFLYodi+r6Z/DwrKVmHSwzV+9iRjVPyvjW0erq47L0Hrv44L0cK/IeHgcLYIGoEUmeEblQ5BkzPyrNzkx1X4ajoQExAh+Zeizk5II2x6xM0VAX7j4LrsMKaRPsL0Cdp5ZG0fq90jufSJyE/rFPr4ianfKfp63KEvfz7T3UO1c6AbP4vhZ/EsjDbP1J/yxbJZN3R5JS8fVnnXdxCaS7Jz7t9Hd56o2stmQdQXIMR59i+848/6R+5mSM8AnLFyIKx6pshDg55ZzblPwct+burLhk+O60r5+dPN1U7y8V9T15CE96wD0Nd3AwTQYCSneRk1CA67wt0wWgvmGR/1Of8UeIJh4/Hd/zlp9dqFcHjTeE5mEDANrsl6g6hP1jZU3ww6Pegci3KZsDEEzi29VioDV4xYGuhiOkYQO/XO6vm3ia/04h119oasbKl43rL6GWCS/o9G2IHa64Rkdbpb9rmlP+K9RE4mMtIizIAJjaAYC9lr1+BVOHcNyUXxnLabtoemjzqpz9eUz7zIh2/uaQDoreKLKN6zUTDhXtnDcnaNX2fq8+BiRL5l9PvR1Ic993SgPnvzHpe+F9ZEwV/g57F7ca6gTeIu53nKOLdlox+b0ZfQwGMBicfW1O9F74yij0AiT+GvTPjr+oqONnRMLylnTmAggHXI3gyhNY+OF0h9XpzzbBiBYe6uD2zsmRzgnuD9FHKpkSvMXQew6t76SdV3UFFGe6brgpqrETX1Ch6OLEAYF9OvUuSBhMC24BZ4aH9lnWnMwN6qyYJODunhK3pnH24Bu2zpSRxFUUVjXzbuy+FncDkQ3Dv9NoMr9EIq/QIkQXdGaJv67HI1066dQpxEET21uJuFsT/R2bo1/BLyApZuqfPfU6SClNSdBzRaPfwc78HMcIk9NioiNylXPkeS5xYh3CN5/huk26HJW03UGprip70jsctot/3QWvlCZsctJHNWdG5GXPov3jlKYugLU2eqbfOVkNTNMFNND+x5XxDQpoB8LAbaNKUoQu0/g5qcvYeq8YCQQ6z8WfROW5AxPTAQkOPnw5iAzDo3EDZ1FZjiQEBAwFdcEeVNTla8gLwMxjA7ybM5zpZpfuAAnOjijuad2YBOeqmzW+wgzEKIx+AnRCE1VDLRNy/XvoET486x3n6slz6UvWMW/uQ+It3PSdPqumra9KEN/eX/R9x7OLdxZGu8ruowJIjMhAww5yyRlJhBgvI6rbO9zuugaNlrr9e+6w2Oa8u2AiVS0u699f7X19/pGWAyBpT2vaopFjDomenpGQL9m++c7/yADQ+P+O5R9+KHLD1BIZdVilQsevpc0p6isqdMCX5llirin3HvF3aAyTHfu8Xn/mhMviaXPmYL76t/SWP0GcRdJ/M8VRHarwXDWBW9M/g1Lyrq22TFNdE7aUJLxKrfDlnPrZW1hjRZsewlK8whImmECKI+Z3V1urJURwRpijxZMCB54fqKwjmFSewAEQHqPsSzYzyCwfDKZPuzcN0VvisdZ5css2Qz4tSsl6BL8NnQzgVLVTsv2c/UfEHpoFRovoYbO79qbP4IcIIh8C0+/5FU367pEcrrMwM46cUQLx/IrR/wdAnMf8Jm3kKBhMSI1CX1rIXuUjfg+S42Qc88C/tFcTdL4+JaFp3qQGWEoSoY2/0ND4Pqd8TubT7+Ml3iEaiU2gIUdjujkP7IwlTQKUOLzs6KVYSvi717ADz1fdI3g+c7qVFD7aR+1LV7W2d3o0bO3l0YvQw/KZLDMjH0hJep/MjNgWR2rPLlExf1OVe6wdJ1FBewefDJjTGu7gXwmIv63OfoATBHx3wBzAtRrsHh/uv9CdaXSP0O4bt/F2d6qbh1Il6i9q73jHDG20MXVNjfOtv47NOJWI5bxWrmHmfnneB/CbijmZt5nBfdy4T+0GW/N7yXzNNJvWGWXifUV56RW+PlLaO4zktbPDOFKguQ+2x9ULhI7V23t30QXG8tPMuIrrTonZWz76IU2NIHYuUar+zxnj4YfupYSkkeM10oKy+MlOcesx2xlXmY4S3GM982/9oSFPWStml3GbOGuzq7gUVj7gO++JEiAbF8FbkQPX0kCapj9YESuzTCpY2uvlZgp6NUut27xREU6owRzdjfeuM5vbDnJyH2epHPD+GalOV29XSHevaEa3RRqc/r4GKP24x4iCD/TD9Nzz+vz1VPzycVUPUnnlOQI+evcGSsfSSm31QzWlHphIwAACAASURBVCR89vTz7gHeDdITyPcjmor1O1O/HKDlRR2XBYuX9zwvHFYuXpbjVkpec3Fn6/nt3FdgdLTXGmZikGrW56AqjD+rpviKUpiaYG39zKq7sDSM5WUsJ7sLwLxJFHBX0xRj6bKY/EOX+l033S/JBzLRNO1shk0G0VqrM13deT72DNv9FeWbADmgPrGvq0rcQo6HmpD1kLEKHofnhJ+lZxD1uVL+vNRnJz3fhQRAbCJ68kBQNfsZf54voYJw1/rf+P4tdnBC+Xu32fDTQttRxssshik4tLu+abH6Od+/T4UZTtjKpzIDtwOWyhnlHUNNZ/cfEPj9W3GvWP+zyM4IzA6Lon8utv69qB9hKNScb+mqyIwbcV1kL08do7BPfTjYzxYoSlPjENF4otCUB+2s6Ffywbbe3JxywLLTxuqX+tE+PGzOfCL6Zgxd1DGlh65q9+0M0FXcDiu++pJrLi4Sg7CpHFxFIQdEe27j8VyqKhJU2xoSWaVJfeTiaFV1T9qP0grbC5Cn/KHRxqJws6Cqd0VDdWbzW3agAP6OAj9k1qk5KxQ2xQmUJNlTZj41/aqseEae+47h3wpmHgh1yU4IogvYJILWaNau9pAq2x0puclCQ3gGUdsXuz/BQ2jvLpzuZ9/l0++I+Q/FIhVGGn0ZbvupCu2WfF8hvJQw1YZV2zpHed5NdflQY01TjVn0r2KFzjblSp+kTZ+wyWSzFHjNA3v0wtSgWnoUs0VFkh1lmCpLC0AC4c1wtvyJ6f8FxQNz7zAaedQYUJMW0x5GD1fFNYAhDx303cJaNc31UvGqdsyBrFXvR9wHnNyIiPVpoj5Fd8UdvvUr6fn3FPjJGXVG4yKtfUppSNVtkx4y1O1UfZLv/ExfAndQ3mbqDSpqMqTdjyhuoobbL+lhvLQbRLkTVpsqpTva1nZqzLUmSRUpaqpLPzEdp6C+2SZfEhSKqT6VyRHKA6wiLwB1LGs6adOAlVFVwB4J9rZI527cY0vXZHpGpEa61DfY9B/om1+XvTlWcIh67tu/yuqBSI484Zoce+nCb/4dBkjeSXkE4HEdywtXdunDv42XN7hP99qDmWuK72UwD7I6SNJ3iFz8EzR0HsLxOagfiqR9r6B9TLgfw0TpYfB1Dzyil7K8l9V7dN/Fi3D2E/GOW/At5/+kwPdTJ8oGAZ7rMtkGwSDdL0blFtRvTE790G7z0nlW3mJ9E7wrZUtOo3Ppdt8JnjvZRdf6haa7DOubFfMfYLa9fA0FiGoN2dUPvor1oqSEzFAyYR8zegOH2nTszDjBz7HYgdC10r4haXq9MLDJLRoLl9jiJQESuMQrW9IYILJK8e4knTWpZ9ahmY3ZLOrrteo0+ByUOyHQ+rRJjL3Ms/iutH9kcqBJcc1Se/220guOhbtbNhv7Oru41bmgREEb4DVrObhkvUD/GI+XDCFoj130a71ovra4bsC5DHramG/tK2lB0T9Y3o0+J5avSZgMXZJTbxiZEaMbUaAC7DcIQxH4nRDMmEKZO2ePW6XVuUeyszXI+37k1PdyNi3O8da7ibONV8pzpx0619sOAYDM80SOSuThNUvlxcjzahYido+MPfW7+4usXUBF+0ROJFCzGxUvJl4VS9fZ8iX1m80mX+HJUdrDIJInwZAlEsfyXJdqoNGjsMC8VVW86WpjjZv6KFkxRp5XBCXIKB+iH8qFYxIg9m7w4d/JnqJUc+LYoIS5S5Hp/Zs7LDDzEK23to8KujPM04y3elW0Zb61NrRZnpjbUqpVXiSqAuUcrrGFD/j63+FtcEC1jHdvoZyDusFgz1jGcbupnFrvDFv5nKNMH6XorH0h1BpIPQU+1GC7N8TBHZr/KXo8Mc5+JlNT3XDwz7G+GbH2V9GA1QE/OObLV2V6GEqIpXRRpp8J2KBijXlWkCpBkbtwn0f9a6X82divxFN5TKnVP0L/PFv/Uuwfg1j2H/CzXxiZcYp6hemIGc4Xr/ipbW2sPoLi7vRrgShHcvUcXGVQq86B/QbPQnNI5OiKNGs5NMsSlJ386U7T8nORCYpXtGASU15gsJGkgtR9S2ztKyAfTU/F0se8b9KqnUB3lNfkJl6V8bLMr/BziHATmNEeIUU2XQPB4jRHQCwUz4mRtPZgQUsRQX0Y6pqsHqKS295vyBLcvcvn35XTfxTLV9jyRb50iY0+o1hIxofJI7SioQidVzdb/jwncxcMY980RQPW9AMCszSIZ3BcA0iYZ2M2RxaZA2/CtCaP7ObS2Vy3B9MICtW0JIubfONfKJ9IRT7Z3Hsoq4gjItYR/26QRqv2/QRgXlOZbKbkuZmniUyeMM5m2hvxm7+Y5oNMrtBWRuzHi+t88ztEsx8cw6p07iJCPRXIJSg7Lq6jSStCwVKlwba/E/u6uPndrul3UCk0hchJgdJ/NRRPbwmtzjBa3yxKZ5e4h+4CpcIkuofYWsWieNR1l0rv3JITr3GTw6uU4KfurhHaZwWbJIehE6YpUnRwia9/IXfvw6Do4BY/87nonxfqvoW5y6uifiT3bvKD+wh6R5Gbu3z3iI8846jS7qs1+bKKHT+8alIoI7XnQN+puS//eGfhLKBvXurzopH3uFHOwtUyiGS8WqXvrlw9DzlrL3N6L5N9eH3HJ2CQvejo3xPXhQvS1qz23sBR94b2bX175bymvqweNJ5p7yV2XRrngfx3xTyn6W1AyX69oivJjRS+OqH1nUcRv9IGfiQo9U6gmEHKBD/DISd6bzmfOzyW7pLq6APMSBjZST7/Hlu4yBVonbnKKnUR65UKmZBD2E8qX9IU/by7avKng6mydtDifh8x99IkKB2lmWbq22fuA7Df/GWxfImXNhQTSn24mKK+hHM/vR7qy7aqHdr648S8rO3TPl/q4271z77eAkuL4jxQ5yq4537tob4+J4w5ZLogCLSDXBPz7PYtTvlxIAryOQHPVZTPTXS8pezZ0W7Qy3s+C6UOokxfTx+ZuzxLDkNXYcs+/brITvCYutBaLOoTcIIZYHE79ZkkZkcyHkx9zI/cfJco1OeFQ2cyoatXjs291Gd+BHWOjGqIjhT3ivEX+CFVUzi4w3d+RjkH6Cf9FGyJYnrGxMti6apiHjVucuo1s45fAgl7ZAqft6gsbxFXaw2zLRq9ulJl5FWqDowc8L2bCo04qhocscYDGIXXj/juza6hpyG1pYYhLQIy88xDfTb8a33ELerjTlB0Up/d7MQNftrl0twtXFuKuMPVNGvs99Df5i8aa1/p8DNopHu3+dhTuGGSFZQ+TwNOjFieZWri7BdUf+wI837UYa9qAxhe2RE7NxlZp6gJPVdnvfYXzP/gUljlfXNs+2c1ExIHD/jePUPdqKlRuESqu1ddlJ4CJrLdVamjjgm5qdtqRlg2kv2kfhScTGu3+myttL0tsZ5+SEbxkpEqySQSFPm5r429W2zvltw/lquf895ZqcvTYyZtt1cp+akrdmf/Zpk+d5E3pzRHKW0aS9Q8OLfMK9tI8FM/SeTqyeP2nbvqwjdtKu3ejO4e+nlRutYQRaS0sQqMQ+Bin8qJgTNi4wd2gKxOY+8+Ml2TeSgtPfpY9tpxxC0oqDACusufZZs/4H420zUvweke0FXTlwkwZlGf/YzUPc/TeGEotqzWWf1XtnvUDaPXm0z99828xRYvs/mP+NLHxuiLvHdMu4NAQkxqY5gqfsTVbzrMXbagnaLwoJqRl4UOG467YdgUwZKIFLX8PypeinDihMsdhExKk27nGD/q9rffpHBZsCvOOl0z1M1Z3mG7vxj1YzLRPWLT71P+W431lFEVXQFSompd3LL1IKDSdBBl5gtHrKZXB/NlJDvLhYdQOhnYg1hWWiBPDeG/u3CO7d4gQ+AjAyj7Pqq6a9VOsVySsDY9hHGoNpj6KkYo+E2xd1dOvYEoSpBeCYofQgAqVoSt40DuVD33+br50Et9jjZ4jlAVySE4ElUP+O4NsgG7a6ivvvEXRWpUpPUm1r+PvoWgQkMSl+kh/LcOzPPz3+jYdXXuxtLHOGhmRMRKfOoNiXxp/IMg/JVGhu/fecIOD74E5dWd/NjDh7JcG/otPrjCAg7k28zVc7/5ukvGca/0qkC+fBX0qZf6vKjg6Zt7WFzk7Opt8Oi5BtC/216ssnXGB5I9J5JxnaDv1Q+/dn4E6MLFsEvsvXbcfXa+jduG4/o08F7QZk6gR232Do5thzJtVmY3kvjqya2w0hYSwamOH0qZoZRfmjkvhN+VChic7hTeSv1pVgzMiZk3xPI1zX7IJ0RkXYLriNNu9Md9ObrNunxW5p5DuGuHW26Vz1xg2aL4Kmk6owwu8Pk/imVkLsHiv3ReUsF6zHcpwtNurWmHNOaQ+Nz86emPG+1CZD0rwtNJgGagpov6+l0vbIsuyuf4yFOdz6Xp+aCdN5rU7tRi7XDAt5mdAwOoz12B3avseT/1ZcUQ6kMMZ48awBzrRqYfgqxGniGAucSXrvOpPxiZERkbRNm6RMGuxTEnkjEPXzmFO8enHmxz0KNHOXSRZJ572I95mJB7cc4HLD3ds1IWIfph5aBIkInCxAsIuURpgWO2d4PVLghFyFQ8HfCjpt0TLytOFosX+fI1PvEiLMjjAzw16JUxXRDYfNt6Ee8jSSSHpBEofrcZJbEIMnehic595DKNPiVi/UKLfk5uZJ7Fy5xNoY+ZRGdnnuZbLXYVnEvR3GdP3oIoeqtmMCNPcWQ5XmLrfxOq2w2FASds+wYbfZark4rrJCu9w6Lsm1M4R1UZyLpz9XPWOyHU3pJFMXQodxQ33ulSJ3twpAgQZNU3LSGxlo3eWa7AEoofPC34ymciM8JTRep8WXM4nTJ52Sf6KCBWbZgDNSUd1MccNOtGQet8aaKPzaFfYdJGBdzl6hdSXQ6U3jrmZz6G1bM6KQfmlZwV/Fp85WItP+pzN6B6FSWpr0t6lOfOIEWNHkQCAh3CUdG+Q+bsgAvqmJv6vO4yjupzVFmhYqUUEjOo9upn4tzfOQTeE1a/y1eu8r5JGXedu8UzGp8ISHhhlZ//K5ThA4Uu99niVXUPsHRJJq2iEUl9yVycXCHxs0Bz6GE+dIDo6wb0cHUvibkP+PQf8Js1fw13I3L8hqnWvN62RluVWe8UaoXD2YWMPftmIBbpIukW4pJzScUMl026IcfuD+l8UbPMIR3Rks1B8KK178jbw3FNbNNDEae6fElIo5iTnP8nN2HgSCDUcwwEq21vzKw8qnSftGQ9pyzpDF+0O146Qjd9hTtPbGfL8dI1UNwtgTYjJKtW+UTki2J96Zw4/y1cgi6ob7lf+fyH6m43YNFJCaWI4SxStYYhXt3nm98j/xnmQDfVReeZUZR8pFp/2kKzRWumkukKvq2anNzqpw+g+qmXVht1O6WpfiY+GhG1p8la9j7bvw37zckXdVFKAUvPIdhfQZlX5ztkgh9iU+FoynPzDE7IJ+r7BD5eS58gpiBdkekRAO3eLXzPqF+BPf33blPry3pNFBEh5rbWsC9ZW0JUVjcOmna3o5c098yqvRqRL6EFTZQDSMDnUz8sDCS9EJZzwZJXF2K2j3z34wsh4UMXQn12vPFFKc84+EQ22loGYlLIoX136DdcQUPhBVEfKSyApf2Hy664+l59z1Y+J84CBgSLkaagyjTK6xlmDT2EeuZXRGmDfmu3qY7fANeZcpTdR7UWolCf/Z+il2pF9ChuMdTr7AKbeVPi5wpKCy/Xebzf6NIYlpZdfe6r7wQ27knkC6Ys/4/o0zRD3YVBiyfTrH9F4LnpB3D2X76MqkeKAeQgoLQnC/p1KHK9tgQ/u9VnGHb6UZ9b2fPWbzDXuwHPofLZic7eRr0WZnUHHc9pomA49bn0OnuuoNMC1EV9boNQL/VZi8WWNkHPrua5nFpcXOdHfU03lwEexH7qcHH4uwB1dIJfz0DX2Cts4UNj4bpYviRn3lUTbhEbMMtbxZHN5avdcffior68p0ETF12aYd5XPwxXCz2hniGdcXjDuKVCU8WicNDugoz380Suqzstxl5QP7p8/yZVEbgjqod6uHAPY2ZWZVNvGIuX+MJVtnjJmH5dZCapMlWulTtncoWP1meT2vRSpUTKHPLTUMD9NzUtho+IOq6uYaAmB3u3uoafZJpO3XTXOhB3oqAv9YXGc9phzxtBWsYdSwGxBvC4yMeexT2jvsHWvob+UL/X3XiI5/fDTwtofcOkVlVYjxrYQTVPMta/QGWqvTuyfsLOf8V6ER9rqFGtbBgo8wB0jDVQE1yu/1VNYZH31dMvBmb5+R8NwPBvfP8hW7lOyTw1FisZPVWSWEtCRyPnVmMz78qpt8TgMsZTd9Kt8rnOtDk7txgMIp6a2+XQc6D+AKz5FHqd/wffvYlaDof32dlPYRaCYg+5IMqKQH1lFy7aqG/IuqbUNzXLzJ01IPehriwfnAN1a+cSN9H5Kn5u6c+7iS/18aRWw4ow5EiZ6XCK03j/HN/8Bz2YUDfnfbn8idRRf94Twd8+AyieJxv6Jb7/qwJ4uX+MytTzF3l6gkOYpcDapKOMu7nghjfDNSVV2mAK/PaPZOOYH6r/jrts6nU+8zZS5edRiZRN/IFlsU+BaT0hcZLSLxWolxU2I9QTBjl9s+AKiIGkgxG82VmOOaDOURXA+aKiEd3vojevRRDwe0G9bLtwBYp9zRHy0XeO+qi81VP/F5k9IhScTb8JfFWgC0AisSvt7qqH0Pypz3X6vmftXWzU16JHO0Y6iVEvVDuBDCrxD55bNXZ+Eru38EXXuMfnP0BUpPoobTnKqFs9VTPSOV7cFXvIBkRMwf59MfM6S/cbyTGEPyj6bZ1Ic/Hvc0vNS6OyAnMu3Pzb/JRAUa9UFKdeZLEeMRrqug/tcRTiu8X2b4n6Az7+MsuMiwRV28MmIyjkAL8Z1C1kGbVUZHLYSI7wvgm+9Q9ZP8bvS+M+W/xcZMtdqIkyqL6+EOtxeETR/if88N9PWHSXdcJeaw036S5rf2H/1L5Y7bOs9dqxWzsxMnNN1tsH7yauT6O0924S9JY7T8S7w9aLbp8TbztuvEXI7v0HvXaOZ6YpCnnwKW0pUQ7G8xM5XUG8rlDJVooa9//UdeiM828rhNITMBmO2d7dujHPKTsHHaLVHy9Aek7H3h+vQO0eZLvQ5+q25yygZVFqH4GcpDVqZmOkYLKHHL8dUTyPjPDeKd6sZGCYwZYmMZp+MD5s3Oy/IJWPG0nL8iQlujKYzcy+Kxeu8sUPjcWryDjv6iOqxKe0cwsyuxxqnitZzs83JcsdDZqbE9+21pjZhjg1ZB5mDdXD3LJU37xw9r8sFq/K8joVdqdNuvosz5VeR8k+x+Ey1npXD5tvm7jY9GWxv+5zBX86KNGj79kWe7aetXQ7F0cDh+eKX6qeA9LsjOdpNuBhOd/FZ4fMQX2DXu3OFuHZVPyali3mW+4ERa+zi10txDjgLaXt6SMmcnL0WbH0IaxKlq8INYvqm5E9GGEjnhdaCutppsPleWA+niP9z8Z4rhhRHyOW5vog3c+TvGc/aN7TgZzvgXx2btqTapRSfwfNxmreP/G0muWLPfXTe8S2f+RDDd5TRExRTx5RZ5lROQbFzzT2HHtVpoek2jxhMSfKfxdsmOe75M2sQvNvvitWNEaf53u/CirgLvZPKPTxNl7X73LFhJR4JprIF8/pauyu0M2AUE93Fp8zytFV2q6V12fiH06KaBBVKyiwMDMsRhDqKRcuy7X/ocJiRyTCIMfP6IHmIOJFAVooStWBgXm++jU9wL4Nt7ozfxZ9s6SY5WT1UGz9JuFiqqY7d+FTv/qV7J0xYOhX5IPzfP0rgcQwhFny5U9E74Q0581lxLYpbJh6Xe78yhqo6G3s/CYnXlbb6jp7wozDLDbjOW3j4BeTmaxo5qG3VYFLWWYDs2L1z5iKafv1lU9FdsxI5T2z+aKbnRxxng48cH1kUwsrzl7BTAiunqUNuG2VtsTgIocpfNE6aM0JDD7HYu4ueRc7jZRtOzSDSA3KHCPtriRy57rPf4lLefCA1++y5Uu8d0Logul6PyDGKgWjasGQrDXVFcktGef/junsgZry3u2afxcRs7g5dWRjgQa/1ARyi6nK1I2KSNbUdRfDF/jWv4w9dbPB+VDMvS9m30JF3KVL6p9RIsePepLS4iHVXlMveidZ8TxXyFfaVMOI2N0k+eIkKxRPSKyC0ttldyhgsmIzYtGvqRx5smwbLvd1tKt8zscBZe+F8D4FwMq4bk+lCwH/KBLAKlt88zsDuabHiAuYeU/2jrLUqCABis6U+qk2T9vx1Z2u5glrdLWxlzX3KoFV5+IrlPnAs352YEZgQqArg1fLm3LrB0belWLvppx7T2RGBBVygPWLlY6I+iX4lvhRIGQAZQzFzLs8TSeOhzWU0qkV43SNJ4P6aetwurm0kM+20oI9iwB5uiySdBQIhsMihccxTN2KO78gO7FxJNR31+TLgvgQD0dg6Uk+qOkKFMvkEP5BUupngnyM8uvGua/U151sIJhTLH2CsLL0mExX+NQfIPQ1KHt2/+4TIVwUDktBSOZdGQRU3mMFHT0E/0J6G/EQbfEyfG9RjuKlx4gn3m5p02ffwY/SB6/8G4TZ3gNFH/Aom0SB5Ecc7ej3ie9Q+56F823WrOugvmpzK0gGKG7iMWHvrDBSrCsJ4DEsXxPrsgY/MfEs2Ipk+e5+kZ1ks39E7YTF6/jRKl9QaGTQIQTZxgiZYk6Vzyv3hSxeIPRrlm2GU4o4esXyi2z+Ilu4bCxcEQuXWWFDgLv6Ray1CdS/roEofXClArKWTtjnK/R5DEIdQl9ADGdrvSPys1XDvc9X4gtJ3vNKf0E1Hnx30iQ9n8BOP5MVO9e5PFqYz0ofJdCrB/qawdj3Q+qfGqUcpi8jMOVH2NXyZYb09DH144T7B3aXVkYcFJUBj6eLOwiTBVJZYEinZ0MfTmvuyjey1FcVDIr59FMs87a95XXtOD76FPmG34ZT5e4NMXSIf0xYquSQ6ZcelROvUlbkJa7+X2bfRyQb5qx5cj3RVjGOpDu73Oda3+KQVAX+4GpOA+0LQY+SzE5i+3fY3q+s9jttyQP9JNYnEwXhJ+41RT+nHtiS8uxZfJ4i5i2jS9eGtpZl8+xSFTHyjFj+mC9c5mt/5WRI07V3T+7dgPN4rIAoYv3UAPRVYZkxtv4XuXsMawo1VVr7C4cyQ5F11V24dNRh9tit8W/1Ou8blT15o6cq+pbE+X9KXTLuAOXCebpE5csHpepJcZU1HkqM2AMBF5y7fPsXllvBoRWuNGv9udP53NqLd47OekoIn0sVjUSN9c0Ya/8jD04Qzqq6t/YXFI8GlhShTGpxxiPBBURXulVB7teyhYJUD1rkz0Dr09Geg3OIbaOIX5MKPPGEHvi0Jx86BEAvjrqEKdI/q4xK7an5LouXxeAqA7/dFeo67t3mZz+BQStIu6TH2fA9o1TNyJ/lWz9IXOh7SGRdukzuPiSaQd2qUYhjHrmCSZ+zUN2A+0WtYRz+r5ocy91bYu9IKviZep0vXqRipFf4xIsIpYuXYi4v094ZOLsUKWm/uIEaklrdTRIWmnX2ym6ZyPy0ZOXI+ai1HgnXJ2fSV+Vz0njr6jifAliJf3Axqao5ibFzg6O2GxWbmXmrJ4bsShbX6WfVriT52SRKTr3OZcriYDznereg54JAD9354J83fJQ5dtLcPxVgyK3ynR/BOXvHTN0S8+8b2WEK1lW8RJo/NhkFelX2+M7PsFFB8vM9PvEWz9TMuACUUycew5Wy/F1sIOdEuKqv1tdsb+NAd3trh8M8mZPpSVZtINQZT0DuGzt3EP+PCM8yKD2tx6fCspZ4SA6lEoL2iDprce5r3riPhOe9W/zMpyjnoL4wFQlPvCLwHXhTneMTEQDglPPm8Hl59Hl20Jw++qdt10QRBsMbBO0/Iqw+4vh0dBHbIuLpjhsEP0H3hnPbjk+t07sr4j0TcP884vinQWUI5kwiowBPWDdZaUf9TsjecUBIl8V7Jvil2g2X93Uv60oY6hAiyfpn+cw7CrGEmnOvXGflXQRSqgZQFFMoqUcWoxExj7n1wIhURsJdrJcJem2kRW6Bzb0vkHZ4ha9cUacvu3KK9KglfE25oVW701Af83CdK57TiYJ9duQLgr3wJchSxT/LLoD62m7lpT7/xv6uLb4BnG4dzw8UfT7yo0q7AYy9kAPN3RXSp4t89Flj8YpQM6czf5LT78jMOMV3Dei/Iq7OpdDSsmwRm57YS4f+5orJ9OUxT/KeOxY0CNuYmebn7yLjXR9Eg2bLHkvMJA0QKRyTL/F9sg3cPxZqplXZp5YlARIusswon3ila+k6X74sVj5mYy+xzLhqIJNFGticN+POrsK5k/HMMg85EcuL0d+zOrLd+P4DQQFdqIx3QF4Ow0+iGl6iQApJvze7z0Z6TbA0k/e81OdXzdxn8bbUB5VqlNQUZ/w5NXfn81f4+tdi7yZJlCeYko4+jeA0SqAyM+VSRdE3xc79A0X86mTdfuYTIzNFjoUFTOW3Ye4iUCHgvoJteeYvsm+mWzGGOlYORgjQEvdPGCl+hhrtZAXsN/m6Gh+GZLOHsFjQtp8jT5ELf56MLgbh8x4v2kbAoW55Gayp+9HQlRXdoV5fdhLV5+v3qO7WA7jw9U2YqIO5Jqkxfpjn1d981T9m648TBiq4jukRmV+F2RhMKTd4btly9SxZ59XUkSq+R/S+Zp4R8CJNM+aQ1K0qyS8FTGdza2zzB5p/30fC1eJFgahdWHeypEsFJeZJlgQSPku8sIKIWVh6qvvkHlu+yhQxZoZ1ch3TaX7QFYs+w0hyIp53VPfF9k3cSCj+cVtOvytm3xULl2FDPX9RjD5jpCa4mbxXoCcypLH0TvOidvXcBkL3TXGzFnnZMv90KHvN9L+WBOcZIl/k8yXnhMADqAAAIABJREFUgPH3Cn10muBPexlASmNLj4hkRVZ22BbqYehUNyp3TkGe6WGEtiaGJATMojurrQVm7vBOTwCkO4zTpfh5W7pgjzlo0C0btl6bA17h5U2+/ROeBFHdAj77Dp2RTtgjoQ8DMqTuPVZ7Um7/ix+QM1D9nkTJ2RFSd0uUtoeBMoNd027qc4ZxVu0r7e2ZQ/3zpUREfko6KMI44TdzAw+bDtAlBX4sM6KuAsgQw1KGA5aWXtNVekJEyY3qdXGFbX0rFOsePkSgxOJV0TulfWjZxOu6UMoTnjDCjhkjXO7odAoeZfoeAioh3BJF0POeVMga+4Yh8/Lgmfoplcnol+nR9xkux0UZed+RaTtcUTrW0UdR2rc9zY4IufUpzFQyKKKAbLcsrMBzZ1h1j5XWmE4E7+oVIMOUjvPk3ae4jknFTsLICmTKZWT/HF/6AG6KCx+xpUususkomhTMAEmNqDKyoNdWDwxGNQR/SpllPb3cGBQDi2ouKxcuwyRt4QNW3aGqgxlAFPAvQUsbsKRYzaxNTgypx+AuyN7CP2eqXlCcZwgEOmqmBzNbROqLsnhlQDvytbVvCXrhQbtA6gtvaZVfH0SNcmSU5QUyr6pcwcbSFbZwWaKO3+tqjiu7eyUZ4rM4Cvfpcnk+vOSfkhcEhN4iEO639vZ+2Ba4bcTO+LfU5i5xCrxM5GTPIASc0WfgVrJ3h9XvsYM7bOiQa+RDmyLPjHRNvGosXMU/y+KHfOIFnhojqTBPFcAd4h4Lpj5d0YF6UmLdAwhbGnmakuXusMaJUEc//DeVcjpiOzfZ8AWW6GdqDh1rIlk+6Fgu10rftxGoz+N+iRr3pGvF4dLJh59iy1fY/Adi/e+oOoXZ2z2xc1MCvXQfclByYgNCIYGa2ax+BjMDxWZqqrT2FxTRRnRfldd2unZvIpcSdeGO4Xmw/rlIg6y4Yj/1Vbn+Jcqmw/rlWK5cZ5kJWMKMvygP/w/X6OBEsZ/2x5NjL+BxRoLyLRM1uNe2gjx9dBgvfZkCEQxaawyek+T1MjDPzn2NQNPGXVwgyvFjVK9Cmopi2csDtn36HMtPmnOrPTrYUoGfyJ8hO0oyG8stqamwkczZ0xRNgPFzagk65QBQcSxmrm/KrFIokjVDtVfUdP7vchdRalBiYXUzRsNFU3D3zouoWJ2g8u75Fangf/9E1m8bB4oYrwnUIUChM/NEkmW/USoIEo2FNjKtHbK9G8jyUnfR3i9s4Y9i6k1o78tX+cJFPvY8iS2oBEhcV6QadzW4yBQowa+0AwKEucuwFVlqH3BX1GugmhpCfV68D4JAcyuNQGZMo00To7c6WJpsWkZEaVNufCcPHqKgReMen3mLw2d1xIAYSwaYyaFQ6nNb1LhYzhYS6SpKEZgu6JT4fJMhHTGlmvoY0KiK+OHcWb75jYGcT2Q1s8UPZHacJxTHlgVK4VFmnQ7jLNWFQkTUU7nH1TfkzDssMywRL1pBJfeUVZ0iFYh2IUTnF9vpjgVlaXMATQkxOSKGDln9tty7x/bU19dNMfmyTFWEutUhUVaEusESNZFGKqn6tkRBv6TV1b4ZPAHRDj3qOi7+ifdNI1czM6bAT9aPnmg3mzzlJNv3o4hyWbjw0tEhgjaJqH1510cREts2O7V82tFyarKKAm/NNZ1erMcCt75S6uPa+aP3yt03HcApMqjSrt7KOKYs+TXoXXBROyd6p9S0jMmkpfil7XuIdl4pCHpGWoqUUChlpFjvHJ99Wy5dZ3MfiqVr6lgiluVGnJSulBl0GkG7czXoRIsjepS9UPyoSqE0eln/ggJRvvCRWLikSICVNqGQ4NN+yI8o99e2M1lfcc9P0wtY2ul4viYuXhvPKPAWLv21jQhtvwTzW0dLCDFGpD5ak2cmwkHEU4jCe6AIidHn2MoVDoPK63LmLZadYShaQA6W8QERawNX4WQVDnJOYdDxNuSgbVt627fpuVnAnV6rWWYsJ8deZIinOqGKYTdZuS5jJUszzKufcDH1B6Lli2zluph4BXV74/YqeV6bzYIPnumjJwbhhh/rR1rgyJNs/wY8D1Ho/B5eHJCVpYLP4QsipneVc2Gk7UVnaBeF/cx9xhEVzMwMwxJEPzUHwp3zKb4oYO5ySwFbl8I2BWAjF4BDSInUU/k8Mr76ptjaF6jhdqDO66FiJ5aZpEJ8OV7bZtu/IT1v/xiAp+Dq7Beyd1KmSrgu/Sts4zuooCgcd1ssXxeZcTlwhu38hLKBjTtaQlSorJrJ3Jq6vdG3Vhaflj3dPOaatbdWavaID0pE0OUUNkj1bwJn0b/gftg/IUvSPymONeIFEafTDLRn9IVAnzW+FMpMw8kCS4+xwqoobqAOAVw9V+Ab2QKSste1xVrKzMOiXjQNXnRthiIkOASXkiIR72eDZ9jGjxzRhndxvZauqDkuGZDkvUfh8QEqtFiBYFigyu+H98UO/DnY/IcsO8XiRZmkK5UsNcNl7QMicdCyFmAVWIqhZ/nuDWP/AexA1N/J1xnMXa6g/OyZa3z0WYaYhZqANWsBeWJJEtD6JnWQJ9Nj2DdLqKDLGzSzJX2G0RsByzwoGLSVk/Eq2jKU6UWbW7bq/vl6qIzA0gbkgL8Y4co2TEH2H8gDMrmdfhupfQiMhADl62LifR1CfX646DbG9D2KbzP3gUj7IrMTdUVGZGJI/YMjm2b7Bt87kQe32R4y93C59Rmlq4KqaGj6Mip1REWiyMEdKmXxmiQ/IcoVHCaRkADVj/SYG/N8bV20PGi6uTjT/ywszJBvULoM3k5U2VADvLdn5fhNvcLVZeoBpVvhnQUqKUHXCOynbstJkHxuiW38C95IUAvvyaVP4ASTKMtkjk2++gTzAIlrSh0kkYVIZ0ErO6WdEKmt+Tqke0Fz8VPjgfegp0CptgJR23ELatOB+nTa8/3vjW2nwxgyGlHuRu9NHvRplCsS0lX1V9EOfF90rYUui2ESOY5QTzxhxTPCvmmQDz7NospftLuldSxTS8ygagIsUqjnfQty7m3Euix8BHmttsdjWRwFSzqAqVpaX0eAF8iEPRg9qU8tRjUkcmf54vvqR1RC8bvEKzs8lpRGVnuNRqe+ILtOV3hnSDpfBLQLCQGNCnjh2l2ggheB96LwW0iDIN3P5doSjoVOuS+vAxpJs6JAwZ4C4j9TQ3L0GYSaLFylAu6vIqoNrjMULNcO9iISYHS9LgTV2m7l26XQTQab5RzUWxHXFdhzmOaOPCf3fiVjzxNe/1kOPanlPtNMJTNqTL6O2uWLVxDrOPa8yExSHQhfGGshH5UUb1EfxZdqvsqh8ntqWI48J+qY3DDQkS5ZjoQotnuHjz6N29skGfviVvmcJek6QEHfxlY5h6L1Ws9fS0JNYkaeQ2LV0mWBHL9bvEFd3bkphrXiVyJQLGh7FdE/y9b+rAjN2EcdP7b+qcwu0HQ/h2oZu7+ZYaJImDk2znzOstPEEkXZO8XX/oaQToif9+TKNdY7KoYaYuM7g4I/tdGFmkXJjW9hf9JtxkB2BGDWUmixn9myAiOZgTmx+pU4QMlypF+e+YSje+6wxrY8EL0zFtGBl2BymFtl5S1Cly2eP0Pymq4nrnnJcehT9MFnAYxVGW74MpRP08mmikjCwSWF+lTcAkGbxsonrH+KPEVc/a9IM0Szikup5vEKWTf+juqUKNh9BwVjszMmYaYCRqbpmWk+d6iw4UO284tQhwbw/4byfVNvCvWfuKB+s650wdxlwqyiRlUNqDCABj+t+G3wwjneP2OOYdI9YlFGL0Q9DmhQ0eGjxHu+KKXrQNjwDLBNPTdLIBCGlXb41r8oBJ0SgBEYOSSBPcNmybt2kBYCb15WdIp+bXbuaWD5ebZoqlkUocx0xGNmiBXPy43v4BKE0iB3+MIHQnF7ugxM0uibpjIbyPFrCHXuqPN+LOv3+OzbwDCyFMLeYKnSPFDFflDKu6tFWWCW62lsrSkTB+poUjIaVS+GDo2924zqlyIrb+o1lqmYFecRdzpKhSjKZoxoip6Cqa9NuBydRZRE4y4CntX3Hv6D5tEmM+6mvpApftup8ylmxuFHaQuWvm28fOhtH1HfCzliJzpMJ9P3R0Cmx4t8QRclZJ+no762Rwk/i7ZXM5zPo3z6KF31vxu7FdfF8eglvw6/qfwmSqb2TZHYleWyjxsk9xkpLKe6puSQmWSpKTn3IVu8xpc+lGc+ZpV9GdOunr2sJ6EoSwCE4O8ijaiyXuc5froxQVc8LY20GFjGo9P5D+TiFbF0Xf3MEMsR8qkRiNEpIDo02W302Q4UWJXB9yPb22yzKF9EQS9c4muLedFBriPkawWIBqNdaGKe27IlOFazTSCobcnZF1NSs0Q/mpfnsZNEUYw9j5qNy9fYykdy9o88Mwnz/QTcX0SshPDCWI7H1I8rxd+iDoQa7RLl/pXCNb1TL16xrtND+EaWttmqh9z/YQpSlGNP6ym+4hm2+xurHsCoEyXdBnmsqH74jcmX+cLHfIESdCffQj3xeAnwhsRIwJhUAxhvBuP5KIGO/tAa+JGMPmXUb6LQ2eED4hwqJKjmQ3tHbGgfNRIU1SS14leD0WiQQBed+uLeZk0ECtpDxdDKzOhz/OzHfPGiAj9R16GYdyHNVRs8XmmZxJDLC+sdFmtfkRXkPePghK9+0ZUYxnD1DMjKhty+zdTk7/AmdqLIav0rlhiR8YLRU1Vz9K7NG2rPcu9YNE744p8QBgZP0Wf4yFNy4WPoh7rg4c73bGCN4uKo5hv6UEWkoppfxsNEv6CPRDxPpQjLvG9Krn6Fjin+bDwEwcIdZJCkmxwxGCa+Iu7ec9DOO4A0MndhCvwALedYaZcNrqgZM8AAU94hy6PFKtVtBbVGxL9IzSxbTjwZSRXl4Lo4/z0Mb/dvS3Uplz4hfEKFd01cBobdnfOGq5BfVMzGcFffwT/XwgcyMyJNM091OoO8KVFq4xxnN2RiWN1OqPpYvykP7rCD/6A6yOTLYvZNsXBVLF1kSx/hbXIYqVZwi7FUynROESaoqbTOK9usvC365umkKs0HGdajjfYD5Rpen9G2SvlZSyUcmYLZqRnzWePJMfW1DHbdu0lPhZAGxmbewEUBRGEA9TMCE6H9SthZ+XXWEnJEJ/W16Xk7mmq9TZLip2uyI4ZzmBXOsq3fYNSp/oUP7/C599VwSSBQkWWGSc+ktDpkAh8yFHQ5okzgEzb5Jp1pDXdOapjrWMqMPtCQ/dAdgV/Ej8gwtsaqT7L6DUnSN1dfDpMvyfQobobkCIY3M0oOn+pFTSaGqMZDDaemvtZyq/L89/LgNiJX9x7y5T8xiiB9InBi6plZnlopepQ2p6Y+3/MKR8GI0+uOILktGIdN3KPl1J3iep0CQaNfTa9QdopbyHtoF56Fj4y3WVvqi9jVR8Hy1ua6gDsUvxKK5FZ2kUxf3GR9c0JjkgmHGWfZwDZ3i/2tgL8LCkhARZx7Ty6padNVsFZ1T3T1E+wNgh807BFoeamv03jO4E+zlv6m7Vv6+eAiotdAfSRllLeQkYhToCINXVkBP88+H25sl8gX5O8SnKHXgdYXHoTpm7bXNpiz7dvoQl849QU19ovVjLiHQRf1hWliSUzfccUXFPhdRNxUZlTGCqZDiTplmrEZYxeM5c+M5U/Y2NMIa+zpF4lBX0KLKMRFIrFghfAU0l/Yej1Kibzp6qnmJWOvKN5Tv+hI69r5SQxdEKT4QeRRGJyZ4lOvQfFb+JCtfMwnXoLTSSInk/1mKGa8RX3+mXj2/uhmPXnEOI29zA7uCGDMPTI8ICsRJLDdFiNPsx4qZRYbFGqKHHfzmJf6XGuioWCRhbahmTEVr8uMihHKDl28yNa/Zroym5rT7/7Ch3+HQiNJXX+8RH4wVdY/xyAMHlOI4DFFS85g3qYGfOiQ79ym2m6Q7yR5fqr2ZNA3KHtn2bm/8sN7on4Ca4fFK1iDEpSDahYl5t8X9TtIENo/ERvfQc+Jlc0a98miNG1dAv022wEPzEu5mnDnFjgVcFfTU0Nx5soXom8aKWdJJJ6xlBZFHWUYggiwQ1WwAK7LjDIUcN+hMMVzLLeCJKKkLjRvUl8z4NMvdjTwcFF7AgxTlF6VGQUMJTjNnP8HqjKA9o/4ynXWP2mmtKXy3KGXNg05sUgofn9DIug+bHgYFL9xPX1n5LBCByJ52a4faqtGKtKgaEEoANi5yfdvKgBAhuH8JQ5zl+u4FZevsNFn1HCBwJN6qelRgsRXXOelTVbeZIVzqO6AsMOaOWg6vy7aQDmb6ZrptqWdnhZRl2s1oyoF2rmEF3fZ1o9i51g27sNPcuY9mdbKEjlkgp8JUZJu1PSlvijMGRDDaa2MBlRNuY9AiIQ1UB+hFDTM75k2d6nf4fNv8ewkhUQOmXGwGrRSw6J2ge/8ix6H3eV7d/jkGzB3wUWsEPqO6ALuzEVokVkuyqemJJgZoQtdE7Un2c5v2oJL7N1nEy+hWJ8uC5mpoKiDNUR46oErpQAVxSeM3Do79w88+9i7i0d7+A9acFDfY9HBQjb0nVKHKzMdiT9B1NF2ihzlHCN2qe2eO1LDIvbf99Nw2gnfVdDNcIpr8Sg76WhMooyGt3ttL25byD/N2Rm9TPaxLvIvUdMU2H/toJZDZUOBH5MpZmp9lrkLKX6dHksaCTIIzYq+CT7/vpo7ivnLsNGvNqT6NDYIa82efma0T+HryNzFr1kz8FJX3usH1/Uv8OVLYvEqn7vCFy/L0qbEOSrmGSQKTeAsbNwYIvQF12ywrfGjPpdxS7vFEZkZAnKdxm1Glw3Nt+0oLjyGM4juOpH4PMhn1i53LGa0oepSPCfJicQYewkMs3RVrFzrnnqJp8Zld7+MD8gYjD3l3Aes8f/Ig4e8ThrU3IcsXhDd5dauTFPKgvtYAR1w9cRnQ2cb/523W7xbNQ/n/qjZTzXjRCjsoBHvZ6PPkryDnC62d4vVGhz5dQP4ZlDtM2U29RZbusyWPpSLV/jk60JNzYFzit+KGiB9VT4/FxasQZRpdz8uSrVOgYt32OGxgGfJfxQHyt17QlHoyJPYeWqMx3rD2cwLgb5rQuI8g1sWqah6hcdoEEafYwvqi+KSXP0K4amHxxT7d4tXL4geUsPUgNBU3lA3m5q4r32pCA1hfqrl2udcTfqpUB4rrYn6bzpiU+qQzrUvDFDuMAQ3hXkb36CWw57a/32Qdoz0me4BPF9X2HnhhKtrtH8kNn7g+UXWU+BpDUJVzajRmceGZ0UKdERkI6xBMpN84xvyMrlt7J/wtc9Y76QEtJNvPu6oMK7zhmJG1dl0nG1mjA2usYou4L4tcmco406DjT3Nr8w8kBnEnx1QHzLl9AvEneIG6J/lG9+z/Yds/5ax/2+U9EBPRhR1GH574BrA4ORxhu3+AnNUBfm79+BqhgBpba1JpJeyODZpkRuJZlAFMxUjNdSlrogCAG3lWqfc19k3jdm31a74/GW+dIWPvcqyw5TupY9eRedTZd43KWDTvU0Bn9usb5K0Mm2haUbVhgyCy6HHukBtpDxv2GTbZu42CPJE8TeGSqEDrLrL928b9TuGDjmefhOF4/DUibIHk8O8VcA9KmH6K3vO0Ec7BUUX0IKAyjwWAiArrLDKdn6EjldXCHTE5i6JJJV+gUxawz8ywj5xgqxcZzs3kGSLr8eHcvZt9UVENRKKFBc6LBPtqY87xcBTMWGJRLxRdKl2yFF6/g7DFbljTL9OlrDD1GyEJUiNh5RHp0BirMxUUXWwb1Zs/hOxA8hqPhZLnzwRPnltK5VEZ4C2H/lKOiG79RLFY+lq0BrfiX445XobRAHRTif3IVtFQdBHuabRL2vEI0Y591OPz+laRulwhySPRYim4pfGQ+LcGitv8/IWK2zy/mnRPSCMlOgyYY9Ev6inY3amOwXKkv3kJZNh/XNy7k1KE7oklq+xyi6K6SGokuAHpfz620Z4Rm9g0wkd5iuG6mGPtuvsg+KXW5TzfxSLwAC2cp2XNo04SZQxneOnejXQ3p3FSX0+cl9o3KYP9XX3Mbc26A91bcW9U9h7hkt8HYlynVJfh2qhWZbAzXhe6kOQJ5FbT7+aEonRZyXA7yO+dJ1PvcUz4xSyOMhyZ8Xekdi+ww/u8Qt3QSP1I1HcFj3ZJj4Fglkw9dkbe9nMBZN2Wouyw47W8GaNdf2CeBhzxERZTryMCM99mKyoqSqrPclQR0HvpMyyQ3LiLbl83VDst3xVjL3MEqPAwiSl6sXDGM+7BlG1ap89lAQ49rxQDIO8vvuwdUE1P4V/D+DzqVgURiP50+XvRZEH22yizgsGiSgdznWQ4dhz/MxVxX5s/RvFAPzgRNQfyL0jNvI7FFGgMgPqvARK2xfZwBJf/xvIsH4XJ3j2U5ke4/EqqlMMNeTOb6iccXDCD9Vs/kHX2a9gqQWtpiRyZ+XalxzjAAHWOPtn2TuBaFs1YmoutfAeq5+wxk0Fjcb2j6ywweAjUsSQagNS0+6yYjmdVOxvnYtNxsH9oDcvoCJF/6yA4qd44w7ykc58wrJTRsKSE53l3cIJs20qoPURQEjonWd1qOemNndR+MThGl+2iss5uKXtzjsLBEXEZgGTXeBZDdqmwiSdqmemVh5zxW/9kwIRnn57NsNEUe9BlM4JdQ/Ub0In3L0NWyDUH8/LJBWi0OpcquQhE8QH4hbNqL8jbOhAKgDAc6jbrH6bzX8kpt+RK5eRcLtyjY88Q2b6JZMkdTyn+ts7zQrrDG5t26y8IdXdhdOhBvEi81wj581g2rEwK9cuXNMLx7zoUht9VIEqri4xJY/xqjr3b8n86R6qvU29KRQjJUd5siZSOtWtzW6jEKnmPd+Et051Mxc9clOZRJwn4Fxdgso22/oRz9ca99nBLT77ociMgv201pcZ0fl+sOepHYrtn8TBPZ0NKGbfUHxoZJCAik+pvJ79iNGpL+itdydC3X4ZCkumMn1G7Sm+8wulZNMzr8lXsF7dqKTBskyJHkDQkiGWRsDnEB5k5M+yjX/iG49SlCN5eEZhsPCp+Smm6Y84R+9IvvNtH8Qw3jYRz+4UiNUWJ9qO8ylILzr2uIbl1GR16r5FbOA7CI9lrE7TmGAPUIS3hDdGAv/Yg2d4cU+o39ryNnL8DK3C9VKztG///Y6YNaNDu/pBXD06SLJXqtd9i2LuPaF+Mpc+VezHqgc8XhSKJSDBpbWrZ4eFGaLEfLoIjQ6nmCGm8C8jVSdzZ/nCNaH6s/wxKrmXzwE8DFRsp6KCbagvOJcv0LSzLftBiux2NfZBtVO6sESmQXdLG6d1FMPZlg+9eX0dCH3B+psdqBTUGUhFy1OmVl6MvsyWLvPlT/EAfuoNnh2WPYNy7Fl46+P37Lb6Sevaf6jmu2zyFRiB+kFdOJh1JNmdQt875a40d1nUh1NLwbKyW/0njj6PAEIUjDpCGM/Qk4jBVjNgdekTFaFmGFOvM0XLyx+pv8b0q3igi9rWA02YbLuY6X+I9ixZgYJV1FREfYL70L4w+HdE4yHmB7u/itGnzU5GluyCWM4PHVv2MAGNBwmWBqBxqfFBXs0QQwF3OGrAfKVBldn2H7DdG3zkSd6dxzwVil8ZiZFq59kJefZP4Nj6XVDc+lesb1KifkZNTeX5LtKWgFWNEzXmxtkvkdiGVMkS658WapJUP1EfYcKnvjAzZbKIqGKqt3Cpq/4fVBKvH3VtfsPyZ00YSw0GA17Zvt7JhJqjqHpeUsuVg5iu9c9hotY4kfDVuC/XvlKTTkxbKaDU9xCuo3S+2MIIUyNcsVbxHNORirklEhyqpn/JIx0lpM8l8tKkCnsJSt4jI0p1vlyNxrlvoLapya66KGc/5r1qNIYsTGotFA2bF3HzSQHPr/CtbwxQ329871c+9wHLTsIDJq1d8od80uEgAw6T+AOXRREr8dqTYld/Nd3Bfubf4zPvIzEB/49X2NgLPDNFUl6zLjx1TJEetL7zeJ5bOocoHrKXDL9MuqYf1XbvIBIynLuiCnFIEivTTQjhCOlwiWFerXfv/gJ3WcTZHvPptyEGYnyGm/YwnXFmVKXOofh1RIaOnWDMh/DAgq41HFDya3LnXzDsbRyLvWPUuMpM4PZWn2aHyBQUWplUEFXc4rs/s/ot8jq+L2bfRExvmv5b0xTs6kd6j6hPOpcRjFimIpLkNapGcviQ7f+GEPfD+3z3Dpt4BVqlAj9QH1VuSJtCH5WvwEnpUhayf5at/x21bep321Dfoysz4XPxkPC5tvKjd88R1cXo5xKyxi7yPDrtdDrCIZrbKZgtfOhOdy1Od8oRITbKs4a20B5xDDt65OG9H3z2bAD8uNayjCw3+kBoRhyBJdrcpbDBy1u8f8py9cyA+ijmkxtReyJU+1gvLD1NO5OMkGnRN8Nm32GLVyWy6T4V6uccyEd8GMtYdfA6iORsp/45wjJNlEJhiQzENEW8PWnVq66BJXJ2uSSXriJlX41ArJfkyjjrIgDrzpql1SEh+ql5wVGdER1czLfmaLS0vhDqOx28BVl3+siG3W6hz5f6gury+SbsdQSKtPTT4vrIP7AzMIqyh6wsE/0iDpsQ+NSrmffYS2zxQ7l0ma1cQwRjalRU6+o3Se6S1oT4vYe8cSwnXpQ9pGhZh0MAcMDhOhLoHgUCowCnu42ZZUdtLOZBwGEzzS9RMCZeUCNgoH7APb7zM8psQuYqUpsiT43B/nTpCi3X+PjLCO9JWDuPkygXz7WOFQR+cUpnUgSOsu+DIpaXo89jJqGm1Pv3kcqinU7UJE/R4NBTmHPDQiNv8hhOwYN2nty/ttJfk/qCRb8ySk3giJqpSoo/jfQ4G3uWLV9CTDikvDuscZvtPxR7N/nQBaNHjVIJbhPxKhVSy4Od1lEKDyDduM9WP2co2JVjyX4EsG3fEpjPwcUUKuu5/2H9M6jenqjK/kW29QPqI+9xItzCAAAgAElEQVQr9rsnlv4ElYOYkGeGjaUPoTsdwt5Tbv7I1Pd2yip/Zyco60XYLB8LbEu56jNhD2xC4v2Aq/RE1+pXNOO8B3Zd/RQ4mhiy7b/kSbc7HW6VrZ5Tdh+8K/IsNcYKa0C+svo92oCpZmbERn3u8wpVNSNjJxU5IDRCf7p6qhotUE8vvyrOf0MWI/fVlN1YvCpQhN1zOpBMizTd134tNZk/Jzf+LnZv8r2bYuuX7pnXWHYOpdjUvZcaRrZkknTapGWIkqRJtkaFRBWcoP77hhps/2e66McwiZl+g8+9y5Frek0uXzZGnmaZmjDjMIvAUYrnRMBweVMoeC7vmOUcSGD0Gauk6chir2rw6HTXRmRzHStJvJ2ugJRoAAVE1xqr7uPBihr5BlV5mXpbkjcmJK8kXSAaLp8Y1NDoxyA64ppboulmIXujlcNEsC0QEomaVP/I5XNi81fki1Jcg5h5z1AjAPAjM1tchSHNfqLW4Hs/A5YQ8o3rLlOjFK9bAFZpv01If1XWeWxqUHsb4paArFoOTY5LhB9X8EBw92dYcDXuyMZdNvkqkr3hsIpkSzwNTFKmIl5UZKpAfjajOJ38utz4ljdOngiaNYZMl6NPgk8HAOE0FUJZEYXHR1mCJvTh0NjRMEY/Kd8GbUH9FAcNOVY4cJ6CiqMTl/datD1WWyw89Yi5uhFl9Gwrs0xXTk8Moa6oQr7Spihvsd45AI9BtctJHkRNc0ml3sN74u+nkgXDqGnQ3Ef4uVq6jKJ5lV2FSbB+MVXBLEAx1ss8ONdhal9Q0p0zXRBsk4GPS25JLl6lR6eXxdxH+FLW1iyxLJVlT3FNYraQ0XCJrynWRQG/FgGafjA+jp0RqS9iBb+QKFAf6gumu7bRm0HmnOG6n40YvdQ3aAZ22oS+DvkqB6/F9LAcewGWnktXYJsx+TJMNdb/irC9g2OktzUQhCPO/UPdG4hVBnUMslge2kgs66Wsx0h9j2VxVFDw09xaHGhGe+aFmkKNPW3s3kG17oO7bPc2hyBfpgxAgiU1X5l5nc9f1tYmcuJ1XZ8aUxBYg1aaRp0BS870znFVfUgNG2O/h18faWJAoIY2Ozlie7+w4WfICUbRVxGGKGbl7mJb6osSEeqqABEa+VmyissNs9FnuK6fpm4PIiIBc5ef2dDvZELxUqkrSR6ncaoD3jfPVr+AmHlApd5X/yz6pmiqXeVqOlu/BZdI2oncvyfP/kX0T8m4mi2V2cCE2r+sw/sBBRXOXGfZMY4RI9+8uffEwf+yhqL0I7H5LWZUMUImdSmRu5XX9MLbUZ8vienadEZymPcvCISb3qckxjvyLAouS32UZB5FLxNVnuyY+lzUEahPqvstf4ZyzrdhTwLFj+qhJyoWKVVMbbBp7xmZ/aK1LGm3FYHEuaocXOaKzIHBJ8beET/7KTxa1OQbFd5LLFWw3E3te1B3VEXk1vm5r/nOr3zrZ7H1E5t7V5jhf1WTuBJlXc/d08My3FkTFGCswK9+Gy5BB3fgBrlwiU+/hftw+TJbvCxGn8XEOlHpTlGMrt6hOrvsDEmmG+TquYkoHho6cpQpk99JzVxjMVhoBGZk4S5a4KUXL51vrTjYcp1t/6L+g2Bsc3DCZt7qSio6IlmMfE2EdpdJVtqiTkcsFOVTXyD0vKaYTHJ5IVlsmBU3xeYP5I9yIut35NIl3O2oeD4kkvpEqmiGMNcLbOtfcJGlND8x/S4cUxAyqmBslLTEYcSFBncyOqkGfWS9JcjMjLDhJ7m2KVLf1bu35NTLID08d6Cy8pkKQrUpDJUuEKWeImR3SObP8nN/a6/1dTpxD5oBd0RrIRAVMofudILe9nX421PwZ9AohewtOgh5xzxix6KTku9WUW6P8GGMcqxwDS3iQYM4PMoN0OkROwHsNNgmlmZdceTSFNZ4ZUsUt1AytXdcaMaLodQ7p7+uMu7uRUt2MefSnZXdg1wbt6h9zr/PFq8yNec+c5VV92X3gG5DGxJ/xvqaO+GxXpg6xFpv7XtuvnWu79ULB1P1kQu/XuNq2adPTRhZkZtDIe+lq2zxY37mUzUCUHV6+syOqWZGnxnwGQtcrAP5VtgLIL0I9i3eqM6gCM+2bcJFQtcmeBucehcl2rNTP09fXGzCJ1bGw3xTIoZW8ngfLDoUgYy9ZCx+LBeuiaWP5NzborxrnP873/2NNe7y3Tvqx1hBiDz3DeufYjEtefWhBiCM+N1ZhcwdUxqJ+tq6vISkArY5R1tOnR2xnLl21q60uUtPnvcU+dhLIF6a2vLdG6K4q3ACsBHvx1/1qz/1FqIcF690LX7MJl9DeBKQjwpmJEptINPsTJPW6AR7BtUsgQ//DsaVezf4/kN4ewL8biPHEjl+hxAu4mWjp4R/sVCo88Jb821b808XATr3bK6RiBOuMYWpZ68BgM99gyoO+w/YwUPIlbUGNdOFucvmIKv53Po3Qhfxa/ybnf1MZsYxp4/3s6FtsXMLwjKkzgecsJBndRpbRUGX3PmBNe7Lg4d40r/yJzWpEmoKFS+ITEV9X2HWeEiVD7d+YLkViVpzCsNyyAdTt3eqpIMVvZpYOOpo2VAmK/jS7p0R638hyfGYN/6Prf9NINRziFvukTxei4JwvnjZZkkOgm8HYEkiSluAlvwKS4+aqXoO5It0akFhroHN1P0JMANqSiTglXhulW3+KA/u8kNUEkfhnwz0OgLRfGuEbXGbIlWGu09+qWvzW6HQRVHf9nds7i2YhaboFBQ5xy2CNQs5OMkTT0bUbmsoqokSgkdqkfs3oXrNvccXPyFXz6ti/HlEYscrPF3hZpxnDQHDfQj1FKiHQWOYnYLFoo72xN0yQuAXte5CW8Dr1MYzrE2aBjMzirMoH7BdKm0C/jmCPqbGXBFIagSPOTKQ0XDEyM6WITjUEUFF2Ym5MjmMMhs02jiv4jmx/TNy/CDaH6lLKTOqwahZ5U/d53BzHULo+NAhskPV79E+4kL51FumE6walgxxb2LIpKxToaxtGaLA0WFKGhxqLuZbBHCq65KH4F85YPXfkIAN9juRk6/QZaJ7KVMFkCcsUESYqNpDWWao3OLAqn+9Pu9k1/vWt5mrvRcagxjGd5/e2XnQDD7kiNE5wfcUfM/aO1YhSzgPhEBd+LiF0G+UvQWdfhCFBo1/0L3hO/5BFyK8cchFDD+Qdz8hRBc0eiF3bMgptL05He1hWZlFtGd3CkSk5rW5s7y4y8t4QMh753gXQj15twl1HNXe/e9/ZlGfRrXmArKK9RpdBBLq0/55tvCesURGZEuXWLWuIMcw+mGgDxKjgM9Yxgt4rn3aV9pe97lIjNZkXdviBal5ijPVa4R95s6yxQ8V+Ek4pF3m5U0Fw6pX5Oo5QDmQpOPZMNKJlM01gbacTdNOO/55oz0t+motqg9mN6zXzTWO9T2Oj1ybuza079Z/n35indeo0wWBvg3a7sS3gfmRPgsdYBmgrbmsUHwDL631g+R+kZfwMqmKsef5spo2XTaWr8Iju2+a59ZEfpXPX0SC3+ED3jgRm/9guTNCX5SeAeE5rq8vi++atsYwvv4uvtTn+6K1RDOxbDbWOxE9+S41Bx3/vZpkyDpVUd/5WQw9yeNFS3Yo8OyU1AXcV67wxY+4GsA0NCgBimtFeDaL+PnVdfApwWcokhl5Rs0hJGlivH6bXXhIj7dPxO5tA4rfgJrrdGljHgvYgpQ6X8wL4T0v8rkSBVHeUOs2gK68mm6K0efVIKgREGtfU6gnRaXu/iaGLiB3EdYgRfKDGYDtR/88PFrwgJzSk9a/EL3TqGWcgCu6sXsE4m08EPUH/PC+cfYLmZ0VVDAQX5VrX7H6bbH/b3UIY+Uz3julAFiidN4In/+wWw3RwX3j4I48/w0rrMpuBaXDFARb42bApI+uFaR00Up4jRIVVCnIsMwHFvjqVxJy31H3/hE7+ynrnaUgzDIw2IrwjKiweVsGa3SUyKdmjfmzCvx4kdQquHqOioSthEC4YOjZbbMPzY9cOmFzkTqUFFNYuiUIvfjgAjv/NaufyIMHqN945joKuKfGTQcU8J6tTDl5eGjPSTY4Z5z5gm/+U258J85/x6d0aFxVUj4e1SGsctNexd4Ns3uGNv8carDdX8geVvHPTZRzmHsdWcqLF8F+Y8/x7CgVfkABCbP0ebIi+meh+BU3WXmbFTcQ+WlG7tXoKrfKlPsym/d1O43Oh+tCNgwiRgydusmRzkprKrti6wdx+BAFDNX/y8zbBoBkHM6fuiJFeiRcubLn5rkUraD1IWqYN9MvVPejwn1JbXAypN/y4pbY/J7jS+8E/mGLH4rMBBQ85PFCIeSZYV2TkFcbYucGR6XQezA1nX2PZcZIW6vqkoA8Fam37cbHzXt26kP/U7oCIbL4xNBTTH3dNVDJBl474y9xjXmZMSCrWYSwTGcxQlmaqEshU0NPhDND2xl2CDyEt4k4U/edrEfZYUfNfNEi4slGP/qj9PDRd/jY9xzU7VNfLOf6zjTJ6Jfsv3FFHvm4WdHVK2UvEvwUnsmYmhbzwiYr7Qr80G6IgWkUe+hKmiPT7Thlx9E9Kp+N3ICOBhon8TY7Jebho2gsfczUtLvWQCxfrMfaBKXb3YKhR+jzLEEqXMAeuvVbYj8FGKr/+UW+cIWvfMoXLqK2TPk8yX09mhvNCE9zE1+tryMpz8ffxXo9YMe5Uy++7NfBnj3K3v8fS5vaDB0pbGb7HooJRFjgIEsWxeQLbOVjNneVL6tb8f0ueujeHc/jzjy8zxr3ZOMe2/4ej8xjBQ6Pk0GeCDxoFMku+hLu6umzMphtQl6Yu0oUmA45k71y4kW2f1s0/iOpfjorbhvq5kwOyK5BxPCkynLidTb/iQHz2z+JqT9gvqXukKS/RUp4pQRYX6ipnrYWrDzF928ii+zwAdu7x+B5cM+EwOG6wH2bYynPrpLmQkW9HS/argxfWs1g00LTeug/CODER5PP8+XPELOw/k+JvKMHEoX47oqhBh4NpIrQTpG4VQBEZUt8/St2+L8ImGz8m61/KbNjIt6P/pfO4cH5wX2K9ryt9iPOf4n4LpRGrImBJb71E7twT4I0jvnZz0guoHpxqmPLV1jjf9Vwyf37cvtH1r9IDjSEHzhuraWJWYt9DRVwqzjb6NMcNDBRU9e0ZKij9M2wrX8iTlVdF/VPcfZz1jvJeyCFUa0C/51HXHw3IVgiq8ZUESlPhVVkpoFbtlgB4GcVPHCcSOBbP5WvrepIQctFJPulSzphSc1ihRrV7ALf/hdsXRoPcdVWrkEGJA9S7nZnGUICbYboTv3j5JfY5vds4xt57mu59jWbepPItoh/nCTZBSW8MaJlsmltpt4NG5VGDNrvQ9m4L3eP2cxrcuYNtnydLVzmK5fZ8AsiM8zjNKdPFkz3SDVr75/hhHyGGkA1jP1zTNeRA5qWT631tS1x3jZwNGz/+BcoqE4igBblHMq8ssfrN9SY4x/hQJ37W2pgRWoU56vTLM2MuLYhl1GEr0jFDyJqfZSDp51dKDM2PYLvzFSZ59f41q9sX/1nHcHRavGyQj6kfaaoGnuSvEyR01sWpS2+e0vCRuWIPXmfTb8CizLtd5oa8Tu0D7kFEV20RbWcpOcgFHus1qhp295dcfBvxGXU77GxF9RVM7Txlc5OTMJ3hzh2BN68GVhShVFf0Oz2dNNrr5T06HNov109Ev7Zu+rbOKLCE7TyFGfd6Wh43z4KEYVjf8T7wVcVfFyn+Rg3aXv5grZ6VOqTdIG6dTX2LFVXz2C+OLiKn1jYZ6sfiWlgG9xcsqxZ0cF1ff1iO03K6qbdImEvZVIWXD0X5OxbbPljrr7pFi+KSl3Blegi6xSNWKekPi+SBWyo7V66mjvvg56ZW2HzH7HlSxIxqFdYZYf1ZCV0SG054897tkO7QzpDdL//D6jPdyft9/w4gM0Liqcyd2lfDS8KWbWkM52lhvLieR4rCpQCh+IH8Fu6yFDO4VVDTcdjeTzUXLrCUUb8hDce8I1voDPEdXXy0xi0dBSuGR4U6tvGVO38JCxf/GsRWlznaBXM7LtkTmGYmHxN7t2h07/H9n5V/55IcIpDJhUKm9Wkf+oViaonl9WMk48/TzWjOyiu0OwSbVU0O5OsybHnRf0m6GL/nmhg8CGjNSjUc+gCJsfJkntXHq5zAZ59vX5tXxkJBTFKqGZOoZtFWG6oeU92mI0q8LuKCpDn/0nxTg8Vs0GaG36Kx3NcN6M9qNOUA/Ns7UvkAdapNv2Zz1H1O16CpcfwhS6EFivwU4h7zA4fGmf/zAbmkLCULIqBRQ5F8RiWMAf3jbNXRe8Mwg6TJcyo5j+EC05dh3p+ywtrIq6rwBV0oba20OXkrpLlaJLH+kRB2/1DdVz9M24GdUsc/lssf8oGFsywxgCeDD5ExEVvgitOOX5nqQbdhiif57k1s0h354cIb9b8VL/gunS4TtgjYyHKUyqj0MvGP9R/B+S+/WO5dBU/kVaOnPZlMUsRmLXC9W1Q5YPL7Iy6W75WNww//zdj4kWenaFzJG3Tp28l4H1ce5bguiDrcuhQbv/KG0iFBTAsfMim31H3IW7FM9cFFL8ZawCHLZvQGtC9cJ4peChtoUhv/yyFeo4wnUj2yLGd3re+QBhIej6sNUxFwJuxhUNUMXxfbP+LyjmcQPtSJ67uDVQ7GJHJiiWmDetaCBFr1nVKg2050KMiar9WKuCOj6qwxDQFtIqo7Imt7+GXSxU++dx7LDtNV02HgxIoImyyJoaewgOgxjEiIPaOGLyUJ+juMvXD6BTXbBbe3q7+0esayqhibBEkjBTE4SfVrShU5w/us/oRm3zVdJFVyKoWRbYIW61Z8iZYNFLlhtAZcFSM6WhyHE4IoUs2IviF7Dmoq0HYw/zIKgoQRhy36B0OGbeIoi699m9gP0R0kdN3MCNKwR1R5akvd9DVPN31CloZtkOwXNpaaA1YKK5+6ozcOTXbk6UdVtlj2UkOZ85+GLp0pUxvT+y5l5Zw6tMIl+HaHwVrKEswO23MvY9CRisX5dJljgrRZJoS6xUwDk0Ji9akglInvHEfnAtKtAvMBrRsZnphnok4z6yIpdVsRixcYYsfcEWkS5cAvV3a1qVfnaktBTHbLdPOY4WFd/oynrNxM8XOJzgzipQXDnuexd3G3DCY06LofkGhm23h0Ger2GBE5AuHPfd65AciDw1VAfAih/nx+Ivg/MVP+colNvMOwlTi/ZjlL14SKJH8EE6Gm3+X/bMIuIoVMB3sKRqKWNTQPSazlk6dadztI1Qnd7bJu1Q469NBZI4lq12jz6LAwCHBRv03VFvRdRSSpGJlJrqmXsSTkaWP5eJFPveuVKyoOKdnwLJXGTQSg0HSXyuKkkiy6aiJIR17Sh0OmIcMQ1JU1Ny6DvhkI09x2JYMkrloCSJMrGQHOV9yC6e+trqf2bh5ClhJ1z1BwuPo79nKJ8bCx2L9n9x0WfyP2PvNqDVIKarAgUaNm5r9KMRNVzjMXXA6UvHh2l+7YOVfVbs1Knty57Zs3OUH90X9P3BsX/8LS46KdIH1VET/dOz8D7xx3AUmfKCOqKZfigkR25YqSvUViooXtxGQvPE9U2iRoNPMUIUMrQpCZCiYRNdm0dRnvY2XqdJglWXnjfWvuTqQ6kD9nlj9jGXHDbPiQkUiDJgsKPHgwIFhTUUxiLh81pv9LOkyfYqNeXqED66z8garnOOlOlcQmBnhutpEkljCPFDVtnnHYqOzq9bRdaRrksriqYlvHG6TfOCMcf5LMmg9kQq9znzC0mM0Uy/o+T3tbdS2Z41hBT6wwlY/Yetfs/P/ZGuf87HfM5Mtq/iPQDZmEaGePXmL90rkXKqBvEz6bREF3A/vGYr2Dx/yvdt89m0284aBEkSXhPrNGnudZcbJCkVXdVPfoqgDwXpnRXFLlOl5bnmbKZKHTDRsuoOkKAUrGajptY3k9I0F9UZv+kBgAE1x/UIXOkf7USNZEpV9Xv8JjqaKNHaOuPq6RnjnuK7ogBjsJJUcSJd54G47KnsQ4vbpowr6pQJW3R9ZmrC5Jr8stn6Wdfxb4WnXwkcMoZ4Kmap0gSrApyxK2PPKLt+7icqNqqX6T5x+k2fU7VEzaHAQTqmzB1FgfVgvFPg6bF84KY16ca0P2oRpRk0Pm2Uz0nqoIVp21S4IhCrgOR2efE0+D9Ma9cWFf4Ex4sNhUm4rXXF1jTqkvo4X02g+a/sbfTqebW1oNHfVweKll8exPIYwwo46FsZXnY9J6IC3P/f/wnh2csTTnu/jPaMogi33PH2waNnn6vvsUJ1pDIoffs7Vj2t5S+AJ6xbrnYGNZ7dOBdQtdVEHN+9xB1+5dDZ6i4J4vTCG6Z9j8+/Lxct84RLCVBRkKvagwYHrRhe5d8bM6FNnOl/b2M42OqEzRdAiMXDdAMstwWJ04UOxdA0PUCubcP+P9TV1SOQ6xgbsKp/XsiVKbKezcRO9AvU6D845kvQ6FAPDqM/XsiWKCefji+0cDInt7Ij6gsIjrWQ2oo5kQYy/QnIfNF4x/QbvnZKJHH4al//EGneYrp927ls+MKs2lIpn4n0m3vQMPhbq8yyRvV5CgypDPvWaYRKM6YDPIkJ0pt5EWl39Lt87kds3WHmXpqc5zLbVrZKdFhOviaWrfPkSX/iYjb9GtcIV++Xx/9JT4B5drn38J6bsBTH6IpW5O6YITy33QQdDrerhC2rOJGNFqagvSWGlNuQLob6gBkFbBcmA1uuaWZw9MwytGPR7Fa6emIyeGPsPxP4tNvw7qn5RhQqhcx3VlHpggaHZA9LNTvjqZzwzruapCBseepLv3oRRe0OR9gNevy/WvxS90xJ5O1WeW1acgEHYu4cqI2c+4b2TSDhMDqOug9al94+M+jF06cJZGRulCgHoraGoKa5LeDdVrDaSV7OZGUoKpavAkOP3Z7l/F2Xi4Sz6lSIHAwNIcAIprGZxps8O28pxQQ0Euaqw7DDPr7ECJfiVziMuA2GoFHKWbK9qdkqAfv3RAiOFayZqPL/F1FCj2iSEVql+KXonUXTbFHjJy951IupCpBC1y5av8tXP2epf+NqXfOwFllU8M2JpfWadQBrJqqcbVaCgogjY+h9xhd8H6qI/ZPPvspn3JCl+UGJHn2PZCTVoMlUyYJ0/QqXPK7xvgRVg060DPlE/MDkkTOHUkigt6c+b2teph2dQOp8mvSgZdK232KRC2tGIqBzw7V9Y40T9O6B83Ow7Mlsjr5QqwYk+nKn4RZfmHr3YXciu/KlSPyDIqDOqiz2Yu+BX5vCIz7/VpTgWUaCgJqlV2SywnCng3/sV34d1lPqUU6+K7Dg5eSLUU+BAIzwz4mK5IPbzpb6gxd0gNYU7Su1n6GnVJUkP6XjjoZh4WTEqwWqFZSvkXDpKFjW4fCHUd4oJcdbvre/KsKO0EXaM9n3jgZwZMYoya9Fda+5u0Zd7q8gEFSZCttOy/NbbSNiv//ZByNrXR7i4j0J3rsOdcnCCByRwn61N/EfGt1fhPXR8GqBwhtzP4YduN/gQ5VLMiOOrtrCOn4fShoIf2I4bZH3ZnSVPTit60019YaGYpr8LjkKRk2qfCx8hj27xMgpn1w4UCxkKC41eCitNI82vJdn5YqRvpGVQl3pdr20WLFkUSY8NGAprc2fE4kWxrNhPzec+4uVN0Z1DWheor9dAJfde1pNt+nY2qS9E1mtinvetlvi8li1BOBfk7+K36AJ9gY0d0OgnwYVbswRtEh7h6Wzs3iEPLsoX5Ibi66Hi1cRcvi/0ApxjKEpJVYzxV8XyZbl4WV13Mf02Q3GkQUzu5y9RXM1xV/0h3/ony62S4+UAV1jYU/L1bvG+tb8IF+6opWNlUPqi3bjF63Hiiu0MWtl6G3fvRPZUxPjzIBm1IMzyV1E9lAh4y2mZTrExn3jJWPqUL6rp5hU++RIUmJ4i0p9g7lJpi3leUxYWyyuS4SNPIdzx4AHCa9Vk6PB/FQsZ+0di+xdEOiGNsAJLVU8Ap5fuwtv4fhry1nwdL8mEjrgrYvY2/hwVArnWtf41YiBR9fGE74FReSyHdC9U7kZ7Q22SneCrX0hzVE/Y6pe8b4YgocirBwZCPdX5Ksp9qOjROPulmtWpbY1ERfbP83N/Ux917d9HSOeZz0nSycl4UfSOSvVNdeEB3GIad+X571lhEXKoLnCXrMlYHolnuuBysBDnxTNpQp1Cr5IiE9E3x87/A2Wa94/54X+Ms5/AFhKZhGXiW5iOuHbi+zYcCN2bJDTX0aR/cI1VNuDvUtkhc5cRivKtmJaYfju0n2PQp0GY6vy0arprqDFJk3FL35w4/y0/hO2trJ+oXzEDo1Gm+LcSBXY6+0NiGqAut8KXP+FrfxZnPjOWPxfjL/LkIIY3YdbbMJ0ePfwJgYV88A0FA7XfScgsd2X9SBzcgQfVzJvG0jU+f4UtXzHGX+KZCRiiQPuq6NBHzNF7Z3nhHFcDWN7hKOcwA7UZJEa0mbLhXydWnG3UvKau5aSgtrYordcUxwjzm9RIl7oQlV22e0Ps30PFS/X/MvOuLmHXlRxBm2wNurpl0OJFryj2ni6ECyI6uw2MWaYvIjWRyspTw6iSkq6y0jm+/QNHsugxDHsWLovsGEuNU1yltlqpwL1GHaKyz7Z/Eof/hwc9jYfG1DssXZXpCTyKwiaK232gzhf2gnQ/35b29liJuFP1egp/h3+HR3JUVpHXb4vxFyg0dwQ2vKp9kox5KGr3v6z1nRIb/gu7fSwyUfudZKOizuOXrbzdCDjuYz7047tep+nbYzl6lJ38F27L0PPlMmvWZO/O4Icnv0YxIVtwf+6dIQOYFNdV/rr9YzvbLD0pFACUaUz31bb9U3z2D3z1U7Z4BfhXqbOuARnTuuIAVXvPeuU7H97rDtT6nLAXsAcU8RuA3wyUvcoBoXMAACAASURBVAFjYFnMX+xaus6WrnL0apMCUJPoEiw9U/jb4swOHFyciw3nutsJdG0beEW87ohbdSrEPS5Bz3ods9Mg1Ub/rwho3qUPkXg9gwLF3At8/BW2cE0BDJTn2be5mlUnSurntmv5U8yuqOI22/hW9i+IGNV/17mCj6zpnebTFkq5ywxYfyMl2lncpcHPtnN4lvy/7L2HV1tX1v7/Ls459wLqEkICdYHovRmbjhDYyaR50suk27GNS8okmUySN5PeXSjGzsz396/+9rPPlVC5aoCdzLyz1lksEFe36Uo6n/vs/TzdhLVi9HlU9EFquyNWflCxVfqXssodwwQeqv95MQVLXjG9bQw+z74U4bx1p+0eHqqLFQ/qwG66AEJG73maQKB5aeOukb0lzu4L2GAeCHokncWmLYWnri9LQ94txUvW4L380FWpKR1yIP1p2JnOXAP9zn8q0ZF4i1WgX4z0n3AavejvUogBgDiJ4rrTn4AMuYtPnHrXhN1iN5z3E2vmys9s0P+rIiYkwDv9kQwMGU7GntC0eeYTtQGp0MwiwN3w99IKISfSPkxdMaAi/kI7YCx/KbrmBHxH+cXl4kNZyja2+l750N6tcD2hiTuHcfn6xem/CSJwtBruCyLYwLCOgJOQsyLV5DJbmbGevFZINejmKDMYe8ADgy7C6BJi6Fjxy9dPxvI9ctGyI6r8xU7lqxhlbKPBz8vWl+zASZe6Co9jss4VbjJ3IKa20fDJwFZmdcP4ih4/TNzpIg/NqolLcuYGdL/pbZU5D6EGWW0xfqUSDLp5GyE227S6BL2MkQgBTxvpTbl2i7uqfkVj1fDriIWYusDZSNdE3+PQgd0J02rR1PnvcdExBLE0yq6e0QXpH2BZKckh6Tolrw7aNQqBjYljpR4k1QspPWl41dBp9Pdi/alc69q3qC1cv4PbEIPIspPefoPeRH6+0iCS9+Rj/cpps460WBMCS5dsVCurilWeXunL4OqKLcuVb5SuliR8GntN4WLrQSsgQh3SMMNEMkfc6HkcIUNZTgElyhp8GU4/8PuJ85LJyg1Vg8DakmC1o8MK0Z3IqfG+HsTxpR9Xqz+K3IGBRJl91Xfe8KUNNwt92lKIxdgTp74GmMea7D6wckHbyXQTOOGvs6qm1lBtTv+Ajv1oJ6fh3a5abVvnRJXLpE2+Iva7d/xS22ZOWn2N+kQHl3fSRhFS5wUF0edReE7G1jjzZ1kGBgh4cEpRe8lPaZb6WvO/mC6gFK2hc1KMvm6MXxTT18XYW+gkpJkf3F9CvHCn3XrKmK04T6/BPSlZg0GH7NDr0Valftk9Q1+fcuKimLgqxt6W8VWajHLRKZGJn/kqYANybR01OFDaUl9b0WiuULOxUXvNR4G9kwE/C/MOd6NuYefJJp5bzi6infvc2rmFpu9JmjDJKVR7yoEXhH/IoB2jqQNdnNl9iH65HXjx0ZRaQ8tDotNSoa8BnKs+atJgEfWZGt7cMaP3abl2U2FeuyNWf5aJLe3sYiL5MI7So+GXjfHLYuKKmOLUe0+Gqz3DebvUatuqeIRFPG4dZOvL/qckzWUJLXJ77O+yy+f/jlj+3kye48lxtGGia5oJZY0F6LJhr0uluxPd6NxDWd0UnYRL6sz/crHTHbm5L1d+VulHwU5uTgLgo8MnKuIc3sOh4azui1MfqY4RoatA01tydQfxXFt3OLrwDmxgOgaUuxsFhIEhufAZ1ADmcDXzofT3CzRVIkReTrwjswcEIUZ2x1igq3TWdPCuusOqgdrOSgiU3FcGyMepJmboAhV0jhun/gbk27gjsztimuCzn8s7I5WWJA1Wk9qNAqoleBk67Vx/SBPQ7lm4euoMuvCUwMwyURTdXmOLtf9lIZYe5ZDDBcys4OULCHW+ReeMOPN3HXQJi5eZqwbiHFLCWdFeiIwTOMHixaJfQlPwi565oaYuEbHLnkcl/DnibFTLcp8nVi6aYff68Fr49P4kZepRY/0nReBHl9zarpx4S46+iSAHug6nL8FZEXnfKBHknj2tQCZEYFBA8YNqqiLzVo+fpjW3VvkqQa78wVqjucLIOsQl8hWeMJpCwD3qGBUdEbphvzZhNQzFT4y8BOT2ZiBvEpBYzi7pgrFnBdrZqHa2+5A3NbH1PqnKRQ2XUwLt0JLnS8rIslr+VsK3CTe85PQF6e9jD5UUkzl3+gGl4mZ8Xa78iDcgsh/umEMvSl+v6c7oktGaql26UpAswr/61GcholsrfpbjjqI9zDzCH9S3xeaOsfKr6Dsv/Bl+sTLSzyDqSZ4s9TWmdNVDqeMS0eH6j1ZqWHtXH35v28McjamUTVNflfXUW6Zprjt5JbPx1R79wrCxfjG8wK02N4xbCITagsJwm/StHzktYutm94KILWGeQYil4U1H+QGiuOWvAdYyW3XVpYen+0GwJQLch8X4a+ymSF+B1834CnxiaOuQ17xsoVmltrNNj46KBeqOck9OScfb7jbbmP1cPtXuMzunxeRFNf6WMbWtpq7im9LBTX0wpPHlya3YO7RAfZXgZ8uBpVR2dOqr2ddXTn3BkuVPrBmvMcarHIe7URf2qlHWkdMR+LluTgWgHdD5cn3PQOubfEdNbaNhBlMxyAjm9A1kiGf3zewdc/EfomPUaM+DDdbTYCNi87taTMKOrloc1QjXVee94jgH/KTrGSeH6C4mhp4SZ//Jh78nVn4Q8SWgjjeG9xFOWkwMP4fIqenLYvqyHHyG7+zymTmMyijDPLswPSxJjwcFa2Jme3dr+kk4g2d/FbkDS2/ErGIf1inJNUYpXo+GMUuBPGH8q1wtCAo+QHHezxiaGOkXb1xlnhZz9An2jnHmC8aAfSQ6ZG+bECexAEeKpzVN4RNv/m/Gxj5N70wGP+nph02oI6xiS+bKL2LzjsrutEG+21dznzHbRNo9SRUYE+vfIjJui1b+q5rhOAcUB0IMUbPXRe6OubkDe8mFr0THuAY2Kx5D27RYP/PGLa5yBCrAmEI0X4LjBzVyQMg1WS8yTn8i0MG4D3+X03+jt4nhLawqH0LgjtYErdqj6InYVda+IKOF4V3RfUpA8VtE9wGBn0/3xUWL2K8u5pX+tz7MaNiLMH0l4NMDHxT0ZKrOabnwOWuzBOr/FJNX8Dpqw8/DQ9BSJPco8q4adOkGR9XkO7S8HH9XTL7VllzhVznGQl/aQlBPwWaTe6VwP6LHoFeESMxHCBQzU38SdAnRhZS9qQgDRp4zh15G4czkJfrOau15TPh7rfVASOT+N2LOjmERXVH4Wl9W0XnlZxtSL6cgWJ4uRQx8EoAnG14yD1TFj3D8t48PxMfepD6+JBIbIntLcmulmd0XQy8rX4TfDnEdXGFpfXntsXptZ+UWC4+nRU0dr6xOsvjP2gqbNXCd0NHh3o30Z8zwrLn8rcgeEPvJtZ/l2Ftc1tsrnWmtmEkfE6A3IZKPwkAF0LuLFujBF/GpAumbf2pG9RRg9ZD6aop+9oqfzbGw8Kg8bBXr7TNQDZ4U6bNi4yZuDm7eoQ8o0fcEevysKzlTu6+vbEZbtwPqAcy2m97QA/JZqdHH9bsfco0F/piWLY0TePP7XAXPHp4qWLIbJR2hxxrcuSdNDz5AwzMisiAjSzK2gCmL1T6HLD6Lo9iBswGFrcq/OsfV8OvaUQMKW2JNWsJggA1mgnn2C+ZrPjX1BflfVbdYUdtZJXrhUCossBygV3bPyrG3CUc5Vv4SKova/FZTIgpHQ9ZJsPahhn1LGQE+GFmvoREshb3QyRVt2tJd2Z/B/OjM13Me17jl5EaY5aa0kXnKmLwKl44pYpjneE5J098eOfEWxBma6dK37OJnKjTDex5BLyIsK8Oi/QHsVeH8uLrrqGfHFPqKF9CbLvAYfW33P63WfsX0IrvXuvKdSGY5VDrMM/KQ9A+ooRfQ3jZ9UdGMs+8Z5K2xMQx23mbTEX6i3T6484joZL7qP0/TWZHdhTKm0/xye0ZuT639JNKPIBxPK34IG9DZesfEvwZG+coZn2jT/j7R9yQ+JaYuyDOf03yUAXVPZH+WqXMG+1uabq2JJXB/ITQpTn+C+kDE0++J2XdVYAjaGs2lkmfb6KjpcaCdzmz4KxvuwzBTdY7L0x+jkQb9dbtyalv5B0R7HNWkvgH0SBMhb+zRpnF7onvecHGBn1OX+UW0CQqfK3vqK8K/oj8tDIhacEX7cOpDuXkXLhRn98TMdRkcVlZBJiLsUNl1DOqrKRLSpL+PPpm5RnEJ3p6hacSg6RfCY5uCYLuJoiUbF7I0ARbkQaBUgibr8vSnNFMnUEeuwOx1JCigEFSXenZL69RVAGdoQiLE6JIcf1uMv20kzlrdWZ5EeayCXd2p8MVR/Jl6RK7+CKURn067xvgFMfoqsgTpO2viiux70kALaNq01pC26jkD47iZS9gcWxGRM5K+03WMuCddqnxWbLSx2sgqEHVCi7k1e8RFIieWv0HQ5QZ7Po2+TAcrdT0k4FCXm1bf0GHyQRP1maWjp+afdUSzvCBpDUWPx5fF8ve4bUTgx66eClo6m2HqHAs8PYN97jknCBFRMrCLNr/Bl9n0hRsF6RcvE5dXv16N7PmxhvSklLdX9P5JZn82iMCz+3DA7n/acPMOu2NNJzfUn+wWT8Gbm/SXkpW9tFLFx7K8+u4I44+l4Nn7hTwgIesYp+sB0NTxy2sbW/kJL3xCw6xy5Zv5Ak7ThS+wyLyIncYXbSQLLweocMxRbf58mrm3nLsaqf9sDUgHTEGN4KCgb6zxy2L8qpi+KtM5o7VTaVVNF16aWmrzF2lrWutrvL2wWitgoEi4KwhxfpSzdo1hJjd+2aDvUZpgxZdVa6goD5D3qrWzme6+35f6iisqTwr2apNejVGb+iqVseMUVdZ7LsOGdLJt+sBTauIKMjxmrsrh1wxvHytR3ebENuK2ocDcFwufobOonUv+0I0WVSdp6Wmbw34kHe9oo+icQGOkMfg0crqBMbti7aYRXzHpLYAkAxAXplmDLwh6j8xArucMjH6t2glLxGt2B7rBD8640fs4apnWkIkHlS97j90y70AD7Fll2S3FZyYoPF1l8l2Dmex2il9TDYG6MZJ1sL4nFU+46fJA5gfS2+9DhElmkbfmihhcCYkUCtRPJsX8ZyjPg5J5IOY/Zo+WFJgwvmqs3ERrH60E2dx74vS7aKFBpWXE7Bg3F74Vmzsye1ee3RWTV4QnohgwDJrkzW6jAnOLfVAXvgShuRhyPJ1cMKl3u5FAvyJt0K1dOru1w6TpCYvAqFj4O6B0k2j8vpj/B+aaOuLczWBZnBlYEy+blwG5ojV0ShKxxJbwMzwLG0Pr0PJM5YpWD3LQ2Xr2XXw2o+zp2gQFwm+MrfPjqnNaLH6l6ISfJVC/q2au09mQzqjp0EWb3TbIp2fDnZNi7HV88Y28aYy/gWhKYnt3Kt9oFy+hvjLxTQspnohIbYit/2dmuceP3p5DLzoG3xRTF8XEtpy+agw9o/uv2OyRkQmlgDGQHp297gUR4Q6O4ACf2Hx6uy9dpDQesYDz+KOKSMj75u+la14m1uXGL7glhI+FHTX6qtHWJT06SyPKiJiyahFLKjPrkF4Na5aTHKXUh72la7J7Tq58q4idOLxUTF8ysGQPtGV/vPBEfIak/yTWf0YFRG5Pbd1T/S9IL9+g8aYtb093Oq/4HXPUQ0S0FPI9heRZk/NpxNYe2hT7z+NC8iJ48EFQX5P/splkN0N9JzOOzAMPxAikak5DcxT0x0LZpvftD0S5v/tJtnL8pOnGFun7pvuUom+I2BkRW1T+UUt5s6ArIJvt8dMKoY6J19WewREx+hc5vS0mLiIHKUazug7DDFiVk22FOtIype6EqK/UEgauM9q6s2tKEgBMXsSgeX9iWbR1Glrlgxunzquwa/P7AyKfJe7VHeFjL1D3uUcQ+o7ZSlf76bpis0sRxXnjRuYpNX2drkM5cV0Mvig6BkR7RNK8li6A3G2eqe8apz+HzkDH0g7DT6UbBU98PDTSq0p9yJ2DSePA8yipynFD1+qPIp6FiOG0WEv6M3LoZWPqGkLkprdV35MSRVmaiDqFswGPGWder2NJje1AQ3BM6X9abrGfJwc0i817jEM7av22kdYB7knT0Z1PxD4cTVLfEaU/eJbq+j1HWPr7zN6nWfG7LBY+gf0pJzrI7L5Kn+OaKBiQYjrrihlExZ3j4tSnCHAntKMl596T/l4TEfZdMr0FfTW7y85++6jiO/0ZPiGRx5CQnVPi9N8BljTXz+0ZU9vS3y+d2vUkTVepAZPDAxM2PN/QPJI12yQ8Y1ysNBYYzKrGrE1Z/IszqpDikASNw18kih6/2Q8lT7jbiG/nrtNeAWtpRu6KcGloAcBOkPpiUrvUECEjXmiBo/wWRNcMmqBcBZ2qxnbrYZ6Nv4vdCdHtmnRivRzrF54RS1/hxcrtqOwOvsUCfZgNuw5dRg9FQsswk98gRIxDz4vxV8XI68jfS5yVviGLWA53JlXoOSxIjiB5b8J0JxT9N31WrH3Pqviekf3VGP2LGHmV9kFOXMa9mMxToiONGwqe/Bq8XAbpHwX16SbJ6Dy8XiB/JfJAkvpdSK/+8DDF0YH4Gf8SObnyg5m7z2+WO2L4ZX68x3DFrYVPhnxOkJeqQxTxuS+p4qty5RtUS6II/Fc59rrhz+i4PKlDz309ljyYflSsfA/T4+xtFOEPvCj8/VDdkfiXlt5jKpmNIZ+Hkwk93G9Jnwy9j4rVnxTfmzNpx+AoCwpthPoan9dWX7IhGfD3nWc3Ur969OrEh11k+LDPHo867ZpHKJT1W6utZxXzBx4nsnvMYzgJ3MjX5hbOGLIcYisiuiijyyo4ivmu4bWqMVurgVZN6msPGPREQzfLBUTnmBgm8LvGTipXULvv0Lyn5cQAdqZmQJ/d1qsUdlajPpS2Bg6f3tqtaI41dcWYvMIYcAkB7vhXJ/fIsdSJ3rlmTDut59r9Xt/Z5ShR7E1Rn3yw1FdYgy3yNYt2jS9fb0k3suagUNGOeXrEwNNAPgSyvY1uGX8fBygn6BpAL1burknz3aWvZWhSe4GiEPQE0PSBUl9TmlvRDqBQs8to71Z95+FluvEb6Cu7T29PxGxy3alJOOFPCpq2TmzLSZi7iP7nuTGSGcPJtYUl/qKR8uHkBdyFP7l+0hlWNK/tfUJs/ArJCzZ3t9k8A41zYu0H0XNWakp0lSPZA6E+V+k69YGAgvJ77o2J/ifF1FVj4ioC+jZ3uMHvllz7RaZzwkG4EhMOHcMdg27WkYFlC1B2Hwd46mMZHEXvFnSMVbX2Mw7zLOdnrN5S8x/jOnTzTYrQBATnrfuQCjfuSAS4pzhPImbSCzF5UWzcR9tPdk8t/UOFZmFXi6a7OAeCH4HH4trGRupEcl0kSR/Xi/9Ad9/GAfZh9l0RGFK6OrfCx7IZrqtZpYlYc67s9ffCWomoD99KS6JrmmbMNtTnKeI33bTWlLJnM7r5Yk6xZBfjFjLY3hgdw+LMV7Dh0ar47HVOVMuHT5Tpilb9JLt6dk4ag68YI2+qoZfkyHMimYOCp3vtLMEtadNiB10uxeaNaXR/pc+ZnAiiqz3F+Fuy/0VBV8XkO8hW6fkTXzkp5eE4B7jFcBlkcBidC9EV9ndZEB2j6B/zaN/FZL4AUuNWgkWzagWZzUbeNbF8eR2pL8WdjWnlpXdT2qArLb4uVr6UG/fg7JK9qUZf47OXZuvUlOlJPhzGa9bMs3ygApyuhx4cYPeMWPpWrOyyc9IvyJEi3vMXotJ1qydcXpBhuPqj2DrAbaOz98TwS8oT4zdgGjqbr9qxV+6q/c7XPygPP9fHFR+eBDIDe/6E4vbcgUQ3+E2j/7z0NqT1NTttfRCNWw9hhl0TWc3mN/HHiBQ/3uaajKQ/mlFq3f8e7fz/O53qunvi5yh2b17K88HokmZgIa7zjJ6R9EVL33PIfAuU9PhV7bKzexA82cHNex2yjZcJTqiRl7gl/Sp66hI5mmoYEPQ6m+G9Btr5Smo7S2VAHHIIdp3cTAhrmfCUHHtNTF5R41fUzA2ZWMZEs2Da2daI0NcYmNWivtAxqO8IclzDoz2k198YLtZQ+ZpGJnlSfMhNesLVqcvYJMEGYUzfU3QRKmKY6W01/KrpG5COLuHrMaZu8H3lPbG+Jxa/UDT/ptm840i8p+snT4z0yuPXj9EKGCmiPshuSM1yRdDruH5TbexBaFr53oTpLqKllYNzIPw9cuBZWKFOb4vpq2rgvPANaEnEjvQY87QM6C4a/KDSpEGYgbCEhOo/b6z9grSD3J48uw/FNXcHU6L126L3EQ6NKHq69Xu0ZLVNjBpP1P4iRfvPuQIKsewxq3eOTkLmKWNqG7WXZ75gQ5rfsNu5O6LnEfS6WOJPgiPOu2XnGHAOSc17cPWc/VAEMkhap4sqnZPLP8HZ7+yuiUSvPXnqY9ExYGrxhy680/8rWBOgnwZN8f19pq5y9PbImasmbRF3KHbNhX+IyKwBUOGjcNqyTU03FJc2gWSt0hPjGPoIJpfEEqf/JtfYcHXrPl704MQxfFzqDo2sUaup0tunwjMsVS1LKH4TcLwoYc5DZ04eySL0Kohpdsdbe0DwjArL6iZmkT+dlhBN1r+E4gQU3zcmL4sAe5yWIx8rdRpHebpvBidl5mm0+Q09IwefF/EVy7/Emy+zrJQo9SXkTdOroFhyUemzBtwdb6n1PZMm3KOvyeHX4BE69Y6YviF7n0RPvjthNe9hJex6EhwRkTP8nb4EfiYO1EKfu9D5pnErbkd9+cDxh6f1sQLpT+VLGRMWGyfXzZXvhQ4/yO7I4ZehteK0IGngBJDsIQxPWhHy0ZsUVZFxEV8yV77iHr87KPgklPUOAqu8CW2jonU85Y2r9GNi9XttJIvigsFnhb/furQ81QC18R1rROvTimJS4dJKKm+MwE+s/kAferg3mrsvBp87qQrPh6+/ndRu1HyKWTSO8Nwj/7doPGCR8I+DN7/jDh8tleG4dzdkyarqbdfk6LxC/SRsS9z0aaKQ47csIwsytowiJUAFrVl7cgbYecXLIFSP+vTK2/J1m/jdi34h+uKZuKSmLoupy+iwog/09qBqDVq2LqbmPY6XaK9oJmwO+WwJ0J83BQ1YDXuIZQ/K8AwhH3CUvkcn3iHoNbTfjKMDp9HRmUe7oIHkieKqzmBxbac8Yn1mI7BXu7bziAJdfZbLU19R9ebRqO/3Gw4NfmGr1JNN+VEQ1fdnaLxTV+XUBTX0knBnuMAsrCYuGus0saO5+I5Y+kKEppUzxiuJyHbWqegVp4ly+VZCsH5xhvKcGRJtvGm37gnMn5PaZZBNFGoe0wCmm8Pxwqz7WQIgIrkzj8NBjr7LEefwo0zpMsuIdDALBYZMgj2a/U9fhrnIwHPSlzBAGl2QaLBMHPBcRoBWMp7GtmjZvwRs4uKy/3E08MDc/D5+bu5xft2OWPtJpM6p9rA8hMaotDxjGmS5RhAxalFfBQDkd5hJw5EwnJxpAcXvsklnYOFz7C12eMdY/UGmnuBGu4h0ghVZvIpCJpp7X+HQ7hiIwvtQdg5C1HJHjFTOWL0lc/dk7lcBNeOumP9ABAaUKyRdSRWeME9/wUi5b2ztwoG2o0c6YsoD50M5cUFs0lMQrwePmdAsyt5wqhMlLOS0O67KwzxUz4AxOoMO5aahKTn/N3T34Rhvi5kbhu7xs4wru6SOHLQ9e0egPnd+T/QrQnQUnoPWF1/ET5i7ZPKLRS2hTGtlbk0yZexUAOAGqS9u1Xbqo+On551OE9DouhbMU38HqG/eQ9/jzLuiY8TaAV/ckuYKyXgFBQ+lnuOq/2kx9JIaeAGFBnQshZh1L6fPaWot6H4WDWqUhcsoyrDpzbiO2EZWvfbE+Gtq5C/0CaYmL5lTlw3chenh1Sa52jMtdRlncFTn+OELPbLEO5yywNiblxyh9dlVe9ZxTHlATKhZNJ33p8kodwIBSyvf05uIG2V3ELsKCGF3TV9CcZAAZDQkc1SSjAZanV7Yx4ireyDTfP6TJ1wm6rGlqVSet1GcCXOX7lNi+TvFfrlI8py4KPxDUqu1dNkjuR5FoXgpkzmx+h00XtyO3BXDr3DUO18kOOqEtXJfI0fRLB6n8nue1JCpcPZ6VPpxBLizB5hc/fmBprTXLfh8MCv//df2R9vcg9uxEzyQ31Eizo8H10l4Iqstbpmzfg/ird49Bxe1yCLfHRwyiAbNQN7NMsg456kEvwY6/fzgutag6hgQI6+LiSuoFpu5JBIrkvDjsOqyg7sBO6uUlTaNfLJS8Suy9JRt7ODiDMnOMS49vcj9Ett0+IrmrwC5Dgih7R7L5NNZQ+L7ncbJlGU2pgceQmCDVZ1HUPlOpJCyu8YKoWnoyVzmKTH5DlKYp66rkVdpQm9yaZY5s21pLDTDW/wcTTK4RIMQDOnw6YsZV0LFFtu74cToYMZzR5QzpJwcp0E45Mz7wRyrjPNkR5jD9/J7xdYs0p1sHfwLfaObGwQzd43VX2imqIhh4IUThZepf0AOPMc3Ry7Jmetq6BWepyZBvO5uRAK4y6DOYipZyVoFVVDPufufQzjB+i8WR23syc17uKNM4NdzDjek2ruVNndxR4+t+BWKOfN7Uo1bio1D0NUW5sazHiPzZ0IgOXlJnf47nSioYZv7KndbzH+sMue1G6ThSFqiTWBczH/OLM0C3am/oo+UIK29WyQWxdrPZhap3PLsfbW2Zyx8xm1jUZRrdk/D1AH0e4emvMb4O9Kf4ETBPvQITV8VuQNxFrnwcu0b0TnBWhl0V/T4oVjUUh2bBzCGHG9MEf51jRqzH5vr9KLcboUzzYemf6yVAMMZM1kKxvBUO3vH6fpjtPPD1VPFV0AsUXb1pLm+9YoUaX2HmFfWvHccCi24m6ZwVukYifkjs1D8cvdYE1DLewAAIABJREFUqLkpZrZlAOKegUa+qNTBA5XlmjSb7xwxBp8VA8+ahH99z6CZgi1YAIoufcJTFo+VKoe8dYZJmrKncpzgd8fI0thrHXxJjLxqwp5qW0xfN/qf0CGHpiduemOHip+fwA8nUNI5jJwWgQGro8+TPswAcJ9Uj1+N8s50vWfZ9aqxuA3+iW+JNbibyM1dFCMMvNTmTwKTECme4QLXhIXQpWswXQP4xZnRL4ThTZrumAkzzJ5W71DD3XE1eKkZlCr4u9A7KL4q136QG3fF+h5IfvRFA54uPco1INGoqb06exSBYvIc7rmgIvQ2HbvKPCv9wF3coCFEdGnXUH2G7TIkTopmsap+rUKLnkfU+i0zu2fk7h6N+o48O/9PM9tsbt8a1Qx/x2NsNgSi5PFmZMnKJf+jqe/4o9woxQPLSg1mnoTsmrUawWOL3ONXiFXwW3WSZl0hzhb8vBK46EGi0djryEmfgLYmUmeJKg3iKDOotyUR6Fd7bbYsZ1PYWZv6rK5CeHV6ZGhCjb2F2i2a0U5cgOVMW1BaFZ6dSuc6tAUrJb7GyjWPJ+jVQr6mcK5BPmwWI08qhL27aPkTT28v+t3RZRKbeWPoTIAT+iVz+h0x/LLy9UkATAJXglXNdR+NJV1nUOfp5iwHR8TOirNLOcKyvUun4XEPYUTSZYPGOUbBh0l0jSuBzvJnKWfc7Dsv1n/lO+u7au0nmX6UJ8FcYkrH7u+VA69AJp28TOfNGHhW+Ia4LFBrnvbUZzMKMporYtLE15uAQeLWHrQU0BFNrG9LTYDrv6jeJ+Ck6k5yxHxXxSaOQX3F5Gkz7y9jGBYnHVEofjrAfeqSOP05wG8T7S5QKXMH5twNFl74pHHlodkxImb/akUv0M9THyJEW/NVIivXf4W4CpA4wAKnP5YdYyamfTGkPpz+hCZ84K6tu3LmXczacU+hS/njavRNcfaeWr+Npq+VLwRdpe6ortLElBGdk3U9XWyGlg05BzyiaP8DI3L+A1itbuzST/axHLTiHPDiJqQjWuu8HXEk8opfn9SKH6o9l0RoFoqNtUAR9T2Q0tN4XjCknzT/5q2EJsT8Jyx+3gF+zL4vg5yOQDiKk58so758K2NCdAyrnsdF35/FwNPmwNM4Iu+A0OWg3mRe7ksdqoXFHMu/m+60SmzKte9xiyFL75S7avKCHH1BTV4T7DMk6dMMCeB58dCd9/cPDMoY66UYZyQUv/Rh6p2bnSSPwHhNyH2NSGT2A9HhnjRUr+gqIg1wte8hPWX0TRkYFL6U4Uka9BYm4vXbcSOsU9NmaMIYel5NvSfhKXBWujkq0J0qir87WZWsDvXhWvInROy0WvpSocB7V9ILOn4FL5+7Fy4pHg7TczPK0gsUW0M3YO6uzO7QJ4wx9Cp9Dhs+vn78HPTnzp+uE9nP6sOAxMpth+k/iexP9Il3BOp7sLPzeuTwYPP6Huyp+CNDRf0jPdmV/N6A95DHcV53G2PMQL4m08ullR3sMjzPuUnLIrYhgoP0RNkWULDl9Auz07aRr95wIDXbCCgH14t6+syxV9X0DTF6Wc5cE4mcautklY8ZzOGxiYsokfhqUF/dUs+OIurz0txIml6T5uvtISM0KsffVJOXxfhlJCPFllVbCM2NNONEroNPWV4vD6his8knnqS+dzTqa6Se88jw9sBEQlenLvs0EMcXFZk/i8ltMUEMc0OMvS0DPSZmaeHWyYsid1/mbhvru2rpaxWaBvOjkrNbVnb6tYe4bJJIL2S2hUy6hp0dhEDKkZDOIGtEGq4iFb+cRLnmcajPmQ9wx59h9lkJoW1vC7G8aHHM3ob3kou7+9q7YCzujQL2JpF6L6e31cALRMtoEbTmx83Ql47qbg8agR40tllC313+SYxx29g4wA6s74geeN8LR0wVS4VFq5JW4V/j4l4BSmONBB5gooYn9rJQHIFxP+Hx9BU594GuSjU374uzuzA3z90XqUeEjxUwT68BfZJoeVDMfcg573sm0d2Zj6Uvw0iQFLF5tfYLEthze625WzBQmf8Ufu6eqKLJXHhSnfmUeNhcQ2aDMfO+8EQwCaar19tnTF0wYa5wU2TvmEvfiK4ZhQAG7kikNQOVm8Yh2c6Fu64U28pHkTcQHBCLnxrrsNsR5+4ii8LfL1hQks6obODsNc9akLmsNft6ZPcMjD2iq9D9OM4hX+Spm+jsshzsYb7m2Sh+ivaG0YWjKLrLm+x7e0BNS19wtxUx/P8Tc9dFIMPgl8wnsBWPLuaKHtMZRwBj5nHcL0jTzydEZJl7/OKHrGiVdFZYj3pxKqQuSkznRPaW2qQr7VdoRMN/EUOvyJkrKLom/Os/b/j7FC6tBJifdTw0jAWHhAV+SMVA376nJy+N6rC4k6K+SrmvAayqRn0oeuQ2SD+jbGKtde1nfD7QB8Lmrhx7U6LmMCP1IXh6RKW/S0dGdI6b9Ibauq829ozsbWOTPkz+ZLgSIpC2miFPDIoag0NdnurhhI+uObH8FW4bbdyBoEfTD9B4Bn6e+g3IqqxJ78fkOanrKvEhuStHXqdPFRM7H8OHkj/SPJ02vnB+Sa6JZSvRDPyK0n8y1n55WFrfQ6Kdk7Ab/bcZDTSDndhpfBDU5z/RlVcZJ+AEcxK7Z3P9N+IZyyOfx1BRfunNN+/xI/RlQ59HoD76qliRUPw6WfgK5G1gGhyBw19aobzpljlwY+eIGHvdnL4saExeEPGs8IS4na/Tyus7eeqrMGJx5Bv2eOWyNQCj8MkLBn2DTl0TExfQDoHKRg/EPYfegSNLc6ETU/weNt09AOqzNTs5GVysNzAV7lI0W4W0hVI6SfOwyWvG5BU5eVUNPS8DA8oRlb4UzSr0fWVkly1/LbpOKUc3y3fl61SOLg6yjxhdU6L3STHwfGvkDBoCC2WBlbDXHKQdOdOv9hMjJVt3ErmFlCtqOqOq5xm5flNld7jC8BeZfoTn99COcNJoIj74gkCAO4t+RIn+Xp43cy1oE9QXYZ0wShRhnP6C7S5vc57VLqtn9y0ChG39bXZMiUhtIXOsks6obIQBypEgxM1s3Ua+EU56eozMo/LMJ+zGeYCQva09HcSsRl81HYxDVmMYdlsGx4y59/jobmOed+pDGRg03F1me1Ikc3KFp3Q46ltyc9+cfV90jPH5jIvQpEQp6a4WP9XcRyKABi0+bxkxdhF51nDB2TOWvlKRJROvY8IyWT2CCIZQPiKNqBVFAOCPyc4ZMf9XtfVPhQyDu2IGLYgwsHF3Ndc4V5/BChpXoVsPAe6i+4yMLKDUk6AlPM0aSL6S0zbBr9CvWLKh2tRX2Mki9MLkO4aCWyhy9KIzY4SnxPwXuCcCH9ddlPt2jBgsz1ZQX0q38KEbE/WWgyK5hfsFPVuyZ8uInNYFihY+lQX3FVCQyMfD6e26wypx1lj6Vmz8prK3W7P7cuKiHHkDTkuT/LXV9xSXcaYtYxgv9/sRehH4RU7jHEZXZOQM1GYvy0THSXEoAb9U6bBFviZFM21/olUvEHJGxFfk0pfGhr4rdEeMvimIpSGA88o98bJtSVfCHHxGoWH4Fp6yhcQU1K53jvMCjexPz6GA5jmhmkmPps0ew5fEJb38nUK19h21fkdNvI5bKjjYpCjIfdiHpJFYV6s/4hMmu4NQh5GXlb9Pas8V3/HVyJ66vjiS8NKX4mbCHr4HkaTL+H/qKjB24pv/2IpfxYy/KNqhef+SqvWHstZi1Q6hxqFVwyF/ni78pSencbCpssCxEi+qHV21g61HYuVapXb4rLGVxhMvate41t5D26ux8qputnjVGrLq+suuLts12x24Wf6y1rngq4XgcdZCnqbQv4d7TtHTIrloRhdFYpXBT3tgdpRarQQqpD8bYEM6n+WA0qGrLs22gAyMibG38EU1ddWcvIattHcok2bPBTeXQOnarD2sXrdp29fXUbRAoT6TH2+lben9CUHJcQcMOg+dE6iWGX/HnGGr+sgZoz0sIfp1oLXpWDWchSfaEmC1FR4+Ltvrolq4nMqqMl5Ytpc9bi0v7YGw/OmMbUV53xWoJsv76+qBXE0OrFibPSvKyjJRR3fxmhGrDfALMu2EYdjgisvBp+XUtpi+IKauYwoV6JdIaY+YExfM3I7MHRibe+bS16pzDi9Eyfq1VhaGkUliU6z/KDYPZG7HOHtPDryg2sNgpCokJsuRrHb2XaR0gYg8FvgVmVWWRSx4UgZ38cnMk8gPQEDTvsr+Aj8JzlgX7hBc6T2xtoHnJc01x7flzHU5/Aqm5nCDLFPSaqpweC3iwhGg6aycflVm76GjEk193NqX21E0vduCXQo8RdZ3RfpRLsHtLlp/tGxzVf4sBsUCXRTKFKvVKBb94kmqdl4SLxwxAL3oNOWNqtG3zI17cvO22PpNbNGlct9E+MRN0fsY02kiX+fJ1iCeXjkLbZAmba10UZ3+WgTHccXSWSJaW7slUet1gAWy99T8X3EX3x0xnWnROWqixOs2nZY2Ar/pbeHu4xPYJXz95sRb4uxvxgb8/dXKdyiD5GJUmQ83lzatblbCRDEXST2YiuHpgiRAnp462UwyOAgyz+1LIg00MX4C7xntWtmoqlYNuuJFP4vcUHT6nFurUmm01SVWifqM6LIMnWLxoTKSoeS1kzBfrdxotX3TNZn8E013KV5DQrp6Oa46qVyMf3hRkjI0JE5/JnF74i4Kkmeu4caHr7eU2ZIExmje80T0RN90JWXHkEieFT2Pm+lH6D2lujTBJtiktOBBmpQ8AE6IaOumNSur/Y/1xuS6OHtXbNwTW7fh8jLyqhp6AZFI01fV1HZ7/6PCP6w4Ak7CvCSCOTqxATFndJUVv1UFxW/00AWnhNzKVLvDX4rT1cuS1ouZQVqkVEC+EpyQh7hVK2YAK/GgblPikPtY82R+jq6L7K8ocM3tmhs7Yuxtgz7VfXy5VsCPSSdt5l369JBorN01138zcG/lQMbXlLtXat+UxsSusuLJKoxUeFCfgZ7SE9JjDYY6mNDQS+zvNTrHjZVv5dq+xH7uiIl3Wj1aT+vFJwY0TITmEaLL2IYBtXMf4EcfOCOvcbNiD7c1Fu9Ao/kN4nCv0nm8zC/pKZS/5h+BaxFqbumll74B5emmWeIDdXPRE9wHVxF6spJUI4x0hDUcabGTkUaPDF0PYRwVg3/nPTzG9dDsa6pvIjQh0HHBJ30gds3TlwQawWPLomMQU16TNTEtGLZ5WPrrqKf+2fqsBAGoHaOKPrmmUS1m0s/YmuHo5LCHTqvaUxuBmvkt1tD62ioj2qurfNWHYXbI8LQYu4DCP5j7XxXRRROA1CkdQY4ZDLFIqMntOOqf3bAPeAjWlPgal+yOI+7RDgSt3+vrew0rdVVFv3p5DHX9Y+rLiQWeDLHi94ScfFdMXjYmt+XoK3z/uEt4e9Xk23LzDufI7YmlLyQC3K3YA0EY4OLLgNYQGDFXvuWee90BtSOJlELzAtncR1bqjjnCFY9UhOmVZ+tp0Q8RC9KbMAf/LLPo8UOiw9r3InmO1Q9mP1rGNygHn5eTl2momWuy/zkjkJaHyQexErPNap14OjnAGRad03Lur1zCxCkOiEdjoxT8icY5KF3ZW5JoCtPfKBjVzZDZ3kBZqSUPNql61daFXAlFs/ngkFz8TG4esEwHWIWat3FbERr1PmkwTiiPzvGL4xUJjaKWleZtm+icFHMfqcAgWvXcMTOxKVZ+4PXsiuwBoa8x/7HonFCuKA0ESJ6BvqS0+Dn7vuoYRro6Jo59YvwiBNItAuZ9tfCliC/D+JGuaqjZCSu0HQWZjTBYOT5JXYhLv3SOy7mPUPlMhLn1mzHzrtE5Kj06Oi/Ki7ECaVNdyVFy1VnLUo1qjSjCQpDjx3EOkRWkKXj5cawhJjyFssxEHuYrX7JS9K2/0YoBEI0ptm8xaWfOfCk37xL7oV1z+poIDNM8WGqJzxuTbtuVJETHiIxncRsluYHRNcuta3p/evKJ6tWNT3xs0UnouPaDQqfonkEQPnHJGH7FmLyGW5aTl0XmaSOAVUlro2l+ekIERjnBb56uEHh7EvgVGvw8CavPrVHpry5ONKoyNfw4HX4vTm8iK5a/F5s7apPbgMfekP5+YDOdGZS28mn09iL0wplUkxfok4R9dPdhBoO3yV0ZWzb5EEBTVlxeCvaensyxD6eZURAP4VP6IxJr6K29fltCw2S5z5+w3F9w7Kwzp8+J1e8VRGZkuMvhv8DTBUHqCb7vxt6wdC09pP1/0NT3HzgeCo3827T/Pbiz8btT30nvw5Gpr5rWVzJ8eY7y4rszckok12AATV9UNM/gQlCAn0nIpz1OvPyUJpCPCz7DlnjYOSxH3gZcTd9AV3pyAzF6BauVdhfjXEetVR2htrPqYL5qDanQJL47p64INq4A9EIYDPJcP8TGnl1w4as086wTxf77FnZWo76maLAUtxojq4dIfTXWbLdOh2bUMOY9A39ma4TL5vRVOfKiDPRLbtiTY2+LrXtcIPSbWPgSASfEcu26aJD2JCrbw0ZyyzhHWHIXy2DWjs57OfiycgSUK/Q7UV8Vic+ZD9Ozob78Lw5enjgh8yQkpvU7OPzsHaPnUYMuRXeX4Q7BQM/fqwZfgdAx8TZmvcN/QcEVEQ56z7RXat2Cz7DQnW+uqOHLiJ5H5fircphra3P30L+0ucvRwPcB3nRu126q3kdpDw1nTEEl44zyRus8j54wboMriJHgsj3Cj9kPONC8UJ56D42R67dE/2NQzjETDRt0gaFzMgkDBrDTnqF9axY+U51jUA4JlhKrYv1Xfvqeyt43N+6JuU9wvx9zrKjRMS0WvhCP3JX0+OaOmLkORxCoYdHWQC/83+GCs2MQhCx+jaw2XaLpDkldaeypS3q21BcFkPBPoz0oOycEUe4WXef7KME99TfRMcBsGbd67VAHW2/l5YnqDeAWpvLdwpeSyJVd4xy/JRTke3uVVmsL4OfStxuitQ621nZT1XdDP4XINm7inPSo4Ig48zlHGt6F3jv3niCGtzIY9C5VrA2T8iidNBHNqeRZmViTiXURnrGO0ZcqeYotblnlfykQ4wY7QG7iNhO9B9XoS2ryXTF1UU5eMQafIAwwoFKmrUJBIGUMOX7AZpR6QvcLDuVrNflq0Xxo37CXLq3hfIh0ZI1e7BgiDaJoPyHwy97Dyc/uy7ELrbgIMzg5DMZcVZs2Pf2wQkHswU2V5bT3LQ4FnbxIPAx6x8Isq9LJQfp54sEfRdFw88ArHjO7z6jlb/h+EO8n7aFvAO/9ADe46pePnuKIokh49QeUuW4diNwBwut9CckmK+zjmlRaRXwY1Nf3X+o7ydFiYvzuu/HfcaLjofNnWynpNUh9tAxxHfrZfPj46J7nsNcVfNQGh6HUtXUgx6/Vk19ns9TXIdt9Jso+Q9LkHr/RN+T4RaTfTm/jTl6bH5YYENOCzKuBY1Ef1MgC1NWNXPeyDukVXXOKpvuTb6vxy3LqkoyvKMTKF4ozg3nJ8aSor3qNaCMwZh+rUFmW2SAc2i5px1pNU99JN+y5jrlCPiJCDpoWu7uN3ifNSc6jm3pPDP0F+jY6uNII9ti8rTbumtkDtfi/onOKZvMKKl+Y2a9LJXNia7c1y02AiBxgaOl/EbKw+6SA7TjPKkW7Q+orLfI8/JPFMS6IVQPPMHrtQG1b/1kmtpQzbgl3HrSWmX3PGFPXYG0yedGKEoaC15232ajBYPipHIRw8D+UrpDRDgiU9FpknpNrt4zNPUzsQEF34XZAU6KtPbH2q8o8wVPwDFxDPV31SC9qV8Z57OFJKKipMYArQdfwi3L6A7X8tQlGpbn4bfTeZG+j1BPEEmVJmcAv1oY2uSF5+iNUS6KY80DM/RXRZIQTroiKr6nlnwCQ+pA391vnPlIdwzQ7hCNIaI7Az4CHO52Wu+bMZTg0utPKhaQvRS8Bwfkm0g5pT2TXHEGp1Onhzh6UBDuTRzlSF1uSQLSMIxo7OC5OfUT7AAsZoty5D0RwUtKbCBYUrPhVtUUtpr66pFcw58yHKLhY4KV5bXgW2khsGemyMHfpLaE+d4H6yjYay4NN3I7uasBeYXDFKdgjJpwJ5U2axOqhSWDwxj36cJCbd9TkNhbw9houdp4sZ0v8CZNGd1wGhiS8srPWsSCQMJ3n21rUBzuNQNLUVpCps2Ltewny2TPpFRl9xRj6i+RbV/iZeRI1C3hWXGmrGMhZSRUcE91nhC7hiS6wuUs6f4AFYTBlp+zVGEcT/ZpKPtBaX1IEuKYxkRPrP5i6UZY+dUdfl/4MJDIPV59qn1Jfj/KnVeZ5ufKDyTnvyKRBt/A/5dTbQHRAeC8DVcqKgjjuTjZFTdrcJc01nElFgLr2A3fw7tJBydHXUFmNXL64dVBeS8MUybNy/WcuLriN+3GDLytff16k5SNq6CU7PvUl/kt9TY+WGv9qjPr+S4ZNna7/a6Ol1d/ShPlKvsevVWemowVOmV7pSgkOcGf2WxTBCcz+2xn5Wn35tsBmhD4LxnxgSzy3UwRHDfT4XZeQ17ZFakPpClKtB7bpzMCjqnyH1FdnYKMOq24TEW3haeS2T19R49tIlo8uKCfzJw5fM174qIx3LJWvpRLwqobpneA4UVr7HUGxjPo4aEEgba8bX6h9T9JFiDnTxGU5/BK+ZR1hlOqNv8E3Yneg6qx+LyMzqj3J1Z7Efp2iY0StfA+xhSYWqDv6J4r9znyqwlPKGToeuR2T+mqP6tSHn13SlZSOKMGwyN6CawgmTLdF+pzU7W2OLkWzlkBf6+BzYuoa/G+nr8nBZ9CU4iqkCNSuvdTorusD2TAGfVxEgF3ES2xbd6AtUnBWtw5U7q6kR9Z+ln1/EuhBjRqHYFlKmDapDCfq7+9i6MX9AkYpX0r0PqmIfhe/hDKM+eWesb5jrP+CyTeQL8ER5/RcttYMjCDCgcAPfYwH4szfZXAEwiAtFt+U9Cwc721cUZv7irAwNAHIdMeM0BRyArfu0xPR1zT7kegYlJ6Y1IZ+o28hbmRrFxoIgV90Ac1L9A7y5PMDmz8PaA9zRtm/AQKaST9DM2rhUyTLbyBjQ8y9i4AHnJAqxFWCXo3oe3Z76ETPId9o6IXKF1tkaloGBHp7D9dfdbu1qa+REedmTg1IPPl292IuHhw3zvwvPhZQEbAnZm+IzgHLo8UGZeOE4lCZILsNiOgZHAWqLhfhUmOFN9TU+vza6iZh7UNy1Vz7WWR/4xLoPTl5SYy+jHfi5GU1cUUMPG5AENYJDTEL6uhncJgD3Jf5HK4gz117YFrdXL+LlFdv+PgK9/Rykxudw7iIroulr+gilBt8u23sTeHrh+pFn1p0FH72nPT14OoNTeFSSa7IhU/FJmR5WLDSKQpk2ANGZ/0lT8AG8yjUl7IUPzrt0TNq8RuRvaMIZTd+orezpD0E6fFr7dOmspDyWmPrxvJ3KINHL/SBGH3N8DMSa8Wvodz2o4zi/kb6TPgv9TU/KT8hUKnLPEeAov8Ajvp33//jjoaUvUrqK1L82gKWtyd9MtKXa5TjHOh7omOEqzQ1WXmrUF9t5OOGQHpuq5dYSxJkdk7IkVeM6XclUd/sdZnMClcY7pq0FWdnXvFrtqqzrrhXMqTlFsPg1xYyaPdCp1G9NvmOgTDcbeT4uSIocG0PswfMcW05W9owSgCvAaHPhvoeOATWtev89xw4Lm33QuAXgLGnK9LS+2cxvi2nLonpG+bYZWVVLcaNqW3cWN28pzZui9UfZceMcjORulmUjq6o1e8MmqNv7BEdqa09cfaeXPhCdExa23J1tzgxHmo9Z+PDyU9x55/r5K5FKGkx5YzI/pdhmpfbUet3xNpOa/Is22+ialEh/DAthl5UU9wKO3PDGHpe+IdRa+RhNNLDVuvTLWfuLuEJQxDzdElnsBUaWsKk/el7VuZuEl3wrO4e590xI2GCe9tIP4I79O2x4pW32AQzHJPuqjzo5Hk5zS8BY1E2XYirvvNqhsDva7oM5OY+l5/dBbX2PiHakfCOK82bkO6Igc7JAWP+fdBdlhY+kPN/E8FBuqKkMyFSW3L5Z9jDbNLx/gt1m/NfcPUgbbdHdE/KpR8lSrzuYaI/d13P1xVcFtJq+j0ToijCxI2lr0VkjjudWH11HUHr41JJZ1K6u6H1sZTHcQ79INXsba72/E3MfSA7J63KxkrS1ufwELTih214h4/E84/bcakrnudJXT+Zkl0zEjkEqzKxaFVI6jVYT+EGP5c2hinT6xpRGotrMg9/x5RX87M+Frc224gD2IixtRERjZmrPO3uteU36eXn+vhnYEDBLnsRDNZ9GnmAnrylp7fol2Ktj86PLy2h7XD7Fv1MPyazv3Cd5z3cKBl6SYy/jjjcqcsc5/CMCIxarYYF3KVDCAxbtBldxdY7R3mH0w+qgLNp98sKpqI1+PWDvRagutMykTNXf5C5A7XJRlDDrzHz9AKNvPQZwrjrHYLo5+1V9O7omhcrP0OQz+62btxFA3/nKKqvvRl2iznZo24wyyHFtaYZellRORw9Yy5+LTZuitVvW+mIhl7R2h0LmL1W56EvaXgiKrmF0DzUr3J9Ab3u+oXDTai+E93nKgfiSf6fp74jkdWJbPq/1PdAT++/6zga9R3WeR7inGzz4Hs3PA/r5OgZSd+1HWOsv/HChTgH6yk1YKyYLX2Hal67V7UGZGhcjr0hJrdbJi+aE5dFfE05QpKY0xmypEXd4Id0wRPs5SsFP6uHEMQouRJVhqfV2EUxdUVNXZHjl+CU0KrJUFPloSenrCz4rMl7NtTXWG1nfeo7Wd5rKKTh33M4uvKHFma3T/o9YtDMtf+8MXEFqXRTl+XQyxzJRSiSNMYvIB4td4AyoZUvZWQOsd0ApIRs7zZCE0bqnJk5L2Y+QK1d7gBtJPMfYzLnIJ4ETUlHcZbDH4xDe2fnAAAgAElEQVT6nEXPJSyxakFZDvUkzcw5I3tTbrBzyfpPKv1Y3qUjDpsQf58x8IyaojN2VU1cVIPPSn8P7EAhNOWr/gBIlT4rPJx5E1ErD10vn4R9y9qvcvM+8/au1GY5W7jDLVdvi8yfVBuLhPoQPNGW9q48HtSr6nRVITob6quUnqKWowzrmS3OaAtqfWOK5pqZ83L6hrH4vzhLOFc0J9s31n8S/U8g9oMgxBG3checcdE5Jk99oFDQtaty98QpulRGUUDriarUlli/DX5DIPh9ojtx5kMRmlSYu6dEYESd/pzOidq6qzbvIgW+Y0g5U1K7Mk68JjbuGnDE2TcWv8HMnkUw6c6bnbC5i33SnQ316bY9q3MP4qF2+AyNm3N/54LSPVzns++Zvn7DXeipowMEfaHD0x0rAryyfILKRIfqu6Hxj41GMa3vPiUsoWwFaQoE1a584ES51Jao8nvdKtPSkku9w9YaEgAwD4tFdIzdi62nPpWbusL2APonKid1h1W+Fw5ddtpqP5HnFpjxyK5Z+laFVw0dUceQFnNK+h6L3TW1KqXj3TF6EQuRXJMoDrzFFYy35eTbcuR1ObUtJy/hzdj3JAqAwXu67jRtHU5ghM6e0sxJP0NjVmEktpU3nKyVY36c0sfmK0KtRL6ktSrWx+iCl4lljdxoA6ZLcfwNGejXBGtC8Uty2mFSW7xIT1qF51ipRrk4XF7Gryh/v4RbZsJw8RO9PXks77GB1ZPKbzgcqTzh93DHZtqgq5rAL/uLXP5erHzfOvIXA0cUt6o3PVy96es1aPfiObH8HZd6wkRKjr6Oi8fPnYoAv2Q+if5oBZ91CfD/PPX9B2DSf8d/zjgi7FWp+dTaHX2U0DdTfA32X/EFGRyVphvM5uDuOwvkGqO+0iHNTmuBwIAYf0fShHvqspq+yuYuIZMYD/HufmnBHnuuPADko9HShsFpfsFD88zwrDlJu/SOmL6iJq6KxJJEgGE3h3EHhI6IKCzfDPU1Vdj5O42Gea/UQKXld6sIPdZABgNNGV1R1f8s3yy/IWaut469gUkA8Casxq+jzhO5AvfF6neic0i5goanW3qYjX3Mh46wnL0OnWfjnti4byx9i14aF5vHwOYk8EekPvtRWFuUy1+fpZkl4YTc2jWy+8jOJoYBE8ZhquHJqKFnUeE2tS0m3sG9Emt6hPm61JhRz3NFcp0nj5gVrEcUvXmAxPaz97naE96exuY9cfaWWrtl9D9pMRjthjtowUyDIl4j1NfAaHHFWpwxmJo4iYjigibZM++qhc/Elo4c3IeL4NotmXkcsjDNwNrDyoFWRqRFe/sBe5u/QUqlhZe/VB19wtOHI6LpLCpFOdHh3D0ju2vMfSw9UcOVNgkbQhNi9XtkWmTvyNyunLluuHsUSj0zItAnJi6Jrf9P0cu0elut/iSCQ6qd5n9hiardmOHhqmYriqDJ47WqNCNIqAuNmfOfGhtwdgHwLPyDrn8T0BVRnmSLboSz0daKkOyI55zRy59G60F0ndnvDMwwacrujEhPKl/N+GAHxy3QFtN0sMIRbQnPiaWv5dY9BfDblXMfsKV+r3KlcRICSQQJlOXaaQajb73wpOieE7SG8ATAT7dvHUqF+eV9qYo1JA1/H8LKU1si9xsH2e0axPzDb4jRl8zJS2KGvrmumYNPC2/G8GbofSo1y/mYHzoHVXwDti5EfZEFVH5aL1Deu/8EsuAe2EC5Ix9LdE3rXWyie0eMvOFwsXstfZKDgjJQ81wp6ecWPjrbRNd850hs3TPX9ozpbY1Ghhd5IYaHC0R9eUQvg5+Tpz5GKU/xmntwPS98rlZ+JvCTqz/K4VdUgAg2o1w9BlT9hKCLiu8OSCh+v0iUeu7C25OWhOFtEvfC8GXUg4gIny31HfOVxdMrqK88k63owROho2rrKXv8pDZXvMLah9P4MR5hx8zSrZzIOo9/kkuHBcDVFqj7AlUe44m/iP/x4ySpz88mJezvgltl8+z+vCBiC0ZgKB9gkG/V0zphk9QnOCQdWhnteWgU3SnTVxGhNrMtCfxaO6TFcpz2XkfoOzrylVCfZe4S0Acou2fU6Nti6ro5sS2mror4Cqxo8ggq4T3TwWWfD6SR7/dEvoapjzCv5UjUV/bE33tEpCOi6Bf67sw8JccvSaL9qUswqPRlUNJJX7STVzG7gmXifbH0OaaeTg4Qd8b4lzCq/vxD5vS7cgN333FfGfV7Y9xGyL1PJ894XSfNe4cjb8fP6Wf95+FOicLFfbn2o0qfg/xC0IsOvQgdtRh4GqWeU9fQo4sev37aJenWsmG8Yb/NgtwXRQJB5imx/ouxsYOeHJgWoqsNPS3n7sKKvfcxlIO6E2jgscwqH+7AC5pEPaErpgh4aCbad15NXRfLX6H5Dc6B9yQR3fotmX7UAhJnPsnQmVAdY7g8cjuc/LEnT/0VlvreNGZv6UfN9V95LnsAf6DcvTZiic5J/Iu4q3NKzH9KK4fyvLkvZj+ENb8nomiC6+tR4xfZ45HO1a5a/Y7QyHCzRoRzm6ZLHeb1rqZ7HaUvjiOF+063oll157g8/bHa/CcO8+w/1ewHgBY0VsX0TFrZd7gl82YtR6a+OE4gXV3d8/RNJHR/WniWJutS56qXyWUPZPSwP4rOlEsKXxRZRwtf86mgF2UfX2HBEabQHtZqKtPMU3m4ykBqC09DtOwcQzWvrwj8Kp9V8vQYZ2akZGIThHD2AMLXxm019oYYexudflN8F7XvvGSnGeHpkz4rpwHgGhgTkUXu3Vihr3WJUs+UtVEt9HmOggctJ49GlYMtWLwsYxL4rXyHuvrsXTjrjL0pA4MykOCIOSiixmEoBe6MGOFTaMHVDqibd83pK0S8Ci6gaRYGNdWkakqdJzqKqQ+JkSkjuirOfIo7O0tfi8Wv1eDLjHkZHdtoXR5alkzl5OoPIncA9svumiOvCl+f0jyM5sbE0V7BRkYR9ZkV5FM2fTctNih5vBoDVBuNAEk1ADsOkR6H+o5PpLVPVN1jb5ZIm6K+olfWnvps13lk6vvjE2nl2T7CdX600V5a3nmcak+HXxB3tXYwznUo+srHF+06l9as4zu+LaggxPnyqXqVPXgNFJQ6AsL0q/YuNPJ1jqjx1w2dmjB1WSRzytHJ0e1cVNnq4QOsjXxHI8Bg6SDaDBPKGi76V7cKT6vJCwbtD3+VyvgaHF8sA5huLjrt+A+ivodX2PnHoj4H8tnpwJUbNXstmT+3TF5n8eqSHHudvudAPq6gMfEOSrlyuxC+lr+X3acUvXAoaYtKR7fhDiNXwNMLZ0vIffDkEEtfio4phbLGjgdPfdETQj5eITfgSUIaV0I5IqLvMXYRuMN5wXcQIXW4TJxmVObAcwqo/I6c3pZDzyt/P9d5Ruqbu9jab6KZLSp6zjM7cZTfBrt6Zu8Ymwcqd0us3RLpsyiMdKcMZ1Xxyi6w+wSpL4Y3i4dvsbti0hFj8HtXLHxGjEpoimTzjXvmyo+i9xz7eab4nCSVM8jTuAFx6n1Igjpb7MwnMjBsQq8YELFVc32Xk/pucezYb2LhE3qK4WJLD/pQWvgC9Z85LiWdvm7wbX7FpYNi6i0H8Rhi7nfF6reCZrruGKa/LnZnoUvd3bza5kJ3H7bu0sCTFoFxufSZgRTsPfop5j9WnSMat6Qu9SwvsCzUdh75nKPoVOpCWZrXRuZENAu1KrYMGcffA+XZewS/lsoKz9rQyCKeTx9gr3BxlHawXyx+Q+96ubULZ52590SQNRnLWbGC2bxJaxM0pyfiCk+A+jqG4YWrRbk61JfkXq+4qQU6xDnsmBt3ERm6sYsAd2IAQr6pq2Lyihp4VvqZkbxaC0X3l/InCfwsa5zYKk5j56i2tczvYe8flPo8LGQ54rgG3AkZW21d/RF19fh02hNjbyJgxtdnupOGdRcgw3opq690ertOidUfzI0D3Maij7KJS4Y/j3n+TF7zfFhSZxH1Sd8A7iPQRCt6Rpz52Fz8Si58oRb+IYFzKWvfwHLpVpZkoa4nNhD6glIIKH4EvRCBtQEMWhYfVCLF/5RP6yvxo/K/temr9lzfliobRwLT7s8GEaLujL+Mf2wPrcqzGqoUNUt/qTxjlWe79jprn/MaJ6oaZFZ7mWw32sgj1XbPrNi3Ghdb7bPa4CHbvhbV9rPG61J5gVUeY43X1G5nWlrtohoq/2xrmAO5blNiix0trR0tbT6kGrhTaD2Prii4Py9J+opqD0vTKx3aMLMItyz/zCr8md+NFhBjB9jSZLA0vaJjXIy+yTnp1zDnTqyhcI7ADyjSIay2OrvhqDIK/y37Jf9ni2Y2R35YQh/hXBDs5+hUdFzhaTF5UUxfkFPXjbFLqHBDz6GLMUlvqPDcTmttup6Tx+HKixdzlP505I1YjunIUvz0dru1tZeO8qeHMSwQqgZIRf9y2P3prJ7IZ7v8kdnvSE+3oU36k65k3eOHRyIwGsk8IabeRXjDzBWDvncDw+gi8/cKugDQu3UPuUlL/4DHBtCrixvMNDKFUYA09YFkM261dV/Mf2Z2DEtHtxWIVzxK2urqjcLCerdLHsxnM5SF8lVm9FVL7SuMYj9Mp87fi2C+SNORwRetQjLCibVfRCJnuiyLRX1nXQ69SG9eg+aa0++K/mdVYCDfbpePfGiQ/VwcHogOqJjIPCmztyTNpAmhMe5yYeRdrm66KTOPKZdObIui5PKEqjcbHFKzDXCLzgPqXWGs0v+YmHlfLHwtzx1wOyJC543ln2XPOcy8dbw4uAvVszI4Jk/9lQ0GIWaKub+iPckTUQSQ6U2xetMyMs2yNHH6C9E5zIpfQoVmxdLnlqhIp2X6r+z7wu1zuPy25caBsbGHgK/Vb2RkQTm7ucEPeYNHqXH14OWAoO3hjkq0+cVbOkZa5j8B5BCWE5Cf+gC2zCX4lDyMUD8BMTaeXyH/TjP4yLyKLiPDnQYUv56iCskj41+qCLoSLe54i7uwtvzjbLsPxc9vqXZIcSTyXP4OL/cWv5rT24oI3JPiKuiKck19IFYNXi9qLGl0DKEQ0ZepxXv5wc2cLOnQJUdbSZ+Tqz9ZYW70ioy9Jobf4K/Ry3JmW2SeYmzoQSUwEsBTgGfCy+AQSnhii2zsuYB8Dr2ApXo9FPJpdvgYs7Xq5csYrh6Z2pSrX7OV0Y6xcYemENI/wNkeCZQ9u1J8UFrEgwOTjCy2LH7JOSg7UOOnrsjAEO62ECm5kw8OluoRIAM8jiuhIgvGqc/V0pcoBzjzmRh8FskfnrTBLzc+SCF1ZlCeSuBHH8V8L5KuOvoElr78tfrAdvV/6hOI7bS+kh9qrKT2JmrjQTUWqrtwjccr5+hFD5aLmbabK12gpfhZtReuQT41UKHsJFcjq8pt1T5X1Yil2jI1roTKnaxxHmxPS7UXyGx4ybqrbfz81DhdNS6nakda7cHCJVeD+ip5rxoBlv6uzA5sop1HK1uqmB5868PcZQ03CAnJCPxa6XHucDN9RbynR8XmSh9RsOgM8rFwHIID61Edk1BXpq4ZE1cQ5ZdaJ6wyTPZLbPOVg2VbHuTKSK8a/hXvoSNPfW2lPNYWlhYTdkrYdXao9qDqnIW7I9oOr4mxd2CAhqeH4dJRhnxFUHdIfTbKXvGfFTBWOcrIrZLfGlmyki3Ln1IBUbUfcVRBL0fFKCbJyv/aomON9Vfbt7pPqbIJxK8Dd0P5x8OQTQB+N+AuO33FGH5J+kdVewRz/dHX2V5yX20emEvfor6rLYxpuiOsXN2qrQtm/TQtm34fxXu5fVj8LXwmOudsqc9y+CzGv8rfnUW/Hx6dfjAPcs48pBUTYDEK2mKhrdBnYSTjJZusICyhnfYzLvqeAMlkOcpi445MPcrOljS6TGdUBPrl4EsoLZu8JKevy8HnhLdP6QrPSkvPMsJ0lVpx0jmEiBrHW4xeiNwtkd3HRI04Z5MjCjZ3VfZey+ptkX7UgOoYO6S+GlTjqtna56pYssYaXFoBY03SERfOBCxJtWNK5glJn2A0aUMExQFBHUS/5e9k8hGpWyU1ukC2SsjAsCDw29g3iKhzd+Xp/6XPVZWP5DbXb/PB7qDFcWtPnvoQRqneqHKlzM5xufA5LkV2u0Gfkn8IMOBKmr4eNfameORfCPLe2JfL36juM9pCEwl+OlS99qkoHQbuayB4kDGeSAZ7brjSIjRjzP9NbXFwNl3ns+/Dcgb9lvFjK3uV5MnUp2mHsxCEb0hETuHTOLIqkYJwyupe08PNvinuMmuWuqNgbZKynEWthrd0/l9xy1hF85tbA1gSl3doSp35B6Artyc378vpG3A9deVdPQvU5ym26ExZGyXaJ26nn/4MxxXUlvsQx8fmloQBCcXyjpl6TGz8YtLUf+MWbhOMv6OIAaav0puRELSN3kS0fmuLcenp47LGFFAzuiR1MC8imsbZO+RBtLHVxZ6GFjM8vZbnipc9dfz8boquydXv9M0gc2tPjL0tvDojMS0tzNaGKBldGioj87BOwdsTrIi7JD4rzkE2vCcnPPwp1mP7WAFO4Vo69b5Y+EKd+Uye/rsceh4Bob4+Zl0dS6iXT4v4JspcYWd6V9ERjb4BLRQeoQ8qvq869dVmhkrMsJ0T11hhNYrT8+BqM/VqnFODhUy7favc7fzPlsola8BMfm9b6p7GSoSwhYfS31ts96Ha7lVSTY2TVuPc1j6NtV/xGqPaPtj+XmO3q182tTZXg9bqvi41Fqh2Zmqvs2R525a8moxX7cFqK2nnKIU27vGjKQXAb8mIrIjECpygW4NAoDamMsBhsb1n7a0HyjGszScND2By7G01Qd9V7+BuZSLHFacBC/xamdPwXL+sBni2ul8be3VaGw1qWmspMJijAsYKDzL7ifCsHL9A36DG9BUxfV1EV4x2Lols58Nv7eI2SG7zo5201fdKVhu0eK+SwaqxnC251Qa/kiU7i7YYPNwBfRS2HFVXmmuc66r9t4Zg2CBVOqvvUjX8q9Qkyxfuhl+rO64y59U4XD1hMjT8mhEY5elsWk1c5Hi0A1hxLP4DzXsOrnUkrmsHLBGxmDSfnn4fBiQbuzQRVPOf0GJoHSS2xNS8U3NdCfUVjRZnKfVZf+pXqvsQ8Mp0vHrU1+KoLv2VMljJ77CsZKbywLakdUPPlnbVys8ikeU+Ma6xJCrw9Jn9T9OBE/vBEHXgBdNNE3F4tHDWn45xDx9SX9HOlAYwxPI8ieeqvmfk2m1NUGLzrpHFz5bcAcfH7ajeJ6QnLwdpVnQmbFDt5KnvcCfzCyfQBUrTMpi7XDPPfCnO/kts6uSJu+bSVyqZU86E1IaTIBmYu8iOATH/gWR2Uut74tRHpidjetLSGVWpnLn2I1h3a19uIJ/NPPUJy3opk+grNK2WviGuMxEXeWBMvyf8/dKRUDxxVDPXOUYcARiK5rj0uY2z1A2/HAcbcrZDiFOQcxvAs+IT4oopZwzNe/RLYFihQVGj+D01/7HsGFWW6WVMofE1yUweqarEuirOvLs45S9hj21uplBfvwjN4S5kfAX2JOE57irU7j5F4FeQH93FZZwV6/Ry9SaANiGCI0ZkWUROG/TquDiBA2aY6YpKS+3OQuxHjNGtuhbU4rdyi+9KbN5X09vK3QeQ8DE9+rQlY7p0DXrTPdLXR4NtGHvzUpsGvEQRiOaz9XzFed+0Y33Ib0w/IrO30fWa2zeyt8XwG3L0TRN1npeN8eui72mFlWckEaN2qvQxBHZMorsvdppLPZfY3CVv64J96K1FQScISEdcVYrVzqQk+Mn+gIZq3Jbaxb1jfwY9jQHiHwZjztuAyOlLGnTS6EhXvmTz1d/w3py6LvwD0s+ZHB72dEEpKf/pO0qx61EOv3SY3afU7Edy4e/i1Mfy9Iey73F07unOUkjN2mo1ZdDVnjpHh2wA/PhtOPwXEcCZwVHTEbG0i4PynYyM+T9Vp6RlE1nb2X+1uWwNCGkEBkw72rGZLtcDrdow0AiDVTy3fMdsz1td8qnLS/kHS2Cy3vptSkxrvHxVzqoNvtbez8YJx/aKKltPg1RW7TJocPeqbavavypXWOP6r3v4ZQ/aVmw2UtXZVgF7NeDQkvuYmmgCF55lV88lfE8ExxWYihdo46y8Vk5yb/OV70AxClp9gGXyYJhrPtHjJycui8ltNXVD0rSbpkrtQdmWlxDbvPy77q+rUs9pR32HGyqmPoed/laCbSH+V1h0zarJd8QkZyKNX6ZvSslNj4gWbGdjT1pta7e1fCOjRvB6s/8q4sAWHuX4V/JIqcxYnfpK6iFrQFQNaKzNY9VIshFBzxbhmlURbSGQ+ArZDBHMETNPoeR4clvMXJfDL8hAn3KEW9wpY/RtuXFXwW7xX8biV6J7VjjjqDak0+vk2j93WPoHzKkPeDb8L5i7LHxidEwJJ8Ohs+tQ0HPZKHslEX92WFgCbM4KKa9S5bPgrWKxSuorzz3nZ7mj1uycQCXztKA5ZXbH3Lgn12/KnkcVWCsiuc1P0eSp71k5+R4sJWduiIEXMVdAY2S3VbrpipVTZdVNY4ucFxdRmSfExm2Fk3mAUEQQ4G/IPzh7X67+KnsepyUN2o32CGxmqnFFNeqzfbyUc2qxorOIAJGQHpYwd3mKrhmx9JnMgfxRS5bbE4vfiOQWlGH40HCQOk5pWnSMy7m/YwH2rRHzfxWhca1ryfRjau0mSltzuxI9jfflqY9EcNTkpDvZOWmc/hxy4saB3DrACe/ol+5UCxS5hBi/oHJ3cZbodC1+J7qXhSuFq9Qb1SY0+YQG7HxJiWyZGGhlLeQT9rQU6ekGYtG1EYLBjJn7jetv73GIfIbdgOIqr9G1uOL21Fd55l15gPcka4l11uMpmAkhwJ2dXaKLomtaePv4AkgU1XkmSlZVbbVurtV09+JexsQF+pyXk9eM0TdlZB7u/1b5XyrPY6m89tiDED9X2vRyOWt4Uiz8Q+X+xa2V+2L2XXCUBjZMu2PWbheD32ErXW+pf2YF7BWUTG8J9VnL+zIieVas7/Ln0oG5fk+OvWWOvEVHIaa5Yb7vCRnoR+K5h5mBfiGQ8KZkYFSn8kqA7qIIDeO4vEXb8lWJc/CUEks1kKsmHnqqP7fyifabsAxOULpMs5GV70TuNt9kuaPo4gcMcywe2k3pHcGn1J9hS5iMCJ+R9H7cuqNvWMiJbXrvWEqaN2HdBfDxjYDaqHZkuit+3J0fhZeVdrX7lJi5Br/fORp/k73nRaCnhTsVdSaHVe5L2J84Cw8YHXVDZ2D4VYl7Q3GG9h5xKJCeFPVVTq9rPGIHaXWm+3X5zXaFjbBZTQawb7Sr3GLlGqodLFqw6h1RI/zTFNuUnZPqGFON+soLUGuAUGsF9dU4bzVehUaultoP1j3PtntYedrrnt7KV7xyNxp/fatfjfYXQ6uvFrzVbuSzleNqSIKEfEYHXFWQ40efR2fgoIWeijMwBCMaNAPogrPENP9hjHs1ObGs5BK4GFCmR7SG4CXTMSTG3oQxxgQC3An8ZFtQtYZZUmP/zDYOTrAt46ys+Sx+vK2oqrOy166yE8/BrjbuDkX73DnOptiXsFfEfvFN0d5tgCFD0GG0o4yjo8p6ih+s0sVXq+muOvWVLmBDfZWIePiUika+Ijqyp75qHFgmvlVbuBE2q0aSNVCzKZ60FRuLFpCOiCTScHcBZvqeNiauycl35PQNNfy2CPS3tPNclq6BR/Zkjo0lV78SvmGpRUJXt3J0yfY4vCUdMXoWmi5yO2rzN3H6KxUYZskuim3V6O5z2gKhHeC5qvCek2nNVvpzVkhttkJf/hFLheO0buHqMhwRNfi0ePRf7DO5RzAmohtgCa7MxJSdprYDL2CiOXVBzLwn+p/WEy8+KKa4QrOfPfXl/Wl0mh9cOqKKcLHnGXF2D1VMGztooKIpdZbD8Wis78iec7zkME5stS6yunKTq+J3WzipBBUNqM5IPqWQ1aG+88bUdbH4lUksRFOxLAuki1+zVRXP9WkxWA5ytHRHj5r/u9z8J64Wmrae+Qj+sTB4CIvEEk3lZfaA6zmJePda5z9X7gHTlTSIHkMTYu17tbln0Cx/88CY/UCn57U44yZtgsjz7D+hZmTvyrXvwCS0qz6UpCpXj6Qr3Jkoob5i9bIgu7nLSCmVL31MmZ5ek74OgsNt85/ivZC92br5L3HmYxEcN1zsJq9z2G1J2/aEe/KQ6SlnsxY3RtEjLIW54tDHuudEfBXoEltGjx/xjCtWwnXupCX9FVNfGfuxPCi75szxt8XUNvSfsQti9oYcf4O+4+CG6i54PBYzm+62SklnnzaNVOEJufStyP2TMfiumn2fFjNpzu3QRaFJC5vLLF7chZbCAhZW56tSZjDopPmhEBq+OOIckKZ4IDdvwQJ3+Hkx8hrcZSev4tZV39Ow/MGBpKVGVh9vunNcEe8R9UVXJfFzYATLcD6epZp6qxFOT8lelXHaA6e+NDqKcZX2KLpm4hsid99A6eY+2G/kNeh1KPWMwIsI4ShJQK+3T/kyks5waFGt3pQoF9/BjaSJi1xF2Sd8A/BHdcbsj6uR3Wv2kCvOIfEqlL3uWTH7vjr1kZjZVqc/k+knuLSYXXk8bD3qxvUvPTEjsSXXfxZbcNY1zv5LIOqdS3m9HHQJD95MYXMttU975Wtd9Of/lE95q819q01wa4/a890GJ/qNTP0LVFY5X689L6/4b3mHXqvd7tmiQrVDqAEADZ7SustUw4way9Q42zXOfO0XqOi/9Tmz2gK2tFbpl2P7QtTeRI2rqPYh174Oq71MjbzEbRVYlf+9BXYplfJalUa+Ss+VMvBr9Vk56a0dLa2oroQ9QJcureEvWrh6hpXJvi+VHYPl26rmtOljcxeiR/yuQhNq9BXcvZ66wjl+OalZ0WK5IEt2pSpfNU+XkkeCNmWcNkWYhV86GJD4iW1dZkcnuFoAACAASURBVNc0pgLTN4zxK2L6EoxtrKD2bv7ZgR5FW+prt6O+Bl1YbCs8bdGx7tMP/7QrlayBWHV1uaJhb5pSgwZry4mV+1Bt5dVWUo0w7XaeHwew0WuKvjIPCvbA+XzLHJ4lHUgmUDSjnXhbZO/QnF7l7orlb0TXtITjZYwuFanX4wsLf785fQO1oBt3ocbMfyw6x8AwZdWblZpeZYVnXfvNaihYqQra+rgU/1Ju61KwCY0pd0w5E2b/n+GDp1vXsrdE+lFFBOIGyhouYpiM0f8CNFI4yF+TA89izgEHlC5UeOoev2pGMsXUx/jBtpAIJxCZx2hbCHBH0aM27jvAfXrsxk3R9xjLaPnQv2rynS3CVS5ZDVFqcKMGY7pgXFEIj/6MyjwpaMK98j2LdXfRnpe7IxY/l8ksT0PjXDMct9Coc8o49f/z9h7MkRvX+rerA8DlZJLDPHmYc9xEcpnJlWRbspJt5WCvtFkryUGyLVkOsmzLkjZyubuy6/9J334OMDNAdwPD63vrrUKxhhiE7gZmpn94znnOHyhy+D7E4dWPRM+UAw2zwqvPoJyDYmyEDtKYn/mE9y2K9CDC2/qW5ZnfUbjafXfnLl/6SPbMCAqthEg1+5bYgxUqrD42/ioKa6iy4MVeWgump6hOQzocBhkEJLz2XGFgDYqKhWqK3DOLBCSYGNEVWbkleqa9u0Uf88AwEmoWQzXcdRKzLU3qU7eiB6W5CQgjcKSE2RjrO82yo35J9ND2RkfCWIjY1PozQOXFa3zuCiqRwMrrqhg8I9Nq0IJqW5DWSrxL9WKESKkIVbB/WdE+fTQoHHr5puyhrEtvYy1nLxM8bDlg++lNzY3accYcXXhRf+pSAkFHZOVpOMfuIXZRfUDk3HtC8Q9CPa/BvKT+Y4cyxATwr0AUQWGc+RleOC8KVM6hsCnys0CLdJX51NcoX24llhjMi0e75vp4ZDJ5splpicvnhaGOUo7fnlz/QuwcU/mcO3z2XdE16SVnSli8eGY8eNKB4PNczelfk2tf8P3HEtnax2L+ktszBSk+TXmP2YpHyHHtP0mPrEMRNUQtuY9eDJ7Dg+bVj1DaaukjUX1awOuVyiqqi95V91IBFd/K0lNi/e9U8YUsoKbeEl0jLiW7iuwYBRhHD6Z1qG2bGR6eMRPi/2KJB8h4QDp5MzTqO+HRYiblUWc8GZ/EMUZjYSeJYo3HCStgtO34f0F95pFPQH0nYp6oq3nC+ypmsfbRuk3MnRnVtbZNitmg+W9MYOfJqc+a/tdpW9/haXc5UB/iPFVjssifGTjDC57itwHFr4PcWbzsvqDWZ1X5LAsl7CV6JHl7OmrL7gUx965cviYWP1BfeShhnBkWnRkCsB5pxnZG/ZsIsGKYx3zPlRitT1EuTDuHYTYDdbGb96/I+XfF0vvO0geO+h1V3VdD0eHV7utTZHiC8E5bep7VZjMqnjNqsdGgr/613u0H8nVG8JiVguIVOVOCi4/YPAnatW1DW+o7+Ur9gIOovg2P+2HQTraIan6jzyvqcxduOIvX5My7btcUYtiSA+7cNSrOdiR37vONv/HeeYAKxXA6iSIsf9JUBnD5QxcmKPeEmoopPszPh+suWBnP+LeduNc+2S8iba9NpGWQ+hL9MjcoFYqcGnZHXhB798TOXcQQbt1G7eDEMGQHxAyX1DTRHfs54jwXryvycSZ/KnLjPFmRqiNR1Oe/GMSCBjc0tAT562QKTqooRp91DxRaHFM4EwCDb9+TBwgvFDvfnKo/jflclK2LlfqsXGfN8YvfK0VxiaqduLK+8QlP94qRn/D5K2ztj2z/AWqLHT52du+KM5/xyibEhK6qo0i1G3Yg6jbjmQk816eUUefwEV/7nPfOiExRKvCrrDtbt+XWMdu/J8GQt/n53yDsQpFPrsr755y1L53NI5Dh9l3Ei6o7EFUWykg5W77ecXgMXNy+76z9lQ0tN6r2DRLgee0nBE0Tg3kYli61xLFQJCStx44DpBcV8ElJ1Hn3hFSos3sHlp7qupz+SHbPYBCQTVqMGHwP+Rpunxa8DMOezmyeNU6JZSosMyIGVxvgt8X6qIB7K7WvYqE+/SxVN1MQlaf48hUXPiiX1H0rUUnoCh9aJ0gORFpmG8KdlyOXpZjSLIl+CKGsyP45FG5BOXuKsF39GGYt2bC5S9bAyNYSrcOQVhMqk6Bunpyn4NUk3RK8euDuUDGD3aOO7bt8+hX4kC29j3KCSzd5/SXk5HeNCpSJqzbiAIu8Z8pB4gbCZSVy/OZRkj4YUBpNnq31VoZpS30xjBdPfb6FTw1YrtBOdb+07m793VWwvUPPR2beJiQehcip9k1VgUDpmsyMSW/kh87IzX8R9R25W0cI6e+Zwe2t4CpXCuB33BVpLLVQx42rFkl9WWPEFPx3VYUnL/ctwj989Ra4ffW6W3nWK88gmhIxDGNr6ifJLe+J3X8i/EH9Hu1/L2ff5DD/rBLej7WhUOv6SOr7X+NWHJ/EEEjUXDl+Hn+SU1gn9DGnjmcGKwm0RaPgLuG26dRnZQyzzW3bb+57Ql6KAZi2/W0tXSe6uG1xKwq0ojp7kh5ZTxFVCdAcw6gxbzss1mGMwbMo58ywxNdiwvjdWwBJoZvq1FTHD4uaK3dm8WR04Bwvbkr6qRD5aXifnKKi6rCZIYXQb3N3C/lOael8/iLchuKXyEvgU1Z05ISaRs++I+ZvqumjXLiJorTwZfHwLEvmLkYYpxUCW9X5QnRnp77gNqpHibyAn00/2X5SiOnAWT73C4Do/DWky6vfyA6CVb9Tfb6iqBDLT3cMF2mwumh2BvDM3MzU8aKcOY13Q9TXVPmiWMgErXh40zaLP0hnFGidDOGizmiqiFGMFw+lTQDr9F6QK6NimBRVJMf0Xc2crsmlK3zqdZGdpKlexVm8Ifa+5QePxc4DZ+33vH+eIv0GyHJz0Oks8GSvkxsXy7cQlLh7jAyo05+iQldiuMF1fT5h6ul8gVhNM1yzLfWpfxNhNxdUOBi2p9WZMZ8mkiWHRLLYgLFBPOwY+5HCDwEbySNUiy4/xZNFnyjUuOXqzsTLSE2B6Pe+GHtRTaxlsoF8Sa9k+bBNxvSiSYutxdsrOYw4rpHnUc4BsUyIoCOv/DtcceABoWD9x3A4TBdbGJOkJa0vSDZrvkg1d2kX/GnKVuGVwoeZijqakx7BY/ix51ABcv0vJNY9oEjI2+LMJ7y4BRkz6wWFIpsItjT9y/LcZ1SaArqZXL7l9I5DnUsURO1pd/sb2Njs3nP3nij2E6d/w/vwoAGT3b5lfv4POPjesdy7DQ/A7jm8pQgkOyJn3yVvSaCys/5XNniO7FhQbpFqzXuwR7UlUg3ea7FWqYWCHp6lCl65eZ4ow94zXVIfEBde+XPO6id874m6NFJdl9Vfie4JN11sCKEFuudLwrP/8SEzrLxZE/BMAbARkOmxHPOa1zUmhs7jl0j9HqlFjQzkrHIzHrXBsZWG5tPQAH0gJGFn4LyEsH+VKnZelpD7rsiJn/KeiVa2GxL8iAdQKqPQaAYOLjJeMfQRJ1MUQ2vu2p8QCKBwYvuIUwF3n1Vy4cDOdJMnbTKLocCEqC9D6WdZUKsn+gkynpHli0x9JPeRt4ZP6OzbYvYtRM0sXpXL77kjPwT1odcePDR0s55ZyvE7g3IOajDVv76hS7B8ebipMdQXz4dtwS8KAlsrvYTJum/UCd4ewWAW9/nG35FauUOh4JO/cBABW0flhuZoI9Wt7mbLbhrgx89/4bkuoy7owhVHUbECxXSlWc0CA54O13CPpSMrq59oF/9dRXHqxq4iqjk3IvtOO7OX1HepxJ35nlP5oYsU0Jofdex9FhBpPCrKT/OtL/GsYedBQ/EbFdmyINOg0KWMakaokZXWLmkMRYSbSxRixU/czTl0zKQ/9jhx8/iYiX78ueK5wnqEGL5yjcbHtKctJJhgoI1/TDOsIGReu7aNjG9b1GhEDYg5PjEU1PbqRO0bf1dEXaCYOzb+sxA+eGTEafRe/ulisvL+C+oz9UAL9TXXNHPw8v7G6jtiYAWZ9PitXYPih9rrWZL7yNnFzen7njKW5vogoflv5XnvNJ95F0+5Fm44c1d5eVd0DrheAXdFgFRaveFNEiH6dfZYiC6+mJ62QZMS4SDaC1QYWBYL7yN8a/m6M/dLXtxQrZKd/Y2TdqFhCiS8SFST+mxoF5mSF0N9VmFQex06VH8cRJnSXxTOWZHMpKl4Emu3+JGiMZKdSX1mA9oSZnObyBJ5g/Doz1XFyEt88SZmhEs3nKnX1RoHk+YhR63Zg4MCss42/ij6F6UCOcVIiv0SQ1J9RpK9CELzwE/N2tXftT/yvllgMLSsAbpbIhP5dOqLieE0qS+wBniDrK0g6Q3bqS9KBvTP68VeFqEVjD3HkXIGp0q5/TWv/pBC/ga5N9fPjEqUc7gmFi7zpat8+m2qPUW2FtDESgimTQ8aDSiGlwZmkKkM6sLXn+O7sDBB9hT5qYrt+7DB3L/jbP/Lqf0Yo9dZdNOoKgEvh4RBfSkb9YWZsNWAdNFoUus4cWu8vuRGeB2unqjBhfBUSiLauwtfluIWKj3CyKFA3p4FWD72TKNU18H3JBM94Oc+hd9Gpo63ypt8557YhVOIqyh3545z+reo85agx/kDs2LtT1A59lBZRC7fRF0vr1Xd4878ZX7wWB48YNt3nfUvef+qIkk8uUsMK/gUPobVPR9LP8Es21DhQtQX7ileUOkC5BHVeP+Cc/Z3BOSP8KFY/Q3vmoZvpLorEgUfv32LzqB/pumoaVuTNdZra7om1O8RwhR9c5dlBP4lCw1KbPQrYIYRsGaBWARJpLwPwWflV5Rf8L67eAv1DyZfx3XJDvnY493GzQlxS6zz5+KSjin6zvJzn6u7FN8MajROfwjL1nTN8cqmZ0syU7PMvOPFrpjJeoPKRGZEZuqs8hQ5/eAucrfu8bl3xMRbcu6yo/hz8TqvviC6azxVc/G4wadQGBGpbgKb1QCuozxvzwx9YKuEfw3eS1ds57UIfT6gmt2Jor720lPNsmVrA+I6xYHD2+LC35FXuUcC+PSbneqrI1OhvFYwj9vwJcJnpGuED5zlm//EY6ODI0d9oakrTpDjYpuySJdY2lNEyyH1LxPoo03fsxNvVB+1DdJNwqzjNu5f5LNv87n3xdwlvvALWXtGfbHgE5elKn9+DDNIVVT2+SZ5/yJq4K4785boGUERCyh+o0T4Y/5jCyvpNf/NVVvPI7I1qhFSslGfNpeNB7YYWvjvDht/xigo8peuE7XQbEzUSWPm8ScflhMOXUeACk4yJjGIaF6R/9vWtr1YJyc3/Vbp0i9i/G3T9gLF8Of/7Tj8D0A31qDFTMzT3oqJ+YxZ3xlmNpAMgR8CMrP43uw/y4sX4ABWXEfWk7eZAj+P/RQ3Kso9ZVBfZKhnw2nTTVGrMmp+LGfe4YvvCUVZK9d46dDpHFSIxbD0EdflSF6Lyu7Ln9RX02rBEsr3o9MpfOrIOv1LXPHe0ntIAlGtKm7IBGEeecDQLnnfMzOYznfCJSrC02rK0nab1tIfKXydfIkXCbUtT3i0Ex7c/tZg+7O0ob5YP5UEKtcpNoMsM/Yswnrn3uPL18TUO2oO58AUseyu3KIsmocw6z//J5GfIZ1tmOJF1bReQWCvVD+cS7eottJRh8KVM5+Kvmk6OFkpWiq2twO8k5TgC25z8jrpZrKfERQKToAEV+LjL8FeZfcB+r7zlSjvERMOiOSAwgnZPSomfu7MX+fLV1GLZfSnPDvu129IaLwXpqy0laNQIhzHH3tOoCrGXRgYoBg6ZfcdqjYc8+27vP5DN0WkkSo4qJMRPuD/P4tqKqZWECplV52P/gSmGht/hu+oF4K1c1esfOoUt1D9HKjgBQ1SAffuOY50owcCVekfcXV3IW2p6KibtnLobnyNEEronMf88Eie/lzN1NWczFEn7VsS577gBw/dnceKDGHu0jXpNQZtmH8fOT+Hj1FQbv0rNa3HKGHyNySyNeE1O1hKrsl78T3NEN8qdFR3RWrQ7Z4WZ34jFd8i9/KJWPkNPg7pKgxRvOrk6RbCsQyWENRpSyb23xbyNdrZPSL7z4vhTVBfcQMPJVGuoNSS9bIBxxQ9upJYLlfkA6dF+ZBX9vj46zCkXUagshx7GfXBIZtQ7CgSqwpGrGbNq4ggkjUUq1TfGIPn2MaXfPuIKije5yvXRfe4JDIUJzfTj4FA+/YlLyFQVH7Id75xDu+InUdggKk3xewvHcRdX1Ut4aPPSdwe0ItQ50Dt2FUE+vbMK+qTnjNqYQ0PXnWdqpltaKQdRtFdaGnnJxkDflYy1BcFvUVZ2RVbX1Fx0QcopzH1hoNml4kMS/5N3uVtjwoNTv+a2PgKuig9s3AU+OUnCX5qDeceanY6rHOaL6yXqS0Qxl3fEdBaqoKbefodZ/YXfO5dPv9Lqe5P+LXQ5UOPasTndURkVJ7GM7i9e47qy849d+o11Cr0alHQgwbEjqZ1fDX61XiQob5b8G/JqTz9g6gZKjMr18Vs09AxtNlw6AjmDFibMUfpPPFT6pNASPTC3Ai1x+yCdRIfTztm2zTNJ56aNE0pgnDaXCnr+FuvsvVaaNclnmqiG2k5TtSaqMG0DoJrbBkYlsjrbl4a66mtFzHqqkXdxsE7zWfa6JhMm1JnSeTTCLAh6NntXrAxhXdqkIboym4CPwLC1JAcWIWDlvqdKG7BAcztkV5UJ3rRHZvO50Ogj4VNJuygugg4zgD0Q/U7NP+uu3wN3olL7/PSjkj04RQ+WeWwWAw88z6GmfYtUSutCX5N9sMZUaYP4sypXqG+hRevOQuXVKvwdLCw7XT2oLw7VL5BmNOgPdG8Z6JdjLFneGUoHDRq45D6B7xpX4nB+q4JZvHbW/nNPKa2Y0yT4qXImNPFE2ZyIMR4kXaatFcKDxoQPTXyHF++hUgbxTCTr8C5JAEUEfO/xKPi3SOFIuL8Z2LwjKNGHorWgPROmh3gXXWx+BFsXXaJVc7/Dk9wFTupC2T6dp4E5Ezpz5rdZwZw2uxbmOfYaeVDf1+P0wZJyUQJPoV2TrIoIb7d8QRPNcng9R+xRIFBmhumvLURd/JVPBxZfM9dvOxM/AzxsYqF1Bwl0cj4Skcgn5X61CxN7Vh9TuzcJ/sQgDQYY9sr435P7HzHkeNX9GIjQzGfMdqdiZ2ajmdwnWWb1jHLHgtRB4d4ZoSNPIusqo0vFXQ5u7f5wQO4LK78CnDilXBIVqSngmYp1u7cp8hdPDhyFKqd/a3omUNWkkKO6j7KsqHL9x2Fu6rjZz8RuUnpRT/2L/Mzn/KDew50xfvuyk2em8IkWKFyzySfe0fu3+a7Dx01UOtf8qFzoDVP0wPMDAektlJ7qdNbEmrfQZksU54hqqLx/KJz9nMXZRXvgcxXPxQKBQG3ZDyYqtpFPCvOWV9kjX0zdHYP/3IjKC9U2OBDVH+8f5XnxmQ2ALTZhltmMEnPK8KeKTbSBctOmuqYT/4Mit/C+0J91U+8zvNgNuiuWT+RL5yPR5wPsqUUshSVce+f52ufOxQIzXePofnnpyFLqnHI1e1zbg2iLKF3sQiUU5xQFp6YUzvkO3f44T08ljpESQMx85pYusrnroD9Rn8ietTgNMqaZ+rME3nUj/jgecqTvCDUz3rvnEcXfgnBcCNDYpeVH6zME8GuLGP7t60G6C9FUsnKpFNV1WzE2fir2H8Mue/gkZh+W+Ipw5iTqklQ7ohM1zFKqNJex9+Bc3ztL476xO3eVx8rsXCNHDJpPLPVhnNMzdKd9iDaDvPitgSQC5IlRd8in35FzF/i02+oxanuIV+azi58MRZqMyoTFvfF1j/59h1nH2UMxey76lOAB0M5wshsObIlLbHRCx6u+SHE5R+KnW8CeX3hqfZJqM8KJHa1KkxZ9rl+xOT+RHF0Mce3JtGdgA+ZTXljHfY5ffOwzLXsaJZDaEN9gWG0HtC6ZRzemCMcMzLx1Nf2INpVixp568GjoCtm4w7bSa24rg1L1HU0GhB5pWLuYestbRpjRlNfyM3lBAuzMuGprgaA9fgZdHqEZ5a6AO8WqaY4A2vqJ9ah4BDZM+WVLBdEbnRAg/TMmE8dBfsVsThUaMF1u2V+gc9ccpY+lgvvOWoqA0lBIU0KGNaRF2o55Rl7NpbOfBjb+ixxm6aTp1nHL0R9earbTrYuiX5HvRhYAvItX+ULN8TSDVbYxu6nMnS6bp7MN6mvCWlBYGtFdcaXZDDgUKc+M1ew9aKVUMfaclEMRLVV/P5HDGaGZZ5EMzxJq6LaZtkrgvRM6kv1IiUpQaX80gVUY1u8KaiMR2Lml0gfSlFYkQKbwyPhOVue/xN0b+DiAB6+qh0RyzcgU0Ni+UO++w0m6weP+fofMcGCY37AqzOqql4U9UW5uQRBLtW0x7Tx5IkK6BmKn1fVMF2UnUOi/hL5xZOl5/ZtXt53kIZHaYQkZsqpN5Djt3QFZnReHT8MbNEv8p4uWNDCRA7EIhYBnF1VFMYYfQGYvf9Y7Nz3AEnukqZxgEBKXj2QXvmHhMEqVtIzE//igzmtHNik0+RwYxIGEnDAclU+8qxYvEkGj4/Y4TGUyZ3bcvUWHzwnaAOZaLp6qpn3pFDgd/gI6UbbjxTacbDTAA5V3HA2v5M7D0G8+3fUjeSsfnAqOy2gdw2BeTb+qm7Fjv2HakCc1Y9Fdpw0iqLMlfDMYu8xrtTukbv2Z2fwvEgMOFSaDNHImWIjsDOOvcNaHzZ2FK8mKNTTu0D5eX7+97gW+0dIwlz9LYq7Isqu3PCxjGC8qDDO+CVDGYZe6Kb6oHWNiqHzcngNeQfFTVL8aj7OBQvlhb00UcYt61kdoqA5+btU4cIy9SpXvzgUGCknfobi10ghKwiv8F3IkYXAAE2iAt/g21FKgJ/lG/+EQntwjCTYpWtQbrNVXz6yUl/8mqjYPH9LCjT1KEVd2erhqe37Yv9hx+4dd+8un35XTr+FD+McolTE6E94t1cJADYnvKvi06xC08IGkiTVX4V/vbPcZ91wcKAJqDGE9n9IfVZQ8SJscwrqSjDRTVE5h82/y/0jtvsADyCmfs6yIyw3QeJY1UmWyNyliIcpmaJQdDd8lm99zT1QVB8fdcVzY26i4DmFiiAsRV2XkwNhxAgYywjdXWNogOpR/4qYeZXPv8vVN+rsG05h0/UOgvIMXjmHKrw9c1VZ3JPqa3D/oUBfjvjUKzJdln41wrq9zYEmiVQdN4M6prqTu0c7zv5FfWMY1GfOiWOmzsZkXeeT8KHswppBTdpE3AKfxhE0RvpfUl8MaLUx3rTua5Y+P3Eb4htzoosSc02jGmOwluURQBjJgsNiuQcMfot819qLCDwzb6QTDVFU94PNDrfqf0B9MY3XAjttROeTXuA1OxWh+zUOgm2sYmDrFD71sY4868iHbVGI+po419GDR7lQ/DaobtIFOEGrKa9vZxJLfea/PvV5/NatQEvRo+jMst4lMfsLjvq5N5AmVNnjqbz0Yk391hrUF6yXcJJ0Piv1hbaH0MdO9TI6l0j08IHTMPFfvCrnr7DFq6ywpbaRCQ8O+5tg9l9SX5QGGLWB/sJ37GQglkHPYiS0JBsrtcoB1s0abzFatG1YImJ3a53xYGOSttfWxgT+ZdoZ4xvf3Li50mqbaSuXJ/yq6AN0qAKqMqjf/tEf86UP8DB45YY78TNHgV+yH1Zys5dhnbd3DAuH9S+QLuI3qU/NlV3kUPUhEWv5I7lPZvpqYnH2U967oFEfs3JdVGBn0qb1JW3Ul46mvqDAGA9+KUoIpPJ0wnPpQHlDjIlQyLdzj9jvG+mpbVAF8Zd3TzhjPxNL15E0tXhDjL0ocmPC83TJeEX8IugiVQhT3zAm3Kq12QLqBNZ+JHb+hXKIu0c+ch/gBcBv5zsx8qOGh2SbaMwQCqYbiX/Rgab2AwaPQwlywq9BV/LLJORqfOyHfOW6XPsL5SUiKlVu/4svf8CHCPyQelQkBi65qSIedZ39LSw9QdQPxOqHom9epGhuV3/K3fwGd9rePaFw9/BIrn4C+6sMyaH98/zs74kJUcBdrtwQ+TkkkmUpdW3uXSo1qYbrWG78Tc3pkXqXpUoM2Yqfv2d2M6LXwgtRTlOz0yWZROYeEqL6lt0znyL0F89BHsJ9vmceAm+6YiG9qHS+KD5Ml8LrPRop+zNar5uDpPgVNmRxTf02Cc/mvhUpapRP8N3tyQDGL6BXR8GGnmkx8XP1DS+WLvP5a0KBX8+E4/vBhKkvV2gE2lVIUSmSSoPSi7DgP/d7QTU88KhCoX7vDOUHngCKYsQ9y+5+tCoVl0fOHi565Sm59S0SPvEBuc3n3xdTryFbHnU1r7ljP0FOfpYAPltrKKJejt85XoRkKgrncQs14eq/pj6rDBgFS1GDY6WpTLWRsdm4B2gQ+PCO3PyS7TxWX7Z8566cflsQ5fpIjAs0Dr8T3DMjrrqsQ2fE+T+R8RKZwSxdc3IT3rmkPz4no76MT60sCu1OeInRl7pnWkP3cE30L6AczuRbfPpVPvEzUd5BCKh/zIpXmk/m6tBvy4eq72RUcwzonX6D90yKTGybW2evN2yHRnh+Tn3Nqlv3B+ZcNoRP5kzaDS/h9XHhghrARICZddodKaG44d2tTGKltcbGentMyOnQuxBPQebR9E41GxwzmNHAFsnA0RfF2qn2Kp8Nh04CohawjxqQ2CsbdU2Z8UI/dUQz7CMQRX1WrjPvt4gOhm6wKNIzcC6o7+nUF16ab4Wor9NGfY2oSwbOCRKapSXSTbBEwRk6jxy/wfN4wtozTmTYR+fKQSFMUNeCR2sszPR3SeTDS85VdNczxecvybmrfPESnr9W9v0mJftcwGe/BJECe2C82dlAOHuSnm2xV9jTF8/8E8CW6lb45/Yu5+O2dAAAIABJREFUiMWbcvYKP/0+X/2AF9ZVUxl4LO8V+iMCBIW6yUwr9lIhX6Ll4GJ6eFrCOAP/6uaclLbHFOBB2etvGLdgKq8DUoOFmuu1DVgMrYWpjwVoKpL6wujV3DF03sZbLArnDLyM20xjSOP4PvVZq+RpAZ/0mjVHJumZu/SjpHX9Zfi4zF93Fq8685d4dtxJlVmy6CzdoIwmymu68GcULvM5tt9JUt0CxYcdfWz5V+zggZqByZ0nzoUvRM8Mz1K4spogqovo2a6YPi70l3lYmLZBYMisxQZsjYWFKI7WpI0IzyhVMOzvIqgsOFPzy9Efunv/EXuP3V2AHz6eyWFKGCOlNDfhTrwkV66zhcv89C0+8RqZXhRQzkFN4mH1UUb+ZCqss1kpywub9EJD68/xA8/N5Z4nLtH4E/Bs3pWjz6INHqBiLjssE9HMlop+HaVDtqPHwDZUglzNrUde4isfuec+h/gDc/9HfOeOO/c+R72BKnWqqrrvpIbcRFH2lPjZTx3cKkfO/kN29vdOrsbSVZEYFsVNZ+uOs3/EDu7w7UdSDcK53yF/LzvckazKnhm5/jXfeSB3EQjKl2915MZksux0Q9Bzlm7Jw2Os33norn/F8/NuquQke8FOauKbLFLFv5JMDNu7Y2VCLwkQ7hckGKL897Q4/wd+8EBA5jpyz/1OfRwcT47IlWWqCh+aHFWPiIK91r+VyA2y5VCGno9hXgH3034Bd+T4rULe8eqt+7tXG2xQC0t2gYOozXJloebKM6/w5cvuAlw93YnXsZfngZnylL2CyFIcYM4kE6+Fg7L/vLv+JcJ6947E4RO+ektRmYTzShUT69wIcD09EpqIm4KeOWXPtNleZsdQgaZ6EXZH6uyH3yOzdFoxwxuoUbF4TS6+z0dfcqApjUJFz4whByyn2lYSXfOisMmLZzCM6kV+hqdqwiv5navxbop4TFdbg2lCnUYXUb2IQr4ouSxmKFprAIGIwC/tOl4eLCTuu2LuDbgB0zYdvrPOKIV6Qoh2VN8Hz/Kdf+A5Cx7N3HUWrkHlS4863XWRHCVjT7phusoiNRrJsfHUF3Md4ymXXqgpB5/6OZ94WUy+wid/ygu7DJBWJKkZNzDDU4wRV/2OFPf5znfOwX24el58zKffxLcx7vlB7tXxS1coYXVMO5cDLyikevLcmJsbc859zvZv/0CbBFumswbX2RWV4LtRG7QVgmxMwlxjM+spNLIyt48AOZ03TMS1TvSjCC16myDZRjKY9ThWLgqf1zKq8U2N6FFcM2Lbpt02Gn0F+UoHYyvKmjRlbbYNtKxDFMT7EwGbtcvtRlWjYn+XoOtmG8MVw7jFmuwXXh9UCG2xo4Axk9B02vSlyG7ocpmS90PLhtd44QJTM49TXolzLwmQnE5OoegCO9VaQtQXtI3pDFDfqX7apguxQ3O/4AvXnIUbfB4F3F0Fe1AUKaIS+YRZGL2AaXWiY50BKS9O0AttwDR6DG02SAJjvxhY4AvvCfXzMH9VqpmB+oGkMt8MiyKxHsBY5zD4OYB5lkIOtpBOFsDC4GL3a+lsIt8AsyJQlL6nUZMJUdbX4QOGNMAGQwabEaI163FO0s4goNq60IYJg1xnS+1jDcDTpL8G/vml/OToC3z5KpJkFm7I8Z/x/CgpgXV3/rIgK0Wxf8zOfcYGVhDy10llAFP90H+yeZEdc5c+RBHnwwd897E89xsH8njRyyFsyW6pCPZLNtgvAIcsGUto4UBNXwYM8qHJeMZxWruEFq8GAykbYz/lu7cBMweP+fa/RO0iaX3DKEugPgI9k3LiFbGAWixs/iZXG2OSUSNnFy//rdTkPZbSyiqEAi+pEEWBtKYiYm53bwsU7nsIuxT41z0m8Hvobn0LC80ciqdTwGefL0y1Ve38s9jQLtAwTRLUzT+D60F01NquURQCWb7FL/yVrPbui91HYusbZAgPnnOgZ5a8gEzuGb30L/Nzf2Z7xwwbPxSrH6vJN8vUkLJYfYpv3fa0ZbmLeE529hOeX3AxjRsS/Yv8/B/5oVfl4pgtXGE9syJDddW7xtncJQhxB/dRXWDzH5DFUnXqIGl3KboiFL3ZgvD46NaGSSbEBPIjRR5R74I8/Ynce8wUhKuWrP6aqfvcvwQ0N/UdJgLOLlHRnvSahRe9/F1LwSMOIVdPXlzz1Cqof7AxpJy3bIU3YU8vl+fNm6sM9qowupTA7zk59SZfvM6WrjH1VT/+ivq8U8NqjQy9Mk3xa16cIfMtT2qUMDnmUNgnGzjD1v+iGNiB/PKAr3wIjspUZJqcNrqrfoyiV3g9aywZOmzw3UxgydpeU16W8NK9qk/zndvO3h11xeXeI/xgzb4t1W/o0k3I7+pD1DWOAuVeIQR/94rMz/LBdWAzUiXPQ6L0lDRP6qSISr+nZsszES3Mhrtg9jRq0Q5iCmgWaiKeKeyKja+cnSNn/wkSsKffcrPjVMRvhNpPHrkZSuGDFj0qBlYRpY+nLQ/x/MgrvJGlIM+uUuPmqRIoRgiYMRKoDnU1fYP4TtFr0bvIx17CMvqCHH0J9kW5Grny1PwvVVwafBipnMPXePiivpa378ipN2T3mMx48qBnBFoixyPtpNQ1aNqjTqqsvmrcC22pLzCXjWOtqCmyhhCBeX/MBJ0b1NcGikzdxto2KypYxUyNTzpsG//P+SREHeEl2EFTCLVjScy5OiK6FsEn+vp4BLJe7iiSD99UkSMQM6RRN555rpj+hjsb89hCuzH0G7Ut8pmNcW3V+WK9NyP5MN7ixRYUyk51B6ksJMTpZ8yBuMBdWaaITv3gDZ1nQ+tsaJMVdkTvLO/Ioq66YiT1wrMAVds3JD4L9XnxmZ3BWM081fHrETB36RG9U3LmkvqtYnNX+TJcPUVn3j3VxzsGka/l5kFZpywUF+Q3Zkh8ISY0Kz3Yo0P7pbpSQKw+MbgIU2zU8bsqFi/DZj2RdyjGEpqeV/LBkyI7dZazZPFZoc4qDFqSAPtZZwT1xet4SQPDtB0N+c6yYztOOxH1tW1nk/qs4aDWf4OxnVoZ9BjqC/7rrUEZ8YKrECU72DH2srv4AR6WL11F7FBujALkKkKR/1PHFM31hG1+wfKLPN0v0wNIu0oMOIkyWpIpiOUP1FSe7d6WakK89jfRs+jzXtKIwzSkP436WNJOfU26a2He/576NP3QC9FMDYvkoJMqyvqz7PAhRbqi7hyrPC3UPZkZpLjHkpors8lX2NINtnBTzaXk9CucUmtkxivjVmjCHjPDLDUC8d7KlpzEEDjq4j2299DZJTNPZOYgsJAf3MOj7vqPBcCS5JSgeUws9UUFeQbX27dp6H5BOBSe3JcjVVNNqsaeR37X+p8UoDI4Bz5GifP5S6JvUSLRqEghixDBZLrsqln4mU/4xYdy+54DA9hPRPek7KqhhnthU+zclnueXYfq9QP3zG95p3qr5nTS1HDjT2L/gbP7EA8XVj/E7D9dctSOavf5q/zwPwqS3d27jkLQgWVU4UOkX1kkqzI9qKmXZomLwBLI1oNLZ42lwAMoBtA/75z7k9hV9/ndjt3v+dlf8e4ZB274ZVAf4kKjAzsN/GMZjf08dLSSGwWC5kZRwB2K3yaCFQeXCfxKAVmvHBD3sLCMR30lRmG6DCIehpp3VTsmEerJl644C1ed8VcRe5ImExcy+jeor+GAgoysime3w/oW+NoXEpdbXa9/SwX/PeMQ2dKjZBJTCewbPlSmQX0aBWWi3/K9PbwBrLmpEopq7t0BzOx/Jw7uitm3+NRbcvkGm7/MVL9GXlTgx7JjeKbgAa1Xxy8/6wxtQPSjiFki1arvnZNtgl809cXw20moz0qM0eOgHdyhHEvY1Rb3+J6C3vty7y5GYOpNxEDmPG8eknzBSCMEciMiPS6GT4vNv1BeHBW6XLxK8Ex1FPwrW2vg3wm6bG2e9V3rmsZrRotUJK8+dArIR57Hw8eR57EUt1R3nJQfposUPuw4BmOh8h7f/Bu+H3bvyYv/FtNv44sFm8H2lqdGgudi/r1UaVSK98o2qIPs/MAy640gBG02rMfCRQFYFMDET6ZjoM6kAjOvzzxINF2Y1KcBp9l3rfF2hdMWO9rcMQau4tDFpMSYPlo9VMNDGq/cWnptZTPbvtYnBRY0tV0XO8CfkLuihi4mPc/akihR0bYvi7oiERl3dr/NKOpra+5iUl/Db9PnsdDSHYGgOch3Thfv6GZgwm6RLLH+06ywwRBacwH5AJ39orNHJrr9FMGO7khLTz2wUyGcp/V1QSiTPaKjF/Yt+Rk5/Roq5qnv4pVbMHfp6JX+9v3MT/DTUS3IdXHUF96luVloA3otEl2KM6VL5Rw683JgVc69K5eu4dHg6geiuO4iwJWqsaEXPX75h6a4Zw3UtGUAWoM8oz08ByxKlybTWTFMo6kTKoTxG0TxW7s40vYyYHyTTGUyORhM2GPBjWMMXSzU58lxA4CNZEGMv8AXyRBv8RpX92RXHVUNcjW5cpUhfu++2HnA1r7g/V5l9qJI9RGBDHPPwGPhQ8T47T+UB4/F+d/x3jmJ1g7Yqc9EsgYHRtlvxlNfjGln3LutzQZDgIpoz2HeWRJjL6nphdhFgQG28x0vHCA/Cg46QzJbZN3jcuJnDArDFb58U469ADeFVulzWw29qDhDRGoNi+ywTFWd+vOKn0nXIqecw4eKppz9f0P027nLR37k6UsiWQgdIZpk2lCfNQkwDJOhI3grs3VGnjRqJipUgxc/wGwMZdkfoEjD9tdi/pei/zTJfcNeoTlKDizx3iV+7jMoD3tqGnrMT38ku0cg3Kkxrzzlbn5NXqYP+M4DZ++ROPNbkZ/HWdSEr/+0XPtMHh5zcqV3Vz9WrELhiMNqis8XLrk7x1TZ7IG48BUfOu8oTsDVLHslBLXuhIYLXBROyWtQn8gMo8RZuuybf3RP8nO/Q3CdauHFJ+K0Ar85prZMFf1ASsOl0yL9aXl0PptFUV+VVMcCS5VY1ySyrxW0DK+jvJCv+FUaCWx++GiTIRvUV2aopVFApewMOWooKsgvyPFX2dJVtvC+gC/RC2A2BPJVmDlr9/+qa12id0dIYCmhDPr6Px186r+DKL18g+cnUOUv7WloIczTqM9KF940Xae+5jZUbVykhiUEyZqsPSW2vnV3H1N08ZGY+4WYeYOjRzdQonD0JxKProrYPe3Voqghv0v9iBfW2bDC5g2YdeepgLtfv5v0zBMqdVZay4bbHyVmhumXxVJfQ2ut+O/mxhTjscq+wMftofC01pnXRfeYANXUeXdJ5OpO2hsxWH2qDjrD5+X5P4ndYxfBC8di6brsmeQ+VrWQL27ww/Su3yRtR8bY2D8IMkKBcyDwsecQ7DD+PLLNh86T+wuFMfu74KsGgFd9xtn8F/cySxX3qouu+oujFYW6LXOV5ri1ugOY9z4d6qumLLLFE1GfNpuPpAUTgWxIEy8KWRDLmI7bebLDmHybG8e0J8yQVlRrttPaZbtmGOHLwsJtOCnYGMdsOyCRF9c6VtE0FUl90TdJHGJ16AOrqbttqMwYkJOOpG19+6bG3MnB/pp3ToRMx4zXTWCzx2qab7UPELUk3fnRlWaTmi/QNc+7hV6on0wUcN8QxQtwtlQ/Egp43B6myFDRY0c4drQVRJrXAzub1JcALrJTvcLN+rUT8st8+h25eJkv3sLfyi6m4wnKQuzo54rHjEhOPcLzBAvrtEuFqqdk19nrtZCBaeHqKfrPcPXbsHhZLH0g597DM2Y1aUvk/Vp5yPGzlWew2XVGh3FG23smGnXYY1AqjFttqY9ZD3USBjOFwSgVznr2E2KkGT4aPGkgf8+Ht5NQX9L2b3NLFGEfpKrTgxLRYiU+8ryj4G3+ipoOOlNv864Jp5OkvAUFfkd8D8Z9fOMfqAOW9DSxAqw7OksyNYx8ntWbCEpEuN0DvvZn3rdg91zRzFqCup+Jdg1ga9FdFBCGHF9s1Kdl+gV1Py3gE8l7quUFV00RFPjtgCUg+u1+51Sf4p3DgJB0QZGhzI2LiTdR/WKRamCMvchyk0xNfFODFhjTRbmgWFfwrURTsAwV9R86e7fF/iMUqtp/yPYfs517pPupic6/RP1pXMF0qY25i5mwF79NFPXpKuUwpmLqFkXkZAFZYWoKXn+WFL8/+uC3fyS2v+azl3jfaUw91TYJqgSQKsh0QXbPOGc+BviBnY75uT/w3hk3Pciz46xyyLbuwq7j8CGKZxxSOYeucenBUu88P/8F3z1yDh+Bxld/C7MTpGMVFToiUe3iI3VYVBdQ4Fc4T0GeCjv7zcFnEdTHiNMaohxIz0l6eYw1xHkqQuhd4Wuf4T6/CPsZvvob0Q3UYSlSF4Okp73WwjgtdfZsa3w1pkTHIXOXgRVZ2IAeUlwXg0sgXp8KKsEzsoDiRypfhSp614SfvVZjat4/9gbDA8fr7vJNOf5Tnp9WkEC6pRcR15y4k/SnZuc4bI2qw6EyHrwi++b4+c/U/JvtH7PDB3zllshPoZFWzmlHUHbqaB2KqBV5X2WoVelhXrvobN539x+Ig4fu1m14pM1cRrTC4lWxfJ2PPs+7p8CozUBBomjWMyMGyc/Tq+bXM+v1sU07w+3RmxoQKiOpL7gmuH3suRrcQiIeDDCLUlGfuhDFi87W3xwEAjyW+3fFzNvIToTJbU1SPUaem1A3jMyVpceNhXN840u5+xClVrbvwwKnd46keFIFY8Y/gvoinw6EO9juoo80yvSN8J4ZXj2Ac1X1aYV2fPg87xpD6flMRXgBq0SJbrYsC7t885/ygJ6L7R8705fUr4/0EgIb916gI17ULt26dFeL7KjFzcU66dd5I2pKrc2tbRPlk1CfFhBopz5rO80JupX6rPhkQyOT+qwdt6tY4VNEAfN/QX1xUKThayzw2MenHSxZuxDsBTsJSoV7bdfKYsbBdjniR5KZOBoFmSdYIg/lZLE034ox4WzgnE59MZGcnTZUi6K+kLdKN0V7duvUp/u+ZMmsher4KSjq6EKposENXtrlQ2eonMMscR2ZW57yI0ib9QA9XZHwyU59jtNF/6apJkQfnbobnnXwz8TcUSzeckoHCLlUE26/SLqnyDWOiRcNimvn1xLv8+lRn5+mCDyjgNIOxVqqFznWv8zm32cKRJduOmpGW7zgoLpgP2w8OnsaeNZLUOe1xyjJoNu06EagEdRHjp1miKaVxML/xliksAhc1KnMGvP5X/3b1k7G2gWd+pKNeE6N+pIhBS+4JpL6UiHqE5DsBlB7XYGfAuz0oJsZ5OPPO0tX2MIVoW7FmVeFoppsUf1eyuWP+f5tysg6kmqe1zODymmpfvheAh3VlH3QTZb5ykcOtJpjd+8YuVgK/PzQzUG/4HuA+rxgziDd/XfUpzu7pOzv2o1hPOojoQ/H92m2iExXYJXaoOROPM8PHzh7VJ9w+5+8vEtGAmoiTgpSV1mgjt9lqT4jK9fZ2ItkmThMQZ4F+NmkW+pfmAALTdZSr6FodapWYX7vqmYo2tz/1t17jGy3g/tUFf0+jC73jh3UEnwKdqPJADo2pT9PbIynPqs2GBMmqv2bGaYsR8pkg79iEdNx1fGlD+TG3yiDCLDKt7+W069BrFN9zBY9rc+LTVXfouLsZ0C+3Xu4VU5/wntGnRSJruU9uXVHgQQ9QTiWu8eondAzB39OdR/2LzJFdHtHLujujlz6QPSo0a458Hgc4UvvUeX3+2pqK9e/FINnvKLnggJug5eAeSznB6CGOC0Qilny4zwxSaXOJvOo49c9Jc5SOQfVyIPH7Mxv8XHINkxT1KEQ9lkhnjTL9EUAnl47Iaj1NZOgyJVUTYUH1nhxhxfXhJoZ9y1C8ctUGwU2qgGB0Svk4Fm5VCnktYZ83Qyl+Ska7Bl3p94WS1fomeMNMf5T0VURnvKD+XHTw6MGGIbqUvJTrRTJd41AXVHHHDgrNv6hcIKp67j7RCzdgMlqbsw3/8gQUJ0EpaIEotb0vUJd8woPVJwslYlHHb9v4SmKi36fT78hZ952lm8qqnEXr7q1n1CRumFU9/brxdXg+ZGf40ObvAi3NjF0jlLdTJarau0JvhsJSBHbhztix6EoDY1WVvxKG9Qq0YXHEKJyyHf/hb5fvE+hnq853i5pddVGHL8gIQr6wdtTHWR4TVz4O5Tqpx4BmRbeF91QAhXGO8lgG6qhvtuuSyT1GWAcp9/iBYmxCu3Q2lF4bCreqz3Pqxfd8tN88LSbJjcjqgEj/E8H7Vh5im1/LfaO2N5D5rl6ZsdEtu5km5+CSuMUZa9oBMuMUdYfMld/YIefmEl/GNKac19TOIpkPA3zYkErSouzEoIFESPgUGu5fszwqVngvGbLdQUvijbj0euE9GW7FlHnNUfeStHWjlvG2aT9BuCZF90cGUvf3Yh+GeOgj615EOOWC11TkwaNVjHr4MTcNhpbhl5kackFlToztc9IwIuO4TTcO+PTApvpfKFKesjBC8WOWuNIfUOXlkJIOKd+OwdP88I2H95ghQt4KIXsvi4AGES/HgHdr0uBIuvUAztD2X2deR/emiux9IrOvMwv8dnLCE2Zv+LMX0aoJ5LoephHjKeoegRwSK3M6/4uQZzT9L0A72mBnfa40M5e32SF1D8+eEbOvi+XbjDFAFD8LhAlDrImsyXxL0Fab2R5Bq3kulG1L/DuQKMun+6eYqG1ICCFyS3o6mkqb21sNk1vlagGJMNgdpIYTmu/wkJf83VoS/NoEfYtZkindaXlaN6JcqNi9AWxdBP16NQy+QpmWikkL8mFy2zvvprbwclw7UtHzfaAo0OQ+wBvRabuz+5JufQhqT0wI5Hn/sh7lySOT84xnf1N2GvJfWES06IxmSbWGel5Gg1qrBiCSWuioC3BD0OE1x6jFoWa+448y7xaDgcP5c4dWXmKJ0uEdlSqQfVaDdQSxWkvXuFjP2O5GoP1CxV7gN9pRB2/cFpdM9PPf11/FpWpEZT1CH/3H1GFA1CN2L4t6z+m5hWER6eZgkiWaN8CC1KfFpkZPkVI3Evr/+rtpBeiefB0yecQb42aWo3+RCx/KNf+RjaDaLDc+ifc9nqXWHqItvTEt6rwQj3PfIpOHdxDbPDpTwQ5ggjFzNUDvnUPFqYHD1y1weERcvzysyJVhmnh4KI495nakS7HA7H8kcxP8FQFaYRqFjt7CZWsgejHYv3PlONXIPbDJRBZ73WVGhx0UtHDMi0V1QFyJUpQrPL+ZUltwLlUM1Y+5LlJxy8BVybxsCK8kmLBnD0zgDO8ktFiAcJsQ7XLkKCXm/RTD9SPkfo7sMzg5+FlGHpT6ib1VVsE1Zh/4z4BOdRwLfpPi4mfyqWrqCG0cNUZe5X3THjinh9bSIUfgvqMBwZYUjWXKmQ4A+cRtQsrV0Qj89Mf4icSoAVQYfTYyCQBS5ynKRAFwib1vZCzR//WnhIK/MhPyNm95yxcF9NvwZd4+YbqkRh9icq1jTrZovCRoMa8On6ogriOPMmhDYR6+uRcaTBPE7YtUZdNkrEoflFcZ6KstqY5wlm9pwYclj1jG6rj9ze295i+Iu7yuXcowY8GJ1cjwmkm7I0gAHLoPN/4QqDWzjEisReuoACP6mNXlcS0sk/prUruer9CFyLoyhPYkmnrw9c09K4Jlr3zvLTHq0+x8h4r7Tm9y/Cq8WXemie/MwQqV3l1nyuIpQeRrrr0s+8QxNaoMsQ497x8SOJrXqnmxQpTXwRynFQMiZrHW1FN44TAXm1PZ2pNduoz3zWm7xZeit6xbe90bc3YMqrlFoSIob743cPDaGJYZEeiTmpCYPQVaQNF8TePq5/RSsKWQW53/HjhMXjASCVW28AGwKHDmg4uGv4Fga0zzIEnCePsDDKetq/VtLM7MqpTP2NjF4AraXqdWdhDDawj0HFwTZS2pfpp7MzhRKjfkPfMXVBlIZEPi3J5LdrTRn15v3Jgz4wz/Qvk+Kl5s8K/+lNU4T2P9LZTZB7TQXGVibzdpkWjPltqn93DMxgC2vLY7CEC6eWDS46XIr94Uy2svMM7h1BYApym+tslTg0xX5a0UV+njfrCTMhM6ouSxWLJytTWYkrhtfQ0bTMzatQIJT0R41mVQMML9ETHSbXgTUO4EP4Zct//gPqwkH2lIrfMMBt7ASXpFi+jGPf8WzxXpxILZbnya/bUI7n7UBx8z9e/EH0TVDq8RMYwXhm9PpnoFUsfU07aIxhtb/4ZlZFThHyo+GzYuhjhmkESs9iu2MI7depLh3Q/UznU4z/D23Mf57wSfOhghxqWsZcUzCjolXvfi+1vneI27uRkSSaGEJKt5hMzryMoevlXiJ6a/DnrGoGgipJx6n4ue6JTGwPJMGhJRdSjL/LDJ3Jbgd/3mNgdPCFN4yG/+B++d4/XDlB5OV1TYIPSmtlh+ylscZuWnMO0DngxKxu7e2ADfUkmhzrUTGviRbH4obv2F374iO3eZ/uPUe9+8g2Rn8Tj/FSNcKtGgmQJZbvW/4T0JEWJFx8BAsm7z1E3Uu3A2f5OHtwF++3+Wxw8cVd/LTOTqJegRrV33rnwTxDXzmNx8T5f/oiEuDEcNleVSzfE4TF5fj4WG1/ygTMoVgnJq+B5q5IfSUWnvqiy6a3XNaroUMffxBDrWeDnfs8OHpNB4r/Vx8HpnuBJmpgmKcAy6xU6r4SoLxMCuSjFL5Tmp0eBQiFhuTExcFbA3GVdlrbgOI2K1UWWDpiXeAGNBmIBR7MUDUi6B89PycnXUGtx8YpYvumMv4KyGciAUj2tcy9zMqzzeDuqFy6qt1OFwPwqX/+72H3EDp7I3Qdy9SYsPdGkEZIZSyExTZuFa9hjLDpmtCCqRPXfak75GcLvY8rxu8enXuEzl1CGFIEq1/j4S05+AhGq5HKJlFRQawk22qVtJEkW6G/vNLWkwvyh0wlHQ1A715mYF7XQzKpVAAAgAElEQVTGSrkxiBjU0HKe+jfmpsuidMBRReOh8EpKTr3hqtGGwjkKE1ogU91J1Sm+scy76rL/NKKjvZB19RlR4JfzutMUouv+2NrkPguzGa/jqU+D+dARchTPmZ+CfXplD/in/vYvIm+8qfLhisNHCnnj1afF3newjwL7PXImfi78JzX0/CVXsrTcp74gD1j1lgi/RwtCmHPfk1NfYD1zs20gx6AdC7VGsavJYOb03VwZTyzxdR3iz2gduhjwixnzGB47eaeM9ZE0G7/NSagv3Hj7QaySY7gxMbeiRSc0trTKg/ptYw51zF1hE/fapuf9z6jPphPSYjqsdPvIF3MojfeapR068tzNw+VFsVaqoiYQbHgL9l/FddR+7aTC6wnSAxUIdfS01LwI6gvqfp4zikj0kI3KIATD/AKf/4VcuAxHDfW3tC8Teacj70PRKaoqEaC+SIo7SdinpbJfE8no345eGJYq4Bw8zebfV+yH/C41MyhsCYxnr19ZoSMvvFTGk1CfXp4hSH0DjSUiNlJTxk5AfSdU3qxlAHlUpGhU82Kg0US+k1BfohXb2US1FsJpjGejPvtK64LN1MgPI10N1fYqfFRN3z/Afajwb+JVjokg5lhs8TLbv0M6zEOx/hkfPOukqNp4GnGeMkUQ2D0mlj+k2fBjbIn6ZgsI8Evmg4l8rfDOFo8Nm1Sm6XUsAts0OAyJe9FuLnbqS1PRdor2pLDAEhX+LsvJV9g2OQeqZftbJJ8Ae7CNGgGRn3AmfoZZ5tJ1tngd5Nw1IrDvENmKtMCJNbnLgLSQt2eGBnPkeXfnO0K+I8gpB8coSo6Cfg/41nfI8csMCAXkKZRQDxcnKAUZT5PvTkR9VgIMUV8R+WxgqhIZPA6z3CgbfRkPrS78nWEiDqFSXvi7GH+F9c5ROKgaqyEE2qWKjtq9d1Gc/ZyG9JFUG5/5jZp8qztKpkZF9UcOCYaI3Dt4oGCbn/2U986KzqKaxfK+BXH+9xKJjsdqWJzlj2X3pMySZ0xugs+/4+zfFYeIZJPrX/LCGnmigL1Zps6o0pc9qtOsshAI+ETdjnTZyyRE1FzfCjvzexcPOO67qgurv1I4KjxnFyTKGvGcGYP3IvL6dOoLbpau+KGn3RNs4DQfvsA9U8qBVfW5ozIVzQi3Sku1C5lb1IFhGT/gE3GS+Vln8lW+fJ0vvS8Wr+A27pml9qMSAPPS+QLTd4HmFWBjkyGuQ1W0Gh88w9b+KGDSo2j8IV/9iPdOEX7UrS4pOvVFgJ8WItjCLV/rKzmZskMhf3z7a2fnEepJHNzjc5flzJvq6wsFaRav8/rziGLALjR66h7wKsL1zEhY41zwFb/eeWLCmlf/ALeKEZ3YHmlMxosGpFanNHQ0Dh46b7pOTF7B17K6Dyu7YuuvQn3cDp7gkdDs2w5y/EB9sPdEl0e9uE03XYMB0uAZsf4nl8qBquESapR6pnCotFdF3atsHtE1YzTagG7USoP6PA0Z3wyqAQR+SKspbgrF5PllInbvSQq58tBNBVWzdFFs/Yuiyu/L/Xti+k31uZA+wda9z4J+/zeprzmRtYp+CsN0LcsqHGlHCE6OTxgG6Taoz9uysaN1y+DRghJTGzXGCooBdAmubCOOGeRjBaHgQazUZzmjiUzx/xr0Ymmw0U19lCJQ84SDoN0eJwIkK/VZbr8IcI1poU3qjKI+y6m1Ddp20Ak0tSNnkfjaUl+UCmeNEdUCREP4Z1LfyZ1gwjuqXTq6hEPmLkC7LAKEhtZZYU8Mb4jhNXw3KfhxszBl6aBqfmaEZxDztFoO3r8K+aAo9pDClkdy+ewv2coHeAi3dINXD3iyF2dP9hP4UZBnQ7WLor7Y0nyRQZ4BPMv75+roBXh05oXC0eVbfPEqo1J+vLwF5OvoVRN95vFeZ3+cLafdxKU/wISNXL5mel5b6jMDL9spgSbdmbGgwfLrFn5L/FfUFw4uNbe0c2CT+rTNrNQXYdpp38aaCpgcEJk+Ar8htFPNEsZfRDqfAr/Fq3z2TZkZV6jmZKpy6bo4+A/feyQPn/DNv4neSZheJkhOQbpXP0o5pyps8SNxSJZxFx/z9X+6PUsyHSjMkAwDWwSbtaW+qBw/Hgz+jN0sZOWSblBf2ksDK3g+K9IjtFN9zsQrqNh28B+JSob3eGlHqs+mV5VO8U9unE++wlcuy3k1gf6AT/xUKgJJeSMz7CfypaOpLwxjDsxI4N/I6z/m+8dwc0EJBxS1ExRbiNfb38nKIRICFVA1ykXESXamu0y86hiVHNikR/J08bPgUClhGFO3kef56od84y9gNgzXE3frGzbxc9Y97sWFUjBqTXUfDplqhnru9+jLwffIlFv7PSkzg1IdUM3I929Tqt6RhIxz7J79rZObEpl+MndZ4etf8KefiJ0HqHO4+mt+agjrU8OOmsIu3RQH/w+33+6Rs/4X2XfGUXd4CrGd8LVXpz459Xkv0jSBBrjWKHWt7qq+9C2JjS+gMh0+xtQTZQZnJD0j8CMGozAvorxeZMpf699yA/zI1XPwLC+sCzVQwxt8cNXTvhplyirBnLrArLdZDI20vkzRUWu6R8X0WwrXHXzeP3QmX0ICIS4WAjVD8g7Yqc6SlPLXVSLwGCH2G4RDzMZXbP8+O3yEUp9nPlJncTKeCao1UrENJFgSw4Iz+LS6hRTDe5LOCK/9SKKcwyO++0jsPuKzb4jJ1/nKdT5zw1m9JmovoanJikzRAywMQgneNvkZVEHEw1ziZ4AfFQBIVxvYEGptKLbTJgPGUF+oyxr1WZW9bOuMIerrBgIJeFriO6dDdae8x/e/hf+Torjde3zmTb88Q5rkUHw2vWI8dSqoOCYGzvPtf4r9f+NLTFH6/PsyW3cSBe4FSaq7IlfXemfR6Ky8+t8ufvixH15b5/lJqk6JtBq4rfatkuxcasBhFU/hc0hKdIt7fPNrrn6M9u7ypx7zydc6skV6CjYiuke5ERislh8YOpsFUZrUZwEJA66iZDcNNky+am3ZPE6E2wrTjmaDH95qeTY0s7dO9K0sZJWAjE6ZCGqMXgSRmvtGGdjEUJ+BLhb2s3XKOoCW5nXo++rXwjZ09lN0xI2kdUxaDYhA9+C/lgsXdWRbpp/e3wh6D3WziXxN6lNLGMPs8KYZdUYFgobRjp3KoaqeRo+hAwaZradRn721scUm1JcZc7Q+tDvr6GVe2XTK7iPvzTyid/wC7hcU+yE9AMTi6W82987Gv0yT/pp6oDosEAvGnkC1jm41mxEzr7PlD1C9ffkaLx8SkuUJwGLrrWvUZzp22qnP4rQpGmYtFLyKzUT/GTn7Llu8jnIOi9d5cVvN7yU61d9U7SJrM9jT+QYCbw1YKM5EKVOUi6I+W46fnuaXDPFYcH0M9Wl6oE6kUSAXtWPSwLxmS5rKnvZvEOo0AgyDXGj7ZGiziOy+IZi7YIMhkeyDV97oc87yVblwla/cQOxQ17RIDyDtfvGGUNMFzNSPxfoXon+FUtco1jFRpES+fpab5EsfOUgFfCgOH/Fzn6gpsp7UFyHBnXSxxn+a1GeT+LjGhBr1pRqZeMgKgw8NSykerkg14Z561dm5zffuQ3zb+laWDyhXDZljrqKvrgkx+TNn4TpfQK6UnHgJKIg4z4JeYc+GUlqNBKEGSs1g4Or5vNz+DrCH8miPkAiHx9tUSnHvIas+A3UoVW54lhSo2faCDZY0vwjwi2RIPTWxDPkO+FfBlc2WnNyYHH+ZL92Qm1/B3dHD1M1/8okXYNiQaiQEUiAiXD3zi2L9D2wPygPfPeYrH4v8NDZTI1+76Gx9RyLnQ0fdbPuP3DO/Y31LMoVy4agxc/6PhIUP2MEjZ+UWnpplSlJdjq4RvnTF3Tvih8hicja+UjNdSFJZLz2vaie9qBfNigvpqgTlVlESENRaRqjn2U8EnCQV+32vcFfkl2TGoL6sQX1RBBihATby+qohY5huKuCufomGN4WaHAP8RvyJeyONzSYx1f1t0l6ALgJHWc+8O/k6Fey5LGHu8hLvmYGmlB3RGQYtGaEZv0dcJUGungjDGzrDN/6sKJ1RKLJQ7N07w5qZgSdTgeyYZFIfRFHvRUlC+SmL6jNy61/y4J709PD5y3z6LblMH8aVq87Yi6x7DmOYq/h5X172Ws+sGFyjQogb4GcFfhkS03x+1qmvCWMav1lCFm38FrwW+i424xMzj44ceup+lXlc5VF41VQOxIW/IBBAUdzuAzn7DlcQ7l8+svPx0vyAgnWWrYvBM3LtCwd5s0/UcDH1ldU9S5HPdeGpuNlQwzT1Nepdk1pNyo1dmv1C7DEE2KFz8PMcPA8PHorRZb7FEd2WuapCX1n/sdz6Bzx1d+6hmsXUz1nXhJ+g2ET3QAt/YOccY9odtZjvWpnH10AMPS34rq7shXS5rEeeVtCy8qS9qR254EHCG4ROEXVAXS7rsG2jMV5H48gmCtooRRtbDa7M9kRdEVMls7c2IGeFmMfAIQu2mQJp6PjZ4BoLOgY00kYHs0Fh2eyyv0ugncFdQoMZYe4Saq12T4afXNiH17hYUdTHwiCn1WbAi04sIYqLVPAi0bHxLoGZl87X4SlvXToiGvjHGzvSvq2S7uTDqaivZf5J1OcdPKdmV2LwLDLpBy8gMSA/69uudPazDhiBCnL19AohMCPmkwUS/DxrFr92ArSvXtROUOt75vjMJWfhFl+6zBeuiPIzkFDUNkkCP7eBaqcUnvlcF1z00nyN1/76U97pGhuo42iLl9rXEADxOtktTvXJwVV39gpfvs6WLrPFa7ywg46gaDs2Zu4Aagwm1VCoVuWDBySq9M/lw2Tz4Il+lhjQZTQt9tLU5UzlzfavXRUMu7loWNg8o7lNpHAXlAfDzcCLpOWA+r9J/S06RbimeSpcwVyraW6rdR5CrPAa7YW/WaIRTZpo2GyqX82Jn6OWw4K66Ff49Ns8O0EWiCVU9YB39rGrqGPjbyK/DETJDGE2nBhmaXWvDrjJKlv5NT98IA/vq9m/u/YH1rdKp+vFdFndLUCLAL8ZDMaCtitWrS/o2pIeDIqH8TYwFs8YvGjqe6SbJekFkA+iFooWJIeReTLynLtzj+8+4fv3EOqpwA9RjsS9qvs9Ex1jLyEydvkjVw3dxGsSrokFkR5E+F/nMLIB0xE5eACJAG4lqeA7ir+XRO05vnsXszRydgFKoVTaA7F/39n81qn/GGiappLcMHcpsUSJJSPZUovzDJXjC/OeXtYvHV5Do8QIaMm7Ur0uA4DVZGv0BX7mQ3n+C6LTY3bwmG19I0ZelPDTrxCbVWGRmq46qSrqH5z+jUu9wxz0/Ge8e8pBlFpJVHadbdTxY2oef/AfvnMkzvyW+KfQkSzLnjn33J+Rwrd3RyosXP41z9ecRM3pqrNcTS7f8IgRauHaXxUuonIgqkTUIPt4PpPZqmdOE6n++dKfV+ChRKRU8pGJqiDwvoWOtS+ouCLsduTpX7OucSozXaJ5atFJUzxhtqBzoIZ5GWPJNgk5hMo+gnpBpGqCO3AaRWWH1nlpAzl+MHfx7Enr3qw3zBIBt5LWPLsOG9KeKRg4LV91KVAZCXI9o66f4lUleAMwq2k3C4lUHkh775ZY/7pz9vcK0amA5yOUZOyaFnBirLdAy5uyh8EgivFMnGhoX42O0HUU2ZqbKPHqU87ekQI/GErt3uNzb7PpN+XSLUR7LlyRYy+J7JhiHvgtofBgncJTS7CfQZLkhgI/NnyB5WdlmkbGc3PxUgHTlUYRi2gEMiQ+Td+z64FRi8aKmfAVxJqG5Yy61dVnsHTA1Sfl4BhmLYq6Z95S10VmR1HYAD0tCS80lLAK6X9DZ8Ta3/CoZf8hU7C09IFDhkAiVWZekQzUAMR3F4JdraAexl374Bg90i5l6M70d2z4x+Ym5NAykG/gnBhc5b0zXgwqS3t3Iy4KQyZwXaqZmPoqPnwA4V0t+KmiCiWpCoJau0rIckzVvJWR1GebxOuvrfQV1GTiZswdtn21I0TgqHnwtnQanNNHQKPOZiYemKjDOkIbaLvoRzbBrMW0ttGOyKmLIqLm0FnPEjXa5gtz8DXka10j2xqjd7ZLHEQ4G5RGXX2N+oLDax2Qtuv12+ME0qjWu8YQRch0VitOo3BCJNppZi1mmChpdC1ag0bXoj5LQQg9FbCnsXT71NfZFAmNF26Pb6GZoRy/wqb6oRX4kZgTwLxekBIBlX/AAPW1liD1deY1FQ5Tf0+O65rhs7/k8zeQlb50g5d2HVSS6EUFP/ChamqadQ5x77wtZS+vgV/Q90Ur+dBEMpRuM9mvCWzAy37imTzrX+bzl9gcfkFRoWt4RyrGO+UdSvFbniXz1Kq+4MG1Awb8ZoB8LArYbABGgDRgiZ9sIJblIIbUZrJlqA1Jy7s6+BkNsMKnnWOjmDNAYjyCzYIU5wdJGqQXxX5MW1L6WYJwSBDYTwb3BT76EpBv8RaU3ulXWVfdRQH3EQG7TlTNhp6z9mfWOysSBRejp/YdkijUprix4i7fUpuxQzUv/16c/dzNz4MTEkOAqFR/kMH0yg3hKE0WXswQTZYeDB7Hspm5Pq0d1sh8A/V5NRjU8YcJ/Choauo1DrcS5JuxrW/Z8C73tynhCUjXnJx4ja3eQBrkwgd84jVvooZeq/kxMgbLVsEtZK1JzMn98g9FOFiOvcz37jCFfIePmDe382d4x3L7X3zkGTBAZ8FJlCG/p2nHlEW+0xZ/fTD0NAB7+os02YQ2qyAYI8YQRVlGHxV7jLzEVm6Jja/44RMH9vpP5IW/8vLTMPiBWQ4dLduIEc0vodrH4UO+d18cPmGrH8OUL41B4/Vn2OZdhgy6Y/fggaO6fO53HImCNViJDC7zC3/FhVCz/IOHbOlDlp8QKL5Xk11TbOkDNREUF+9RHb+/s8FzIjUK/M56RdU9TG3WN/cxr/ma2V43lrpX+8GFJ+SUe+Z35F770FVtOPO57F3AxDpbonpxpcakNjaGU7NysaJgeLpMDauyrgk2sCqGN9gQ1XAfXIEgny0H5+XROlu1YVwJ+ZT3LTmTv+BL74nFa3Lhmhj7Ge+ZEOh7nVQyckNpzO9Z8zie70uaQDpV4YPrfBM1PMTeESTQlZsUL1pzM156cC1UziGe+rJhZjBVstYGdZFDJW5ef5pt3Zf7R646+/6/5fTbYuodmOuqn1H1YRx7Tg2Xo+4r5AR6tQ1GUZdC3ZODivousOIFPrTGeqYgiPlWlj77taU+EwK1Tlmpz0pHekypdSiaK9NV3j2urpEk8GN7xy4eQNzjM2+7PeigGhZ69OApeF6yZRlFEYbP8rV/iIMHHvu5S7dYNwr9Ce+Jg/fgIFfH3d5CTb0jLGtQX9ZopxVfw6Nh6bJauie4mnUMnIGO3b8IATM30mL+jAeo9BCh+ozY+Q4hGHvqxrsnx9VPFa4yPSIZIzb2MwPD1GfECtpR0DY55sZBYmb/MVPz4PG52QZrpJ+NM2OENVONtHTTSOvSYh3N7kf1IgRFGsAEqE9vZJj6IvuitSeK+gzGtkqywS3N7ocIzTidyU66Lhp1iuj4Um3oeLhf1jsqBtVO+lwg+umACfatK9VhIasg75nRnqF4SyP4M+zREvJ6Cb/u1qnPL9UQPoVGjK3XDeqzhIYaL1DHz6vZkEWIy+B5PrTFhy7wwjmZn1ZvedBFZ+8VCS86tFWwIUB6TQHQRLJ+9EhNuDv7eO+CmL7Elm6w2RuQ18qHagOJhDrCMLBldzPNj4WpTw8BDSqBAeTzSSwZAj9uUB+6c8qjtUHZNycWP1S/oM78Tb50hRW2nVNDwkc4LxKVpL9ojGxwpleK3Q5RpjQX2NJW2sHkPZ8YB1paYnLAg0wzx49pzQjHW+phoiF1rlFaMKk3mNmoLyjrhaJGk4GC5tHUp5U1D5lhGtRnVQhbh0q1NtBO3dAP0SSp2ql+LOs/lUuogoUyHpOvSzWhR7m2EXfhKpUOp3IOm/BLpOs7hMk0jlPC39y4WLpFcHKX7x2xs1+IvlUJ4ip6Hp568p4n8UUVYDDUP1PNi+K6kPtL6N9hIroCCzNYAGkKnqsnjEBocbIVNv5Ttndf7jwUF4/Zzm18PBMEusDdkuieYpM/F4sfsMVrEMbHXuRqag41bJiKlZesgZdahGdTeaM1ZZEuyPqzHAXcj7xsN7b/WOxD1uCHx872t7L2jFA3WHqEBragU6WBcMFSDczGhJa2pRrUlw4dJ3CuYaoNUOKJguiaZCPPc3XnoI7fI77zUN0GYvPvYuQFmC6o0UhVvBFD4ftMxe2Z5Yqd1JYkD4pzn/L8HEtTpFZlX+zcY4deTuN/ULPh7O9Y17QCISdZFL0L7Pwf2cFDZw8+q3z1I+S8patOpiCzE+q+ZYf/pkDTI77xFzZwRsBtpYL7Mz1CVSXKVPbAID0d8wILwgurVNh9RCh+UBPr/mV27jNnj6h177Fc+UjkpxHqmfPKLVRFiqS5nF+kAS9y/ovm3+ASqteX818wmmTDd9H7Cw4h6a9rnPev8uFtSFXFLTZ4hkrYl1uo2SoOUSMFssb8+Xq1UeNBgWKFFL8JOfkmX74ulq9K9bsz+TpTV8HzRUyTyhcuwUfHKZF6ViejEXWQKutd5mf/LMmgle0fO6sfs/wk7kx4aXrFwWutpXm0XKtrrfUm9dkIVvi2MWWZKYrKM6h6AtOpI7F3t2PuFxB/UHj2CsqrjL+AigWECmRaM0LFAOoI9Rxah0EO5ZKxnmmug19sY6wsGsQzK3hHCIAaCupkqB9nBCprtiqTJUd9EW19I3fVl8ORc/iYz7yj7g1JW1IeYN2PeyTgR++G1viFP3qeSXz/vrt4XShEVzeDYsJsIyi0qQzHtNk6CFGDY7uyWrxr41+FnRPqA46HO31LKFAJ8Kt78b3IJSZ3IpEZQ8Jt7Smx9Q9o+wdQL52pN4G7Wcpp7BpptvMHbSLcDHjwM+Xa5mjZpLzgdDlq39ZKDbSMiXiILkz0Mt4yqTV0ZNM1JLxlJLxF4EEIwEySMf7VXjQZI3SBIvCp+ZZGpNqWltGLyK8LEU50aK6l47bRiwSnMEyaB7GOXhT1mZfbuk34tR5Qqt8YEXpp8FysEdgZzujLaXl9ZhF2nfrCkqCd+ixA2KIyD9saa3SZ0d++UxMVmwX97NTHQ/jXJdxe5ubpIHmeKouhDV7agUdcYUv2zrFTvaKzGxaXp5pE1yjR3hmS+Hw+NKlPIaWaN3eQp+WpHtE168y9LZZusvmrbOUmqzwlEwPSYzZQ34DaXsM8M86zSX0BRTFEdyb18UT436Sivn5EriaGFI7K/CKfv8QXbwl4PN7kpV1XMaqC3sQw7dKlUV9Q7uOt00WjnS36MRRLaZPydL5KGNSXCFFfiP0iJLgQTNpsXZoH55a3bPuaBQObXUsOWZaUHe202E7WqHtu2T18HEtmXQRtUl37AoHfAFMUN/YiW7rOF27y5at89h0nN07JS2VIeYf3HM86fP0L1jepbhIBtoE3DGFVr5rvOku/UmTC9h6xwydUwH0ephdN1VFDMlt6niViU4PAds4ugVjQ8HqbuhXiGT/0kYI8017viiJTVFznHh4jk2TvCVfgV9in7pRIEhxQkxJn4jVn4QaDznBNTL6kCEG9K9OQOsMcpetphMQhrY+CtcoIvhp5mYTTI7b72BP9UOt8/3uxc1+9YPVDgijyqzSL8um6XEDrs4xAoUXCaZ3utLEKYGqZxnYUiJsqwMh07GW29CG/8BUqHCDeEiGpvPwM75qkou0l2r0iUn0sMwTMO6v47ZjtHoH9zvzaIaxy1ZUq7zvb30jVTcQM/xsmLmf/wLqmMHdPj0gFXWt/RYwlHi48dFc+ZJA4atCvFHyu3HTVNVJXav8B2/gbG1iWVG6OQbkdQWCqoekFPV1CaxrARgcv4PEfJEdKkMtNy3Ofyd07bAeVLdnZT0XPjAdsIl32/TmNxeS9MPX5OMSyrSVAfZ4dpQ9+cnCVFzbZ0AVRvMD7T6NKm19doxykPhakPmh3ZAipkIwm9056lHePsZm3GOp2Xsa1G38ZVbBRTbHmVwIMIR+oA/ysbu9skcEutQqoHlwUm9+4u0/YwT116dnKDZYbESQJ8mwY9syuZWtBLPTfCu/VWtlYBFS7sqtwNzsq6z+UeEzwBNfi8AGfeO3U7NvwKV2+xhduibHniTyrYEX1YcmNIHhBDREKuG8o8GNDahjXeLcCvzEfe3B966EzNgG10RKzSSGgDbxggV20LUMX2jhycJQaUZdVkoi90FnyL6lc5Ltf8/3vEed5+JArhu9WgDfueqluOfpcdCk8rsCjS9Hg8Dq/8A8Bv6g74vB7vnhJdo/icqsxUSODZwd1vWsBPtfeYmYjc/oIBHfxA4ZzoSPzYN1CtHZc9M7jUULvEnJ3u0b9ghPdVdKZa0D3bMlJI8eP7zzk+/ekuvS7d/nka4oJO3LjPFeAl2lumMXU69PJygA5qxYUx0thHghhjE3MMQ+oY0OH7dQd0etdoyPBiXuAZuOIyIZAzeZZqMzkW7OFhjKmnSsSa8NHsF6vyO5E97QVcRpsgNFU+xXv0AckqnlWFLSMlat350SDGW5PPPsF+6gTqTH49h6FecwexhncwDRxCRCaFsBpHjxwkLBM1/TePGXBSA0XG++2GI9Z0DFY570Hlp4dPaC+jl7EWKrdEep5jhd34ABW3BS9U8hW6iTLTa/sgbVsQ6LBhJqxinqd7EeF9M4+0dENvkp0874FPvNLsXiJoXjaL3l5l2cHeWcOromdgeMEDmi3ewmW+GtEdfIAhrUIsAlmzdenehmFcQqUmuhFAO3QGTn7Hl96H/kSc++w0iambqcIVhUiIsbPEPeaZ1SDk+zXIjPt0ZhBRS7K6DLWT8WU9QKUZdsm8G4I/5pcZ7TEpMcQzVrr/mnUF+QTjfS019Z3UxGkF00KOewAACAASURBVNw4pet7ZiyoHilKVAbww+uSyFXUVIktfiAU+C1ekxOv8Z4RJ1FmXRX4ze4d0+NV5PjxgTX4XmJfKmdHvqB4uL7yK6/kAJwezn+uJsRIPAsn8pk5eLqUlwozYTD3L23V8cxjkl7XLMqXbpisRJqaEPzQC+TOkbOLzAwqVIAX/PjPYSGwe1cooN39Dg7yiTJCFpPDCLvKj/Lp16gI5wd8+aYYe1Go+QdcYYaalp6RvilBz09vS2TmFFGzrvYs273Ndo/pqfYRP/wPlDG4iRzz7W/d6o9UA+CBmQz4x8RbtgRNX2yt0gE4qBCGT4H8IhAOVZ5Ahfqy7BrnI8/L5Wti7c9i/1hCVTiWF/7Bq3t4bJ8sQM1LUCEB1UE1Be9dcs7+WgGtGliEs575DcsvoQi7wpLaU3Dqg278UO4/kqr7537D+yYFhVB29C3ztc/cfYp63XskVn7Ne6YUkMhc2ekaYfPXXZQSeejsHsu1L2ERkVEAX6UQ02rQwSWIf3oJh1yltRCwyfSwzCGxzfF8O/uX+bnP1Vnk7j2osisfip5xloLVJOAqW2lBY4D6WtGeubCyl6vYKSI0b/Y0QCR3wYNx6KwcxlNIGG6pxmTHfDDwYoybs/AQdDVptkDhl3Xc2H1LasYs1E27cF0sXXMmXubdc1RRjc6YC0zQsVRaLinQGEecHB12cI2ido/5xWMqZ39L9s6gqADVBtDwhgfxQJMBrWt0VPAkLMVvdZFDfQ5Zvii3vpV7j/n+I3fnWM5d4bOX1NcX4tVVv0ae592TqFuI7Ste6hoIRN0zg+tseF3BMx88x3vmiCgC4xbAEguGRbXcxFrtgLnotwzcCh0z1whwxQa4hYQCoeqe2PoK2ZX7DxEaPfsLpu5DdTOkRnCTIO5xlHklJdU9rKC9sMY2/ioPH4nDY7F7jNoz+Tk8vVJXvMu77XVVVkM1prVTGwrr5Ws/biNkpuqVGxmXvbMIxM3P4HujaxR7pceIYyt41AVxsipyNVHc59vfIcAVYa7HcuZVQGyaxMMcbt0fWCQRDWwitCY7e2icZlh0GGKL5XXoRBF+ISaA6ZN1V2+29pbJHubG+pE1wmkCkq5ZZTUjE3PoNCAJQ1fkmGsopQ+pFcsNYgyCkwWkrcexNibqILbLqo2S3iMbYEeOm9bgcDejbkuthdqN1GL+MPTqG4fP7t/Vp3LBDLpQXp9RnsGq2lkjP01iNOJCdWmupfIZJGnJCWxIhVxDvkDMZ/Cw9G8vA4x1y1MU6pkYVh9PR8111ASisNkxtMlL205+ynPjdCDWha07EwGVz+q02dkrO7qgEqjmJfpFxwBVS++FucvC+3zphlj8yF36WJQO5akBiQb0o1i84c/JgkUdNCuXsI7HkiHk06S5gCdnN6Zlp7K8swD/+kReKqDtO6+axBYus5VfiYWrfHhNqF53eGfPxxytmZinqWT2DLoAGephlgkdtIw8vQEtb5D9f7ydh3cbx9X2fWZmAYpEBwmSIECAKARYxa7KIpIgQclO/MZxi2vibnW5O3aq7bjEcZPVKTnO+/2f333uLoAtswAoK+85e3iWi93Z2dkFMD889z5Xy2/+iXx+SmOrZa0Ri8/iaMqu7zm5rpl3587E06XnueM2nYs3FdDOgS3OdIZ9misG8CYtI/TcQpsyaF5Lc4XK4xJRUucDMHt42YiXjHBRhHJB+nfnDvzrd66qjU9lfxVeoDE2wERV66zRlw8cGjCW3pN1mg3vq9pNY+MrMTDf1PpcxdbtDpxeuc+u+znozlmFT1OkAUu2BSouIctVWaG1kmn8a+pvo9AH+vIQcOg+Tj4pH7lnbLODwtZ3cnQbdzY6JkLJALhrTE0/Fzjylly4hLcwzZ7pJSKKUCPvzqO/eSI/2cYDlp4ZhNLFinRr1PhvRf1WYPsmvE92f6R1RdO73dty767YviqKe2ZFck14pzMyU7gu3yviecBPF9XZOEs0ZxWxsCxwSoIT56ARjT9G6CvWvhBQ/G7Lnf3AqW9VfhPxV3hU8nyzUOkuQLcvPiGO/9Wo34OMuX1DHP9I8NRc0TQ0c6pn80cUsaAHaWffqO/3rPxJxqZxW8NllTos17+lCV8QGY/XepYvo7JceMxIjBmxqli+IE7fFXX87hBY+1wOzFtRl4D/Ft25IjmbVGZX57BEOM4zxglvZk3zKMpCiP4ZcfJPcvOq2vpenvqXXP5Q9I9DV6QBsQV2urU+6yydFC333DpvFVgLl5DlSLP/+ARYhVMPVHYNmdiWqyfXoHNKSVZiXowDL2PjCO+EZFdALb5IVgxMi6nnxPIlAzEdl43q4yqeRyEHyz7R3hkoQijLHoEwq2IcwxkpoljLwJJY/dKA9+wdY/dntfIOzIHj454L8Vyvhuv8FUKTHyKjLG+CXVVsAqLl+MMwca3dFHt35e5VOflMYOb3iE+ZP6eWLgSrj9JufGeLAQ5eJTCAjwsBT25b0Nd6Zl2kj8nkFN+pvOsWCGcf3ANr66Sd0t2I64F5Dde1bz/K/pzgojzLrYRDeVRmz9XFrlnrBb90yOkXVGzYoIehz3rYgghvzokIUkB7+oqBkSNy50Zg65as/6ToPbJw3ogVDDigcG6q59TCewuaFBp39NCrB7rQXdOI9WqJr4glVgitZZmahPUOLQMTMsGGunF0kvVqdis1Zcn8GWPnujCL0e/8W04+L0MFBa9X/Piiob5282Pvzk7XRze5OanPBZMaJHCyjZfH2vBA64xeNaltSp43rc5DLA5k1cKnkzpiXtB104vnWtpRqFZA0wGJ+0D/db2e5rxHbtbSMZjLXFTa7rurTe3VdbhxPtRnf0q9j2jjnjrjkD2D4LnFMfePAnanUE9Oo3mUdDqmaKjP7uziBUKnKtgMwvQaw7iS+oQ9MtNBfUmXsudxiLEZdXqzAZ1bvAvbe1ogx6IcnSipwiVjiF09CfyyJ8XALDgHEqiZ1McJeJzsZ/GYx1tFOCMwHYGaRE2HUiq1IGdeRT76wnm1fEnmaz2tVD3uCSuEgkU5ac/fsy/sucIJdU4Jzof6nMaeNsNPvhCDejV8XMy9hi/RhQuB+fNidIM9RYf57FyCj7gXbDPUKuNOsOSKnPR4nwg75lmIpYmN9LKZg75cAZkawGsFfEqf9r3ynWYfV6ymLphT6i7Qoj5NaGUL5zRWLg3hzivQ+SUEuiQ+r5WLyypGw5nhEfZoGUag1/gTCqFf52DNP/GcipcRJodyDmdpti1q+4H6Lbn+d2N4WYaH8RMswkQ5cS6UhVXj4lvs5n/bIEo59id6s6DlUBr1tV2yp87cxRmZ6SzPYIZuOgv9SduBjaMs6nO5ktjT1fzCLy1zF7AcXxFflBEvGtNPqu1rahvF643Nb0VuF3li4TSHetJVz6jpp6GRLp0HeFSfJlwUIYKKEbbZzKNKQSirzamzwRVqc/MszYSrnFF5Wm5d5eINt8WOOb1DDXeUdtj6wUA5h1G0T9gTyRjhPNIOO4R0euJaI266s++vTP2z2T0TnNBDDi7Fitlh2F2KRFWWfiPmz8m1zxQyEn8Uu/ty9TOCZET9oZ0xBStUOGQGI1mVWpInPub0xZt0UTB3gXCXR401GPR/xwHDhHb7isb8KD1ICwoJWmMyvRg4/qnaZvGTnrSFizCEYI8ZFAw8fBZDhAf1dnDjSzlyTBELwejPLMzAXY2OtdL84ppQTCe55XkZY1/BDG0PRMbE4JJaeV8Q1m58I099i7dG/yx2AyiynAgFwzqwKRtaSXce2DNn0o5gOb/AvxhXQUxMqPQyiCV7SmQ3xDCbu3CIqeV+yajQaG3MNRHnHcB+xG8itWJMPWsscGg3sV/1KQV9rGCRBkS/fEsKizUztUxPGsLIIggkvSrX/kaobyDC9gb8dVAkoKAsS5g8l023CWjOwE7hBAMnPFiGoiJm05pacAhlUhXPoJA3gR+7ehqzrwVmXoGty+J5Rd+n448FEhURLQVA+9bgcEmMaTGyKkbWRBqKHwAYvzswXTTCHU1tUEuhbkKLu3lGL7o6+aexp47VbVjlFkv5DqpEEY9T4bTc+IreKYpTXmFsk5hEOC7KMxQgg5v3jmvWA67Sx+XaX8X2TX6P3EJCbP9sI8CVR9tUoaPsmuOEUk/cpueuufRMD9Y2ObDxb0lz4fQk0ycJvZHprsXG3SRpnbGs6NjSr8WpfypUELkltq6qyefwOYDBHHtIy1HamXRzPm1XWrTU523Nd7qvdaTU5bN5qUNPfZ6WvRjjEcpiwsMGraaws43f9IzkrAroLCfg7o8/5vmRoR+Etx9Gv2G3U1/HEXYjoo2R3APevv/e03m0QU2DPe5B0N503WDqqc+Bl1ovVs9z6x0ox1E65HNt8fPnbKbY6V1b2lmwJESvIx/PBmbuPW3rZiRqi/papfmcsqGtwaRlxWlX/OzUd2gQR/XFYCowtCZyGwpl3DeN5FQAGXpMeiaJ9Q2gFp/LXdNFgE7es7YcGuag0BTmx7NvCPr2XXwHoFU4w9CSMhdEXfa2/DxFrwP5pIf6TKFPn3enNWJpIiivy0NDvNIvR5aNubNy7lJw6YqauyDGdlBYAkiTgiENDRd7wIgWag5r6aiTZOfQ6IQO89wY6ZTpRMjJgSEn9bmiPT1EqqVTt7jXRjP0oz6nBNfeq9ObvKdJ5PNCoDPIs83SODZjX6T9X/R5BF/5E08YS2+hHNbSJWPqOZWoKrqtkaKauyxO7yMA7/TPcu0TzH2JbSJpjvs1FZW0ipThsli/gUkY7bn+pRhahJjWNwRv9LAVeykaixmNaa3bF/v2RtBm023FtnOTDM3gzCxEDBvmWZwTsVGfpzadA5Ysja4Bflb59YyceFbUbxlbRF93RO1bld81ekeIuxSSGwnYJgOTLxgrV8TcWVz+5DMiMcm9opMON+1DvejlEgBbnYyyH0z5cVn/N+S+nX2EMxFHYeWGOP2T3PgOcz6cPY/7GCMYHrMTnZct7ZdpJ0Nv1QcvnVq1BEwXyghTEy8oax5B6QKkOxLelB8Vc+fl8b+Jvduw9tm5Kza/lvmaMt3/oZ2ya0hfBlhLE7jjf1E7t9kR5K44/keZnJHRceSM5XaC2z+idgWCuPbl3nV15I80yw+E2JgxtRA4+amo3w5s3xO7N/BpGWYwo9GLTYBe6nchTW/fUWufieGjRl8GlRij6UC8jDcL10NrxHk6Jb6YW/ezLabSMmoQw4RHkPx87D0g36kv5dpXYvl9NoDB3BqSZrjAwGNGZpro0qqIoKG+dgpSi3yk+a+p+A2voK7syAZy/IaPyDgxWN50f2n0RB9AyNIlZwxiN8L1ipx4Xi1dwA+OixeM6vMIroMkOCZCRdZhbFhimXNALeSMx6qRoDZHZGpFrn6C+7V3CxU4jrwtk5MBojJUOinz0DnwSYtAXjzA0MULwm+42McVgX/503LvPz31azBZJZg5/KIx/aJcvCIWL+BHgcpjir1/+FrG2NkFxjaif87IbMj0EZE5qdInRXLaotPGzfK7NRbbOKlVT32eo9yqYLxoP5GrBSfitk7Etpb8NIaHArkdsfUDsn/xKXFTTP+hhz6sYsR745Btmxwbr+Bni0QlkD4mtkwnzOvIxqR3KxveGPEiPJDCeYZGOirnR312xnMPjitF00N9wv9f23BxBml8XDOG0UJDey8aoZyiORIcTVE6UuzcUxPPoM57rPCQFiRkA42kZmLdKjMgbLu5+cTtAeNu2Y/cGqDljoG0z79b3evRTNO9jKflhA4c5WnEPRoecc+1XRPA6c1SC7YLYfUDJC9gu4bIMSDe9j1pbMJ5Um8jrgNdIazeu+89o33otDfFfV+8oKtN0tM9BsL57HnH3BVr6n1J+/y4LqHp4NLJbcWK/9RQ3yEd9fnXbbdXabf7rzQoLumLjr0N6mtUchduuvOT+LhYX3M3Z6V10QflUMFRE7iF74mR4zJ7SmROiOy6GJjjwncDbP7Zz9TUL3XintARYMuW89CAEewHnxwaCKTmxcwrxvx5Y+68Wrokx3YMBIUOc5XzEebP1imkBvlM58whPdd50/BCnhDNVjZgw66zJ4Xpxfwrcu6CXIRdochtEekh1JNmvajml7S41Dq7R51rU27BmQvnJStv8KRbpmsbw9mSAW1yn1fca3e4x+1Tetp3d9I6qY7u/GM1m5qbS5RzRXjaBTo/Jxjp3dNaGJyY9JqwZzEY1uluZhQcGodkPKfGH4Mh+9ybyFyafEEOVI2+Mbgp0GMJh0lUXQsc/wR2/KFhxOwRKfVlA31ZFRkSsapaflchwQ9158SJj2VyXoYK1L4N+SxUs9OdHfyEa4noOBBLg/pwCVkt55jUp4ldjLjhp/GSCYfZJm0GQmlFhDD1DE2VAkhxvCVPfSPyu1BBo6A+2JYkx9Xk83Lhkpp/MzB3TlTgkCH6ikCR6CjI0Bty6bJ4cWTooXIa6viNPyNqV1XtHlcqv0PUh1DPGsK61Na1QPEMG7uPB8FRWTu8ea/LdSI38rlGo9lDs46crcaAsC2snvFYhXIQP5OTovSomntdnfw7jRICz+p31OpnwZFNqAch2Kso5PhxvhzdsoF5efyvgmihdouYQR15D7lYUa6wV6yL7W8IcYl1Ve1aYPc2YaEaXJIhTArBOav/MGpXZe2e2LllLF0WySma1wbpEuJTcuGiQkm320bttlj/Uo6cYErh+mw0wW3WQLdn3LUcVjTUZyW2RTOYQIcRcqkiBaN/DhXnNz6R65/2rH4WOHxW0pYIZzBa5SIK+qmwRzbRoEVrGu0kENNwhXpFJJM+ioTz7AaK0Q2tsL0Ndz7asHVxijCNRvIinuNKaHBxVKERNTArp16Sy28qWKGcU9XH6T6i2DfyFcsI4nVP902v/xzLmyUjQqNRgq3oxhcE8NBgazcNIi6Enk4Zoby0I5839curaNn77BQ/7cMFkkf5+ALE5OIZtfkNey/dCO78IGdfVzMEfpfE/Jty6W1VfgxBxbFxhJ7SsWYhitioHJhR6eMyc1KOnFTDxyVKTZYanqi+1OciPTcNxnQ9dyp++kZ0yOSCq8YOY4g0pstPcgGPsTNi4ysDERZY5PRLMGGmmxumkSHSY0kNUnCBY3fHAyMnxepfEbK+eyNInyR0p+htGymytlYyf7mwtGIXnHtITzsyXtz1Mq0myBlbzKzX5qNesLTZJgNbBTbyfPv4jVx8TGx9DdTfuR7Y/lFNPC/jkw/BNI8XEbQWGWyt2xfs5vOS9WqPteJqp7XF9pJ9o/fsXXbJ0YHGUbyzOVPvcKzrLK2z6zQfP4pwEYgL1TRo5AceXuT2SUjT854T2Fp8FXSzuvsq/FBTty6aTXnlMl1/vGDmpT7XGPqyljbLznMhrqban1EL2F6wtBN1a7ujBrrFY3b8E23Qzt+lU8uHNvZLykOeXL5es5a6x0LGrT16nFp8kM/u52kv3W5Lz2uW9QNGqh6W2vqSkmZvwyfE6JbIbiEXfGBa9qZlMCnM8E67EOekMhf1OdZ5T+PQkEFER4CXmpfzL8vlK6idTTPs3C47o8TM8FEedo9a6MjQa1GfLdEu5UI7NwfaTD5ls+p6X1qZ9Qlp2jp8xJh/I7gMKUPOXxCZNXa1GWCiG0Q5it4hBwKFPOznD0su5BP27boa6A4ea4l4jnhOV3SofyTnsHC1r0ssdAiGnn99UNYdoullP6/3pnBSnNeXxbXRjYg6SVDY9b2whXwtuAo1qY+394F5MCz07Tv1G7Xwtpi/SEtw8gXMEcOcz7b4mtj9Se3eDhD+0ZR6cFmGIHkBlvqyMDuJpTG3WH5f1G7A6rBO8/XPAqnlQGjILe5FHLwntLzX2K3BYOagNdvJWrXXuZKBOyEtYvvrzVJrso1L/WvWweuz4jwN/AQOIS5QeUpuXzV27onaNbF7XRROG1DbhlGYHp5444LBTxx5SyyeE9UnZGyCkZXvjifw0ts3+6soSUe4Re1XnxAIg7wNG4bdm1h27iLHb+ee2vpGls6oMNIytbUZhN3BxRNc6hf/2WDFHOgl6sN74MAc0+loo55yXtHF0sS6+LCYfUWe+Av6STPR3X258RXKnyI0dAghf31mvGUOJDYwJY5+JOq0J7Pf6p/lwGwgylP5sdNy8wdZJ9y9xw/S/8oj7/XQp24U9dCNzBF58lN55o6ocfbj8tsiVqWZrhEfU8mqpA/P+s8szFKbn6IMdCSnzNjLKKelxRyeK05rzTE3FiLmsyDibGMT4xDHWCEYzRG1qiPvgz/XvpQn/i5nXpGpcXoy4Z/RFPf8RRKtWqIBJMdSbhRwL8KCkug3syrNggRDRzBxt8DPTGOzanw7ptdQupgZopxJFWM2SE6LyRcIk9TiBblwxZh4CgXigFUlFS476IXVQghHyOocs+bikQLsNAYq8vgnonZH7t3GLz4rb8uBSgDmmSXpUTv9lCJ9tKdeNSqbZQZ5fVKW6sHtq7AR3r0razfU4bPG1PNi8TK+SRcvBsYfk/Eq/5JSZkfWsunbiRCb9AkxcoKoVQweQ0YZjzBfWqkl6/kYWuoX3Y1zXL4XhJxk29jeUomdGxn7o3A0pbcbsmFHd8UmIfc9Qu4AfS7NvcxIPx6ALGyWbscvAgp/iQPHuZzDl/QxLulzrL6P2rzJMp7tuKl2jllxwlppzvs8u0jVfeE6qtddu/W4xopW5QnT7sVcYuYyDpcaGNUU+L7TS5XgWF1ufCNP35O163AonX7xIRequdZdjNQemfzw70At++3TzXLQY7vvoWsH6YTJJjl7ibfduvMo6d8NTT89NNsccy/lNjDY3Yc2K57D7d2I20/k11Uv86OiXY++hx3viB3p7S37PYTaken8PPhfl7uHTrqzqK/XLqy1W5p45veqXSd0eng6sM0pyvnGmkon9flqfb0O6nNn9DV8OFnx67eEu0MMnL3s6tmXgqZH8wYCv8yGoO/a7LpIzkgCthAHefa4tT6HFter40AEkQ6weeaAOjRIc0dF5+pfMuZe5By/S3L5LZXfk5FBg3Y7BPJsUp/l5hJy+me68vq8iXwhnZtLqLWzVfLhkOU4itzFEEPg8InA7Gti8U0EAi1dEaPrIB/2j1F9I4JztxrhmsMOOvJBPtvGYT8q8wKhM4bTHc/p5kaPmiedx9qqPvhwqdMexn5FXqtPM6RTG1fpjfAUThrUgJwHF50OnHpxz5sNaBP3ss11aVP8LALEHaS5/pDoQwEDpGBFRlT5N3LhXM/8JbF0LjD9SiA5QxNBFSsGlj+EiMdhRbDsH5hDnKFZjSBcQCW3KPhQLb/Ts82V2fbuiRN/grDjCeO0S3x+vGePBW0k8jX/beGNcCXv2WnKXaDPncnm5K5sI8cvY+b4EaUgp4uunSBn5gVFk0uCmdpVufm9IpgJj0Ed7eURTpSMiWfE0mUxd06uXDImfoeJOJfjs1FfK/S05eHpivZEwiSvJ8bA4ZPPBHeuKmh9t+TeXY7muiNP31I0t65dU6UzmC21PGk8bOmiXI/0p8n6C+ftUZ2aCuPRJiGjh1yTvYAkw3AmkKyq0q/x69XJzziW7BZKNaz9A2lFsTFFo2RVouPx7BuV/XPq+McICa4Tyt6mx0YOTfWExgzCzsKjAZrS0eH1m6hOtns7eORj+O+j0nRBjRyTa5+J+m21ty/q99TyRZZrTJariJV3g1ssgNAQrX4hho8iei0+FojnOGmt5bfpLbFgt+K0LTwZxZNQ4ABX1OgTA1NwjDz5d7n6idz4TE2/zuSQN8sAOFDBK9p4dD979KB+Gh0vmsXEUU+CDkxURXoF4JdZN+gzeXhZQf9pOrsUWoacTYow/V1My5aohW1GfFwQTk//wZg/J+bPGkvvyAorfmaxOKdmRSsqXkVT+E3ErAJfIko3iPyHjwv6QOAPB9zQ5bdZjxoXjXhXF0VoCMEvx89bQsCsZ2CG/KFeYlkWHzG2vhO1fYjh9Pac/oOafU0tXUSwOuFf9XGZnFUm8KOFcWXqS/2zKn1U0rM0fBwUTRzIHYaBis1I00E+naivdQlO5Pbe9I5amZ36rH8ZjRh7xvFrC0a4KMd2Aqe+hg3SLsJcUYYxyRXPLQUYobCKPTD5J5USPIFOfRmEBehNlGNdPGvQ2xCcT8NiBjO7n1XXFgf1uRNTSxxPy5IjLywkWivWxnjr1caWsrTsavCqaOwmWkeVeQQAfgp1GmDQGogVAuVH5ea3MJHaRTnNhzRCnEtn85vW9+h39jaobbbNXL/9BF3bjh+7dsmB7jaZT9ojhGu4OhOIrj/dDF2b6+1ycLQj01jidiDs8u78Qko/0CFuNu5x8+RBW+vmdB1GshPUdaY+Dxn6sGLLHZTVvKTwKHJe3vM5Y9JLei4IdLfcYztdb8uN01lm3XwVcZi8DCk6F03I0kdkblNl1kVmXaZmBbLghpqV2RUCI/s5/tPUzaxFeraYVRwEx3mar9J6kAAmNS/mX1eLV2C0NX9Rju2KQyMmYjGCoikZ6ue/KXfopvNfv1BPVw13fZqfJSTSKfrBdcMLcu48WHTpnJp7TeZOBPu4Wn1oGCYusAMh+BkQqNyQ0tpj+giAw7LPh/p06KiJqPRYfbpedQuMzqBQGwoOu0+ks2/xlJQYbnFgWANmXoMWjR2LTyZeG+qzI6U7sNNRK6KBWB7ka4V6mq82qZVDMVG2jr6/q0+ohUti4aJaOh+YfF7GKoE+TqtYPM/Vom6p3dtyg6bUR1hWAo+Zuh8EKBRSe0/s3hE718EnJ/4iU8t0IkWPHKgmaZbIE55EPg3+cSW9ZpEGq8PhrIdYstJGfS0K8tPZvHs20bFJfdymFWUaRoxfsPJbNu6/h6nt1jdG4YwK5YzQKOrC0YUnZ42pJ+TiBUXgt3BOVJ+RsQngTTjDXp1ZKHhNQou4OU2Y1ilhltEQYElbECMncNLvZe0OsuBq1xFKR3O1Osd0yUy5ZAAAIABJREFUrX8rS48gQDeSN5DjN4Y68gSNoZz0MJ4tijVjlXp3hLnmGkveHtVprZt/UbLP5iCKJWMGeXJeDa/HxoOF02r2ZdQ5QKAvai2gmPvISeQfEhwi5HKMa7uVVbhEU21x7EMDDi43jJ074tjHRmqez1hQhdPG5veIK0ZduLvAwuMforpXXyYYGzUGj8jVvxo71+XuHaN2nUg7kJxBqVXkMuWNhXNyz3S3v22sfgq//shYgAA1QZBcZNsS0+09r62tZ7f3tKDXlNGs1LiMEebK5qkldfhNuf65PP5n49hHYub3Klk0WUhAXCqxEMohhZ0UPy0W2r09uOpDs6g3Kx6JihxZgZSaOSWya2J4hYsr5Ex90lYLvtiArrzN4qVgurPI+CgaJIKdfkYsn1PzF/A5T+/3/kmTBPiuwRzSTAg0W2bRr8hhlgx+UBFzMr0aPPanAKhvH7G7R94xkodFtGJlZMV5NCLjWsHHLQB6gh6FfSjMInsR7j/KuI/T7RDFPbX1TQDFP4gBfqT7IqZfMJauyIV3AnNvopxDfEJZNTZKVgwh0d3AYXZGXZYjx+XQikIBd348LHXUtKUpSHvcrLOfvtTnvaf2Y32q4WlQ33XhsWKjM/zjgvnezO8a9FFA5FO/CfCb/QM954xMkKb5nVvgqy6ilB9dHYHuyU/xQxJ+Rboh5y8YqJdQMWKsCsZZSuVAZUTwRr3mKyXZXOIlqzKkqcvFzeqOLcBzs5xr3c2HrcNFzEV9JeCiJQCO868z40a8bOTPCILe3Rv0Tn9IO72+P8FNCydamHywM3U/IPFrQRPYqduhfVPt2UBLUz7wFm+qZx0vpNNodOC3++7n/d2pB9FOZyj1jpjz9pnBmQduUHsV0vw5QJ+/106162Zn7Z6Nf5MuMGvgWdJVCdDFio0l6UW7zkuvG/k6L9h/AGxG3wHDx0R2U2TWjNy6GJhRNG59JtoBwwLhQabKlIP6WvGT/gsBJEZjUCZmxexZuXRWzV8UixfF6E4wNKLoNhFeAjAGONsww9Do8G7xQ7uO+Od3FJMk0V1c9OXE4Jwxf0HMnwsuXlILF0TmuOzJwtAiNMQxbIMyTPSbQ3UKJ9cJH+pzhE06BD1NyXWteOhGMo2W6EebXrrTFHn3XbeFlfK/TmDz8VZxe7o4jTe9G31NXDzc6MRFb9qeE/bCTuprbgnbjF76hlUIUXwQrBbPqrlLYvFScPb3IlHuwbR+zDhyhacLNMG617P6Z5Ggifiw6kX4pSDkwO/Q9KyOGcvvoNDfzr7c3Q+sf2akZiAnhtg5oC/lEv3ayn1Nw08TU23I50pIi1jinp+c1aQ+r/DlzrJrHtWKj+W5+9TvFMIXr6ndn9XmdzK/wVedwQSR3pWxqph8Ti5dFsucWTT5PFIi4xOW3SVcRsfsKp++e+a/0VwjqLIg2FEGsXN7/ybeCzLqKAQx3gie+l4Q+CF7xxyxlDD9YDztN7ZYxQxbqX3W6WyaXqwRz2lHvjDXiPfEkVrtoIhfwRJIaU42dlrMvCJX/y5OEyHfNnbvqdXPCUsQBRpBQCxc+Kn9MLNE/6w88ams/SToumr78tgH0Ovg/5mXxV2xfcuoEWnfCtZvye3r4uQH+GkMCVoFI3Vc0iHbt+TWjzC8mT9Lk11lCkGJSnD5PbX7k9y7Z2xfg/PK4DRXQRgFeWKqmuGyCkWL9LRFF/Q11nniS5cZr2KoBw4jH5twdPVTeeQDOfeGik1xgQRog2gffjPVNjDQkfrcQpBl7AHlB9ZBw8cUfx8hCGV4Ge8+JJ2OyUaCViswj2uaORPPyoyC47itA/PG5Kti/ryYuxhYeMMYf14OFAyiYhROKLLHRsab9MXOriXLKzVcEsMnxfqXonaXfXpQx4+TACtG2AyeLMAsRIt5HkBykZUfRzH5FA2677EpWXqYPpGQfLv7Y5Cwc+o1OfN0cJ7NqOkTrPKETEyoKLHNqLLiYEtg1/5ZMbJOwyiHV9TQkkhOSdP9xQIbM/7QkS0pmkJc3Cal+l2OLp9T/yuATdZrkWfc58Dmq9EqdNd8XWzfNvauKhRQuSWmXwyGmZoA5xWW1/J8EwsiTI/NBEoX1n4QHI5hbN3B5xWhe5zuY86MIuYigaaxStnOYMIl1sWtf4Wb0xovNZbWS3HPnq1jG9Tns38TCA0EfFYlchfzsvCwmdn4kN+k+X4n63G/GXOXPNClrtWlMtmRELRHtWmza7Dpni4OzCH+t0nTzn0A9oEwu/thvK8TdTk47t1c1Gfb8ouoTzSoryuQ6/VlOb8tXpi0U583MtNelE84w03tyKeJ29RJfP74d0DqwzKIz530cf6W3aBF9U81ah4MiUA/l3ZIctSog/ra8Z61A5dxp0boLIPzxuwbYoEmjudQVnV0U5lhokSGOBG0Ry3OdVWqoWvq45URy+GT+pleUnOvU6+Mhcs0wRK5TXoS4GfYR7wxpFCNkDOduqY+l4wm+mxA5fTe7H7xHtLYMiy6b81lHqMhQBuatvXP/IWLI50v7NAAtVQpnUadDtNOZ4yly8/TvhHIF84EaCIYz8vxpwny1RJy/FDjK15RoVFYt9NjiWium2J3X2x8incEER2H+bFKxlxB0+Ll9xlX7mAqdvyvMrXEzqUNDc0npFMb5NlYdxdCcIh12gw3Td6aZqPOV3PUCvgErZnBmVlFs6jK78T2j3L7JgIva9+IsdNcNn0EtRxo6Pqn5OSLav68XH5LLJyXE0+IxBRRGaKn0ELe2wFtl5rUh0w22qf6pNy5KrZv8mDeRHG8Gur4ib3bavOqKv2ayNOguSwy6NKu2gxesuWxypmLVZLBBnst6ovaTDuBfDk99TUGikEux7d+QuVP0TjIk39HeQbk5t2Rq58aI6vSNI2A7yjq4MGMPlo2BhYFtEEa0tvGzi117D0xcFhFS1zO4UzPJjRDBgkC3TvGkT9yLGXJiOSN1JJY/cTYvWuYxjBLb2MSD1mPi47QXdi9CVfPnZvG+pcycwL6lUl00TILj00HFHeOn8+KNecORE0kGOMqCItwcD3+R3XkI2P5A/ZxnUBR6Sa0s1oiPVN2F+Y5kE+73c4A0UbAZ2JKDh8R2TXT30UMHcHkHjc0bwUE+glQZj0DrjKvzPzMwcNy8llklc+/HqRvnwm6kIow4zxZGTOLy1u9asGP5fBpmc2kT4iTn0Dhr/+kdm/AFGpgppGUlTMDCL0Cl+ZKnZSrBb/GRpPb6XkoBgoPq41/cVrpDVW/1jP/pjz8CpyWFrgmTflxK5IQCmQZz4AF+XNyaEWmlzGSNID0FmZhTZkWIw1zEediUV9z3du3NsqeV81zIm6L+pxBnm5VkFaQV4mVvMzviPWvVA3vBRT0m32Nbh8+rwBOeRkvQ+VjgiLolYnx4PAJufYpvzsQuBEgNh6YDkQ4FTBeYV2xysY8JWGjOLt25yKxdtQXc1CcN/LTfqBfs44F5UPGOWB7glZEEaUsHvLOzt1yVtupcEd+c8os90kjXdJCR/zTH2hT7boU2R5EWGO37NEJwh0Y472EzjGNtr/3txwoI7G7wTnAzu211u6067i7Tft4mus9tkVHa7ot8S4lPu1uDZxLNo00nXl3SdmWKm2LViTsmvqcXGertG7969wyaOEuAiCH8PNt+ijBmMicwl/6kkBOHR3C4Z1Ehod0cZ59XtKzrQQHoNrRXaBpMbWQmJWHXzaWLogF1g3GarInidw/wAb9hSrYjVh3fzJgS+tD0GZaBFNGJI2uDh+VC2+IpbM0LYBP/egmQj0PDVpGIH39MpxyFU7QiHJ6nNPre559NCX+DgqHbXjSt7ifh0K9Kl9nhPNWcdBWbO9OLdS95Et6fijoswyy6eIIwC86Kis0EbwYWLwg5i+pwy+KJKpggX+WL8jT/1bb10Xtplr7RKYWjd5hbIf15Rh+C2CXS2PhbcSC7t6Vp+8iInRgVobH/PS9pneLZj3MJfV8qK893blsKrtnwtZJI81lVPWNyKmnVf1uYOem3L4ltn408nviUBqvxjIG3eV4JTjxbIDeIEsEfmflxFMqPiHCpgmKvnuazkC3NEvA5WUip/pycvx38sw9Ju3bMEHZIwT6QdX/LXevKaLBXF3hwJIK50Qo2+EskLwaleusFRf1wVHGSdG5DqMX4chYFhM4Bi8vx+qiQuD3Z3n6lqxdU7t31eYPYuSYiGc50a7EMFlmpTQv4pPixN8JYolsDQK8Y38McgU5VBjPbQRrVwXiim+q02zisvIBZMNYqSdeFYNHiSfF3l0Iy7s3gytviz4ObKPOJ6fF8oXgzk9i94ee2nW1+qWknSFMFSFP0dQW5pyuEgsNF424Y73xL0+4w+UAnqgy4IGT5cTQHH6eo1MffV+svCNmXhTUeGgck2ywZcE1+/fjvab445cK2CIEM9TTxAOUcyDw25Qjq/g5cvgIa6q5hkOGnlh4pcQVOHIibrJQEZXop54VR66I+TfEkctq4im6L/CNjOdY6Cu5ewtLyTyqLOAzAeYuAdotNSM2vgjsXIcR0e7/ipVLIlGyhf95+tNe92tb4s8cCiMOlxoFCbeiCg/TGyRQuyc2ryLIfPKVwGHY1RhLFwXh3wxXIo2NBWIV1jDNocjRhcMUZ+iYSK+owSX6TmfDmKYxT8neQ9swam6QrzLZJqC3IfE5NMO45mFwJwdGR1GbgbsqoxV6xxnb38g9NjjZvSFnXjAgOE8dilaMOCNftKzooQXAF2Vihh4Ydeq7AI3SJoLG1fwVmcSvMCI2yb8FVIwIR1ea5JZg2OOluSJsW8x9nPxWFg1WdLNfzCkY6vL9bOzn0ACtPU3HGrw9uY5f4dGH3FNqDwB4tsS7gIR4czfZnFj7t+lxE4lrW2tO8f2Y8wCk54MTWkLQaoNdkpU/Ht+PvucaB8dQd8eu9720GRbp2dJmeB9gT7SD4JL42txWb99aLXuvuqczp3lf7SYQtCnT+ezpx2mOY9sjn599S5tF9uolPjvjadaRhpcURKScXwenE/rkpelLZkOyuYsamBG9adXb34C6AX/qMxPnPNQHYqSW04FgircnRGpZzLys5i+J+Stq8bzIncIkDLCHknryULZDht4vp74+zh7sTdNJjUPDRIBG74CRPibmzwaXLhvzF435SzK7BmM97EkUhDoTftTXCbq6ob4OqHYf2mA36KjtsCuXryPgdQRC4ZT1vLDXqc2Dop1ODzQpKwR4Y3MXLgQXK6jKb8XSe2oedj6oUpCcUX0ZFa/K+Ss0z1a1n2R9X6z+QwwfpRmkYXmWZFjPGZTxSWPxPVXnolK7t9TJPxuEQFbunF7i440jrX8bjp2d9TGvouWhPj8C9NYwcDRiASeXBIyNYp46+Sxwdxc/q4vNf8lC3SAghCxWBP8kp2gHGCARDCy/JSqPq8QEex46WtbWTrD4KmLJcY0K6XnUu688hSQ3yH23MaPd/TdCPWnwd+6gUmJxj8FvrP1omDwpPPGcjRW2Le1ONXX2f4yPGuFKEqhcJxJFWdiTU8+JE3+Dv2L9ZmD3ljz5DxQeoEPiHIUYQi11Gc/TxF0OLagTfxZ1rvhXuymPvCXi8+hPZESWHpE736IcH+Hu7j0w3pEPRWoO8/VIQYysAvx2bgeQSXhHHnlfwn+IA/Noqrpw2UAdvxtqZ59oBJ/YoQwTQk6Yrh466nOxn4y3yE0mzMzAHFuYolCeEc6r/gUxR6T0jlx8S668bVSelgNmYGeJA0rbuWJ0RD7vzliBtYyZclYAM48co0szI1AQ6gm5Rk8ONroYZ7HIvPumRWdZphbU5Eti4YpCSP8FVX1SJCYw5464jUmZcLisH8o5cCJZZNyIVyBr05fj6pf8iKKcA1IV6B1hnqIT4rb/V7NAiBvn3xHQQ8IAo1hHAXd6U+zeDm7fkbOvytnX6Yrk4gW4ZJd/IxIFwb87cFTzuKXHJmbU8IoYWsToAfxmrJDIWEF64NNLfV11tanW6kGu5f7qc+Oa/5YaC3vGEtRR/+Ns91J6WG7+k0AusPsT6igefhVhwPFp4jfTBEXSv3DlwUBh3LKr4uTnit41dcQRqIW3RGoWMjXBJHCuDLkvMd5chIf3WuCXcC1l16t+oGh/qf0pbEuFf++o8LNXYSuaipv69HNix0rcS4Y6OPGlPi1YOle01NfNed0dEP6HeLY7TtHmXLJHQ61tIVZzOu9LrkH2uV67FafrGuONQfaEO/pfb3eD6f9g9NhvWdzesnSeyD1cDVz0cRx19txGd7pribe/Ftn+bnoW/aPSYzNW6aLuQnPdy4HdCH1apc6P+vwXv2zALqivTxfAafdx8Yh+9NfASU0Q6jdrG8BYhT4ZMydkbkch2nNT0pcETFaGWO7rF/owTn/q60lhth3iE/WkOVsvJdncRULxOwc/ldG6JLa0wjv7f0kMJy9mIXhNI60Iz95By66mLyl7aP6dhsfjyEnE+y2dF4tvqYXXxeg67dbDfp4o2t42MrNdvlx3SOYfw+kp8t6pzS4pUb9nJ4TrUqZrRnLqwjW7B8UHgXxN7oIdyJBV/ZzWac5Nk4/KY4KrYEG/mn5RJao4NQHh/DlUMqjdhQ3j6t8QH4WeMyCFRg2a+keHMb1YeFthVvFvo7Yv1j7HfL1hJ+OV9Rpl/RrriJ/slkDay316Cmq3OKVFtngJhDjZj9hm4nFZv60Q6XobJebG9gRKPkASRBW7/kkx/RzNNcUCvVkuiomnUFcg6lbMdH3OszNq3kpTjOVFXy4QwcRaUQfGnxB1os19ntSyZSJqOdwwtm+JzavUB1hlmp4rWqGvEbFpL8ZgW9iRNeo3FM7RsJIV8xy2ynYyES7RFjG1xALEn3hVjW5CpTzyR7F3j8n/rjj1rcisGmGzDjiKvyPPKsJaaP+UPPIxLqp2Nbj1gzr6kRigQasECTny9eD2D6pOfAv7weAOQj2N2ISBWhclI7Uo1r5gDofbjVq8oFCZPR/AvLmiFs7LvX1Q3+4dWMsMHRWhHMuSWUyU/anPXma9ucChJ26WOy8xC5XZYDMnkoeDcy/LFdZ4ly8EKo+LxDTbfrrxoD31dccSnNdn1iGIczAwzYDTxySNNvxdVs0sSg7y9Dk7l4XEtUcrDTETzSIOsL8iJ5/HJSwht9yYelYmp1gSdBt7yKRp02L2J2dGWqJB2kIdWP2kpwb0AvMvX5b9FSPeOcXRT9nzZyrGe3oGIlxmA1F/ZVF8lD6X5PYdg58WcfhVNfV7Y4k+wc7L+Qs9JQK/KWVKlARCeHOV4PSTnGbwWxb0hBD4AZBY6fUZQxfCdQP2XV6Xt83GSqOUuclINNQJ8yoqeDKjLNjm63L7B36vIS7AmH6lJ5oV/XBbYdmWWS5aFYmqkSgGwuNIVNn4F4R0enOh/MN5GS2pRInldFbYEg6ua89ytqXczW4dYVJ/VBS/dLCFrIn9ZRkdf8gPkPxEP7/JsZeX7iNosHFs3EMLbgryW/cizX2AoujiStsRgq7x7qHLiXBtKPSBUF+LzzteQtu7ELffNWEVwbPfO/fYehrXnF2rM7e/cc4WWmOiRXH/wfHs4yy27iU9jYeKrjaDp4ZeB4ZsYBgHeR5qFtBrf4jZGT3yiUOOKnz+Wl+zNF/7xdrTudFy4+Sadf0oeBgtohDw6KZKr8PiZWCKqQ8ZekjPgyg3IHo4G7A35Y7wdK5LDyXSYtBZBhbVzOti4YKkCffCJZXbRiFBSx7EUcoy8xzghc1dfFDQQ3cW9bk0Q5dyaCX14XTDpvEJnR1W14ffFIvn4F1O89rMOmgQjqZpZPfRnuEhRMf1YufuZbqmuYt3nweS4+fHcm1WvO20V/m0sNe97ucS/RoLj4lTSOzIey03F8dK6yhX/KdPHp3pZTJCkwBZeULMX5BLF+TieTn1BxQNoxl/vCJXLpvgh3rBq39WqRnOc4PHCbz1wkOEfwA/mg3X+bd/mosc/VgMzBpmLGIoL8Npx0mtwuv2Wu1dxXa2YTlNOXLHv90JiVbAZ4bvQhZFwKafUtsEfigwIDe/Fdlt9rVnuKKri0+ryeeMhfNqHqXDxMTvBIKRmHAAZlztuuHq6elS86TMgRBO+S8dO/kcEgtrjVldDTAjzDIJte9l8RHuQ5ZPkRdcf4LdVsxcwebi4j2fun+tAXHdAqtUhikesjyY43jUgmPBEzJujK5B+Tz+V2SB7l4nZBUnv4AcBBzKQ1+KsmcGTTGptcEFeeyPsvaD3PpOnPpeLLwlBxmuqIeFurH5HRrZYZegnbvixMcyNafMuXL62KGT32PyamY8Lr4lkhNcpC6H/LSFdzjH7xoIZONzmT3RMOdsBNdFOC6UOtAdkNjxiQmwDLF3YEZOPy9gH3JOLF4Qld/KxERP2MSGsjT3tAeLuuI22wGAJnnMgYt0xxNVNXxMZjYFLaOnQC+xkgHT1ILOidHRARYPOQsxXlD0dkstGjPPqeVLav48fraYeFokK1zVjYtYJApmbqSbXsyQyMg4oiij2cDIqlj/AkI0Pah7t+lzw4jNcDgiB0/GG7mF3dFv90sAli1FWXpUbn1v1G7I+t3A7i1j/hU186pcoMs5G6DPovHHEBcapz3zMs5Go/GcgXIOM2JoSQytSMK/1AKBH3dmzGKYaMlKTdSWXuxEfd0fZW2MO4iryVEucaz1L4CwgmMLp9Xm1/g9iIMR5OGXA4kpXKalAPNVxBmPoY5WUYfm1Geqvi85ehy/ktA4YJ+ijFYaLbNqHZ3UspyW3Jyd96W++2c/21EyZqM+12xeO4eW7mm3m5S64B9vUQQHvbioT7ebl6B8J+tt5cHuzCH1PTwQe2ipRmee6ZStpOdvm175dN4Fdd6TuqnPn6XdfdP+LuChviYoau+pe3y0PzS0vUHaA90IenBV09Zsjyn0tY3S1FKfP5u59EB7qXcd9SUbi1UY3f/Ucdti7S/1XGervd46RQv5XKUa2lCf81+zVl6DzUwjUIhgwyKMUE/8wppZFaNbamBWwmOTy/FhN07Dw9lTwgftnBBonYg1wLRVOmJwQcwRYl0Wi+8I+tIq7KlDaQY8kyRTqndI9qYRimlV7eN6Ep4FL4Uc/7pe1W5n9uPtoUZ5PZry9mXkyLEAnP3PG0uX1dxFkd2gizUgVw6bQiX3MM0z+HRjGbatp1uWLY2/frt1v0h3U63tmo0twtTElzax0E2PoXSbWnx2+Y5fdQCbZ9G/6im2bu3mKQGvxzz3Erav+LCiQ2QbcUptGYg5fRnMOSaelPQcLqCkpJp+WsSnFFCtIOZeR6bZ9g2x95NY/USmjxqhnBXGaZJSbMRIVNTKuzRfh91i7XbPyb+qwQXMLzGkOcfpQtlWRCXXYW8X4dlFgpylPnm22ww/s+a/LVNKrXIYalBfhPMMaZacyAuYu1wztolm7wpilcLDqi/LLikIdBT906L6Bzi7LF6GLf7E0zJRQfRjHMYncMeNjOmvS6s3gqxyinYbf0Lu3IKFCabUoD4Wsm6Jvf9FmbvCIzKUU1GuohHKMIAhRZP9NvKNtD0n9XmHqG0ypO2lnJUiyJYwJpdadBpnMQ15X1PEIUblCQEdb19sXyf0UmufiuyqER4NhsvcwigHx7J3YmperHwgtr9DnN7612L5PQMRmwQwJVH4FR0eqN+Ve9ch3O3eNZbeDsSnAqCpPBKPVz8Tp2/L2h1gxsIlRCPHi0a0hEJz8+eM3f8Fc9buKsLOzKoKjaHWXBx+ngakqlGNnOVRlvQ8Fuf6BLRCqDD1DIxk5l4PzL0uy/8j+8eZfgtmDJ4pErYJ5vQV99qGFHJZdpqaT9EgqOw6h3qeFOkjmOizs0tHlOUswbIwEYhgLDVlTDwHeF54E2Xcx5+HfA1TlpIIm3lWDmfLhv6JZDOYQLIUCdFs9ZMgfpi4peo35coVZP2Fx1SU0DEHec0/ibHrkfEscS5OGK+osUeQJrrzo9q+KbfvivmXjalXJV3R/AX8CjP+G0GcDKnWHJwqDWAgMqboYRtchNaHUM8FDnA16bRkjUy01e3u1Ej3pTWFO7MUgang2deZssoHpSCGnwJstOgtP7YrT/2TK76A/dTca4GYGbdZ5ecEeZiI3uyvon5JvBqA/+oX/J5C7Q25cIE7gMxVhbuJnEk+RaF7JOu45Rcu9gZVovyQFyFc0/o2ip9tfuxAx7YqnJ4u2qCU9MCGC4pcM/72qNBRoOt4rL3DHiRza0qunbvh1QMppc7TtcHOhI3Hum3Tn4hcg9wmvNNnkDt5n2pS7Bz7aNc7yLDaPZuNeC6ncZn2OuxuPS3eBvAaPNY6Vjq0PjvgxbVxoR6Brl+rFvqgZvNAd6E/u37Y0b6lyX5eTU8HhC1gk1baHkw7ZW9/oGcA3wRcwQ+Z9PR1OzArgGFDCjskAX6At5QO9lJalQ8b+4ZU72Cgpx/TfTrL4Lyce9NAAffz+OIc3TVCQ8YhFhVpEk9kGOq3pDkflvNsHNSSoRP2BlsM2WKqERVKM931i/Qxg/ozd9aYvyKWz4vcKl01u/PTVH5U9aQh9DG0SA+ASR8q8+FABxP6v+QgRvcpwl4sHHa1pj27c4t5OT4qnHPFrxafB+rcgOfZx34hze2W/WY7uc+zg3NLA//sjNeokufgwJBZlm0YldAqTwcWz6ulS0QyxszvRXKcpuPIklp6R9XvyNpNY/dnsfqpTE4Z8LSE6EcEGAyNIgIwmlfL76Kc1+5tsfOzOPFxMDnNLiAjzYrt9sIM0htj6Yk59NY/cKpkzUayzY32ZrXlE3zPyNQnW6YyOYQXhgpi+gVJ8yRA73Wx/YPI7KARRIEiYJIGJzDxjFi8Atlk6V0kStH8EvaJnLkX0nTDtp5tESlX1WO4KsCyZeLZAGrZ3WMnz31Jy+4Ny+il9mOg+Guuil6BMQ9Y0Q54vDTz+jhQs+0g+Pmmcnhns82oeZZ8AwLzVnUB2kjXGKsY9NlYeVId/UidviuL+bi4AAAgAElEQVR27gZofrn+lRw5xjhKo1FWgGEiwGKAnpb+WXHkPbH5lSLqo8nowjmZrLA6lJXFutiiqTx0CblHk9p74thHMjmpYiUVGTeGjolTXxsw2qGhuGMsXuYIwJIRLhnxirH8tml8Ckpf+0KkVxhKi2zTX+FagnrYaze55xhRNpEH18E+NDUvq88RZMrDL6vZl8T4kyI5GaDGkflWEK1wSp/2O2GDvhsRzvSjmX2iitp92Q2YjWVPiaEVzN35sWmxnxMCZavE9hinOxL+jRvhIqopTr0oli+KhTd6li6K6tP0voZiid8RSl47ExbxiiJhloAvoTocnXdkVW5+a8CdFboT0gWhB06iw6bW2lYiuw/dz2DjGbrdAS7gLnZ+JOY0Tt+Su9fk7HNy5jWBb9JzYuUtNf64JKiLEvkUjKgp4hVgGZKYkkMLGLrBZUErSEosWYMWdfewgZq+AZ+aC4mbnqhd8ZJG2ePFT15DVl5yGvGchUfk9o/IPa7dRELs5EsQvRMVo88s6VGSUb6JCSTIqWhVZdbUqS9MSRw/jsy9iR8RElXTzJP7XJEJfbe7jOG05we6D2lcV/s2ffXDWMk3r89v9uzaaFPnOoeJtlnXnqhjvpbPsQBFf/DQyF8uhvE7tksSa9/hjm1Kz+KDRlq10E2krivV9kcn2ekP0Z0o7qW+9tpa22HUKM+6O2jf33f0/EZGO/gefm4svoynlea01NfhJal51ct7/c6C7A4KlY7wUZe+l3QCXnM9aVf8rH97W0KfF+p0mOfaXxeKicYHpBnPicqnx0V2C1+0xH6pw4jzBFoPNBQ8j5TX2K6nPqz0cxE/DhPtTYuh5cDMK6z4XcCS2xaompAEYUIVTDRiMt0anT/UdUl9LuVtCJYtkDqh46nMCeMwzWUvwzJh7jxy/PoISwZoNsw79DeIcbjJYy6ski0A83LXsE73c1OfdOw23JYY09rOePnTdnbX6UacmKcR69pCnZsPu1P/tGzpJDcd8pmvynbUN+IU+nTUByQbZjjJ4jmMV0X1CTF/WS5iUVPPiuQM6A7ZU+c45vCGsXNXbP5TpldkXxFFzJErSFPeUfb0nxRH3peQp24hmujYR6J/UUbSjZMyVnWmPo/0Z2M8T+11x7p2T3trPvTlZL/GukJ6GObTcoLLOdTuoare9o+i8KuAVZovB4uXxDRy/ODqeV4uXpEVWCOCN+hY69RZnz5otluxmgTb5cfpXATbRu0W8G/vpqgR6uwjknbre1n+tejNIsMKldbyzcLrDuqLeEfYC9JZ9ziYvNpMBQQ6Fhu5gvmG/2cOYoIp35n/0gwysyYrjyNbDz4frFKufSnSx1FQAQBZlOGCjJgNFqC3rLwLrY/wbPUfxtw5MYA0OUydy48Et27I+r7EDw13xN5P6uj7gf4FKJk0NSfwW/0rt38TRd6X3hbJCSv4MF5Qi2fFzs+odrh7Fzl+mROo9M3jyTTiBI/G3w4k1kKCgmX0PziLCh+zZ+XM7+XMy7LwawX0MgMFO7TWdtHgosUSqD7HIw/umpGoK3sKoh/h3/BRTItt4ZSNlZZ9CP9bBv1yBXaOeOR+DiwYU8/LRRTtBCxVn8JdAK2ZlQ+KwioEb4fPIpe1YMEqUkHlN/ooWPsnRP4ddh5avgyTzIi+QIV78DUeKgXtv61umPY5kVG+hIosnQ6c+kFt/4zfm3Z+lPNvGFO/N2MW8E1aflQlK5IzEvHUxccANnRp/dOSnsChZTm4JAbnoPiZVpmxQnMk2/w0oIPYpojny0hSY4/pVfz8ZUD8cjHOOAdnV+w2dlqc+gLSOr8djOmX2dylIulpNzP3IlD/VJR/9YhXA5lVtf6lqP9speDOvyFTk4SRMoHoUNSBSFQcnNYF+/k6wWgHwYOIfkd5Bsrp5tKRxLzz7C5FFS9CeDU6JzfaM/r0ZOIDigl/uamV9ubXK+E4dQds6Bps4kKXcWfrjB6YvQMu3UfFvUdJ9wB2vr8+lGjvsB7k7AzWiRU1kcB+97TNOHcP3n7FGLxj5cPVvNIT5zoE2sS59thmHXW/fKhBPqfEp6E+3uKV71wBov7SX2+/J0+v3xbD2W9nPJ+8Ps7Wc4RiDpnbWQpLoXg6fQ2kT8jRTUvxS80K6HV4VfT0+1Cfe2MT+aR1iiG4aAZTiJlEqOcROfuyXLpEiAWDu9Fdmo7DLv/QCOw3EE3aAra2up/jVe1usrk49TG8ShgAw48UE2C/GFxXh8+JpbM985eAAZl1IiWjl2EvMuQCLW8Eppb6pJP6pI8K56U4H+pz0aMWJr29GrZ1oG0kp9eOpWvq8zkw7deaE/la1KeV9RqvOg6RLe8WRHJKJ+ZJt9DXODw2bEVdhrIqmmXx6qzEDxCX5ewrAbhWZOHGsfguy02I4pNrX4uBw5ySlxfI3CNozBpQDgvi6Edy64bYu6Pq/5Hrn6rEjFWbwQl70qHXuVBQo/K5dvMym7+O55D+2sl9bgLMID4wXjT6smL698H6XbVzC3lldPm5HQ5tLXLVbMyhxcSLBiEHjdjCFTX1O6BgrMoExdGeZhpeOG/rTAP5rMhSs3jgKN8+THbpRhBaBOo3A/V9owazHM552zfq+6p+i4AnMHYaE9m+jFVLzVaK3Vo0VJmVOki2Ix/XOm9Rn5Mk841wTY78jHC+nEmG4THQUXYjMPYwqtvtEKlep6dFnbpqEKLQDJWejYE5ERqVybIMjapILhCfDNBwrX2uTv6t5+jn+OijuXisgIzQwhlj+7qo/0Tg17N3T2zdMI59xDpPEcGcgwti6ztwHTFh/U5g6X0RTyPsEHlNVbHyYU+NHr/94O4d48SXYmRBoQwDTc2zAlb1behOtz3K1EfzTjOoFXJlid4yxuA83R3j8Cti4mk584fg+BkmhyIn+Pm2LzX/Fmxk5S8ScoipGWWK/iSqauSoRKgnK36DXMfPfSFOggLMlFGtO8rOkJzMZiB5b1xNviwWXlWLF4muEeadmOXLrOjiTssK3vpjeOajJhkCp9Xgstz8p9phUN+7i48OjFXVPhTaWu3SfdUufx1duiPIs2q6/AcID0IlWf5VoHad89b+E9y+KejdN/OmXD6nFs8DaMd/J5Oz6DmXp2Ne5QzG5JQaXJCD83icUnMQUdE+F5z067CZ/GYtWrRjV8y4H7r4Up8NCB3U562EjuThRBXvSgK/SFkWdnrqPxjbN5B+vHNbTv+BD6yq2IQpyco412ng6heQhUfXxdYPgR0I6Qa9gw6/qQbmDNymCdM201V+vYOxZxeBndKzbqdfu9WnZ8+GOQ2Walcenu3Vla4RqH2SlTeLr01nDtyH7nveBVdoAKbT/nqfFf8Bcalnmu51OvX9DdEDH3O//rh59b+/+LK9L2RyRp8u8FILco4wTnvopi3XzhuH2aI+qaM+l8qnx0vH6TrYtHhg0h3b2Z76vIqfH/U1KvJZ7Cet7SOyN6lieZHGL6xGZhW/sPbP0m4Wv5kV3rnUuzzUgfrMv6qn6Z85zPXZB4yelBpckodfV/id8qxcuCDz28rsg5mwZ/azIfqZkZy6IE+XKjgkW54uLgj0QBTXZAcLwbGTXhpSfQm6ahRwXzqH9I/FizTP4EZGHBlxIcbFkJUf2Im4NDGWTh7r0IInUXDYewq/UzPcWsXiG9s7g5wmwvMgxRscBzr641URM26E0wt9GU/7GsdO/8DOxhZuh6urp5k9uBw5zW8qT/bg539EexpTz8jERACuFSW1+JaiKfXuvqIJ/drfxdACBxnSTc8bjfBImZw0jn4EYQq/KN9WRz+GsEPTfdSNyLELZd6r5nWCt6wODjvCnklTObhuhpqNaDIJtQiEzL2w6YUzKuMlpK5t/6h27hJRiM1/ieLDnFJYASqHc6p/1ph4HvLC8mWD3ry0c6yiuCoDh3qa1GcX35rdc/aE5p1hXkziqjwptq4hFaeOOuaoorHHxetopXZNln4lmhW0I01r0LxVpd05PlpO5o251sK5hc3MQDtG2iI8m8XfuSRghOsr4FUapapIrxqlX4ujHzOSXZe1fbn2mRw5Bt+I0CDCC8M59gItY3gHFzEvX/uLOP6nwPG/CTjRzwL8qA/USO06RwvfRIzr7k119KNAaknERlSkFBhakqufqO3bgb2bcvdWcPED0T9hhMYVqnKPG0tnxTbUQmLC4DqBHyt+EZNVSjZZrODBEh1mcEgh8wYLv1DMKrj1qWlReUxOvySmnpNTzxljp0V8GhcV88pu3qUJexof0VZtiZi7HWnVTC8AMvF9tCEzGwx+CxDqWZOUrRQ1O2HaRDOTAGHxUjTiRTk4bUy9BOqjD/mFS6r6pByosolOqZHwlrfOGzMtPfOS4RYOtNGyESnSl6PMbB5a/RtEp72fJDH/0kUxMIPdzNNZ5i5uoLJTn3SPjB6bzWoW3Bmo0KjiTVdNb4Stb5h87iAAeO5NNfMyx85clvQhVv413owxrvjHhRCh/aJXVWFqfcj0O8zgZ5U65KjgYnOd/7UjX9kObF7qk92l7cm4VgBsbXQCEpN2jCv4MQSCYyPjRq4utr5mZxeOrp992eivAO+5G6pZxoNQMF4MEPRm1sTa52qb3p635N5tMX9OJSeB6ImSCE/wnlxGz3KFacdysuvL8R+ENimO5Qb70VUUPfX6DlIKr/0k+5fUYb/fqfyDatZ7rFOm67a17tlVS4O+53rg5fiazXZ5OtuYPDC87Jjs12mo28mSBx63hkTWrJPeftHuxrXUuzrceZQ39c67m4l59i1tDDnbGbq0SedrU6zPhoJNVxVH9QWX96b1FwrYAPak74nho/BPy6wr+qLtn0dUdm8/KOgQ11ogDqSh6BuWHumvtYSapiyt5DpOmQMJqNScPPyGXLxoLF4KLJ4TozXVlwJJ9vWjvnZfCldEkNPrdnaRbuqzs1/T0tPNe7KREWfnsRaW9GaVuSV9xDh8CYbp85fhWJjZUnSNFjgNcxBmCsF7QMFhatDelHkKV8ynU/Rz/6sTBj3k5o95foGdLXGPOy9bKl/apezJFqG5EvD0ENjaOWzfOS01UGeu0yjx0mhW2gQ9aVu8Qp+0rUgPH1pqHrxGbDaefkKfbXvD8DNrpfnR3KICcxe5cFksXVT4CTkfRFhjTi5dETS7Ivar04T+K5ot0VsDfvchTtuLV2CAGSsGVt5HAB7PvOWJL+nBZu+WsQD9RekIF4pkm1znByeOJeJ+qfVvpNmIKXahxJyImlScs6JM+/KoNa9r3IlD2cbpuKQezVyrz4ja3R6+ruCp71Gp3DS2MU+anAtOPCtWrsjl88bCRTnzGssLBRiZRkdNq1IZznvPZeNMW/WFRpofHGVQQ4J4798oJkHDXruj6gg3DZz6VhR/pZAwOQo7x/AQsitDbqB1XGnEcVLpqO/nrOfejBp1EqB0/RtrASFiOKNV1BMvPyqPfEAdhg1p/V5w/QuZPSkSZVAlNBM4rEhTtxmYlbNvyNXPxbGP5cpHcuYlgVyjEmo0F/b4JwZ4w7Kf0E25/K5IzULeoXsxdJTYuwdWIjcQWLh4gXqiYjma3Mv+w3L5kqj/jIoOKOD+uRheQIpmlAvx0VQSZFti4cuOEy66cEBIa8Elm8akedBC4ddi6nkx8YyoPC5zNTjOoyAHg0FUF6DobN9asdfmdkphPnGSDKLJKYFQTyh+RmZdDq3g3RdlM5VwqcmKeo3RKskAasKWwSNy8veAJU4xMCovyIEpZRq6YDc2d4mUpB1QrUKFiJwMoLWKGFmHclu/LU3X2ZV3OJS0aoQLBqTFogzlvaNt3+Ijh2po3L0/MXDhV7KOEpdyF8JXYPpVMftCcOFNAcXvck/ltyg0EhsPxLKGWX4wykJ9ckqlDoOZB+cJU8GBln8P+6+g5IOJQGUt4XjBRmp4ptxcdxyScEp5LpHNB6Ic2xP8ACcqMl9XW9dE/Sf6cOiht8P0S0YsA30vbNp+lnogdfKl0WNP77iRdVG7TqBo0Btk+xYSa9FamXM+8TQqM9kP61q41fTND+38rsW1pbFedl9j49WHPPNmvxmzV6m7jxm/9xTak94HSMSdnHmwTLMuYKOjSvnLpbAu2+ly/Nvv1uVZtCjlC6hdDGOb/jxYcfL+umrbzWIqM1BTS1lJ3Rbtoj3WrxE/QmvfeKJjMYZ2i0PT6860s8WKDtsVz78pl0ZnlU8gGKbve5rTEPJxToXqn7UMLa39h/BXF/Npa0qXaNc7gtHASkIMLSmUnb2IqglLl0RuR5lVIvpM+TEFzbND2p5L9Bt0C4AdgiSb0l8a8WNmlcLMMXX4nFq4JJYIA66gClBfjkXIYQ4K7ZeWq2c3y7A9wLLtbh3baa/v+Z2iud2ryKU9uXZp556ul/yUvXTbPV1ttnFt0YRxenawvaSrzeA08HRFeDYdXxqvwn9lFCQfGRPVJwMLbyHkmG76LE3Hy0jpjI33rPwR2WUo1fD/xMYnYnhFhfJcQzwjetNA0MiASE6qlQ95nzuyfl0c/zNkHC70h7QTH11OG5mp3dnHD9N2SIj5Cihu6mw5XslaohaNv75l23qouW5JdggjnHxBbF03tveh+J36JjC2A6NIqwheViWmoPxA8bsCuX7idzI5DR/UCMOh1RMTwLJSf9U59l/JN7eoyKiq/k7UfjS2mbTrN+TOT3IHdiaokkezt+LDBkaDxSi6cX6ap3ZU6XY3xD2Xsmf7t2Hi4kFBm4sMZ81FeIRpek2PROG0OPpH9HNnH1ZAUIZXeGeaSuZktKBYAgqGSsglmz8vjn8sjn4ojn0AixGa6kXg+yLKvxJb36vdu/wLwk/g3qMfGANLsIclihhZUmufAyx3aGRuBuYvs75UlJExlaggaKJGDHAPxe43vhSZNVQ8AzvlEXwb5TJupvJjYzOvyuTZYppblhE4SpecrKrCr8TUC7L6pKw+Th/XHHrXdLxsVjn3sdnsxhlSLwmyWpWclOmjMBvL8jJ0hBW/sWb5eI5QtVNTK3iS89xywkz6oi2DhwMTL4llVvgXL8rK71SyyjUDiyJshhfmnVIkD4XpqBkpwdUzloOz6Pq/jG16MpE8phYuwhoUT+Y4e6iOey+tUxqkzt3UfRTS9lSkYIw9IrauBlFj85as3TBmXhVzr6AUDV0OfWeN/wZatEnjgHbuTHzMiE3CV5bYLzVLj6Jo5LZJy+OkbIvbLHu1KR/yKXuCNn0VLa+A5hPwWXbCJ+t+1ENYvBRU4RGx8Q3CAeja6/vq8CsS0iVh4ThKF9L4RM0afRX+FaMaHF4Vp75GqjY+ye+q+TdlatpAIQdctTKLBMZN91E917ku1tO9dhDoL/r5iagt6us4NfcDtm5g5qD7HAwAdAJOXLf8UsDwnCjuPNcvGYT7JpmOZzzA2XUX2BEs/0vA9ssHsEsq1g1pT8IHye6P+joyYRvk6wh7vxj5OlOf7iUH9TWRTMdm9o19SQRzHmILFuIc+pocPinyBH4nRHZPEvhZYaJmkuGw6hvwtNaJ+g6xnyedgmbMfQPGwLJYfNOgqfYCZ6Xnz8jeYYOOhco3YrnIdCA9v5faU1ADoiwBMKWIKA5lDFOhounFEheqWjorFs6K3JbqTalDQ0wOtPMAK37dFGbonHrn2rnRH7+jvA22B8vmRkYdX2Y76Ev2V9vvpo/MbMt+3j11jejUvHZL66isRX0YEzPqLw3ngOqTYukiTZtghj7zouivwnIjnDFomr4LV0+1sx84+Q+RXoHxbHgMD1iYgSqWEYlJtfxHzMhrP8M84MRf1eA8UCqU9YBWR+rrXNDPdSwT5ggDG0NXhNU/s4xEJKNCRd15XXXb7XTE4Bfmie/EU4LQCzLUT2LnB1E4gyhNTPTZCiU5oSZfVFy9XS6dk9WnZGIS4EfHosG8q5++/4ZGm1GX6Hb5KSh+nMmG8M7TdwS8+Iip2Fm0WBchurqiRXFu5NN5yVj11nNm1Qefwu6aRYN80UZ8aYxbwyhV4Iw/djq48q6B+hN30PNT38jsOgSfKCGTaXNKs+psgAanf0bMviSPfGQsfyiPvCtnXoDiFy/DP7awG9i6CqeQ3Rty7yaG/ei7Kl6V4VIPzU0HF9Xq35DoCK3jBjyH4uNsRp+XiSlj8dKh3X0Udt+9rta+QKgnRNEi0Bo1DEZkTF/pzge9eMWsR4erLjNfZSXRQvFXgjCp/BtBy+i2iE+iAgegq+QbOOpGF9/IRo36h3jLsvUSPV3pY2J0AxEomTUxuML2/Y2o1GjReWpPeXoz8BIXUhCpqpx6not2npVLl43qc6J/GqGeEb5YW92LRjesIgpc7hwkzLLhotj4h6jdRpGA2j7MXQjF45NWnKfuurzsJ2NF7bh5ZFgz3pX6PxqI8ju9/JjYvSb3/iNqt4I7P8qZVxQtS4Sy5xDwWXmM5dC8Qc9nZNw020QuaHJG9M/K1BzYjx7FxESD+ko6CPFFOG0unA0X9XpXW7nMTX2ONhGwyrKzubFYU6e+Erv3EItBHxEzr3LZhkogjDhetoHBgSrB2a10R7LbBH49iB24buzuy7lzBkZjHJGuFvFWGSz1oOscEB2UekbJH/lcA1WWngF/SMdFD3Aq31481O/w4MIX/9uyUtz2t8tu3PfZD6JTHeAsB23We/n/B4vfbxDd3J1uXrVdXU/CQ2L3iXn3Edt5vxLfL0Q+F+B5Ga+9DNiR+uwyYD9y9nrYchP1GJKY+mTX8KGJZPp1WGATUPUkLX47NOTLkH66XIiFMpRzAECqnhSSDWZfVUvn1cJlRdPHXE1EabcI62+cTKjHPI+sZ3/poLXyzJJ3oUGF2u5ZjFv6OLt6nleLbxnz58ToFtt4DFoQ0ts8pEuNrg3+NV8a9kG49g4uXYLlgXPzOi126uuGGDuiXUfq6573/LS+EZu6NcLRoTk4+tAkPpRFFezqb8TyOxIYczkIm7gJ/HifKIulK3AA370L0871z5Dp2ofsPhHNoHQ7+gbZR6x8DFnMtIE5/icJxa9wcJxr4/bpQ4xWLfgRE58UTfT7qFemupVGLK6mOrnfKWxbUFKvJKdegI6Eelk3Re2qGN1BuQXTCoWoJlGGifzS22KetfHq09IcNCvNr4vLBBubO+cRN4sSGnkx8Txc2ncQ4YmYxvpPqnYXYhpn0InCnklcKtS2/42raJRkaEp53VKfz5JvsJ/p/sJaU3pNjNah4J3+X1G/CVLd+KcaOo4OxFn0o6GIsT9KpGQMzOAT7+jH9LCJIx+IiWdRRDtSChKrE9PWrovTKAUpd/8j934Sxz6EFUeYyySkN5CntHtVnLpubF2XC28S7xFmS3pEExWx/IHY/TdIoH5XbHwmR9ZwB6Ncti5mFuY+4BIxLT3zjdw5upCsoq6OnZHjT4jS/4jSozK7gTkr6viVuz5FQ8HrcrFQjZknOS0yJ2WWE86zm2L4SKsunANrXSdqgCsupwzJKFKmd7GaJEziMJOlt4yJp+EGycqhino6GW3QYBzPvAhPsJSUFpkT0J2g89+D7EbfF8hJK6pwuyuSBx6TYiPfsog3F90R7qpRfFzVvkH88/Z1Vbsl6J04+5JYelcsnJfLb4HMabhQ6n3cMmUB5IwDnon3+g9jIQhMTrDY1UaV8uWZ9npXG+rTnaj9eQvQ5egzli6f+Jygt/Sw2PqaPpaNndtq94aYeVmgJsqkgVDPKkJ241UZKRumOVB8EgZ1m18HoIffkLV7auECPcnIUmbRzyR5PxHPQ32u7XrQ7bRoo2Ed1HffPNB+qv1/oxTd9yU8ENY90CEHoizfLV2kwPnlVfpdcjcD9V/CvAeo43XPuroGCTZ6utflHvhyoMBO7bEHxz8N4HUZ6mmnvm4WRrVDpu0KW7b0cExjXwq/muMX1jWZPSXoo5OmLH1c6w/gx/jngMkO1CfNIFJrz4yVpze4Iudeoa9ecfiCRAH3HYE6fmmOq0z5UJ+f3NfyL2km8jmZSkt9I8DLUCP/MDwC986Rk/y76UUD9XDPitwpGeLtlg3MQaiyQwSmd0nbLuH+q73/F2CvIwd6z+5lue6lv/8S9WVayBphWCKACWUQKVR9gp5DPIRLl9Xks4H4lAyxwcncm5jN09Sqfk+t/0OmlyUhn2lQGUorqFsjInXYOPKRqN8QNU5OO/EnZNF0hCvP4h/S6XNsqABdK1pQ+V1j4YJYegca3cAk7Gpo4m6pf93Qpq3x6CgDLcfsTT6lalcJwGT9nqj9KIunwQOMPYg/7J9S088hrszyxH8S00poa2NNn5UOS6TBUQRyXE0B3jCVp8TOtcDOHWhfp/dF/TbMXUwLjU3qw6+sA9uPZ4TFvYgZllmw5fUdHPOaxGgWewg3XD0jJkuU5PCyyNfEyvsGzSx3EE4GzS2zKhrGKpZyGONC5MlJMf17sfIOvECW3gZyJKcYBgqi+D/GznWxx1Lnzl1x+idj5T1M0ONl0Mjwojj+F1H7Vm5+ozZ/UPOvicQsZBDEv02jJjURMhxQ7yAiNLOqwixtQeQsH5zECiamWkqUWQiBLjk5Kwp1UX5UFB4WxUcAYIkKW+MUdKzyywgwatvBXCfQHT7KqQenJA3v8FFEM8bKugaLDQ1wDFGOVp2G8ZapZuqwmnoOv+ksXICD1+SzdBc4x6+s65gZLVnhY/N8s8bhCTl0Qpz8VO3eEigjfk/Rt1hqVka1/bnvpWh1ADmHpk1rwXSdkaXfyNo1mB7t3ghsfiNm31DTvzeW+c24dCkw/hvUloDeNWGBjSmX0RjSEzVwuKH4VRvRnl7Hzo5mLfdThN2vET9wwpOfgLkLjF5Mh89YGb8+nCLovQeBnT4lZl8lGGZ9r8oXSw9MVeFi8cNHIDxOExi1/iXyIeEUdYvGxyDw4/BOfiQ6E68zfbEpderh7b5H4yHdZLq99HffUtV9TOIf1P7aa3wAne8kS3YDJ/8HEZL3MXr3w+Q+AaLtyf++b0T8/jrZrtRdBYcAACAASURBVNkOyKdV2/z+7bhdy2xJD/U1LUD9mnpQKt9/g/Q6LYdM6IrRN3oQhRxOGZmT8FKjLwxgD9d2R3GIFHeYWbHpEdpVPp6Z6TcYOJSCVcb8eTlHc9YLYuUtkasZPUlueYCLRgyo0GCDMNsk+w37BHYeSJfjJTIsDw2o4SMGdQlphxfF8tvBzCaQL2LWlhiUxKV9KUbTtBEe6Nxml6e+7z5r8NILZg9Q5etme/do1z3peYhOi3leNxck2qVUiLP/c5ui8rjIrtFUNUgjFh0zYICZloQcE0+qxXNy8W38cj97QSWmEM8Zy6vlK/Dz3L0VqN0RG1/iJ3/k9YGXqOVgLEf/BqNDYuUjzCqQf/Vv48Qnon9JmL6asTFp5dp1w2B+1KdlGy4gXn0kCCi6bezcEqf/LY79RcG0IGcFQx5AaWzsaZazCxdoYhSYelpt7bN3BRQ/ld3kgEwu1RCCy2KAuIXAD7T8jph+0TD97omoIxxrGjP9Zjwxn1bspTN+0ozBo78Tz+JaCPbqd+lvAPXKb9MMj1BQbF4Hb4RYKoxwEQg6sLdghao6CvG54M2VwtcJ+Zy14FuLK4Awyn4Y9CGW3zGW3jXoAYDZxs/i1L9U+rgBPTCHaahJUCiklqOZN9KxVt5GUPHSeUHIER2DBkVP8tjDcvt7cQbTWdDjzm2DSA9CzZgMlcXwcuT492LrX8bGV4H1bwKY7E6AaRNIfArQhyfhR/0nKLSbX4rBZYPm+khB5PIDFsWVLAfOdgDmwqemVSY3QmCf24bcN/YwLF7pfcQaF4IJLXmwYOHuwcCm84LfRBITauQYzMZGTlmKX5xrmkc7nrRoaYaJPB9SEgOTavp5AgCU0zj8jpp6niAhYDp/4q6NQdxztGmT3aITKgHB30ivy82vJD+c8vT/A06E2ETHFOWiVSP2XxkKIgSDnuHir4I71/HA0Htz8zv8gjD7kpi7SFdkzF8RE08pejCS0wo3rqIs3x0ilmkJxW+aRb8ZLn833qhdXv7l6OJDUPYVLTp2d1IOzjTi9E7ZFTvXRH3f4MEXM38wLwQ/Q8RKwRgnajL14V0Qr8LVc+dbfJjUruNXlYU38SEZqaC0faSlefKzNNnpEg5EvN3Ac7lJfd2oZL9wYh33LAdigzbd6D6Kz0syBwqDbNOZVv8b2NMGntsPTvfjr+38/ZFzm/HvRixt34H2Pfc+GPfxpLU5pJv+2/a5H65LtH31/iQ+O/IlOnXjwcZ2dqn1PSjqS1mtEUrFSmr4qMht4ddr+qIdmEXSnSmRmeUfCM9a+YHd5+ANNVguLYaWIKktXlDLbwuUc9gVZp3AELOc2TJxxaHhB0F97QMp0/CVIerozYjMcWP+AhS/hcti/hzQt2cYlxM2zV1Yq+wdFX3ZB019+trunfa3H+XFvG6ozwVvaedfLU/6bXfpex0xz2e7hvG8yDfSBv+4lMKIZDzDL/EzLyn8wH8JE+6pF2WirHpZBgSejSCaqPoU4r7g6PM2CpenpgJ9aYThEdXs3mVXz5/E6qdqeEWExxRNqaNmmCJgA7+JHH0PcYm123Lvpjr2oTFwWKAS+jAnpN0H8nnlPhfC5URqPli7hhjU+s/i9B2Js+/L0v+YHOuv9Xmb0vEh6l+NC4R6/ihrtxBGuP2dLJyBwhlhdgpl5cCcmHhOLL2FfLPFtzGAMNso8fhzlmA0b6c+aQadRnIaGDOjQ01VrfqEqF0zMOZ3IH/BtJ2Tec7cxc/85V+jQkaYYS+aEay+tiQ+nUfLA4vzdCBfzsp/o0nz4LLM1cWRDznBD4X4EBKcOY50LAikICIV4j6YWtPEC2Lholy4YBx+Q1R/ayUa0eWXf0MXjl8Zdu6ikd19eeyPxsCCwnw3KwaXFJ1i80ex8YVY/xKz/OQkFw8Yh6pDT+nObUnsR4/B2pfQ4sJFhUTEHNcVgCws4h3RQkt9JaY+JmF6qkc3ReGMGKvD2WXkOINfQ+4zGcyNkb9Q8mq2U0ZoIsGeqfhl18XgMVTfNksO2moSNOoxuKjPskWxKtoNLgdQwJ3YGzaYxsSzon+iIQzac/zs7bDsRpgULvcQcscKcmRDrH2qUMCdXUOW36HPGSMC9xcZ5wejA4u2p75iq/OO7ePChJnir8XGd0bta3XqW0Xvi9nX5OHXBH1tIX4V5i6o+GfZllStOE/8W0UI6MAsqC85aW33r2HwoPHPu73rU1vlFioiMW7k6+rUPxERUL+JN93sq0ZiHJJs3AxnLbEjawWf3vTBTqyY2cSb4sxPEu+se4I+r/qnWCTkyNsoi34EiolidwTbJc75yYbe3cp+1HcfE+g2PKCd1nun/h3P4t2t4/66yX0HIDnogPgx24GorHvqa3PhXUJOh/43qjIc9C53eRTO5XFbdT8eB/SV6XJUvV21XXuPnvps6Xm/xMazjQboR2Ve3uue+rp4yZ229+Cpz1bLoU2yX0oQ5GAFrp5ilJBvCzl+oxtyYIE73GiHS9hhT197Fb3NpkT7CWaVfjE4Z8ydpdm2BGhdEsUzqi8V7Mtw6fY0g2XSqunXLfJ1DK30IbHejAqlZC8X5UsvGgtXYPJB4Ld8QYysWxJfKItaf71t0ggPKuK5CrVrLscZ8+kCPK9jZzeY59rzoNSnvZCDUt//p+49nNvIrjRe1723QUokEZlAAESOzAEkJVEURTFLk+yxJ2ly8CRlaTyOu17n8Xhtz3iCEqkJ3n1V75985zu3AQLogAbJsfdVdbFAoMPtRhO8P3znfJ91PC7U5wKBzqIf7ScASu8qvIA5mYYTek8X7sj8Y8LPlp4I8eM8gHBSlZ6VRIbT74uFa2riTXyFDBzKwOPn4r7Y2KcptVz5HU3cQZJ088MRNG7Q/eyP0ozKoEk5nAYeie1vUQDWP4naxb66f4z3pT37qb6oSO6orXtqm/02t9n0cntfzb7HMily5xzAzxv1MUcZvRlReQ7ekht3xe59sf6ZTO1w92CcRZ4kPh/GXsaXI/M3fTPvyvJz6DejCQ33AYJ4W7Q++3rLA+qDOkHvWumH4uKDWoMfndrXCCtDRuI939oXRvZxNOIGKpwqka6Jh+6y3pGpr1XoGzX3CRIo0gejb+Q03Tby4j/Fhc/lziOai4v4ElajM/Iz1MFrp4AbMpL3jb0q6DajafrsOwgtDGaVn3O0MzvqwmfIhdvUAYb7Yunn2L+/0BUoqaF5sfQfYu1j49zvjLMfibHXEeQQLHQB54rG/G2UwhJ2bn4BXXpwkqezLED5SwpdkbZ05059NXTRbzddbUIF4q70RZHaEal1ETvFeJM1KyQ7pr5sA97YDixrimxBbjJEjp9Z6oll+DRuNn+qacNW6jP3IzWXhvEqFHia5Y+/gRqT+aty/j2geISuWBqr9RVr1izNO/HntAyo+nIGRNocKHT1z3UjIjl/w4fZPIxtDyxnHC+13aU4CM3L1n42FhYWcFBGta5gQWYvyo1PxNrfxfmPxeofjLGnxdhrKJzB3+NtX/5HMFyFDlYUATYsNTv9KkjFIOzRch8tmvp0q6RbSvvhYK8t83iTxZB3otP8OD4kfQlfCa19hr5r+gwcf9sXxLB9vWA5OgX+NQ9zI4DumEpckOt/45W/kFsPfHSV/CkZIHqvmHp4sMiRJJ1Sn+05eqS+g507pbQfgig6XbmtuORRw3FBBZfxuBz9cCP/ly0diW8tp+/xTTy64HY4SDvEkA59lOYNuzuV7A6t7LXsgUkM/YSNsOeFKrGyQxCfE/VFDl46ZCOfO8K1a+qz0fr0cpAAAdv0kTP4FwsH7fOYTBAX4UwHuCcw2mC+4pX6uGJzRHQPmo+HFtT0a3Lhtpq5BvwbXYcO0xMxFb/eQQypVTmMOqt8XmxUbJdhxPTBtQV0J0eWMS1bvCVnbsi5W2L0vAIZsqsnjjvEEHi81OdxfXfo8q7s2W5lC3i2Kl/LM4eo5zwmr0774k8sSkPU1Kt0a8kqTYbelzM3xfwNOfW2CI5x2kFcm4sAJGi6U3pWzN2R89fFzB0x8bLqHzNoPJGcj56BaTiBx32x/HsxvGCgr29E9cVR2YX90Gx+XC79TG3uK1oNnhz/ISJzHDY4agd1HXFg84YYcAzBktv3MSRig92Hancfs5/Zq0A1bV/pP8RuawPzJxD+rpPfKkhWgKaBGsJ/iNRFvT48Y1DPNibHX4KZIVJP3lelHzHnpGCd31tzB21cGlBKBmrBff5kbcBpdunMitIzkuPajU2u9qRla08iIu8RTF9yj6PDsC8tHdv2vGNeO1XQJL10bdENbzpuXj9OSZpfDk2jeBg9fo+gT27siXN/EtEqXGEDtUk8Rsve+gMzovyqmnwHjhRTb8r8k1AeglmDVig8BWzbfKg2HhrEEnTWp39hDM7RoQ0635FF39xtsfJbceY/5Nn/kjTLJwwDzxTpQdfMFZD/+l21tSfW/6ZiZ4xAAdkbwQLbtLSyFndMuVJfMFvLcqito0s9Y2eh9SVWxegaWBTTcY4XD3r3d+mE+oK6q43fl8gY/Jbp0HFuO48umQqzG2dqdMyjzZIwGM6NGVRgDk13jb8uEXd+S85dw63bX5Yae0yRs3kJ6MQIxrlAQfo5ZjBxRpz7C/vN3kWZ98xVMTAFn1V/tnn83gDYi+SFQMW0hDZVUZnH5crvxdpf1eqf5dnfy4k3JN1UMKO+hp753PdlBBWeLAhDJWNdlH2A4O8yzs4uE81gY0t97lTmRDgesccz9aE/s8R/SgU45aYvytWP8aG3+UBt3xMTb/LfQtnnz7PzTQFepjq3A3dIQSSW1bk/ys2vFIJh9oyZq3KgwtXXRZS/BrlA/TBw29GJ2C9tqa8j4csLsB19ou9+aJdtQw6POx2MF3Xxu1sON/KOtjrECR6R+g59wxz664naOqaDixfqC1tW6wj8nHPVCfm6Bw5Bfa7VoRHHZ+zsWziB3Unr6+9I4uuM+k6yvwsewNnFoEtB05ToKTW6il6O0XUxMM0ll4OY62tLT0fqa3mmwdUTguGI6qbHg5J+HV4U02+p2Sui+gGkldEteMdBnByFRMkjsUG+jjv6rBWeDTYqOMowZB/6tW9EEW1GzxnTNCd4X83fMabfB/fCLNG0dZEn40cGvE6RrxH83Nv5vNdzurxqu3OnbQFssq9R4rPV+mIOzx8X8jVQnz+GfHZ6Q6d+rGg2tnBTwPOAi6Cm3hJhoo4RJOwFGHgg3KVkMGkULhPA+GauofNnnGbVZclcZ9CG29/KnT20up37SAzMItQxoP1FsAKUvdAYyvBg6fkNTSzkuY8kTa2Ojfpqi25sCxXVmd/CvHH7K7HDxifb//Rd+AJUdgBRjou0eXW0nt3HgQojIoTWRGBt5bJBs6Wte6xBfaEyl/DhQB8LvZweQZOtsVfFwgcIYplnh4xQmV6V/tQB9dnrew1H192SfYx8AR5e8Vnf9n0D2ulDtnUh5HsoLn2FMtr1z0ThcRXImHadNoznBHJOazav0JoBYKG+ADv+6/PqY7iNFOTgjAHF77bceShRmHpPrv3DF1/lAs6kxgbFigpdma7wpKh8X028JSZe8Y2/InJPw28DofBFkXnM2PoMIucunf4e4QQUP8S7JzFHHJ7xLfxULP+nWv6NWP61nHhV+NnKIpQzIlNi9k7XFvH/ftf6F+rs70XsNNr5MAlONtifuCt+LeuYTYymFhTIgb4QqLCkY/RQbDk8x+CX7bCvL+eViHQdad3lRR8dbefn4LQcXTQFKzfqy0BxBTxkmJ1ynGWXhy9R5SV8GTR7TS3ckpXnYF2mU85tKkUz7BDD3B7WZh4ZGc7I4WWx+hHazLb3fNv79CGDZMtAoVb76nKO+dalLSHAmqUEP5JIQemd5L4vlv9snPuzWPlInfq1Kl1GIu78NdiSzd+GbB6Z5ovGclaI/V1D7O2pRT9aDpxdOuI6j6+aC8uVTiqZt76+CO4xmLX4Gfz68jK11XXhL3DS2r6H2ubKK3wiFRnQlav0JlbwBxWm9ytjhMoqeU5c+Dv9gchtTluZfQ/fYqOanZX2Tjrx2kFgW+htevV7zVRgC2/WX+2r8uxIwxYGQg4HtT7pDhXed2J7grbPOJ1RW6JwOa4tD9uepsuFatmwhV5c3kSnEbpc2yNyV1v0sj2FY1xcrqrlcbcLWdmiVwv7HVrra0AyQj5Qny1YOg2mUb47dgeXfoeCT1t4c0lr8LDmiYb4B4xwBFW19CE1AnMXRf/mR8+roWlW+XQfoJbshmtJ7u3dXBDeAIqLAP+6Y3RG6kS/HJwT0z8WM0RZV33Vn9K/c+NkXCIxb/CggbCHWfTk4ZCvPU1JAEk/5rLdUdEXlT1DcmQR/xvg9H29iya1o+ch/mji6qm7etpi2FFo0MviIr4devGyHysW1kHOinPuRZ62yOfJpsXV6KW+wE0EUZDZS77Z9+XcLclVu8b8LTH7jhrdAWn0cL1i3zBbeo5w79mIKL2AL8vnrsq5m3LiFZoYoVIoUPAtfag2+Hvi7Xtq+b/wVQVRCt3SIMY0vi+gwYTH1MKHKPeiicX2XXH6v0T/DActcBVljQDtoMuOwZwQsTflo+cHp32nfiXWPyHGMLZ0MeSXYvuekbkoNfj1cRoefsadUbN+iIRZhGliGENdb1YhgToL50McZQ9HufA3mVpH51iAS0l7U0a4rMovyuo1+vuVCzdl+YfcQJWSOiQd4JcxHwTSJljq4tLeRNNggnrA0MSgzFReEOCfPTTkbN1V2w+R5QC+fegj8MtdEma+nGa2jFmF6C7u2Zi1WKDUBvla2I/N9HWFJ4o8k1zGWVSDYwCthTvG5j48A7e/kit/EtElg07Hr8MDk7JX94/lFEEaIQdh2/jrYvwFnE64LINZH62Qe0JcgJONQp3nQ7D96V+JwRmfP4tbcXhGLXwgT//SWPqVOPUrOfY8Ju7cQMhxDjfEJtf97jwylj9SsWUcC5KjLtrM17w97eQsu0Vn6JmupH3JmrlLUUZPiRhrbrGz+PQ2I9QzDnt2QzuL6tgismUOGEw7oxKrxE9z6wGT53AV8SGBOl+1hjogrR7Xp1ivROVyvpxB793QrJx4U87fYBffm6L8vArnpdnNmBXaK9XMdcg3lLym+Q1FIIQRjMvYqrH63/QnD38R+huZu6EiFVMzbNmwlhbg7BFiu0Jtga0lZ9mh2hYsRMPryl4Sy78T53+nzv5BLf9Blp5X02/zVzA3fXM3jcLTBLcGkQ/4p8zoq/dcxhcNoL6KjJRMstLx5W30q6MSoIfFsp8ge+3g9OnxGF4N09tXFpnHCeTkNoHcfVz/yiuyn0/Nn0e1udY56YqFEfCALtDRNbH6MUo2th/ik3ziXR9dBPrQ5kJo09Wz/h61mnweGwG2MLAt9blDVNvFCZ9c1nd61fqS97G5n473xfvY3Few5S4XDPO+Zy+rOb0pVkpse9GswOm+cstWnfKhy97c7xDr6Vj23G3NOg+7Li081rJJR3pgM/W12re4UF9HXXy21OcxsKGF+lyQ7xDU1xLxV1+4CJOeRzbxGZi7IM5hRQzMoKnvRL8GRXkiyj1+A0Ibn7hl61mdXWrEODwvJq9AkIHxxrsiual6ogYhH3cPcjNhP9uojBwH8jk1BDZ00AHqkjJ+Vk1fRccXYQP9N02sqBNR3eDHq3Gog/71MKM6IvIdhd8OtVVf1HS1aavadQZ7nZlzeqI+3rnq6UeSeP5ptjq4KuZu0ZxMzl9DH2l6h+PFk8psAuSiTZrMhYtG6XkxR/fhVTV/TY29ipA6TNlzBs0LeSLuo7nd8m8J/BTdt0jM4x4/mPuPIF1q4RdqE8YecuuRXP6DGJpk25hEF0pJh02zkyPJfSkCVNUbVTTdH14WI8u+sRfk5j3okDSbWfvUyDxJTOsLpdFcF4hxi10LQI42PLABQjNMwgxwT4PiKs/K9XtyGzBjbH4GE/+AjkbgSXn/hJh6XREnz1+VM++LyosiXDDj3YG7DSEKBw2HidZDm1F+ybohpyw8I/BFPopmIaCxosLLPbX2d1F4AluZLJcAcvQdgvpsSS/TIO6lHZ7P1LZNm0BFU3yaRo+cldWrYmdfwdXzgbHyO7hhYRKZhNbHpwbOoaEOTCMOYfwVUXoRlp7pLdyrxCe0cu4pufYPzgagc/+KHqjTPxXhcUXgR68OzarZ9+XSr+Spn4mFD1X5BREaQ+4c7ZbWoVt3i6jvgbFxjwPclzmQgyM9UCKYMpWNjt1WTD9Mqfv3aLo8tChiZ0T0NL4BGZiqkVIdkxq5zqGTrbMB1DYMcYA7YefoBTF6Dv+Phhf4fkt6PYTp2sJAODSvKi+ruWty/paau26Un6ebWdXfU6zGVN+6k6QORfSh2S9vjJwVy78n8MC9unlPLNzBX4Q/r4JZiQSO1IG450YIVvBzpSxt7kInnr6oln9jnP2dWv6jWvyFqLwElMWXXO8hFLfwA2jFEJOTkv0toVViwzKy++gzBD+LLPqV2nHdd7i0RMB7IMMKpiWpbbX2iWDqgxPS5CtdgaJkuAXyESHz6Sj9fQf9edIf44X/lhzHioL82fdY/8zjzwpBERr29Nv9XVFfy/I95/n6IUDIZY7ewZ5le7A5LqLzckaHPoQVbA43kqOc47FfqKNcWO+D6ZSoDzceK/V9d4sVAvstLGcLim0J0OkZy0ut8l0j0TmJe/WXXDht0MJ+1sf1DYfs9tC4yQCntxPOhTC9o/+vyXUZXxXJNV9kTGpmOzHINZ/cg9fUyOfQ19fyEhoF6TEz8PCUmnpXTN8w5m+I6g2Z2kKWQy83EGL9CGdLRGusZc06t8U5W7iyeqg076cnhtOhBzSA2IKafs8Hu9FbYuG6TFxA49/JBHNFPzQi87GTL4vLUG0fO63ZOOxO+e0oYiC2lfa78t7F17JYka9T3mu3oOJUxxwn4N9A6AVropWuiati9iq9j0R0cnRbkw8S2Hs1h8QVjSqQFOVn5ewtzvC4KqbfRMIvenUKcunnNMMwUEf3Darshqc5qIB77XppP6OyL4rg4MWfaz6RW5/7ln8jwzNcSspSiSe0cysEhcEP/DDZtj6YoSm1JOYsvyDXv/Bt3FXbe2rjvpG9BNgLs3TWm27Y56jdzp0PV5cl6VjlV8AhG5zosPk3ldxCAa2+JUDLFTH+lpymP5PrNNcUpedEeNJEx76GBj/7ATQvAZ3+l/bRyZZfFBcfQmW9+I0Ac34NOYXgdvcRWuByjzHIZXnPsQMSay3gtBZ21mDPUdxLW3jPQn36gZY04ZPJMmBkAt1u1TvG9j4PdV+d+xjd0VgtbzbLaVqmi9A/I3JPisoLRulZoHJmh+aI0p/uIsygx5tfinW26sHPR+rML3yRGZTO0jpDC8bMdXH6F2LpA2PhV7L4QxUcU1pcIsw49QvJggYEkPMfCVb8WOxKQAPxp3WVo50Q50JiPPJA7cS52lAOz6DGkqhvuCoGxk3ws9lnY6GjU7ebl4LPuuiXMRU/5MouQ8OhMcCvXye8txMb/ZrBiiYMD06pymuiel2gtPsW5DLmIhlKonsTDJC2GWeY+bMvL7FOHGbXa5+gdHD3W6ju9CETLiETHBkbGUvbmLti5o0fNPVF6H3Pq+Qmvoc68xt55lfGqV/K3NNq8g2Jmvb3xcJPROlZX7iotGFsSIt+qIEEEdHjcNlEPrPas9N2tY4kPo82mO32QxCrBb1QUqYuiguf4m5HG/BdOf4GYhURKVnCe4RqWK1ksiQeHlOxs2r9H/gMwRdJ+/gCZaDMb5BuTC0cyMJuIz+2y9IR9XU0z26rAjku8ngY47gWd+nSVmtyF6yO/aRcyOpfcPTvaFcuEmvI7tq21YQtz3SHauWdtoTWotcdju5sV7Cimu2xIh42dNqVZbHhun7nZaD5gS2heYRAj2vWs9f7RbcOc4+InkGYNIycEol1bqu4gO93ewYVYdtJHfmATL9m6rMuw63PgOsG5MlheZJNO6MLYuYK2qhm2Uk/uV7DwhgXVQ47s5OV+qJ2ixfq00JfVNHZ4XE/zF1mrsjqFUwLqldFYtXoG6YTx0QT/i4DdAp2B3L51QXzXPeDGb/TEmt+HGt+xnZN2xViDo9HLPtvck9p/jXusE4L3Vlf8pjc0Ha39XGitBLUSrdQX0qNnJL0Js6h2hNf9CY3mDRiMMbsI1BMs0lmDPpe8UeyegMO73O3xfiLsNygCSL9I69eA34A/B6oM78RI4s+2rk/RWypekcAQv4EHDuWfiF27rILPyr0jIFpbN5S0+hY8OnKRVAOIcdhMfvxcvS3Cc2H5vrQee7L85/J3EUEr/uzBgRGW+SrP3alPo6CUH5OIKg8Lzfv+ra4nurCZyL7OJsoQsHDRRicFJOvwRpx4YaavSILT0NhgN9JCufY61nMNC9IyiwHLT2ntr4Uur50+yuern2u4OLwQF3gAHd/kqbXcLIJOrXt2VGfDdG1lHTa/mp9KQl3xwacM8KTKroo6baBt+pdgyaXZzV6ZVSgIM0QPEZEAob+KcQhVJ4ThR+K4jMquS4j44xVeZl7Um59oTgMEJGAO/fFqQ/RQOjPos1veEFMvy1OfwgrnaWfqMIPZXjcCDJjhIpy7qYB8Hvg2/xSLf8eFiy9KeRK93HyON2i9iYo7tCVrnke6j43HEgMTWMkRH2DMyCxUOGgxrK1t+04qM+slswgcAXKqnb1XGFXzyWa6ysHG8/GX2U4bYIrz+99BG9DU77KKwC/hffF7DWj8ryIVNA7p6P8gqmWcUJHAn4zzgGAkyiFjZ4SK3+UG3RnoiYZbepDs9yxWahHw3UANu0pIi/qchZd89SWOP1LaH2LvxJLH8qxF8XYK/xBdwVhIbmndIUn5KwAbxvWSYal5qVoafP7jqjPZSsPe/PnDK1XoyuvJKH4fax2HnGYzQMx+YaB/Iyy0l8E4LYB8Rqo2siDBuOr4tyfurYfoDwe0De8bgAAIABJREFUcQ5XFYpd6WbgKwCd0JZ+3anPuoInI5zvueKBxyo+4jQXNLIWBIaap+y2a9oOpm35n/f6QCeQcMcPl3pC90O4DNLpQh08lo7X0P4spP1obS+OrRppy1ROlOXOV04n5X4p9E1lOyr3IzpxoOWN63ZhMytuWdU2p03c+/Fa9T158EzLsVqO0u8MeP3Njx1+tdHxGrnOWuRZX99avWmr0VmrPV0I0PlXwrBudnnhAD1fVwT/CONnxeiqMco9FQMTILETEYPgpJuNPVvVPBd7TzO0XXTrRAc0+/noWMMzcuZtOX9LEv5Vb+CfWd+A6Amwc+aIBP7ZCmUu2lobAJM22uAwShl74mDRPprKD6noGTR+zN3sImZY+MBHcziMZxC9YX2sCva4F5E6jda90LRhfTeQs6W4mOX5xj1YX23LhI3PuyOZC/u5WrC07tOWAxt36LorPxta6qtH7EG3LsAjilpiQr7qT6DjLX4A8PPjpoL1BWxgsuauaGJdeEYu3FGzBH7XjckfM73kfbTC4k/Fpf+VG4/kzr5Y+YPoL4meDPg/EBVmXN6I6htF59XOPbX1yNil1X5n9E+w9+OoBbeaoEs2PW/lQPaeoQc9KTBDgOu1IP2lILtVXvBtPDB2Hgg64s6eyuwqFD22hMXbEqYT/o3WnFd4Rk7Xp/Ki2NmXKLm8i6ltYsM4GdXNjXzBM2r8VTFzw5h5H3Vu5cvsIZk0jU+agNMyhgMT0VrdZiCp+kuyN6lKL4jHHrF2yl7tNIDtb9jMZh+KX34bf6RcuimDTaWbLb9a6znZZN9Wx/PyfMaEn4OmMt3plxP9xW4a+cx1cemfzOF7Yu2v0KO45dIIpDhtjyAwiV41mrnmLonKZZX/vlF4BoWL4bwRyMIiKL0j1u8iO2Tzodz4H3HxkVj8EFaWQdpJUgxWfVMs5sxfVQs3UJncl4P/UHgMUd3VD8XWt2KXLX/O/0URgfQlDfia1HDFjqyau+yaCSqgOwMLB71qAdZDBqbk8KwYmJaDkxJOmHlzJ7bpeW5Q52XRhaY14RGK3xlM4glrRwn8TvFx8w2OLBmbgwaKNK03tEKLqsu08rPqVXkT/QVs5uQbexZMiNrOjBFs1Q854yFvkjAEfEK7iqI/tOiCWPsUNyrk6G+MhVsyEOdMcEz0nYsYD+UGqek6zCMPlSUUvzV55pfy9K/hrrR4R2YeV2NvwmNp+h36BOsqPqdrOLkSOIvSUGY8GSkeVHjaUN/B0mERZpud0IND79CgoQbTMjQGr06YCSVE5gmx8Ync/gqWntv30ZKNK1Pp6iXIL6MgIsB2ONC66baZ9CVWxdZnavMbbof+Skxf6fKnfbpmIVgw2iVYHMul0IsXre8Qak9H8lRbiLLS0SFG6M6ubbHB+1m7H8KF2doSo9NL7hx46PfoECu7n5TLtfXC2+4j8b4HXuxRzcpytkjmRfGL2O3ZDttgIuo+DIcNW+s5nfHPvm5zwE73a9EAPahzjiKey/POGmB3s78LR6jja+aR0yK5hhA/+ugk8KOJ9YmaNmjPe86K30ltHBqFYsZtgZLAb2jBmH4DLmSYcF8D+PWOGCdbDDytgGQVzWxRykVzq71qmrXox5AZDRpebMWYeQeGb3PIWYYO2TtonNCM0TIkF31vxO4luzX7PCKfE625MJvLflzA0kVkc3neabHqhB3toSP1D1WIaD3VT/aMqpEFNf0++7ZfR4UPwC8HdgKcxGv0FcP8tfBDOX/HQFHoLVl50RepQDOhuebCLZg37D6AmgctZYFhT3fEAfzQwocA9w+hUG3d823/Uy39FBqgOTBbTa+RvqxUVl+0V41+KQF1sU/zatKgJ8vP8xfeD9H8tv4pAp396ZqBiu0hbPmz/rN2IOiKIxBLaaI5/rpa/0KxaY1Y/1SlL/IkG+Yuiq4Azf7HL0u45nDqffEHaBxyO53G4zarc/6cxiQVTMnCs2L9M2NrT23sid2vuNoTdny4vBt3Rf4xEU7xMGx9Oxt+tenWS1vqNm0X25e05JVhuU+3zLH6F8jLSEkOL8q5O2i53EbovDr7RxFfhtznT9Va4DQ0pmX/mEzvisKP0OmXe1zFVjEpD2ZVIEcoiDZR6BgcXbj7NW6kaBWATfPXoWk1/oacv6ZQgn5VFL4vg2V29aQJ7jhCUNHy9Ig42bfysRhdMfo0qNCN2iK7OclxjUvatDDVrX11uKLJKyLgpjn+exwjNwPcrXvOOTxufOA+sJqtqH6vzV7KRfpnhCVxluMcCmaFXjBbM2Vt3idgu8Doy+olO/Qg6m1wxld5RRImzV6lDwdZ+hGdF3r/6ns72I/ep2n+YTaSBcoGkXB8RZz7A9x0thDgrqp3RGSqVjlpp9fZLAXLytbnWeiDkU/ONCAJcj9begufaUu/kNVbXNt5WY29Qv9G4WM89bbKPSEi05IT57kvLmfuqkaAvFiP6PSrrbrldBa2p1mw24P1cBbo0l89APkIYjMyUFL46mQb7b5bSNFAQ+zYazUDG47j44Y9M5ePCJkeJM7Kcx/Txzj/ee6jkKefq5RDRQUXH+uojn3Bnr1T3yHYz3a63ylRtD162/23PcpRYMnrZZFtTuTQlzdkYRtXjavNEdueuzsVe9H9Oj2jjg7h+Z1qQ2ttf3XHP8/IZ1Kf7fpO23qu6rQv73RhPOurbSW7Tqo3bfQ9i7PLieaVwWkj6mQITUojMHeR9I+W4Idmt90DeOnEkOzmck2sOeig71kqPDX7mT/p1wHVFRFDc2L6PYNmLfPvidkrMrODaXT3oASMDcNclHbVh30afRHXCkknLHStq2xkS23Tgo6vARk97ZtBCZBaQECZiJ8zCFP7GEdhcxI3/U5OjnT1uI/KW8FnT536PC7uWOhlnbaveqS4tuu4CIOH249VTmym394GhZAAaWBSzr0LOKH3kf7fpzdANX6uz/Sna2smaGooK5cBMDO3ZfWqMfGGDFcUOgbTxuINsfslQgU274vV/1KDk7KGi3jLAnHJGGksfSg398Xuvtx9IM/8QQzOs/g2grk+QNTKQlYJzgpLCUvAujbJBE6o4gti8zO5/S0dV63fFbkteLr0ZXg/OkLQKu61DCDR8KBeb8mhESjpLMji97u27yKSfueh2PhcprbNuAhIjvAXNSYuq7lbMNGpXjEqL4lwVoaZq/v42gZHG4ZRW3Q9ZxO2sRrDFpQwrC8/79u4ZxD/7NyDUSqo+y6ma5uIc5CFJxRiBrNsqpnCTyIce+proTgr/qXtVL76S0nzQX3PwWbCCfFxgX9FObzUPfkak/++3LwrVv8qY+dQSEaIqP0h/ey9SfsM52VyS+S/j4LP7PcRitCv6/FyvtSGhD/QPoh3a4+uuVz6FVwcIV8kFLHK5JuCwG/qXTH7vsg/RddKESqHafJaRtXi7j+RALH5UKz+CWWQZlVq3izX1KKfbjVsQ32NImedoLR9Sx4ZHpGyaQ2id+4Ilk7U577Uq0azNeExY/ZVEvzgi0gu9RxdF9FlTmzjm8HfTH31tsNA9kCnDfCbG8qoYEL0T6qxl8XiTR/yD26I8gsiUuS0wLwR0pvkVLAWa27ilgYnurErbHmaVNG17pXfIU4AcZp76AYPjQkzbi6PiBd/i0WkLft5WEzrkYNnoOMlN7rnfyoXborFOzCgzv9AjL0uZn4sxt8Us++pPJ1RRsEwtszcCDtTbpAjfmYfy7ALv9lSn5fFfRMrRro/35B1UX8LAmUZSojsRd/WF2LrHsoQNu8h2gR/jyjaVH6tYxdluGTGqETKKnFOrf0Vhkmb7BE1e12iCrQg6QNKV3uiIpSOm7XUfFo5sO3gW95re+pzIQEvSlSo8zU7Et/azuk7RTLbAbjDySGoD+s4FMF6OUpHwql3zLOu6XQ13DdxH6eL3Oe08uEk1rZPNjzjZuIScXjcVgZ0KQG1lnc2anFWSrTdgwv4OXOgDdq17ehrNPl0AbyOevas1aGue26pyUQZ5wg+sEaWUIyEHr8VDnDvRw8evXRi6MCc063BzynPPc7Hjajhqph5D+lD7ENN/8zM4ASiLCg2epMEdMLOyMr6qherlRGTwUbOdNHUau4q7NGqt2mqIbW5pcmKw5wEwD7+h8A8p8eHp762HOgFFF2oz6W8M2b3klNBpi2/dcSWtpWijS81PsNIE12RU2+ruZtq/oZB91hqh5ktgYpff7zGQuAEWXoO/ZywxbttEARGxrrppciYUf2A2EPC2PNreebXYghmG7IHfjAoRYYxSQLldks/FRv3MbHY2Venf464NvBPlM08nUQ26/PtFn8tKaEvqcrPSeK9nftq8x6sC1JPGnQXBVKmKtjB/ls0Oh3wkESBE00laeeb9zBnWv8E3wGhuVGn2CUg/oy9iEqz+WsGAXPxWa4MzPC7kOKf2QZq5bJYPf5W6uNIdPi1ZGGbUb6MyRzEK3i6SHZ2MWiSt7tnrH2CxHOa+PbpIIdYbYepZtizhTonKa+t0JcyFadGmGEZCnIBnimg4a36AdGab+cBIHnltyI6pwIZTP0DOvghY8bERcZkclPmLonslkhtGUQvgBb2oM8/JTa+kLsPWcXdV9sPxKmfGINVaBe0n4FZsMrMu2LqNTn1lkg/hnyzPh5hZELO3pTb93zb99XWvrH2FzGyLAM5Q79TQQZUf8YZwGxb7xqQz1yHZ7F0V0RqjiAH+pg3nOtgsRsPMWf0NIo84+cQLRtFfLwMZOVBoWm2CRpbaTZnBr77kY1hjL0mZm9wfMtVlb8MPGBElxqKArlG0DoAMOKEAFe3hgqS/jOe/8jY2ZcbCAnAd5eDiBzw6b+CSN4iJXkEJKuG1vxrgEeSXBWztwj45fyNrpkrovCUGn9NTL+NMvXpN0XucQikwKE8Qvy0kYnW/WyQz0V8OwT1ednQA/VZFujbYa72zDwm1j+lvxS1S59+d8X4ayqcNULlmo1NHqkzQX4cTOKNoLtl9c9ye09tQfGTs9c5yRB3rwqkId7q4wazllPwLti6Dd5W6zuK7hRqnuUfEU68S3y2aNERaHlkhkNqfZ6P605WXobU6ftyiKtxlNVcVu5Utj3UxSfk68y60539XES5+pO2VNbvgHYdVXh6UfncMc+dANvyXkdY6EUSbME2rcsl5En2d6H/fLFlpr5VkTwnBseBPSe06yabc56sbWJf5OlAfSdYKjzJ+BSdkVNX1OwtRZ/F1Wsiva16ogqvoo8O6h8C02IWiLL6tbiDnwuS1bkLR5F9tAyJ2CmDbV18M9fhU588r07WCgh7Y7JngA36PezTEw3WVuiY0A5Nd7GGB7Hm573zmEfpz4kVnZ7ptI60ZSd8Iv64DotDoR1cNyDe0t2lZt9TyR3odYF4rZASTIKyyVDWN/YSTQH1+w6eoWkBgQpNK+duit2vxdZDubEvVn8vhuZUD+MchK+46kkYtFq4gnn/LufObX4jlv9LDs0i7yFwcBRXZW/Uov7Z0ZrZgDcKbwma2RCd7nwOaWjrK3XhEyN3UUuXNVcVDxjpxIF+ONAYdPVKz6PLbv0+jEbWPxXJbV9wFH+PQDXY5RnjL6n5m1zqeVVVXsAsxyTPhCk8NuyzCdL0otVLXMys6VkaGJXFZ3w7XwJ7dh6JXfT4IRpxZx8QuE6n+aRBuyX2603W3DUbqS9jR3HuvOe+ZJoLCJlGIE7moDTizknJcFr1j6vZmxjt+j6UuvMfG9Ez2FA7avpzdYkSVi6j50R6UyS3VHpTRVe4dTMNKSb3pNz4AlY9qK3dw+kv/kTCupPxeGhWlF8S0+/Iqdcwxc89oSIlbmscRbLZ/DWx87XYuSfX7xqrf0DiAt4grdSxstHUnegkyjlwWignzG7AQlN1pc3mnQJeW0rM1dxlkOOHFMEEfwtJ1zC6IFjVqfnWuHNmxmx3pLm+P6sGx9TY62LhKoFf1/x1REcOTHNjGDO27Qwe555EaYCutKR1hheMsx9xiN8+HH3m7kg0ZBZZcaIDVbyBk71A1Pxq7UnYctKbTuCdlKnzcuYWPtlmr8mZ91T2EvIhZ94Wk2/JibeARgMlFUR+vdSwF6xlObohyqG1vqMs7lfg4Hkf8LUI59X0RbH+JUoAAHJ7cuxVnFckr/ry/F1Mnh2VCijgD9JFqPji62LtY7H7QKFX+aGau4p1wuNcBJvnYmlbCdRuMWtl6z/bL99rnnCH7cCj5Zm6uYj9qw47cZ/xe2E2e8yTNgdtq1l5P2j9mZY9Ox3O5ZSdMNWFeVoETPdLajswlwG44JPLNXR/0p1Xw7J1zZZL6rJb2xN0uYzWS8cPukPOEGXylXR8yYsKZ6sWtsBeqzWLPOl0IKcN3dv5GnP5rEWbbcPZrbDnksbelgNtN7Tt7qstTU16sHVRJ0Zg2tnDyh7NFWKnEOeQWIOzZf80l4AOsKtnPXHB1srFueazux/c2D3E8QkxhFNNvWZU74iZ62rhA5HeUj0xoJdZ+kgPIg1ZBbYWKV7C6BpXsF15WBLRndT1nKNGbElOvy+qN2nSr6o3xehZpVv7gBMjuk7Vbrex5kHa/tqwVb00sdfKY7Ys1/J8zGHNFq6LNa9pXdkjfbXUWFoBz+rF0vKqbbmmy9GtR7QlxpYlcUAvvUMIopx5S1XfR/Ne9SciucNbEdhoOS4jYM6JolBM/hDofAMIN/6ijOhvi0vq1B2YJW7dh13+yu/V4AxYsXeICz7zguMcUPm29IHc3Zc7d+XuN+LUrzn00gX5nFw9rcJgouGMdBJgjGY5im6b4nNyi2Y/+5xK/DlKB3tGlb+xLdCq5tmWmNbB0hTiVF/KNKKceAWVUVsco0fgR58DfWkALZA4CRs9GAmi5UxWb8vijzDZpWsbiNaiMuoSZUuSnsV4E1YxunswK8ZekFv3+KTuosdv56HYfGBc3IdvyuZdkd+F1uov1ML0XDDPtobTCoHW4s90iw4mm/CG/SH92vjENBSR4TFJH187LPnS5Vr5CL6X/gzsVfw1LkWOXwpSw+i6SK2L5K5IXjC4UU0GM11Ey/kn5OaXqBfdpBkqyobpRgIohriUcXBOlJ4R4z+WRCwTLyPWgq1KBGwzxkT1itp+xPazD8SFjxEfTwSCa15AHmPzGUlbPc36TCjXRF+BRvXPg0BnLyTa2bfYPF9/Fbyq8IAvXVQHuJ+H7hdd5CI9Tuu2GUb9se7KG+XOTK1SJtFiMPaGWrwhZq6I6g1RfFZExhXiHFK6i691uh+oaWX+ggyUJL1lxCfxU2Ltb2p7z7exB4dJ+vSIjNFOfGZPWgtKuVUJSrdiQnNzXQ8MKyBiv0DeSF1AYefsFTF9RU6/LbO79IejJl8TE2+LmTdFeleExmFoFOEuUKIgk1dd4MpLq5sLK9pWObpv7lJL2TyeoE6xT0Plpsf5p3wX/obWX6SY3pdjryCNQ9fW0gOsA2cXg/4wI1zpmjxvrP4dfL7xpdh6JGbekwPjuJiRAuEiK37l5u7HRqgrNpBe0YH36k9q+5yDJ79nmVvbEoXL5L4tL7nj0CEWdxp0X/m7OLrLgdrypBOiOF0663thO5K2FOo+Hu8n7g6Tbd8d21118pZ1N1y6bvcNa+t4EtM8qn/eNiGowOJCki4H8t7F17ymYwqfS0yfk4mLR5XPy9KuLdDOfMXMaejVv/bjS+KR0zK5BtEvdh6unicBfqz72Sa2uwY50EKkAeOWmOyOsGlnFI7Ys++hQWXuNgLBkuuYJPUMom8Kip8Tpzn5ZNoCoS2GNS6D7AgSZwAbhmdp7Bw80+evyLk7GF5iFVNYrfj1tVh6th2P3auHqcC0Lcg8ugzoUeWz5S530073Hbo89qj72R6xXliYlkhrQJyDmL4q529CEpm7pnScAwgqwS4mmqwyMpyFmeTcDXwZTG/9+GUZqSDrL5w15m6Lza9QdogJ/e9E7BSHQKSYG4E3KjACu4ulXymERMGOEuFaQ+PNWp9ThadtHWZj1WVjg9+owjcFNCo4jorysyhzQn/Rvjr/VyP3A3btb1s1annVDNzLHOhvIXT6wSi/cllsPJCbnA63/olKb9VMWUaxPn0gTLyB6HAs12XhWbpomF7jS41krRdR77wxTK8ldKGW4oDqzRRirws/Elt3zUy8Lcbaza9xVbfYYCb7pNSbOKpzLbWd7j4uLZu3SEZ2wpF+4NdGIAU2Dsmq/ilRvSl4GqoIUM/92RdbBncFU1L3+AWZTwLQACW4ZU2mzov4MkLA4UGfVsGSKDwlNlHqKTa/gYUsEeDSz+ASRDvpyxrDc6L4fUkzexj3vyyyl+DuGIwTxalQhd6C7q2vudpzTy3/jj63FevYeKeCOee+PvdnGlrmHNVCD5JdBxtmW6nPn6mZshDzjMnYafwziq8iYDY6Zyo2wbwdSdYWtDgWzVh29rdUgbwcnFPl12X1ppy9ggbg4jNiYFKXcdqwEPZfFv4S3Fk5lV6ymiRGlsXKbyXdoshxeSCqd/BmISAubYc3bfU016JQ4ttIiStRCedyPhpD4pyaegMS39Tbxtir8AqiG2PyDTH+shx7SWQvisgEbrYIF6/qMuMOjutRqWu7E3cx0/ZqWAkQb5xECQY9rsi+oso/Jtf/YmzcR5DGzgMx9ho+ecIVNjJF9S9CNUIlgjp6m/CXlbxgrP6la+Oh2N3r3tyXM1dl/zS8fCIVWS9/7WBpIUBH6c9a4Wk7iXdSkGyZxB1+PEKI0zCcIKdDWvC6uKOsdRjHddBDXNU2OpvDmK276hRr276JXjZ0uobOwzYZL8iLt6tqX9tplePcyyxbqM9D8SeQb6CZ+rwUkXZEeo0qn5cWvgbqw1YDzRt6rNt06t9z4T0n6qt7tzRTmfk8h+aZ/X5RupI++geWOCuSa8Yofqr+cTPsoY9Vr97asXTdZptAvyEJrY/AL4y54wkgluru9/XPiul3xOxNtXAdrmjJ86pn2OjRUhj3GWrLzZ5GVc0LcTlRn0WF6xmFLtQ3AMuWk4AHdWLEF12Eb97cdTV3zaheEaPn2MkDtamKa1BrRqAjzXWb7UZ1eMyzIp8T+LXIfe4E6BnS6pns9tTnRb47xOJiK9p46JpBywHMMHgEE7I3pmh2OPceZngz76nqdZHeJHZSvdyHFhjkrUYISxDKN/ECAKZ6HRagE2/IUElxhZtx6kOxex8hcjQRP/M7I0JEF5P4siDu60squhMCKcM/LE/9FBLN5p6xc08t/0kMzNWGlLCT3dp23yU5hr5ZM4SClMJ9SHBFwy49JzY/F8ha2IfBXeYJpPz5G3eScDhiw3Eb5Ti/brcbJWIx+lJGOI18s0v/hH3F1iOx/neEuwAsM6qHLzvNRCdeFXO3RPV9yCaF52CloHeiYa+voZ6zUe7zpw6wMMAmmfi1wNPrJAoaL3KI+TbDNh6z1ocA97sytcEKQLqm+NV78KxanzWhwdbEpb60gxMgRD3DXet+NHdE0oaKFIz5276NbyD60bBX/wQsCbASFeZT89fSIIgc6DLGzivCP8IYpJDDMsRHFyG1IzY+ETtfScD8PbnztVr6UIbHJa5nFMURhWcJ+dT4C7L4vEptwZPQn5fBpAyWu07dRNL9RRSI+s79SQ5VYeZBN7A/XSO3mmlKYzvc8VRmtuW3TrfSV5vVVFar0FYH+b2AEtbRdTjiJM6LoaVaM17GrGAMtOwkAxcWUzLiPDcE+hWxz+EZNfmWYLNfsXDLKD0PuS9cayGrE0hQ9+llVSgN4TRQVMFamB696dFVceHjrs1vxe5DtbMn52/wALS9ZM3W5cDcpdjw07oUm19qWa2E9xG1iEkZGMN1CBbU6Fk6BUlnMfWWMfaGyK6hMHviFWQbTLzSndoU4Qn2H6LzKkIHC9W8akI1x5T2Op53AuwUHWs6Xqu4ys83Cmj0fsGNJicGxtifJoN3JPck9zajCkDu7onKS0YwwQ1+BRHBWw9jHpYHZYg+nAsyec5Y/5QNkx7JnYdi6h1YvwQr0Ab1ldF1nuHaGDqgvoIdARbr1OdBJHGco39H1Oc047dlAHfty8u5eCGZtqJi20vhXfw8ukzaVjB0v54e38G2Z9EpkLdbk7DNFxHdAXb4GODJ+pDsCkl6sitgGW34YCvHdj7vspu7ANgRs3W0oU1RqCv12ep41jrP2uMTA9Lc0Is055TR11bZc23ts5XgWiszzQfoYSOWC+bkyBK+Xk2cRZxDZMLs7uNuQGlS3yD7nbhTXx3hGjv0htEiGF0QUzxrnL8uZt5HnMPJYWWuyTHu9FOHceOBZ0nNvsDSqRSz/jOKRj46enwZxl/zt7gx7ApNMhSNtmcEhpC9fCJ9XKrawaiOqM5ZMS9mt5XTHmLN63e49MZlK/W5s9mxUF/MIujZKopWtmHHTl6fZsyK5tb0Ds7dkCD5axL2JEmWzmidFKf5xcFLkZIqP8vK1Q1Rva0qL2IagW66CkEjR3XtIVl75Y9qZMkwcyDqlaUJMTilFjnOYWfPoJVP/YcYnEXBZGBUtuYruMCebSlmnfp0j59mqlFMdiuXfVscS0Vju/CJSj8ugjGl/TbBvbHm/SSafFZaeu1MGBs1eaxWnagmXhSbD3xceKnWPwGZ6NUY7eTApKq8hPQL2CC9JyovICjPX49iz9S0PqvQZz106kB4LD+H2AZkoxH/sLkLRJVHfJp/l5lL7L6YUWC/JE3lpb1xi5PKV6dBd/hpSyzaKDIv+dSMgVlF8354kLIhzcpvxMiK1H1lmIPC21Nqd0puVJPxFRhU0s05OC20EhgqyMJTxuY/MDdl4iWWMJZ+Bt6jz2G6V/tnReEJSReHluIzcnQNmePwIcypcAWNrFv3QX3b+/LMb0RsmdCdWSXFaJQ2sdMaeNABknkDtiNdVecV6EpGxuXIKdRfjJ5n8FtgI0ft55k3Vc1Q7sAKspmjDO2NGS5AtRtZVGOvqvlrcu4aCpXLL8jIhNJpDWaqW14GLXgWzGqLAnPSAAAgAElEQVTq86FdsOhLrCuOcyBQRx34wi0RmWbvVm0OWUAjqEl0LrxnpT7bVxtW0Cka8VU5/rKYeF1MvCHGnvNlLonCs2LiNTH+ohh7SQL8CiD/gLa7rCUB2lwcJ/i0RVDvg3c5RLGBQhtOyh6xmgspw1xkm35SXPg7fzf00KArP/Eq4JB2G8Epm3psuKBQH0vbVqCxr34Ex118jH9FfywyMsnD4Pea2Q9eVnhQ9ib3uVV7NlJfp2hhi3wdyUROL1mm7J2hgnVIHvdzFKXOCYDd0astFNmKckcZpMd1nN6UtgJs260OAf8Ny4kAlD0jAN6LTImRsyp+lr+5HBUnA277cVP5bInu4BnZGe817tPqtNnvgf06oj67xQ3zrCHsjbho5bSjl3S2pb66ymdbhNnapCdPRtG8h3rOCP6BIc5hTcVWxOgFGSmgbxOqYM32s2eAKz/dYdJOB4NsyJ1yI5OSwG/uOupkaOaU3fF1c1ICTdx7ErQaQtV1EWZn1Ofe4GdHfTROKH7DYLn4vDF7HZWB87chaCRXfV2amoZrpaHEh8kayrar9rSBLhfk87iOR+qLWdb3CGM1yjrQ+tw3jDdt5fUQXnboRH3xJpJpAj/9UgrVnoPzYo4NWudvy4UbMrVFr9KETPWMwo3THzcvC3OUMfeBnL0mFm76pt6gm78L8e5ZufiBuPgArXQX/wdujUNTRm/aNJIJcJ4e/dUQsSz+HE1oF/eN7S/l6h9pQi/pz4euHk22PMGeU0te45Kqe4Qqf8JX+JHYvovCwl1E3sns4wquJ/V1GvfZ3CjYUmmpBbrGTfymcShcInYeGZt7CAnY/MQYXTfoTqCX6E87mIV7Ic0758HVYv4DMf4Kst38OmEvaVKcPezZcSCvD8IpvygvfQvD0t1vgX9bbO9JEHjpfwVxEb2DgaSCXUpShGKmX38ba5YW5LPmzrXFFYtFJFMfpzXgTBVdCroIRKfwi38g1v5bEKIEEgo0koAPah9LWFAhCmJ4jv63ooo+uij6JzVmKDrxzDZiprfvia2vIW/uPJBLv/LhVWxu9E/J/GM0xRfFH4rK83L0HAoXCbMjY13Bgqp+CG8hukobD8Tqn/G9AzQiGuEo5r50nx+ctRdXT++WLba85wXwbNv8Wo7e8Cra2yoytkSfxnJ0VSXPI9MvxFAdzJn2My58wkW56M3zl1ExODwl6N5e+EBUr4jqh5L+9tmEE8AW0GSSsiGWiE5cLBrQcpNwPjv/t+7NR2L3K9QcLtwR4RK6OgMpFU7X9tOW+jz+WgckuovG8JcVXyHAMyZelZWX6K5QqXVZ+AFqgMvPi8pLKrkDOStUqsmhBZO1QrbU54Sd1iEVmzcpWp5sC4GWFRwJqnlBWW9BRCoG/fmnL6HCcwcgh3KMiTckfViFS5wykqW3Sfn5HYdUSH8Fk8bICrtD7XMi6z6+YgYZlnAxw5zbgW1p/YwH6msPqN9rN9t2L+FzYh736fvRpv7HtjQO+xD6nnep030/bdf8Tq+Gi0x6dL2x7UG9Y6R+PihPhKD19Y9L+lRNbuJLtdEVNbKEfxsuR+xuq+O11d86FfoGapWTA01CXBvSCzdjnnUZsPw6YBH6PIY0tG3n89KSd0yLm7jXvJzQji+aXaP40KQJSvyciJ8R8VOyfxxo1DPIGiZLiK1I2bjUI/KaeQzPDME1lB7TfhDn8K5Cjt9NNMmkdiUC3KPmLP8kF5Qe1FJ6bKjz2ATYgmcYLTwzegZl7IzEdPY99IbNXeUC1CHEyvfyqOgK9A3aaH0tJ+vGNl7cU9q2vXVEWW31NOsYjvFY3iHQy4nHnK0ytdxnEg4m3DT/nnsXCX7zN9XsNZlcx+b+hKHfSl4TeibNCEvPYe6OGI+bYgy5Xj6UO1ZE9Y5EWhR0GGP5tyJaBV9xEiA67qCejYj+KWPpl3LrS0mrEaWc/pnqn2DhK+5srNLW29PppQR34mW41PNL0ObuQ7n2KZq+6B72p4yemirYAo1+B7XtQA+s2bH0jfrostB8ceI1tXkfpZ40bbrwiRjdRn9jUAuGSYIWWXnNmL2Jb9Dnb8ji09IEP215mrFjPKsAWCv+rKecF1+Sm19AOtu5D+rb3pM79+TmntrZV2tfiOwOH6KE0XbQvGft4muLKw70ogP9UL2ZRfddMGOEUioyAW8qGurWHhgAXXanTFwJ6jSFnInENB0fmkOFZ3RBRucRiaE5J5CXuSfpDTWgcN6XW/fVxW/EqZ/LgWmJYtEiOiqz26L4I5F/CuntiRVgTDjDHVDjdHRj555Btyih8tk/0ue27MspmlX3FbAt8sq8Ry8cVpQ7tlebV6srlpEK4oUSq1yEco7BrySbSMaROqQuLCQQQgheSg7NqfG3RPWaMXdFzl2X5R9w3DnQyAhzcGIz4chQrRowwHWnYZYZYyusIz00CPw2H6qlW8i1D44xbJTa1XZ2tNR2Ao+WPLQpGmpsWVaeQxfu2GVV/IGR2haFp8XYKxCExy6L0U0eQ1rW607D7EXkES8PvXRMTd42CeWljh/sL+O9yD4mz3+Chmr8sdwTU6+ypcoYDUCZtqW4MRS4rggRL7YqVv/kgzvUvS76C529KvsnfSgiZeuXAINfoNMKT/vzcunr8yhDuczsD7eh+8ruxYde6irdYaatPOidew9xVb1ciqOosrYCY1vOdL/CLpfXy5vugp2tD4yuftHlx7x25ByMkpNnxegZUF98XfXPonHO6ShtAvo6hTovy4Adp7XtGHShvoH2z9tKefZP2haCHi/1eQx4sFJZm9AF2TOguvtRwUg76Q6gSi12hvjfiC+jKon+7xLbnIxwd9+wa19ftCb0WamPKypPoloS5i5D88bMu7KKajFUe6a3hH9E+Psxs+8dbSgQ9c5yVmXPRSeM1eRHmqAPE44qfxRu+LFFNXtLVm+CSGeuysR5Hs8w/+RsiR7LPnsa6NSGWJyMLq0rHI6v3Bvt2m7lSndELwhM0w/iDb8ey2LdocshdPB6ve4xefDApL7aT1p64whaGFlCFeI89FtwXXJXQ5HEOnEBRhrFWdP/7PHLMGRH28/73eWXuNQzpej5uTtil9uuEI39kRiekSczHNo+wsahhB9xEZmUC79EcxfNRS4+FOd+LweqKLTzj9bGZktxXjCv+Rm/CX6SQKLygrF5D1Lk7ldi8zOVfRqFyoHRVuprjc5rRD4r9fEzPWgMQ2TfxCucCf4IyXIb/xDJbZS5+tlZlHiDMG/qFQFV/AZoufycpIkvZFKPFZ7phsrSLAo4w/iqHtWMBM+0QD37CkKWafTyCGPIbOH98mvNzTaova1xy1HwJmNaj9J80a+zyxHYoMJlMXsVeAw3mj21+lc5ckrpNUOsZPrZX8TPth+D02C/wRk5OMUOhHnl5xay5GNy4x9yl6ezmxxbv/RL9JTSDLUvgaltepMm9zL/lJF9Ag6rIa7kDPH8tfpTsfVPiI2wIPq9GKoCSnV4YMgpyOFwl8K7+ufyqosrTLMMGMjXSDuLXoOR00A+xDmcx2PbosGWRRdempkZqP1ThH8DU6iKrN7GF45zN1HmHZlAoXIobwQtspVWAsFO7PsfKDPhpMTIHMTVnYcI0th+4Fv4kP4iYOmpqys7K4C0qmcWAU3nsBP7BfhkR06JynOq8rwoXQby0b/OwlMovS49C9EvdU6Ex00zTOsZtVXh2ozTsokj2rV3QHF9lVkrwl2XCKPP4fs4+ojLPY5uWIDfQ3wzNf66BjyjLwc+jHDcYpCrN0NZonFJd8s6rf9PBL7v7OOLKhjAZBD0FyjCNqZ1AC6NfO0rPI+RMawY4GXqb928rcjm8mtbLHGS+I5CKZ2y4tGx2eWB++DDzls5qXxe3se2b5z3Re8h2PBrfZ9+ZFKhev4cf6NGP9dQUDE4a/8ueIrm8yj0RTrZyoX6Qq67ijRv5QR7lqWNcYsX3a8tsB233Neml8/h13pRqDmeAfwDiy7J2FmiPtip9ZfNxjzwmC31DTerXpbSyh4W+hCZkMAktXtQDJ82pl6TC7ehySzdlOltmt/7wFG6zrCtgudi3eleBVqnvhEeebzWUhiVNMjYipx+W8zfUij8+4lIrkEjOlnLWLcvPdWpDC7k5tGp8ruQ0Tyu3Lx+K4A5UV9bFGz7atzbynXka1ySB+BXe5I9UbRRZFyOLIupt2T1lqjekNXrIrkFTYmeRwfaCFNiSvbGVSAtS89wcuO7iPYae76L5gT+rOwvqlO/5DIh4Ida/oMYnkVnICfdMbpwvWj/lDj1S7WBXji586048x9iaLqZTt2XtuskNcvJPtMNRfUmaM4HZWz7G7F931h/IDKP8xS/JvfpxIXGyIRAzcHFXzPStB9Dik+KWCUrZt71bdwn6kN/4/qnKrXOkXQ6di8tBipi7GU59wG0+sUPVOmH8JPwW45ou/hrXjIBHcWe5NLEjI+m+OUXjc0v0SpJpL2LDkZu8EOgH9Lkc4+JcElq9ay9xGeLfN6b3KxKINulaIuUUFYxAapwRg1MiuoHHLyO7HXf2T+JkaoZ/GCOUyuEaTiyDE4CPPonZf+UgdsMQIK7KPekWv8UrIsaNjrxR/LMr8TgPA8gA6hOrovcE5B2M4/hMwohgRkJB/mKrP6cuyK/oXfKWP69GD3tA59kcUv4PRKaUyRDR1fs0NRnV4B60JzGS2RC6R6/xKpMnhPRqpmCcEB9xdYH+GMp1poAiwAniEIlMTwnJ97kBr9rqnpblp6GoAoFNWtvsqIj/rTmxg+gpMVXxYW/0ZtlbHF448xVMTBp0xnYkaZni3z6HOFHUrecyavEMoTf4jOi8AP4wdI/qdxToL7SM6r4NFpAIT9qqTMn3EZluWhu8p0t2rWV8tzXcaU+XWEb4Z49epIgkP6mCo/Jtb+rTa6w3doT46/AchyblGtmLfCDwfp0oehy0bR29S9Ib0f5wNfIaqLPZ+0ig/JOK/V5VCNtkhs80oIXRLHqQl7ULe9aU0cDs+VDW0r0DiqH0PrcQdFlhy4HtT0vj+P3QrzuA7CqhR6vnsfLbkt9YdlFCOSnaasaOSNTa2L0rEisyDg9WBMj88hz6+4VXVrxC8KYkfZwDNRnXdNJHmx8tUZr3dY1Q5b9NIJlpIH3rAWih6C+luw+J9FvoMP8vfqvHtv/LPl+Ns171iJPS/TCyQPLFt7JCMc2DMKNYLiKkhKivtgZ0V/hIs9h083l5LCEswtvghrRqAP11VQ182cU4ATFbBglc8NVOX0F3X3Vq3L2qkhtdemdY0MW1kwT0WEdutAsstV1Nms7X1tJMNZwCG1nym1+/mEYNsZOGXNXUb1GqDB7hf4WjB6OH4T7Cxd8QrEcFH1EiQM2MHkY8c1WBjwWFIy7Ko226ydMnrFBvrgrsHmUBJ1WsEh/5khska+2HHifNDxj+rukVHRRzL4rFm6Kufdl9ZpIbSjsWSt+Mcy5exPcH1IQpRfU/Nty+h018x4gMMINVP6crF4VuzRj+NpHk4Zzv5PRJdVrdsHRhjBT8cdVf0ks/VJufw3wo+XMb+E80aexMC36+l1Bq0XAtCXb2mMwEmtuNJsZe0lsPoBJ3fY3cv1zkb7Ez+vLmGI40Q4rNcoygbBZKW0dCcYptU5ISFN5Vm7fg10kjvIpwsECcHbBJwPhxMCsMXlZzN9COTT9pUy8ICMFRIrzOCGKtsb3ZZrYL9jwPBS8NNE43EpKzxobX0qCH2gp+3DO0NRNP9c+RX5dHyN3iOkulDEP0WrO6d7L16mEVU+xy5j1qMHauQQZ7Qbmu6d+zO4+sPoQ5z9S8VXDz8ljobQZMh5gb0baFX2Q9o+ju48emA4TUA6NzK7Y/Azy0SaBxJ7a/lIt/ZSbABEbCFNl+gcN6tsS2R0VPaODBBWRZH+B7nBj+1tOE3koCTtjS+bwzOrEWsq5OfhG0ss6/OoR4drqgbbrNNrM5MxrePDemYjF4Neg6UXGUHgyeh7ERZwzvIAilBCnFLDCw1zU2Fmne9tyNY9NFnlCaRXIowdy7BU5d1vOXxcAv8sI5AijKxLmn1rcC9V4ScchcK0sVEH9gBgyttG1/Bu+Px8a6PH7ieyfPiAo+IgeCwEWzPGbhpwFuHTS3+nwEoGfKP5AFp6U2afk6AWZewKBhPmnVekHMnkB/qI0hkbqq0VfNNTHOluJ2iDQ0QHJo+hnPmbJrmCynB5epIJIRvoruPCp3GXe3twTky8reNiW0d0HaZeLWtG2VzFCeR/R4OgFsfpntcPGSzt7AP5IVmH9LO4crMmlueGs1EfxdF5No23x8OxUqPHCck5MYgsVhzi6i7RoPa6XwbiPxAVQndDucFevozWPrrB5JG3re+rluB4vZrs9dAd4ichwiS2SL9BnmUisi9EVmThvDFSBfN1wfFG0si/AyHTEQk2rKNdWGLQimXe2tFZveqA+xxY+j319R9H0PFKfXTJ7m6rO+pPWsPVmFDT3FsVEZ2geyEeT3aFTmKb09iOJgWDvBF8KNODptkDb2k5HjU6e5Fg8f1QOzYjp99TsFVm9AX+X9EUuwONySs17PdropSMTl/YDsF2g9fmHgQ3ROdQHzl5T87dg1pfc8vkT6kSMrf/jdMqql1erF3xqZDp47NI758Jy3wX1HWJvuoHNHcycZDpbonPaynmpG2Z6FcdanuQD9bJsNbwoJ99TRH1zN7uqt2ENAhaKw6REk0kf4x/NCAvPiNm3xeRbcu66ovnTwBjKOCOV7uqHHM5G07tHYu1PUGBoD70xyVl2Sjt8+MvI796+z0LNfXH2N8bgjAygo8+gGW1PzJu+Z32+BcmaXpKlH8qNuyh2giJ3V+R/AAeREB005/M3Q9cB9Xk8KNdh0oRm4g2aJ8HcZXvft/YFYTOiL/wpBF3Q1SMmGXtJVT9Qc1fV3C1VeVWGSizH1TS9QK4B9jJNyNfEaQ0ECMXvObl1T209qsl995k898XunnHhU5F/Ag0/fSlcXv+IKXIGm7HhSJqe560Q56AHnxE6x2/3ay7R3Efe48gSfCN0MH0oLXvSJjqG2HOCJqMRLeDkEDnA9o+SPv3WP8NcFtrdP4l75en/UMQSkQTOMTwukhdkegt5BnQbo8OtKP1JFZ6Q4SmxdF1tPzIuPlIwd/k7gZ8KlRS9m0h4z0gTAo/CwB1t6HE/lnfqwKDFWp2Yh4Q1cgpfSScuKN3jxyKY1MJgfUObsk+tHBbNeAC6FCMLxuQb+EufvypnrqG/l/67aWU1yJ4ooawNleFwZRksqBAneSTOi7WPueCQ0yartxWBaIDZLJA2+rlO1SvgtdX96g/ybG5ZxulnnwD75R6jO4fAT+QvidKPoPsVvq/oKoVK5h7CJZOi9cXR1yfMz2MptltKlp9Fbxse32JegRLepnAF5i4b/5Dbe77drxUUv9d9/WXu0zMHadCflb+AEmj8bY5BJV7/hBMX99TmA6N6C7GNYZ1onzX8OYZALQi3nLXtpWh9xqnCs2X2f/Savf+by3d3Xofes3f+PMQOO5IWXajvX3BlnLTEAUk4dzKIr8EGq2J4RsSq+GCNn5OJ9S4Cv54BdcIP/CPm6Xbht8NpfW0R0RbMvB+rbRefXUefexyfIw3qdY6xYtNDIl+b2s62BZ/W1PUhFvE4xoMOwYqfip5SI2eQtE4fc6iHHJQH1aGD3OkXtWCYK3rRVJuuGIo5B+XwPOSC+dti9roi9kvv0ApGby0rDy2F/QdM1YblrKu5j6fZ8LMvxg6iQ6hEjZ0SMzSqW+j4mn9fjG4gEa4nVjN34YJVf/TgdOrg1x633C1VDiEJHhHzmtfvoDevU0HPO/Vxv1kTkCQbFteSSK311fxdpH9URZfY1fM6bjDiE6AL1mSDllHJh/P1pdBnVXzamP6xMfFjMf2GLD4j+4tYM5iFzQ+x3NYDQN3qn0V8mePptKg4KnvjRiABQ6zFn0k22DSIUs7+VgzPQ1QMWIU+d33PZWm4CDCKTIvyszCpQxnkvlr/xMg8BY1RT0n9yVp/nYvM2PxSX2PzJLBNhgqqfFls3VcEfjsPjc1PReZxnV4A2qGL0D8lp15DH2z1J2r2qii/wKWeqVolZ8KmwrPJWrMGbI2SIP1aeFpufmFsPgT17dLPrwBCkBwfqrXPAX64UUv87ow2FHY64cd3EFWnY/E01iJYbBQK3swVDh7cBwnQfZI4hzgHiA9phoHahsFsDSEKpv6G/WQV8Ub2krHxGX93oEtGv5Wn/1MMzopIGjoqzfVR4rhO+CcSa2p4gQ0eIQYa4RLd2wScCts+EGsfydgq5xzw/YD48uTB0TugviNeOpdGPv2gbRViTXDT2Xr9FRlj8NNL7DRiu4O1CIe6qNUKTo20w9addMGHxrrH3sJFW7hGHw5IPB+Ev78KsyAWHrOhR7QIFjnKL2eAD3PIllj5CA2o299IBLj/RA5NwUoEQfBps0zxMCqfMxYG9SmwPWl0QaQfg9dRmsBvF32P8P55mr1/ngLqhMumBKqvcIRNLyMdAdvR6c5pDx6xqkanmlTB5Oj0A/itfSq37uKP5eKemHxHDJRFP12ZkhFMazxGGXB/Dj+DZcU2PF30B8Uuwap6k01iSvCJZaGPRb9ic3ef15HbUt9xsZC7DvavIZ/DbehFW/su9v/vout/5XEPXQ6qF102GUCDHxFU10may/qGl7nN7yz9d1GD05h2d4cgCSLW79jRzrtS5536rLjovbBzwNNyQutdLYv3msxjXTpAPmczzwZTFnlSB/Qh1EHRzHhoXoD6luTwEv7lEOZ1D3NhJ3IaZKtpp1VSszzuG8TkvntI9qYw/qEp3/SbqnpLTF+FHXZuxzgZkz0RBOXRgz4+QRs1ryOJz8M6fUOK5rsnh7v9bD8zVBWz76jqbVG9hnSmzKbRO6TQ45fkgk+2t7Ev6WzhLo/Ud+yGmc5seZDIV3vmeGDv0EDYsjQyiTOl2MKMSYy154Nx2RMX0Vk5/66avS7m3xN0m41umYacfm2RgiH5etOQZfJPickfy4nXxOTbovyS7M91g17yXQs3kKm9c19t31Mrf5DROQOGLkRWCYPwslfHQqTk0odCl3rSROTcR3LwFMNPrM2YvaJgw0u9SRHJyxMjovQDsflQbX3NkHBf5r8PGAsnOxH3rNRXxzYUxYnxl8TjxF3srrl1T2S2aR2DIU0hTYED3KvXscxfk2OXwT/+tBFiz0Mzpd0q8TXz3sHjDE9q07LwvNr9J2AbOV3fiEt35eaDbprhbT7Ak4VLrLMVDiotPYlOx8eEZlA4O7twQgNRGUKi524Qekl8QbAvLnzGcQ5JnoPq6srGMsucmTunewUDnBtO1zy9oza+5LYlBj+6kc78p9FfkrpKk9ZJnGHqWxXJFTlUVYGSudvIhFj8oBu3AY6uVj8WsSUjUPABVDJcYjraDsyOnfpcaDDXzDaugMTQolB4mRX9Y2g6SFyA3xhdhOgSI0HGLrWv1RYFZh7I3hhXkINKor8kxt4Ri1e51PMDWXmBsEEG8ypUkQcjPFgQ/RdiZxd0zZVQSkDP0wDO/8UHy989uf2/YvGWLi/kCs/8EajPflEHfYZ5/H0NLYjsRXxVmr7kg9XNMj2WuccgAxafQvQuqDiPkIMQv5VaNztOumu7YV0ktBXKGheXPehXa36k9MaFKiK72739D1QBbNxH6snEGzKUluEKO7UgzgFfDOHOyRmBMuhudEVc+LgLf1ZfopR67raEVQw8QumzFDmZUEdbRuIy7DbU9/+X5f8II/17hdBjqSD9FwymcZ1Dl7b6RVcfFLyuAbT5dQekLyx9QXgeRBfhYUjgF1+H81jPoDzB237npNcW+fo9bOue1uDc5tcG9gYbqU92TH3fAQ12xnsel2gtpwE1lkicD6TE4KwcXhDRGfRKRcoonztBzDYM5DvhlF3uglvDEPr8MQPgNOwjyKT/XrPv+Ko3EZdH8/LMjgjERe8AZrfIe3BJ8PO+uBt7jgBigXMJ7j+Mqb4B+HRPv6/mboL9pq+IzDomzT3a2aUW6nD8mpvHrRr9P1sWd2Ewjli53nrseMNqB715jb189U4/21edjF5izavZUp91V7E2jXyO9OLES2luwIvjO4tZiLds7HldodRzlCs8E6z4JVljTMlQXmaekAC/l2EGk39SRIooWYxMGtX3OcCdO81WPhbxFdXHrOJPa/tKxcEGxsIHEqvxlH35tyiD7FjQayfKwVEmo09ZBbgXbvsuQanYfagufOrLPw4K9acd9uxcX2q22GVM3sPjuArkVDCrKq+pjQeKaBZO6J/L7BOG31TYJJxvJtT4a3LuFlph6S+l/DzmT4FcraXQtrDTDv/Mg2Yl8SQ9U3rOWL+nGybFzjdcP6mj0r5SG5/LwhOKMFurbS04cfCgJZLOAT88dbjlml4NFWrHLbDhJFOHP2PQ2w3w02W3e3Llo276DIFMlz6APf1Ap1bonQfqWQVEjyVIN7t30bmkFc6db4yl3xjRKkQkiIol9rRcRbhO7JwYrPJ4spLepsikmL2B6PbtfWNzT537CHqjP8bT2QRbQbpfk5z9ybqQW6ekZz62bS1zwb+iqQpqjgL4LavEioifR9eWLvUMNbp6WqPzCH3LuLbBjJbLuLC2KKJTqvyKqiKJhD4ZZPky7HYg1mWsCqT0a8WpwN+GFFgYJHrMIMdv5Q9Q/HYedW3ticXbYmhK6hvDje5cPDwdqY+HzXACiuM1h6pweU1uydQ2Oh7jy0Zmm8HvMZF/QsbOCA0zQc40h5yVb4dnLmhnpaAOKiG9AaEz/kVqfXdwEqYzKsnsRbn2F9/mN6zg7RuT74jIOBJ0AN4TEGODY7ShIpjHH0gB98zKRwbX4eN7meodeOqi+LlsgI1znvm2acxeqM+7rcj/Qcb4v7P820f7bx/A0ZcBPosgFoIlJLOHRfcAaLBvGPlCo+dl4pwvvi4Hp1Hy1zdFodAAACAASURBVPUvQ75IE56d9JLRV98w4o367DRAj0IfxjNwZOo7uu73XSDfECe2s/OKeUFGZPcgGCw6J4ZPieFpWFfTJ6+GQ53KYC/3OeKWOjGCnhzthtJDlNXf1TMsBqbF9FsCc8ebvupPRHJd9cZkd1T4h2zcXFpluiOk9tVH1aNZaAAk0IsWPhSy0n/NxSti7ppcuAXjmfh51RNVJ3kTNAEerzrncYlaRMKWJeHwvLk0UF/LJrZ0d7xLwuFxvObg0hEjtahVrZAjEWdHE+44uG5gETl+VcCJql4RyR1872C6gCbMK0DMT/Pv4hNy/A0x9pqYfEMUn1HhMtIgAlm1eF1c/AbfLl984Fv9oxhe8PXwsIP0M+vz0yQD/ply/ufIeSdQ2fnSd+5zMbTUjvHaVnu2EKDOghvm6r4E5909rja/FNsPoBGtPxClp2VT1oU2sGm7MO8Fa9Sn+aQvC9MammaNXRaX/h8+BPvHZHbpksLZhT4ZiNMiZah8bO5iLN5ChhhKpzLOtZ0Ny4G3JyOfLtcMZH19owikvvRAmo4yDw3ofnvi4r649K28cFcUnsSlOKJq56knzUI4/iLLd0nT4iWYUsEkl3qmfMGKmrlubH7Dtal76vxfobkRMLRWV9Z1v1wNV3LMCXkjkDJiF8TafXkJxOujs97cN878Z3c4C5eOAM/aY2fYY3mRFkRB1MlzMA/Rdff/5X7IPbX632jJpnsgxC4gASviejn3thTXNrwhX0sMtyhywUL7Ck8zgK5GR8GMDI/jkzm1AX+XxIocWVKRcnOWQwtK5aVZcllid0eGn2ARilz/uDH+ukB76k18OFQuy35iuTIudavkaHK+ESypUFFqsTfIuB5dlqt/QpL49iO19T/y1M+4kLJ0KJXPVfcD8+hhlCWNAdWJGTk4D7Ol1LpIrqLbcOSUSG5D7sPPx7roJolMHrT5RXQpY6f6XiOhHUIY9F7P6bignTii/V3G+JmsCqWM5C5udbry9BGx+0hOvgmHLTpB+jDBW5DjxAtaJulwXYG8jK8YF/6BhJitR/g5d513VeYMzI6o7+AllwpP2yJG2+6vtg1gXkxfGn+1HtqjQBRuXr4jBPJ4araSYMsZ2TbUHW4kx3iOXgpQbd+jQ+zZyzvlshURYIAfRBTNa+NnOLf9vIiv+QZmYOPRPQAzzxMhdviMoPLTpszSKZvB45NOVOaxptQloK9dRp+p5g1aHljlvkE72HNJaBhy+PUI7NdB6aZ7VrvThvz8SQ5YR49fStD0AlnDVTE0h6KRPnS4SbPSUrcIjjRHmVvzFex/pdm5cWJYDFWN6XcRprRwHZ1+qW1UUdaRsicqzei/EbOz7mA/bdMaWn61W98mYp5QcJgmbfAapQnBwg0iUpG8YJxMqN4001e0BooxhFL01bLmHaPPncQ67yWaHQGe9dVE0/NuSFZ/JmH32Mu2Lvtsgb14s8Rn1busdOTywMJLwHjW/eitnHlfzGJ6hyi/1LrBgXXSHEMSCWlExTQXzFySk6+Kyktq/CX4JUQq2DwyAVfP7T3f9tdy56E690cRP2Wmk/tTqi/FcJXCl82LP+/aeiAufiV2vlKnf6sGp/mlBE3XpD6QvYumdUnUrlid91IWS0xuHSw/L7Y/h5v5xW+N9c9k9imapCrC0V6db9FyUL3Un0w14dkBhqU5BAInqEJlY/wltfHAoPPafSjX/yHTj7HAxfF0iHOYEpMvG7PXBRH14k1ZuiwGilIn7GkhUQPeAe9l7Zw2azoY636Q8sovyY0v2M1ln0BabdODR9reU2zeR8o59kwHSnEbW176W0S8Qzm1dLBazhx2KGtWbCJrYUrNX2dSxQ0g6D4ZWVFcLovERTzI2B1Im8TgJaJolXlcXfg730J7iI7c2fct/1oNzxro1YRTBYovRpbESBWt0QMVzTaIlOifht64/VDRJJgu1PmPxOiq4Ue4PJNqiZE+y/aeKQeWa6v1ueBii0FLvlbo6CRqFR1+bYQ3S5wdaG0Crp6JNTo7kTrLpZ4EQrmamWedMG3zCYpmSW0o76M3bmjRmHxZVm/Q3Svn7sjyC7J/EkWeAAaYQ6IEINA6KmnajZZUBG+ZL7bGPX5f429wB4qf7J+VgWKtILNuNGqrbRYdLlGhQb0s2GpoBupOy2JwDpUpozxbIx4eWZLJNZHZxZK+iGfCfIdECubbUd+VWdbYKGE5iVq2BZm2JZq2q9moZM6bu2xSf4lu9QrhN1w91/6Ga769p7YfoMePPq6Bx2A5pj40NKJLGTWiZRE7L1Z+L7HyQ/TBVq+poRn8XUSKRoCzIhD4XuIHZS9y3/e4A8plCbdb4fiWQyLKIQDsEHs+xM6PUVvzXhX5f6r6tO04DwG9jesEzaU7yM9HJM25o1XUQ8fXZGJdDM0CA2hNYj/Ig16KLV1Ir9PazqMg3/F19NlXfh7v4g0Fv5PyTqv0p8fDsQ3+jDE0JbjUUw5P4zOxJ8FNd8w/ppNn24JPu4X204dqT9qzmH5fzN1S1Z+KmRsi/ziEwd6oeYheNpvps2JeR3nuTmOwoT64NZ6M4wv1OZoQ3BILVwClqXVaU6HUk+fTfYPwe6SlSYX77hY3Ha+zpT2zHbvE13wgN7tOF73L85raFaaWRS77UmrkrJh+j/vQfiLnb4vMRdGbMdfsSwEOkQ2QwOQ186QYf1kUXxSVl0XucXzN0RtHVNr8NZqLS8zFv0G9UGyRU845wL0vyQ1+o4r4cPFngsFPbj+Qa78V0UUF5Ms0d9y1PamW+IpkLZihwRiTd6ICKVX8odi+CysR4qILX6r8M4ruSZob0XXuTVsOV9+tHfIdUF+t8FIXf46/ykHqD2CwufOlyj4mT8bgLQEtFMlysvw6FL/Za4rAY+INTM0DCYh+CDd30Pps1D+z1Q22GX2jqvKcuPgIIX6a/bR5Bl3bx78V6zSGi/hc6stxOnlKhTpNZj+OxRwwdySGONgjUhZzVwj81A7y92DOGT/H2iAXGQKDXZrocpzhnkULJREvvAdZObz4UC7+WgyM8S2UgX0FzVajVRGdxaS/f4x7mVBYK2md+Rtdu8ycNK89/zEsiNCHxrcfRMU4I5lLS+RRlhZxz9px11YBa6uJceJFZIyLXdHlKEfPAQLRqcXuOC4B7iZNFbmSkxMCoJFOqrFXxOIdsXBVLH4gKi9JAungODwegxx/F7a4empf0GBBBYpIaaeLOXxGrPypa/ORhMy7L5Z+ju9JA7xmJG1+L9B2YI4qn7MGpatJB6ZE/Cxus/gK5D76N53ckJlNhD2md/ANvl4zUkT8g95hZ84uHel4x7U477y/jLu9v6wCSSMDV0+x+0DSR8TWAzn9Y19PQkbGRbACbZD4LVjGGx2ZwNsUqaiRVXnhH/icpM+Ti9/gW5IB1lEjdFNxuAX9/fYXOdK9/XjaUt+/DwI7G8y/a2D/yuMe+Vj/ftg7NCK6KIpMfSf4+vj6Ed+Eb9TO8Zdqa+Kg1HOQKesQnX6dRjVEGhaPyOfZu6WV9wb/DyDf4YQ+l6WtfYu3sk8sUbQSDf1/7L2HdxvXtfadOecMSIkFjQQbegerSLCIqiTFTso1iR3XxC2JiyollyTXTnJvim3ZSWzHsSrV7Pu+7/dHfvvZZwCCwKASlOTEa53FBYIzg5nBADy/efZ+nkPweu3NwlyO/ou0DUAE1tYm7QO6Ka5+8OtV7SyUtfuw8UNvqOxZmjuiOT66TjRlorUvCLI62CM7Gi/jrJNFubcQEe3d9H/UPPS2CXOXMyaBH/1D7QiZB5nBOjnkvbOvzprPhu1b9oP6Gq7S3MuokeL2MCzeyyMTv67/iJr4Nf7TT56jyXHO1TMM51ggn85h96NXKrpOyCFTz4rMS+DDLjRWmZ5BzA5hNHJLrd2Sx/+MpkGahQP5YsgJxNZ6aRaudII2YdLaHXH8Tw6ah1n70Ojh2ONZPrA+KjLPypV/ynW+7b38lYo/hbVcUaXJthSPd21qd0GmM1zQa0e/BlnMjMqRX8CuBuB3g2CGTpGOjxe62rN7BOro1AX0zMycF4PPonrKmUu6q1DnWTR2UJNxjq1EHTSlW7uOBr/1bakVlY3rYvGaTD0FFYsm8URKnsQeWKUu+ClY0qrVTOoKVYIriVS3ITFxQW7ckWvXzfXrYu5TzLydHGjBWdLFG3TnzF1oXdbZ0FAafYxOsok3FFHscv2Wefi/JX1D0sK6bpP+IxP7dY9zQ1oCoQIe3lrXoJx511y5IdEJeU2evCIGjuuICKbTJGck1lbOWvcokKf2wjkVqM+lwS8G66C+WUvjCsyLvhlmuVp8QXPxG560dBG2xej/mmP0NTF1Xk29I8ffkZnnRfcwTpQbQrdNlgOOK4aywI6EhF9IXNF1S8S18BmLSLegSE9vIWvRPdyCC6O0ltUuoK9eLvLqaD5Ome8+hNma/6gcmIH1Wt+0DM6hlD2yJCIr+BPCDJK5fII9vOijMJDimAaNdw1BU8Un5UsT1LeNr6aRV5R3SHiGUAfrSVpFwngrExzQlwAez+OdAiWubaMuvWsMIiGdIjh5xhVfGLUwbS3U9+CBqoFX9NS/4h6h0ZMbj+DZ+N69YqP7BuTTD5zEfhJlnB78d+mflWGW+4JLuLNI4IfyznyFZ7OGrfdm5XrRZlHfg+G9eus5yy/fCPXtBf980sqC78MMj2YYvknRc0h2j+DuNfFDW69FfW09NYU3FA8d0Md81e5Xvgnz0Bty8qKcOKMgyKyh0bSd2bIjF+rwAKgPLzogD/ZKPA6ogcOOLEL8YAWZfUsET8JflHYJmlUfMgDaA83W9PaH+vZX1nuUqK9Y4PJDh6FnaFaEaq6LKvsO2C+yArWq3c8FjRG0PrrCiHag2V5kTQw9iyAsAo/omtk1COj1ZOT4GQhQmDHclAufC/+MaI/lHDvZDpRYqCujZt6Xa5zhtnFHnPij7JlQNj4rtYwyilye+gBpftz8ptnq8jUOl7+L2sj4E1YJa/E5KS3stKU+3eOHUk9HJ/OAM6YGXxDL/zLX7yr00lwXsSdMy10mgqlV15Bj+Odi4qKafEdMn5eZl6VnhBPew3VQn9OiPqUrNok208/LlauS+Hn1NiuNN7jg8zaeWfxKJB/n44rXnM9eTmRrjHOiOXcWdvXsjOv9R0nwobe59gwmQHLuMxU4gQwGZ9h+P/NGLxYHYl4uoxti+UsIy2jVu0XXmzryoeg75OhIWFHsNNfv5uR3+jb2svrUyVWg3RmEaqx9K9Zvwlrm5F/g7eHUuIi3UhXvQ8PphfGcspefXu9Ryqu2MFLIudEL4DeCYHr/CWQOB7mrDSCk1bx4idKYZzYso/T+u3Mx6N2j5vAr6N+e3kKAe+ZF4RvSYp10Flt64iU6k1YEPConubHQGxN9k+L4Fb4lsY1UldkPRM8on+rajrFu+NEeLblovq4h0Tsl+mck7YYvi8TdwLxCy98CO9/McrdhygK/Ol5uj4LePuiBcPKMSs1m3oxJj+m7evEzge8lRu6xN3FTwJU0O/XxJiH9uVOmh8PcPYPCf9yc+1RsfKdWr8v1+zTfUF2D0Iq1bYw3niuFrbLze6G+/WODpmz5Iap/FV66RlBs+hloCqDWvoUHc/JdO9SX1/Fg8eLDTLHvsBk4xRmpK7izSADQWgpdDah8hdy4l9rOuuo5u3cj3yNS2GlLfXuJ5qsF9qp1A1qv2AuLy4OMdm2c40f/azHb4IHiN93a17cz6kasgHD2igMQzUx6Cd9hOfqqnLygJi6KqQsyukRTnBZdBdqZw6EHofj1IdG7TeNWDwqlaCI1eUFOEv69K8ILwhlw4GADKO1ra1i+s+W9vff1PRjYa1j6K6o2rFzn2UC6XfFjyUWeVppf74w49CYuramLcuaSDC3zhDiom/Sk9SBIkwAzsiTSzyACa/C5ltgmG4jHpXtQzV4Sy7dAICs3xPwV3ARxsSmoJhbLGiclZ95XSzRZvyY27ssT/wOFvEovYtGIVEQ+Kw9Q6igOV9zR1i8Sz8BpE5WBt9UKgd9PIIVZpLe7erOI8Yq2vPMS+fw9P5NYFHH2S9rS82ux/IWDppXYYBrLYBKcUYPPt0xfhif+9Htq6AVJ3xKYJVdzdrEsPaM7UKQ9Zjwx5QrLwVccy1dNgB+B9D0Ox6OJ9XWw39JVR+xx3KrvtM0nqEGvaxAUYxan6fZFq7yQm/e8CekMOzwZObllrt4y1zhZ8eTnyAJFn1iZnsZC+kIdJgBShdfU4t/Vxm2xcUtB97vrOPJ7rh7kpHg3B1LTdJ/mrIho01JhpBXPD4vDH5lrV3HtLd8wT/5VBI87oPZE2HumGdWwTdDxksVNd7UwoVOnt/EOdA3LgRlEtxPYBDnA3TIviVvgVyr9QfDkrjbto4OBdG/RPSaHX0cl//g5NXNJpF8UPcA55U5bhZEFQ7rSCv46cZaaE8QS0s12O30zYuEKEH2dLUMOX5Jd3CGWR9AmkpKLg/g8SUu7czEG0xnozUIE7jkkfOOo/KTTEjolaQzMWFRcelabD2zlUt0rb7OCm2jhgae49Q7ddwqlmBlENcSfkoufI7wEH5PrYvhVbnlF0gN6Pjt19kOcPpXCk1B0xkIn5PyXyFrcvKFW7qJ6v3dCwTCJPk2l5Z2NU98+gUGFtSr/+nBHs/ZtLwe1F4RrWEdt+lHsff+5tlM/PsDn5AAns7eycYszIHun4ASN79YlzF2IBLB8V25dbwkH1jLy1OctgLHuishXCIreknUfTDtfAyJeM0w7GwG/hqlP13bqZfpyyMctdvTTGUbdPP1HodE9gglEuzZZKeA9i/0KM9zL1VLyZttzHi0dvWabD/+3xt9U2S34Q0y8LcLr0NygrXG4gs5wRz/hQD3NhPWwon6JTt4rgF/AkXkK0hASJs6K6Utq4qwILqqDASvLAfaYAQ5wx+oF5i6PQDvfo4N8VqReIePVQn11YV65EWBBjwGmPaj8h9F8NXVe0vs48Y6IriJv3cmb6oiwPBVEsx9NLCKrKv1jkf6JI/6kjKxCJyEWosnWBALc1codB6HI3KcqcAQRlNoBBfWQfHK6DplHPoTit3Zf0RTw+B8wKQT8+Hn7vajMLLfDpTC2A2naZyUfVBiWur0Qul8M9WlwJ7+B+LjFL1XsKdyV4EJN4gQ4HHBWYSXqwzPh3X9iMaqTn/ekzMGfyJV/qvU7KHZd+kLETyutlBKl0DzYd8gx/KIkqJ44jy7KoeeAZO5YQXR7vAT/YrupjwcBNrAqDstEmphmfiqX/omKWVTQwelE6TRzQtylL0XiJ7zNuHYBxbzQmRej9nPoRjJL9MsHM+g/BaVvovXQ69pjEO4Rc5+I4ILp5HALd8wqYXXFcw2N0dxmczaq6BxLqtiGWrpuUcTGdZQWz/5O9EyaGox56s9lfmn2IKG3iTYbV4SXNMHNnjVpxVVa956Y+0z4TyoOiJeaeZyxndeqiQNzR23Ts1eviFe7xFe0JBc0unLx66wwI1Q2MIdulOAcPmKezI7LTl5ny1WcInzPFd8xEeVgA+GJmZ6Y7D2khn7BN4O26NteocdvBJWEaBpMsYdkTGqtz2VtHJnpTr3lND2AXuQ/1Xr89+j+Xb2NT/3sB7jx4eY2M9w2YntPb1NUr1yexE7FZgrg5+Pe++5DqnuMfkr/MS6CZTm0b5pdK5OWwYynLhZt+qiFKu2WcRf+muQj4tLN6IZc+Lu5cRM3WdZuykNvAPxQZ55WuocTHi3waG31cItjYE6e/LOkj+fGLUkju6W6h6EEejjncMfvNLGjke7et6ZT3yM7bPmkgSpN27rQR4pLqx71v93QQNXqsdrq9Ht6wEf/sGX/tAifEoEFM7wke0aZ9NjWRZ+Zg7X7u9Qo1u1l3QeGfPsh8ZX/a5O1vlpWL5TvCGn6LOiCX9wQg9+Y6h7C7VIL/Pp3i371+7sQ5HAZp/KNgvemLpiTF+TUlgivtNBkvZVNU2j6iGV8mOke7NkX6ivcn44Bs2/WAW/6i2Lykpg6g5awqfNwrQgtm8DgAMwzADY9AMW2cE76q1Co+QAb+faL+urHv0biGWqxu6xza3D1DAvfYTXJHaTTW63ZMyLC8d/oYQvkyiZZ7KLJRHhJpZ8T8cdEin4uAXvag5JmV7OXML1Yue7YuCNPXHH4RpTevivEgelDiErrCDhmfgvzgNU75sZdNf+Zo2dKB7vjBkFHf1lwLSfxga8YSm1AkRc4GBGDP8GOrV53rNLU8xuZfAoxFd4A3AjbB3iWX27j5UZsJ2uhk6sZh14Vy7c5ovobc/FvIrTEfw1b0OIdUSM/N7PnaPZsTlw6MPym1kgZTmIOBLLHS6gvWgJUjE9aTNM2J0MvidN31cpN8fhd7uHZht/JOtuWLH4tk08oKzadlg/AgHFP4JdocEUdwwDwC+G4vKNi6rw4fU+ubqvNbTX/KQK1fTpxm0a4APYKDzyGM+bhxWhrxIpLVxEGuHFXbHwr1q47Zv8oXGHpjeLLxw2XQgtseF12oQQMOLqGxfR74vT/EZs31dI34tTfRM8I3gI3bhyAdnAtRXXZZ03npDn63l6or+hX5k/vMFpRQroiaQ4Gpx4OzKjtJaQrV/FIF2H/jBp6Q0y9LWfekxPvqOFXhHsI5xNBfykdGSdLdl5qvHQlzK4EGh/8C2LuilojRL8tV26japQ+8p4hYg9lRefVqibVN1xclOilf82j1qDHXaNw8gwh6ALNhz2TMDVxlyOZxtissdWbV/yJa4DewWEZ3qBvBrWO3FTcbht73YEaBP5oeDPc1xdBgSjumCRhj+Q/jrtj9D25/i2Wn7lIzyvmc+mJOvB+ZRj/dGlo8es2kfrKYVXTgaTeFR9YReUjMh7isTyMly6iKd2815p77ESPH75Sg7hpJH0TsFVsdSHSDeWgtbT5lSsELTVxqRf2GjZxqcvN5QEUdpZnvz3xW2MQ2FtcsakfQ/3rx+yqK4Pq+e5RECD9i20fsCSygsSFulmLeAkgx2egL4sCffqXCQvN8zKyKlv7ZEePfhXZ7pNtDbmG1jcGJJFAZA2Tp6mzbP1/TnuBIMuBwA+KX7/URX0dvQqRD0Ge0JejO/9/KvUF9gBvja1YspbGTo5zQI9fP1ftTl3GvHyKLrAVhZ2M8N4GceqcXBRKM4bAokg/JeNPyPjTuPlFU4EO4qikmrgMg5OV6/Btn/8U1RAdYXbYhyMorhxavXsYM0jtRLJ+TRz7o+qZQccdMvHC9nteSegrQT59UE4mVcSXhyV9QAZfRPXp2h1UBi59hZyDTprlR0RHrKSLr5YRLtgl6EKK5sFDL8nFL8X8P+XyV3LuYxFbAzwgdIEbDn2HCNLU9JacugxhfPA54R7hiXjE8pKxKfK0gx+dAMG/IsA986xY+Ze5fAPBBjTorK7pms87aoX49knevTRnOYSbp+klyjy2HdziqLPX3XzSukbwdYGgMI4fnPuL6j+RU+ci9i+XZ13WEk1nRCWelMvXcJmhufEWHbs5+xG8tV1cMprHNsvEEjspnSno0t3D9JUl4e9KBHJTzX1Ks/8WJ5uRYFfT0CStFavR7J7grRzRVd1CuUzzZE6z0sWNw3LgGLQ+iFoLMHrBXYYaYVUfoKV/Kt+4Gvol/cfBDb7pS2rwBekbRjI7THdSEuQQK9qmciaUG51jyEP3QGhV/pMEfrg3sXFfrVyVk2+r7ixQAe2X8J/cB4gqOGMe+tc8yOaurIN1jUlM3o4z+J2UvqyydMKmU99eFt4DBHYRnqU5yTCuIhty4R9q9baia37zjhj/tfKOsNCatpIbPdoMJsXh7EMtfUfF/F85JeWm2LhjTl9AcSy02QyEcV6Ywa9R6jN4PDyW+GE8yPG9AOCCnSzEqlZvgY7Hol+LG5P4gcNcQL8sAlzqebBLtDiRWn7AVY/5SiEHllJZhdXrymEvz4R7Evr2Xq5ZdTvl2vma4clZK+/1WtS3C8n6cnWevbrUE/9dukdohgfHcPpnVsR4DfT40fE6B5gqacrep3xZMfFLNNlDk7kgYuuqvU+1+zjLISc87hPv6e7BDgaA8LyYeQ+l/4fPY2dAoVty+pLMngU2BE+ptoAiELWIwteMGPfSzr1Afb18j459S3FVZ70g1yyhL49JrPW5Q4js658TE++Yk2dE9qykeV50lbkIEQ7KyR2bnTEgvScuA6dE4ilYpCQeM4PLpielgEAZM3vW3LjHBYe3kM82MGt2+BWBmSsAp5MO9rf0DOJqock6zfvXb4uT/4N4ZYuWi440tBuxCtvtyh1Onvp4dfpE0JyGJvHpn4iVb8TKXZQXrlyTiZ+w50pAFRt4Vh35RPV8YGCM0W5ADD0vCCkXv3QsfCHmr6jwCsJOoCDpqW1KDr8ssmfEzHk6t+jx8w6zeBXNmZpUpL48+xXM3eGQmfmZfOy+pDOJDHdM1CC3Qve7geONP8aWKvGa9aumj1z8ujO38+6IIjbLnocPJzTYbbX0T+mfQ7C7rvassDXgH5MhLRlZAWCv8i2GNaTDySMfwm5ev+jOdhIcRx7T389mZwwda1MX0RW5csOkq3Tub+j+QhNgigti07h+7E9XhRiGvVOfLfI1skGpyU3HOQQR52AG5sA53kE+e9Woz2PVEuey9aLCN2QOvSoOX+LAnkvm8M9p48hfcSVzYX27tolYF1qRQAu6ExFI0qRneqbEyb86Vq4J+vSt/EtMvcsYlpauIc4G2Avq2NY97n6PPCnNloptfoRnRA7MgvroFNGZoclbKfjVyoEPeNRwitCsOMSCHpr3ZOy0Y/kf9DGRCFG8IUZ/LT0R6R5x0PcSbnYkTTivogQarOgZhpix+CVHrVx3rNyVh952dCU5uC+D6FFXHEjfcHLDg6G+/zS2/E873v0ZZTro8n/V0h/iHI5J1FEcR49fz7ho61ac41dvYadRN/LRKnqtf49ovtpGMYk9GOQrXZNJ/QAAIABJREFU78vSxsjX3ms5uDjDrPgNWbcVaZ7RHijv6VKD7oc2OTTsobuvHYKe6D2sxt8yJ8/L7Ba0tfAq/j1jHwLccVc/WNZOfXnbmO7R1vGzMnsZO0DwiWpPqEP0QE6eV8QM9G+DZk7cAchr2Vp61tXp9+D1vf0L7ntg4l55Lsq3FFoPgqI9onQ4O00QJ97Emzu9JaYvytAKvuVostihhbVcOgLNj+ldTj4Nb8/4pgjOKUwygspzSMxsiTWaT9+H+nTiEwI/aTUHspTXEZZOv+waNqd+JzZuwYmEEOXYh9I7movdy0t85aW24pj18sMZgG+NM6ScIZn5CfEewu7W7phL1yTiHDiorV7qKwZRVqK8NHmKq6EXxfzf5anP0bR24s8QQj1x1RGH1NaJnis1/KrKXpao035XpH8mfCOC/uoM74Q67BR5lgJPbNfjThhXoi4x9YJYuQqvdpawWPG7w0Wtt+l5kXpCd81V16/2ZWg1lZvfnDyAwXGTiHdyC7u6cUuC/K8o/3HAszsHV0UHnlM4oT6hcyyC+tXYplj5muW+OybUjDviyEcmzF3yHYZ6Czl1jiasGj67h8TUJbm5jTK2jTty4U8qMKc6BlDAViyK5vrlaiW3BmCvYVAsHXzIzoR1vF2jInBMEtugzW+eA9wHqzOnK40AAI3rVptcWvmmWodeF1OX5cQZgB/aU4ethdEzyY1hO0ySYGpikxh6RW62hDboPy7mPxH4DP7dXLgqJs4h4MRFyBF+cLwEBTKB+7PeEdk3YxLwE/X5Z+EJ5MnDTF4krJe+9jWyr+bhJeQm7GdzV88ort7442Lxby2rtxyrd9AArHv8fEO6FpeLwAfRBItAPwAefRzE3OfmCvxycX8ke5b+6Sv6mvIOSmecOz9tDvY/p69v30cTEe4HGrQ9J3anpQixXBgH8+CHokp5oAfEhQD3WRE+gUKRwCnRk6VnWhpxc7EN6Gt+O5/B43uOfHsaBo96VilDfQcLOvfa+y21jSaj+Nol6huWXVyz1NZfiRsrDgmYHDDae4xOrvZkTU/2zoiJX+Ff79SWzJ6R0RXV0WfCysVfuK7RXN7LU19bn6Jrvv+oGH/NyF4izBNTTH0Ee3hwke1Gz4jgguzoR3GdtpypAe0MHo8M9e3PcBbmjDdVsqtd2csPPOPXFZJS/xVaR1AFjsHcZfqCzL6DSV50jWFP57bnKyrDENACx1T8MVT8RjaFf57mAegDpElV9izNp3FreeM2HAIGjimgo64XjZmMkfh0TH8g0Qp4T67dUMf+jC9SZ848xllBgguXGJNWOJlhmHm6IrIjJl1pkXlWLd8Sm9eJSx1LX4n4U0rrbMVcV0uRZ+4xqhPDcLbgkDqR+amY+ztS6eauyGN/UuFl2RZCkyTSFAJwlRh+FQW0U7DkFYPPI87OCjyI1aB07SAQpl+oZkzifGZ+Jjauw8plHRGFJoonryGpeWNbnfpaxJ/O2bqU23ijbXtVhzOZU/xyIQ3cpIcLwDuiJs7KlW21dgNtfgt/F4GTypm2KCuvDVrHm9gp8sQWYviaJbyJbRDZonpt4zZcTGmGevg3smvICk6wXhqDzhWfMVaonCnZPWJOvC3WvpOrd1GWPPepSTNdZ4hdcyK7pMJmUtne2a/iknkpEjId92vRf6KBIxxXsICpfP9sqQNn0WB/lzSrQFzDCSRISQIJxDm8LKfOm1PnRfaSGvq59I2a3pilkumRgx96FWV1l+n8dzYFofe995h57A9Q/Ba/lItfoTYEuDVUJ1w1MqS+ZryMqQC/NIcczqBiq28SYe5dwzkqZgFzl/FmfuyNOZs2Km1NWrytm/dw2hU9H9nACcdXxLZa2RYTb7U4oyYOlqteid5hA5PABeNJtBD2B07Ihc/V+m25eguWUfROebQBTFJ647b+ovtCfT+oWD+MBzJqAC1ryW7R2oU8K/9x6We5L7iIuFigkUu1+GSLZkVeuNaSzi7R6hO6P7BO2DMegNCHVPo8hvF4yLxXt+JXM/U1lL4Ar8sg/s/RvxAv/zOD4te/u7uvMQDj9L+OHge7eqrxd+TkWTFzjvBP0rwcIX66wrPPEgnbeJWO+pv98ntYhr4UEaaz13BFzb4pMTDryLyMch2aCkxfJAoV05fE1BaUouApmo6bMPAMGrQiTCN9SH3oCCDfrzr1Vcc545GGvQEMfSwNSnwPlgbzEEVT5P6sGH9LTb1H0zt6Q9Hjh6a7GNr/WOziAPeAdAZl/0lILtE1LBM8wUFtARgJ0GWwegNlQuu3xPxfzJ4ZbX0pOzB0doKimeX0byFSrROGfWse/Uj4JqTVrZdANvcOXJWxbKmM0M7gjhaXH+mfqZWv5dp9tra7hR4/RAvQhRqHHOcMVOE9RgiDx46nyw6fsHN95qeOk391nPiLOP6xPPoHETwOluA/mXTGPBk5/HN8WCa3WrJnxdBLppezwt2ccYcb6okanFdilmFMvjqUZuEEz+vbAD/k+N3Vip9c3zaXrqnEk+zkGc3pfijHfbCiXx4s88JjVHYdMrNwf4XoR/PR+Suq95jFip646kwoy97TTvlkzVC6M47ouiCA57pisYFLTh39o/SNSyKNzvyJilnyl9symHHQ2e4aETPvCnhd0LijTnwiAsdMZ8yEBQ4XkRJVerUxSfQhaXd73z47jRH4oSJpnl09Z0FxlmtOQXFmOUkTTw7Swg53WPiy5ugvxAzf15t8Vwy9gGwScHJaamWMxaISDuHT6EVQOM68f07M/4+58A9x6nOw3/ivlTutrLUyKE10J5oKSOUGy5hdg6J3QvRPC/pf1pvF5M2+x6925GvuYnvZTnpHevWm8VGi77rlL/lr4Rbqog+9JkG5Qxz8EENzMn0n+OImd4e2oH+b3qnPzPVtuXpNrt0xJ87gfoorDX8XUGVSonUwxeYuQz9Q3w/j+zs8tVKf5i4ENnTDjWBgBl+pwVMS5i5ZeXBAtHaItrw2aCvclaM+Hj9QX7NVvjpH/dRnLT/AjVIcHuVhD2UUyPlzkQwNy2468x3SGTQ0+i8Fhe2SzF5W2Qs07VZtrPV1cmhEm+arvXX6ldPc2rgAsj1gtg+oth6T/j2kn1GwdTkP16/sOZWlvTqHFqbQKdnerzp8hpOzLlGwOsD9frYbr1vf2wv1GTz2j/oMTX2dA7lnHjbX1Tis8sWoGrAUP5rkyYmzMrzG9YcB5HBAiOMk9zZQkBo4gb9GlkVkQ/lPoPSLtgPF7wKcRSA63VMnP5bBI2ZnRFr9gVEJiouI7lTL4Y9QpLfxHRw+jv9Rdk9itt1RZOLSwIHkPF12Y5t0pczUs3A9WWPfy6V/icSPubuPJqx+q3OsIvLZUV9kJ28AZJWmbYqTfxIn/iDm/iSO/lGElhVC55juOoNm94gYfoOro8+KycsEfsI7YiUNAJtrsJG0IDa6E2VOb1n6ebF8QxLpIcvhNlsyfIvDPP2tWPxaJB7DXF87arqZ2x8o9RXsOeclWI6d3WNi8gJNQ5HlQJPRhSv4N+ri708YwIRs9E8n636WqJVAQVriCYPeR7yh3+I9PX3XnPkti0hRpTvZ9Ir5ljwP3mV8cSHO4YJavyvWb+DV56/A0B85fryMh+UyyJXpOlnr0RkJHWAg/UckzF3m8JMg0DOo9JmsifpymORMid5Jc/hVMX0R79rkRcfgL1T3OM5t3tO/FD+wnTS6Cl0JU/uI9M+JYx865j835z8X838Tk2+jO8YTtXLnypiFNHnoo8PjIfT19U2iUKtnAn4/3uY6bT6Yss/SV8k9AykvTrMRmOtE1uSpf8i1GygEWL2BRCgnp1nSSXDyx8EZlzr00hOnT5b0H5dz/8Cdu5Vb4vQdGArg/GiSZEWUzlWXLiX9PlR4NgCQP2Dnv/uoDfkK5b6DOiLPSxN6CUfgBRjcBZdkd1a0uURrJwt3vGTt1GeNZhZ2fr87+h488uFFGyrL7OCGQ+Q6BPWtWVi04x5niBfotcDP2njdJEa8x/YtBE4+4YMgY2TPK0KsmS10WLX51MGgOAhXRt5z314SGsoORDIwxtD+0MS9nafXqZ+p6fchDc1ckjCBJPAjCLyET0R7v3nQzwkBtHq3dNZY8FkN6vZW2Ln/1Jd/vPcIvjqGwaPcr5VGR476dOI5zF0Os03rO/Dum7zsoAvMGTGcCQkki1upCTi0qOg/okLLjuCCCi+I4FHM3lBKF5NTHOeg28wWPhXdWdkexV0DlIzGHR2ce+6Mq5n/IgzDRGT9tjjxZwcUv4TVCqilv7qRz4b3dgo46VIcfBZGIHjFbbnyjUg8CY6lGUxnojLvVUtU1/pbUHWEZOqn4uTHLUf/Sxz7b3H4Q+E/jmpS5wAoAhOsCPf4XRLZM+rIlhx8AbKDlc2QsDxLqlJf4TNuIKUY/IVj7QYKHSH6abnvKr8FyK4QiSfY1GRYtEdEV/LhUJ+LD5CwH4neWs6Nm9kLEOtQ7bmt5r+QA4dVZ9RqAnSlbKjPFd91+PSexjeNlesK4HeLRT8OcPcOKytKrngLuMDcOcaYuaxgVX9Hrl0DdvZNK1cUlZAshUl3OcfOBzSMvazu0uAXp3m8HKAPKUo9UYXRd5gbuuwwz5aOoMUN0qaQcuEbkSO/FocJ/N5R2bfF4Muia4I7xOj6z1hNfbtGkt1lWFp0ouDTdKLHTx79s2PuYzlP4wo6zWD7yXWGrgfYHafB2DsEoU8Pq8HvkXVzaQgIcWLpIz+o6FMTe5y+DfAVscpFASNvMGynFBRgxjkPf0F1JblXM62Ci2L5C0LEFqJE+nzRvwMoe8P84Uoq+uh5Uyb8XX6gvkZ44+Gfk/071d8TWq4Z+fI9fjvVnpiLS5onBefxrUpfr71T8mCvbPVYRZ65ddmFpVbqK1i48PEeeK8A+Qwe+8F7Bo//ROpDRnlO0MPUkyOS9cQFidWawXizBxvp9EMfabtfHOhluaxX9s+q8TdQVJk9K2nmFFoCX3V20wtJSH+1x/fVQ30d2Ad4Obb3qvag4vR2dE1knhXZLZm9qKs9RfYCwC97VgSXoENCAg2xs0vV7Vs6XuPU95BrOwtHoBEAawb1Gbt/rY58hYM9MInuZOC4yL5l0FsJs9ZzIrxmAPxCyhmUVpJ7BCHs7hSBn8ScctEk8OubUc6USZvtHoEQvXaD5xk3xMJnov8op6jr19Vpe37hGyfwk2vb5vp9Wlge+4PoyfL2Q3UjXyXeyxeLplR7XAw9K5e/wexn7a5c+lolnlLtIVlu3RLYK5D7ctS3szA3PdLMKfWkmv1IHPm9PPIbqE/BBantJWFqmpDd43L452ryHE7s9DmReZ5dPXVjYaKmHr9dz2iOSonMc2LlmtKkB3MXlv4gZ92GsJl8QrhC2hDl4VCfNndx5cxdtN2LdxSBn9jn23Ltrpr7VPpPSiutvpTZCvv94pYY5Y4hqYIAHqWtuNGAymFC7p5xh9budm2EQQg2JAm0+XUNqexZtXqfBdJtXKXBOYd7kN1lUuxv8TD1uoapj1Y0ODdPalT2jkiUes5z3BR9SI/AnKN0LTvJyOJDD1OBmxhpXA2/geRY+HhdVIMvwLnaNcgZAHb1me6U1WbG8e7WMv6jcvZDufBX+B6d/FiM/VJ2jeJ90eDxQIgIF4DFtEPQG33jovsQXHC8FVoNMQweDxvnahxJ6+4G8y0+VtHTcuFTsX4fbdVrNxxjv0YaRxcmKqYnjlvVriHJZUq4Yd2VbAkuS/pQrH9nrm6jcGPiHQddSy42+7GcQr8n1PewRgMI9P2hpu/5qEvlK9TcWr2c6OCjebDpP8KWnnMiuIo2FZp5Y3nbTZWjPvvXzVHfHkw7Gxf6fJygsJfxMKmvTvuWggrPupFp9yqERrqiSVvYdYZyy/TBDKaB7XcE9FrqICtmdGJ9R+TEr8ypi2LiEvxUQmvCOQC3T4LDNt+O8WYTqc/Zh4R6Yr9O3gc6V+1BpAU6A3LwWYXc9kucKX9JTG6ZwD8CvxM0nVUHWITsJGKsYOC5N32vGdTXHA2wkRD2R2N0BDnBT5/JkDkwIbPvsEfrBTF1QUWWeb4esFQ+C97CwhU0+rMicMoxcII4v8V/GPVgblomg+6ptWtyfRt1lTR78B1CZwgUxTjbe/oZmQLiyEfwG9jYRpozzQJ9k0XIZxSM8tRXxYiFLT3D6EeiHUg8Jde+4anPPbXyjUr8VBuNNKj17SwZlO0JrgwcgLw28zs1+19q5hLQLnBCdEQxl6Jzi+iwhBh7Xfvxypn3xPBLaDZzD+3OHqgtdwEcnlD0KXPHxNBL6KjcuA3rGkSZ3xdcPykJvFevydSTxOrmnkLbGx9oX7SqYXMB7t4kVxuGcZ9o7bpcv4FqT+I3ghME6NlFFxYTYFjq5r3wilz5Grlka9vm2nf003H0j/AUKaI+ZIvjvVMMRS2ejPANidkPD6zfEut0JWyr+c9F8IhCYWeKGwv3u1tvP4dlQ5ribslB6T+qb0wjxr3/sPSWuHoWgU3+SetPCOJTziHpG1PDr8rpczJ7rmXmfUWXri/LKlkpsCVlt4XZfD5ZSXOxXUrPlDjyW3HsT+LoH+T8x2LkVRSCdqWaRX1V2MydtLr7NNMS6XWPgvq6x7gt/9Ew5GzK6Mo1K0LEG5SulExy8MnKtomv5fti9A2I/+5hkJ7mQzxOK2Q2xCSdjeBJdeqmCdukm1DFD70DQgZGDkMq5Ff5gfq+H6Mxnvx3RNCaVT5r0CquHLnpAHfu3GvtQh7xwFGpA1JDixzn0IcFDnD5aKvLWr4sv5Wz7nQbGHumvsYLO/dIfQ2NJml3jVBfAQUZdRBgXwH48QMEW0et/FxEUQfZ1bMk873GYUXD92LWeJDwqU/SWeqbEuNvokEI3oDvq8iaOuCX7Vxu2p5/obzXS8UXraH2UrT5VXtAWr/2cwh7nw77xn/QzHMSSd/vCu1SCFS4pOhnaNFs65cdrIV20LRYm9Mwx2L1/keH+pqBfP4Cf5QmCHcPgvQ6Cj1dOEQeckpIEgEGjonxt8TUFiIHsudFZANvujNfFMr+nFrZ7p8WgaO450WTy97DNJtHG6cnI2leuLItIazdNE9+rPqOyc6IdHFnV2fUClfoHlNHfw8+Wb0t164pmq/TxKJD70yYb6CEK56TkKgpfI+pg7aJl46IwRfE8jeSNTGxdFUlnuB0QU4ptBIUQhWRr2ToV0HnWNAEDSZF8rSY+UAc/S2nXF4SgeNWPjLvjOwelsMvm/ThzZ6TU+ewP56E1IqfVsYqGGwWVTk6rWpGODcMvWQu/8uha2vXbopNyGgc6rAtl69znEOqACxjsqq62DStL8EHFclZeuqTHMYhdx1qmToj1+9ysSWR/19V/zGl3Ts191oiYc7y1OIZ7ewCY0Z08SWfVkvXQPIbNxWB7vq2SRdVT9YCaeBfjJEvZWoNkJlQOZOO7gy+P1dprZuQpk9ekURHKPVMwvWRv8AtXYhdSR4+ztU02F4FSQycWOBiDxv/MRFYgFcHfU57syAcdx7qMiXEpVW+tAWQ2CY9juPGTV/WHHuVFb+zyO/JPKd8w2zvkWa3j3guwiGZc4lMoKbXmzD1OWQvTUf/gjlzUZ74b3Hiz+roR2L4NUTMW+2Xup2ycQisRH3W+UlZvYgW+A3i/HSNMcwM7l4l+cAUyCYPnVtoaX0Z9uaBja2KbYqlL1BXj0KMbXPsV4quBBiZZpB7CY03A/R1DZuuBNw+gwti7opjFUUEcuOOyJ43YX4zDB3Yg7V+oL7vx/iB+jCqaGu1jC6rJxA5fj5IGX1TkpAvuIj+6Z5DUF3oTy1eJLnjRb3FJFa9nc+dKxN9WO1832Pqq3/ssl1pPAVBExdNWHdKlTiRDMxTDcBq3D6a5YKiZ1qMnyHEkvTfd/K8CG+YHQEFObGf4WqAqz0DaKmqjJqVVLiyQ9KWOzWR9uB2b+rZlmnak0ti5jJ+Tl5Q0+/K7FsitKTaQHcSrMhnANWhIRR/tjeJ9x4F5NuhvtAeh8Fj79tpZOigcx2T4ELnnhg/JybOyqlLLcTzsXWkEbgG0Nfh6uerOpfj1zeF2eTAceE/QfNCmmEgzsE7AsP35Zsm5JT7Yv6KJD7EuQozGsUwL4ToN6EO/wa2Lhv3af4t5j4Wvikoii4QpmSD3DISX3WVTw+jM2rs/BqHBpJ+EhlW6Ae7Zy5+rRJPi8646eVST1fOVKZu8Ivm3FYAbzJ6GrdCjm6J6Q/g2xk8zudKlzgmZNe4GH4Z+XVTXEk79kvUm+mbRJpqXDX04Dl3P6Z1B59X63egm23cF0wyYvWWXLsH55LFr2TiCZi7dNAUPKaNQx9SoJ9u0ouYHsYqjnMQ2G3a1W0194kMLNJsG8KsbvUsl1+fP3BPRgUfF2vfAONx1N8h0eHIR4Y3hir09qDpTttkrDtZm/VlkUDz2P+i2Hj1lpq7IvxHW1xJ2je4qnpTUqOmpVk9dKJrlAO7R1CPHdQ9fifRvstWK1ZOXTW2kbpc08NtCwNH5fArYhrUpybfNgdfEd1j0EixQBypJF7bck2YQEo3NwF6B2XvEZMu/iN/VEd/J46+D/Cjl0AeYK6s1Ptg6EgT5iAHLw1y7EGmwCXle0t9GOldw52Be6c3paKbYhGfFLW+ba7fFKNvHvRGrY8DbFoy6APUiQ60iveQCC9yQuY2fULl8i01cR7dyPq+gDvx4Kjv341A9nAefjgVDZ6WJlBfYf2ndvUM5XJy5nHLkMDvoE+2ukRrL8S6g+4yYFZLRt8D5r1HjvrqD9yrV+5rrLazcs0kKxXOmFUSBg/Mhmovi6mvX7Rqr06f6J+W42+KLM0dL4vpyzK0qtr8CqIiVDjZ3iu1zUw5C5kdqa1u6uNuPXAyjAEJ/NwJmfmZnIbKJw4jwQ/T2Sn8FKFF1gl7tZ+n6uhjDgz8+/CeNQL7xmPhGpdsAi7mwRVJfWHZf0Jk32b9lnj+Pfh2QjGLoMPTyZXMTihy0hWVPeNAvoFpGPH3ZqE+0aa8iZaZDzFdWAXUiblP1MCs6NDlkSz6uehV+mneL2Z/i5Cozbut67flsd/LnjHcGoDgk7RHU2TBRWochpOpz/oV6W3Iuhx6Viz/C81vm9vm0r9E7Am24Y3kYuLqpL7C4k/GPxjbxB9X+ESg3xXCaeAYN1zRpCqOYsvuUTH6CmyZpi6bk+/JwechOHRGc6pjjXl6OT9PvruExpv0i2rtply5KTa/BdZusr8LXC6Jb6+L5FPwsexM8jH6m5XaZ/CoZ5Wk9dK6+JMm3NMXNYTLjXti4TPpP+KAQJdiTbLqGUg46GJLPgkJd+2uJOjd3EaZ6+xfRN+U6c1oY/pdA3PWuOlid/ueUVzhxJynUSAqFj8XwRPKlUDimTui3CN4Tz2PqqvnzuGUjCLxp3vYKvX0Y4pCH1UUf2omLF2+iPo8WogbZAUvQajsGPkVonqm3kFZR/p51Y24c9MzgsW60jb+Ll7W8VhrxdacCdl/zJz6rZr9QBz9SBz+QGReJHpEAJI2wX4waOTNhctrjcu7x4C+JoyaWwfTdQ5dZzsknVEzdlqc+gdclFYR7ynG3lDw8NSSILRBeLqAfjMQb91Dij4Oi/9Q+HjekJv3xfg7omdMulAO+oPWV+94NN1cHuJePbCXrp/rbEivwNYFBZws/bXBBE87HMDVs2cCE+JWxkIb6qsxk70B5Ns77z1CyLcHlqsx2a95yNdRIqN15sK1nOFcqeceX66PzV3YVBOlnkfE5JvALUwfz4voqoJ/Zi/rgf07B1iynYKgvKrUZ7dAZ4/s4C13ID1C0gbdIZF5WmjSw9ji+sBzqAUKnSIKJdhjRAzgQ6H7A/9NqK+g2vAhj1r5sCzy7VBfkJAM71fguJg6YwL8ziKbMbLCwBDKBbiHrDsahDr0ddd3XPTMiv4Z0TMJGYeW6RpS42fZXnJbbtwSc38WgZMmfU+6Qoq3D6MXV1D4RsWR34FPVu5hInL8vyFloyyzr4T66uA9aziju36ljaCiMinSz4mVG5JIY/2mY/ErGXuS5/dRuVOOWCfv7aylQ+fiZvhxmb0gZ7YkwXP2HTFwTHUGJVcBOAhceybUyCvAwulzjqmzYuh5uErAUITNOXdwLo83tqCVdzrJhR+kn3OgiOu2FedA53P5JmZshENL34jEJouKCVPv5EPQ+qK5Y4znqjfjpmcUt4rWbqpNzp2f/ztUKSB6uibZk4PFReJJtfK1FU22cVtt3nEc/hCXli31WQSO4jfRPUFfni2baImU69cQ5xCaQzAGTCZpMc48KAdXD2KUlxlLqc+OEKRXR9UNi/6jsBwPLOAA+6eJt003e4+5U+VXT3FNrH4hDm0jGOjJmkOvgdXZvVkNv0woqMCHSS4ULN0Okh6g9eUzIby0kUMqe0HNvCdm3xOHL4uhF2T3CKIsXSkHqOMBUFYyR32V+ephQWDVaL6ikSlPfUnkrdM72MXXQ2zTXPpcrG5z6/W2HH/T7KI3aMQBex7OtXeheU92peAC5RlW4UW58LkJPZxrobPn+WqpocKzSIRpllRl1Lypul5xP3a1KTv2HzWac2ZaeOR/3TvyHfDkevzypMqlni0e9LQMzNI0VwXmRWgF4dowfXFhmo5Eh6pVnc1Q+eoR+iRSKB6oxGfwqIv3aie9+lXBveTp1aDLtQ9YU1XuUNrL1gxddwqE8xvtISSnt/vVgW6zZ0qOv9VK/zUnLojZ90V4FTpMexebuwTFQX+x1lcL1FUdYM6Qau9FxaaTngmoNr9J87n0y+bMe7DvR4/fFvf7nYfiETzFUNGnzV2Y/ZoIe4EKVFYU2NDc/Abe2sOrydyPkWc/V0w5Y/Jgv+w/Jg69I6bfB8xPvy8jm3oBaTl/RgCByCkJi94x0cdaX+80zbaJcCAo0Vxk6n2xwblqNCOf+0wRHzojCuzHU/aOELcCJh2z/0XzfsDhxl1x4i80BdypI20Yg185AAAgAElEQVSM9+xHlLueIqI9oVI/lqtfi42b2L3Vm4qIqNMvLXiLVGC/XfF9u6gv75OJFiYUKEYfk2Nvgf2yr4vxXwmEkvMyHqsC3Bh9FZa805DrAX7e0YZQKmadH09G0c+Rl+lsO1bvcensPSh+dICbxN73HPRMYsOEhhZuhmpX/3CzxmvlKyRzrXdx5UpK+tJ47DuxeVvRTHThC+U/YSJ2ohzuFg5ohi2EvonTcIXhi02twsW05fjvLfAr5SWIGynkNLiSJmHG7J/E6rcwhqHZ8NwnCp6iIbagTLIxySOp9VXQ9/LDEvT4bHePisAxGTgJ8AvPi4EZjl7ISE+68kakhyPaXAwP8H6MS98hc+RVlJlMnhXTF+TgL0S3RouELFldaQMVnMxBLINqzyTqQvunzakL5uwHYvo9fLekfyot/hwsDzyPyqisy9n+tUzbYb3CXQNjBD+9Q7iSfUPQz+ObYvVLuX5Xrd4ilpOHXgfvdQ+yWpsycV+GL4ku7sbsGkaX/hJ9VX6r1q7TV4oje1bW0teXn8EbJai2l5l9E6mv3C6Vrlh0COW2bLtvts9U+LW548EQZnORfq8b30V9zUC+PO8hocGba/DzWQ9oBtM7JUInkVgdXBS+Q9BnuP3vB+rbb+qrczRkqlkH9XEjn+740jYYjRlsFpMk3FBQJ9nGDw72i74j5vjrkNeyF8zJcyKyLjr65UFWBUubCeunPqPkGYkQwgCkGCLPDi7yxKH56f+ESv0Uxo/Q+i5gOkuPJ2H7JkNLqPBEa19/s6nvIQxNj4Zz/wo7Hx71WT9ZwYNZYkgMzImpt42pLWPqvKT/9+EV/hMjGVpYWRjsCCGezjeGb7+erOibRoSpJ8yK37CYOifXbin0mN1R83+R/UctkEP4O/ASZ7XnkJj9o9JmAxu35NEPRc9Ms5EPgwXGEDs6JmXmebnC6e3rt9XiFzL+lH0oX3Whr0g3i6nOJEpG3TFFn8dDb4rRX6mxX6OFaeAILENcSd36K30TauhlfFJQF72lBlnxg8zFNZAwTY3axDbYamhgpygLiXGV/pmx/LVEaDu8PaGjbnCp59pdsXRNJJ+yscp8MNS3s7fa1iUurT0Jo8ZvaotD528ixn3uUxE4IW3KUAtPhY4aZ+nSlVaeIZV82opzwPHeEpv35exvIT4XU582rNebYinMPazoy2rjjly/LdfvyPnPJP0H127MWOZR7eurDCf5Zdw5/KMPo3+WG/wWVXCOPqfs54EpvizbxpbgxDZsSoLc4la9a89Ey/Ar/A3PJf1Dv4CHufbqLN4NLQDmOgnp3wSEqYyi/ek7TJ8OvlG4hXuF6Z8iE4JQ/2FDXaPDAi3jQbBcrUMS23uZyel9pPPvzcDMNropT/1NrH8Layv6sBx6Gy2X3nQOuendSXOD5RChOFTc0LxYuMLRoLifIicv1ER9NWJPXTxQypBNZ5XGqM8os29V93b/qKxZJ6rqSdtXttzDxpuHfKXDCvQjuutWnX45cFwOLInAKRFeUb0Toq1THHCq1l50AMLKxS0OuGy3s8eMPqM88hWF9ZUE99XKe/bYlvtT6TIVlmfe693LMHI/jYrLFPzVt2OnuTfkM6qbvuSIC6RUiAf+0h6/xv1jOvpaiWB7JpCkNH6OZudi+qKMrsPS09nD3XcBIC48M2Gjwi129Sl7pdRXPFDqic69lo4emk+bNHOFNHRJTG8hvW3qfXH4gpy+JP2nuN3RDxIgqDjIP4GOgZYO3/cC9nIj8O8h8RUdRfFBdeR/Rh2+UWPyLTH5HmwnZ94T8XXp7GN3eEL9sNUH6GT32q5BeLr0ToqecROm4WHVCXXLMfOBWvsWziKb38qTn5q+YdjDOEPCHTQ7Iq14TJdBUMz83rFBcHhdbHxrnvyr6ZvkytUBmnyoztBuVa0hoa9UoEOA+w21Qvt2z1y9LqJPcOFcjGkzKXUVa1neq6FIkqa2oUWR/ZU49JYc/SWEOJrp6s0S8RJ/dqVaR15tnXzPMXGBPimCZtJdSeWKmJ3hlp4pZGP0H6bPCBzVgcc0dQ5Xb8mjFx1+SZ2+jSKu09ty865aRNkntCyYu1yTmZ8w0rNZn5tDzDkM/UFRXxEBJrkZknZg9MDEW3L1GsIGaX65fFX2H1edKSsGwMW1rxCOcshaoN1p1026TlpCJ8XKNeI9lHpC57wljv8RM11nmqWt3fym1+pMHujhGrnZ983NeyZbvKqFz8RAVrrjkE+7OcfPxQkE7pjpepgx7nvDkrjV48fmc7Cg65vNSZr6BFbNK0+y02PCpOuwZ7xllMDvkmPirJh8X9Bjz4iDN6X0NnU+XukGvWkLAl0ps3dKjb9lEjpOnhdTyLFUrrADoY7DTB1J1ZVpUrPffpRrPnyoq3sglG/QdIVk/DTCddbuw3Br7aYc/xW+0Log9ylXDKW8BIpeXPOKqM872BKaV2tf4JO1jCLqH1UVvoQdBTWMQE2hvv0oDS3d83Jc9OARqJYTVS/FlTJt7Qe4r+ffbjQH8OxMX/I76c2Zu/ShvyW0IAInzNCC0T2JyfEB7vE7kOPD3dvcvfEG0xoqhLBXo74GxTrbx48w9fVWpb7KAGYUPKgD1Rj82IM+UI76jGrPlBkBZrk+o29GZM/I6cvcKXRRhFbNzn64IHZo50wfQt7x0v2FOFed6GrBwvaAAVv/PqnNY9xpkXlG0f/v7JaYucx7hQwAgwgwvIBggPY+2N62A0ENFKxGGUqbTH1NrOQsQj6OE/hPoL58yyKqAaV/Drax6OS5bNIkL7IOfYZgT5d6wqAlaDmRdA1BuPNlDRo0Y3OlceERtk1dhvyycVfRrPrEx4pgplPDVcAiTI9f+qbk7G/QbYLUgTvy2O8kugQTojMCerQYrJFh2MIbhKakHHpBbtwUiBC4IZe+lrGntWGMARZNVlT5KvNMvjcvoWiGPfqqGHlNjryKSk7COXcqt9ig6BkRQy/hRsnUOcfEezLNit/4r8zlf6AlcvlfcuqSRBqBLk0M1dDtxmahQy+K1Wsmh5jjtK/CMUWt3aV5G+q1kk9j2qodpzyhmgh2vwbjnDuCy8k3gbrBdWQ5oPh27mM4oLpiyp2RSP+LFKyVcyLZ1bMHdUIlfyLXruJiQ53nfXPjjjjykeifJNJQKEFMF3fEEX440ZNmemDuojZuw9Vz7a489QX9E1fEitpbSMtlrvRDLvjcE6WwFtc9mjd3UQF29aST5knaE1rRcFu5Dkqb3PQcbhl9TU4xsE1eUMN06Y4Lbdfp4miEUglRv4o3iVpQHehH4Df2msy+qSbPqrG3zdTTomuEqz0zlkr5YFw9/0Ooj98+4R0RrowJV8+/ocJiHdq4HH/L4RpCnTneOCiE0p2W2uDUHcfzgUU0vm6ibXivbi5FxNhEpWj/dKfaca6qirjfe1gZQRvb7H5XitaImjWW0fIoRqx6uM5+seKaz504Bzds6PoOizDn+AWX2ZG8W7R2qlYfL1ys9RW8qA3yGVrH2y/rTp8tm1UBtr3VeZYin2FHaBVwrjLvGWU2mKe++rCtGgTWyn5EIx1+Iw9de94B1Fiiv46gq1/1TqhDZ8Thy8bkGYPAL7Gm2vpa6DpsD0Ir4KR4o3MX6ZWCXyMc2N6vrFw+oIJJ+0MTsvQzcvo91K3NXFbZi8aUxtFzZmgVEqiT6bej3zzYb7b7OQOwceqr3K1Xby9fxeVtSjrLEWADWNgwTFZdsfa/GvnREQTMa+rjWHbRf0RNntG1iGLyrBnekPDW19l6qPk0dAsr8YM3o7pGYc/gwxTZcMcQ1udJycnLxup9uX5DrGyrk58avVmzMw7BkC4A9Ar6IRjS5Jvm6Gs3xGnu8Zu7oujLEw2Eibwbp2FRXGXG27VYEfUZrhgKGp0xU0t2mZ/htje93Np9tXxVJp+ii9mgGWdnBeSL2ZZEFjxZQIbOmAwuqLHXxfAr8L7PPAMrps4Q12SGIbZ4h9XYS5KQYwbVbubsh4IgbQWJAixb3Wg99IboRI4cn/N0JdTUFaGepElv3OBLjs3/lSC9Gxzg/h34ljhw865cvtaSfBJx594xSUTtaY6lZyNan1uXXEYI6qQz7KC55vhFcfqu1JGDS1/K4El4z7jTyp3K0VrKGhbvsRZHM1QtZdAz4dNy+Srxm4Fqz1vmCoHfh8LNlYqujMWHhcMVc3AZZ0v3qDj8rtj8X1pLrtwSC5+J/ikmvSiEMmda6oLe7x/vaeJKWcWWXUNi4IgZ5rgpKH4z0jOoctYmRR1ou361Tj5R36CJdyQifKNy+HWB6/aCHD8LxQ93aoZYLIqyy0gxeRrepMG4LrX+RkRBqwy/qsbeFGPviMk3JF2Z7rTDrSP10s059v8cqKuCfDguRe9O14jZGZWxTbFyQxHyaVfP0VfQ7No1pD9o0pVWsIFJK29K8eoquCCWvlLr2z8qxYy6qKDyWvuEGQ1vszKQ1L58Eb3UeJYa2M/9qOrcp23WcqJqY7zdyxSQVSnRGSVqm1Ee/4xS6rNgL/dyB7zyQI9ocWEu3n9EhOZF8KQMnjJ8EwZNiLEA7Y+r/EvUSXr1816B0FepsLN26isHjbbaoPVMDeS2R+qze35H4stTXwPoVYEYjbJ/5RwFK6x8h5caoMdd20f1ZkAcQCae0dbn6D1sHnrdmNnC1PzwJRFZUwf7ZQen/LVzC187cZ1/79S3e8V+o6Nf6lB4RPP5RVsU/zkGn8dtezRsXDII+WhakD0rs5dFeFV1sirYEaa9Ao4SYHRoHq6V+grZrBbqKxy1UN+uhbFjAVBQQShfHrQeJPVVeK29aI82oh8frJFvSXWGjc4w8bnsP6amzoiZi3Byo3c2us4nLZSzqw2DSXLgh/xl75hCElRKdsZNWtI72EqXwcZ9Y3PbWLkl5z5BByDiHMJ0SciOOB6gxWtUHvnIRE7UbfiRwJPjEPGAkWvwq0p95as6S4ozoR+mzbaQHHlJLF+TKHa6TeAnoo/TgaudlIjidY0qjXCxgldJcox7TNEke/hFOfSSGHpWpZ5DHSzrpcIZR31j15ga+YUxc8GYuWwsfSM276E/DdWGiOBTC39XniHDFYbHCSDH2ody1Ge4knyKEmroRZrV6Y0A/Ni4T53+zli/K+n51JOcWp7In5D8No0yj5s9ItiyO2lo+c6VkM6o6h6C8rlxR6zdkpv3jZOfGYHjtAA8J72pYmBzF5RfWm4iUPNk+qeOlavG2m1j/bZav6/WbgD8esfhVZhb0eBB5xP+9e4kYQzeCN+YnL5grm0b2oLo1GciNGeiGwpCn/TqqkW73SgzDLsdtiHP/P4UjmqTeKOki6xKUxla+GLc4zeqAsdhtYX5yUnRe9iA4Ue1F3XrByBtw02vhWw3FHUPvaXoLZs8L6bflYM/o3NouDRgJHZvMFUQhZfGm8XvPnwje6bkyM8RRzT6SzH6hog/JrrT1sLu9B75rVKA+8NmvArvV+mbW3WZWlaxzqdbd2ymRfwJtfg3fNMS+K3fkKOvSu+I9I6iTJf4nLjdxZ87b0IRDbqHRGRRLfxtr9TXRMyoiQH2tpMNMG2Nu1T5T5WXKWWhuvZwLwdY+7FXBft6qa+mXa1IcVWpzyhDfbtVvpw7KEo3vVZaQ6sL+VQDs8JP4LdgBFYMmLv4sNsHvKW7xI/r1/caor5cwWcVkKvQwlfKcrVSX83kVhn2qgJhc6nPqK28szz1NU0z3LV9Qj5OUFB0yB1sl9J7REy82TJ5iYnrLNRmd1R1+qQTfp7ALYujiuGtroLPXQt3DhjtQaM9IDt7eK/6UL0JQS8s0s84tMF39ixMumkuNfOeyr5DnwijMwpQBFQQU4UrUV8NilxdLFe74ldAffmqznBT5LUa6au5dNcATOaoLyTp/epAjaUcOCHGzyIvZPKiMX3ZDG2y0Bfk6XvYcqzlmk/pJfYbg3FfVxrzhs4EW78k1fQHcvW6Oo3wX2PuCgJvOqJ4RfBMmOW1gOiakDMfKfisXJcbd1pOfswCQq19fUYJ9ZW4blrD7Ozn1x2Et8fgS5ImPeuoh5SLX6nEj5lDeK8KFMIiOipLX/nH7qhoj0htXOk/SR8KlXlepJ8ViWeQce+KIRsAfpVpgltj+A3cH1m7LjbZiAXy411FALxyw+iimXTEdCby2y9PngmJvY1zbWQCvVJ0GgnzVrUZw7fG2i1j875EWsa/RPIxllKLt1bL42YMlnDdWjhlV88u9FUiBS67JTZuiLUbisht4UsE4Vpanx1E5X4q2FfEQCOujIg/LlauGRA5bwH8lm8hI6QrU0J9oAumFOSJm96kov/UU1utG/8XRqAr19TJv4nIArNlWngj2PK+Ul9ek2kS9e16BuYcKamn/oR5A7NAPih+p0TfDLS1KtSX0icZe2ttGcitesdMunSnz6qp82rmsjn8C9zm1phXtMGdtyx3BrzD+Orojhu+YZV+3hx9Uw6/RuBnJp/gr47hppBVYw4rxt5Wr/0lGt7tGqnPKDgWLsHFYy3fGfS9FNtUi/+QqIj+Tqxsy5HX8cZ5h6RnyPBmDHecY0441dCbMmnF8KJ9hWfttFZOwKl9rl8KnKW/VsCncmvt5aCaNRo+gXW9RN0oVeeWq8q5+7ire+jcq6naM6f1GRDxuD6zFUl98oAPEEizbfpPH0RIjhlaVN1j0GdaLRY1rIpQF/9qg3m1gJ9RsaOvYptfc6ivvtFQ/55R8mu9rFiAfPBZMeoktKpL7qVcs+F11cFe9ursBv5BRexDwWfvFLdgbcmZ82r6fRE6rZCY18eFoPmsvP6Csac2P3pFRTuDCIdeFDaDA3uY1vowS4a5y2UgaPaimNkSHOauJi8ZoXnZSetqS1Ld4BfISaB6fxgCm9yVV2fBp0WegVyWXbhyLF4hPjXAbFUa7fYCb3UCaq7IM5Q7Xu3qibA+sz2EOAdC98ktlT1P15iIbqBzD1pcBIN4w8krgvFSCsHNaONhS89wC2o4M/LIH8TqbYhOhFgn/iR6JxTi+5jTnBHYlrgDsHM48gfiQ2P1nlq7KU7+Ny5sLb4BLJtDfTSV4YW5sa0jLDIvKaSc3xKAhG8gOFhyX5Q3mzAKcKs8d+2ulnSmTBfrnyiXisnAnEi/COpLPqESj4vukZyZJLLpHd1Q/FrmPxcb30GdowPfvE/4J4k9ouuIF+/U/p9xAJIzjo8YODBqsw9O5kl3ykGPh16DjwtCzO+JzZvcmcP+Lqv31coNRdNrT6rgQGykv0LEbSr1sXeOPsluFkg7tHdLiPbcnL4IEyDkedwTp66I/mMtrhGlWWIHnBI5akpz7WsSnXiInE6Y9IYmfiyXr3KV7C06cLV6g8BP9hwC/OieMVdKWpdB2tqgE8qG8g3CuIiQ+7E7KPic+1SGjkpuJkRdrk66c+Xy7mxZdBfm5ZPxCgtTk7sWqIZ5lQHAKD/vL/g1mUMv1tlg7jIkAidEcEkE5mRwTtJHzJuRO0pjqmQjKM40rLrNXHktKjAHRe+4OfYrMXkZSa3T59XgC6prkFO/07nj0m4xvB0vJwHqPfECuaEcujPSlxWjL8ix1+TIz43hX8jwptGVMtzJncOxdL+dI90PHtvFSPv/Kk1csvoR6U8KvV+etG5SNbr44o89LpavQhLf2JYbd1sHXzO9cbhz0QKujMG6Hy6MrhHRlXK4Uz8qYqqi0dhUvip6iTIvWggSFfak3D6X+7VoyaqHU2Hnq54BUXF/KpwNW7K1hecKB1UVfWt5O2z3reoh1DuqrFhjS95ufa/2P5UuwGN3Y95Bn+zol32zCHAPLNBP1TtutPWx3Eejm+XB4hj3PAEaZZ4v/FOpU4vtr4bN2Je2vf2jvtprQUsdXIy8fUvHLtzaC/UVCYBNp776OXNAgpp6Rd9hOX5OzFyW0xdl9izytQ/2yvYAgAeYFzQ7dJg7V5mWF/Sq1XaW6/TzAwIR4N5reIdk+lk5eQH23NOX5ORl9P1PXxLjbxvhFewqshy4wrMtxPvGuQ6Ikq9PnatdvquH+gqyy2vmrnKUVbU+s3SBB0N9NW3KinMIMs4lkLc+cVbqvAG6wKIrPIMPSxdqQTGHcOYC/VBHxFqfh/gkTlgoaTveUTn1nqAp+PoduX7HPPkXMXCMtxzGFFxbjBAJ+LLy8H9BEtyAn744/j+yd5ZTswn8gsSQe6jwjO4GwvzyKTn4olq9KVbvidN3xOJXIvGk6IyiqE/v227yaRCB/Cdk6imRfkaknjTp1CGVPs6JDjFAS8+UOPRLufIvIMfmHXDaxj25fk+e+qdIPSHaBpjKApJ21RllgxNwiB157nI6kTqYfmVbnP6WYNLYvGsQSq1xHenyP1XiaY6aYIjiBAjDWUsha5VRbt0i8bDgeQZOd5yT9Ai9DiEYYOOOXKWZ6G0597EMnuI5axS0QNeS2040A2Jp1xa66gZl8qd0Mg06met3UV28chWWLbiDkFCIjkiwO0tRgWWCX30UdQqn/w9dgeb6tkKA+yJyLD0pvjGRVvoke1KqGvUZRdRXIPdZspurpol7jWBQ+5Lc4zfKrSgLIrQkgvNG/ww0QMsap5T6il+ISTjNHB4TfUfkyEuw78puKWK/oVeR5uLNbcSb0NRns3t4v/Q5zJi94yL1rBh50Rh5SQy+IMMrhnfEWmw3FRv7Bn77Ku418Cp11/HWNdzM8N60jD4mlr7Cd/LGHYQ0jL1h8jui3zLDM6j0W9mFWwY/KqWsChP9ClJb5edtiaXy8qU7UI4DyzFJ1Z2v5aBsj6IxkqmMarVDlFHmVNiec9v3tJadrHzU5ciz3PtSeo2J8rvHKFWpl68yvJWT/koLQXc/47UFNqMjIvxHEY0anJPBBURaHeyDxEc8hl312UKdUf7JwqiGQswrfWzYOHbmn9lVjVl7AadRUsBp7B6i5HER8lV0WykmvcLFjIrrGmUX6KuF3ESBAGj7vNj9J8PuT/XyZF0IWsqZu3fVT5NCA2Jmt+ifRG/91BZcVWbeNWIb5kF2+2zzGx39qr1Xwq4jUNrXZ/tM0fNGydj1PNL8iOIIMgMGgZ87KjPPEoIak5fE7BnEMc9eFPR4cos+C3D+1NFtoMQ+FIuio2xAC31Gab1lzYxX+mtpz17h83YqXyXkq1GLs63bLCfrVdhg7UhZ9bFR8nw9TAjwU6hdn5ETb4tJeisvGDO/kZHT8GB0BWW79vMM80uEc9FwLH854cYJnGvvUZ6MOvxHDuZG/17riU9hU+kMS/h2RDlPLw62oWnlkY/E+l1j877auKlOfip7D8EchfbENVoq8dl7dVbS+vIpDvpBAonzg8+K9W1z+aakF125LeNrwsnlf6CyYBNUL7rg/bMi84xMPG3SeYs9jmRXlLZyMjjtrXcYDU4Ln4u5K0SehGfGaWK//zWXv3HENoHTXXH2QeHIO/TyVfFiQVOcKyaHf25ufieXb4jHvjXWto3Nb4mmQH2P/X/mynWR+rFuBWTlLcgo0jjX2f61dGGbdTlV3Cp0dLHyNqN7/OAXLxauyP7DJvYzjSQxXF02qpry5mxd3GmTLrn442L1qlrbRockUfTqDTm1JbpHlSttemJid58eY1iEoNpBHO4dNWbeNzbuGKfvG2u3xeLnwn9cuWJInHOHHZ4R5N17Gerqqfm0AMaOYSpP90un/nvlE6g9cdE1rPwnZOiU8M/J8CIgELp0vAAMyouQLgYDb84ZteeQGnnVmLksps/ImXfNwRch8XUNsqaqy0pjxcdoFZ0mDZYBoft1T8j0T8XQcwZ9EgefB456x2jjppYKvfvOY1Whq/KSFXTXeje4l1Vq3zKuebh6RhSKoq/iNgc+LLfFyOstblZru0YUi+HcgZwRXUM/Kjetb4xzbAGjApnUAjYVaKdGkqnxWGx3r/Ja5Rim6g7UCLQVzkyNz1c9unIsWnnf6nofq56x4pc+4C4itMq1mrV0/VXYWu6ZcnWYbtwC7ztiICD1FH72jANFNJq2egoBrxTtbAmwsJ2vlPTKUZ9RgnyApX2mvlKVry7qs4XAmvEPKl8pwgk7dqpAfeWw0KhIfY037FV86XI7jMrVjj7cUCBcaetBFlP2rOT+K2PmkhFZN+C8olU+7b/Sb+yGvbIgV173s1u4DxYy2HjIQLBEPyZGmRfY2eWMmH7PmHoXLqNZGu/iPzrU1wHuIgvgzeqk0V+O0xqAwNIVbcdu6stXdRYjWTlpzigDZrao1sC6Vamv8taMkj2vIDDav2iegbVfCz0IzBO6i6mLcuKiyl5QkRXUZ7rCUPOcuXVR9slABVUq1oICYC6n7OyX3kGZfZ+lvG25flfNf2IMHEMvtCsi3WE0+4EBIlD8jvweBYroSbtrHP09l3pGcaegtKqTiJGHkRuFv+Yfi6KR3w4OLWrSLHboRZh5rH9rbN6Vi1/IxGmjMw6XSFoA8XHWMHiIkmGU/GotaVEfzXQTRt80KkgTT4r4igqvCd8EU1xM4lhikv5BDP9csgWuOvlnsXZdaoN1mpOlHm+BzpkRulcQq5SNkQBoAaJ05EBMpF9QK9fNlft0zg3t7wLzUo52WLmuUk/o3VPOSLkN7n1UAkV0EEGmM1y6ww1GOBL2KpfhsoMUitti7hMROM7tZOg1QsFhqdbn3mnzY0gYFKlnJJ1DGLTcUbSRla/kxFnZM2FLZcqJFj7DM4Skh+5RMXW2dfUWnX9z/Zac/1yET3HchXaFyfA9hXpa+2wn32VIpvJc31YCqo8N6JJmzEZYAn36IPctidAcoqe6hjmnXi9Zwe+ETUG1pI+tJY3eaTiyzGxxosNFReDXPW7S2+rSZaXJol0tPDnSej5q9EyJ5E+N9PNG+hkj9YxB57ybW8vosu+KPVIx6LXD1V5a+JpV4Wm32YTVttcNOx+ZeEotfqXW/xfOT/SVO/o6EkS9QyZ9FuhiIORzwmLHnvqKJuK10Jco/6CuZcpxV7lNldKI7Yrl9twQG68AACAASURBVLzcIVeFwApnoOpm62I5W1y0ZbDKx2WLXpWpz/atsb0kKuyk7ZtY6fBLCK3GGs4Kw3abu1f3lmp0+fw9dP119Bn+WSO8KvxzKLrrm8E2WzqN1tK1dtRCo2TsPLmb8WxLOoUt9R3wVXBhKde2VyGsT5RQnw0Klqe7cp17pWhn+9iwY8Ud5CugPluoK6UpW2az/bUyAdZIhrVvofLIhVL48ZO4jp7pmZCT73Ccw3ljesuIrSMknbAQYIN09SJyM0oUP9tnbFlxh/o6w8ZBv9KnHZLdAP0qXSEj86I6QntyWU5u0U8CP2PmLKqt/EuiPQAipSl12wAbZgZsqa/0yQZ0v3IwufMntm+xFeKKeKmUsmwXtsWqCk+We1BL418tUFp6FBVefRf1aVcb3aXmDKi2AdR0Tb5jTL8PpJ/+QEbX2JSSlo8w8sF4M9dlF0QrWmcUMh3NqtuDwhPHPebZ3xib/w/3lde3jYXPVM+U0RFVdA1jNp+AhQw4Lalmf4/09se3jfXvjFNXOBZsx8zT2E19RhnqK3xy1wNa3VoywvV+EdWZMNJPm+s3jLX7xvq3cuWaTD5puZ4UwF4R9VV+3hq0hc4Y0izoPPTNGLHHjei6CK/JyBqcD52c8kcHTnvSM2GMvSoOv2dkzxvHP3cghIDO0v9VS984Euu4UGlrziBvM1oOPgv2JCE1+GVeQGQfYfbKbTo0g0Aa3p73CPyMlatG8glCXxNrRW2PpfKR1gHANg+YTjHY01/n4yEnOgE7QfoG26D3AoWa5sJXhCgKJyqWpz5jZyT54rEec0gAiN0IbxqwybmP/saVuwC/8TOmb1QikzpdSGjcxURnNc36Rlp5R8Th/xJr/8fYJOq+bcxfMfuOyc6gw83MiUti9+p21Gfspr6izrEGJvH5jdiaeZQqTmWEwWSuxy9hdI8ZAyeR4wd/FwK/2Vw4Ydpywiw0m9nZMsovJd9csJr90P017Bh5nR3FzhnTv1FDL4juEVzYnkFg4e6dsTaruZdZ3fBksDXfmIg/rjLPGcmnRPLHsJyBHhVXbCSzF8Sql4uqPm97emv0WWlgh2uRheuhvoweuHnUPYw7PonHxMZ1Qj7H6l3H2m2TvoXwiRjlxuYk67qZH9WCCrVTXwWpp0Z4q4wZVbGq3CvWSEe2aFeB+kSZnaxwrsqdnwq/2q5le9S2uFX1dRtYrAHqK7firtcqUflKazttLVsqU59RsnpRO18BmMHJM/cM/Qk1nPzAhVvg9J8eit+CDMyL3nEAgF0jX6m+VywAlih7pS6d5VGwB+ltdk6bFTLWa6G+chxom9HXGPWVNu8VwV7Bg758badtoWYtRZ5F9ZxVRb9ySNkwy9WOlGxU06/VNtHGz7f1GP3H5PhrxsxlOcEB7pENLIbTEuYgh+LSzRqpz6iAfyjUhK0LUx+yBGHW0uY3vGmD/oVPXeDyzvPG1EVj+pKiX6cvifCK0cmNlx1cGdhRbNFZSn3lrFkqMGHlFXevS6gTKcWnCrxUC6fZanHliLEcWFZAuHLrVnj1WjZe0N8Y0ZYt4CtUCEdkZ1j6TxgT7yCfY/qCMXlGEL04k7mE9xB392EoWH2GUeFJp9cZM2gBAj+a7mNK/T5sS9a/Fes0pf5E9B9jSmTVi/gQ9BgyeqbVkd+r1ZuglPW74vgfjJ5JDWwW9RVod6VqXhXqy/8Kuc+PrjZ3DL4pwy+bq1cFceb6TXXqa5oMYd5TUeIz7GinBG8ill0KcU7vtBFZMyIrRgSOGoZvlIs2YW2C3AjfpBx9xTi8ZUxfFic/J2gxNlnwXL5qpJ8AHaG2M8FOGJX2hx9ot8y0IgoafNlc+QaYRyd8/T6f0nsSUuo9KJzJp6Q3w2iaKD2oMsBW5YQYJSP3ZCGhaTRivxDNfu4MDhCxChHhG2d3U3YAonHyE+E/Zlh2lIXUx5iXe8Ab5OksffkQMKR+QgAPb5jNe+b6LbH8tRp/2+idKKY+kEncykV0xyVNiLsOoSh04wau0k3Czi9k+JTDre0NExxjUGaUmXOX+IVkapn0l3buFRNUmQflqS8vvmUQb9A9bAzMCq5IAv71HWFzf8uztPSFMOhNzK2O9w6FmgmTVumbVKNvoPU3e0FOvysyz0PNhrHTYDEOedNGAQznRD9OBu8ZV7FNoj4j/pSMPWmEThjdxI0ZIwcq5Qafz+JfS5+psEq5FW2XN3aPquuW2+fyL1EJ4cpdY0WXiiizgHTnHw+B8LvY2zP6uFz6XKzgJgsU8rHXja4RKLHa5dU9WIn6KiCcLQI1Rn0VoKLGvSrFHttXrwxgldnJ9hBskanG46q8V6W/lmJSucMvZbCqGFlut8ttwfY9tQW/Ws5qKfWVS2uwpb4K1ZulQGi32TzydYsD3flghtySen8sh0/pDMn+IzJ4DAHu4RXhy9IUXLVydWgr9/gd9HGgn72Vi1FQ3mlr3WmUoz50D/oMZLL7yhVqlqJahfT2Wnw+i/9arYCzdIFyri1lCj59NERO4iukvgpSW41FlbZ/rVz/aYuapds0dj+wfdHSbdqXhlqsNQD1DFDX56Bfe6fl+Hk5dVnMnhPw3liDzoBwhaBq6xdtQZbXsK6jrduW+orwL7cArdLHVaNFf+23wiHa2dlFe3J2BhDm7gqr9HPGzAfG5Hkxc1lMnMFMbnoLUmRowWgnlgggXoIYrC0IkRDFqCHZ2Vsk2VVFu6rUl6vkHLBbN1hBprOVziqUXNqiYzlRrrKUVwv1VcY8o8yrVIBM608a9vLOmRb7RdmCJSb7JsTkOWN6S0ycQzZjbIOeN5xh2HJyyDubtYYYBYN5t0/lwl9VZ1TRvHzmA7H5nVi/ZWxuy+Ofqb4Zlt0YjTojoCB4wAxzqeddY+MGTUQkzfv7jqJv0B0QnkGjsz8n1kVKqzpLyz6L/mpANdLGldrFhL0xaQ40+DO5dlMh7eBbc+WaEX2CCTMhXeyi6abHkV1QxGYkFWgQI5/rgBlzSvRMmqElI7IANYP+KaCSLcYFnFHlIfCbcAy/LA5fVFPnjblPjNPf8Rm4K09ddUQ3eWdoVwfh5+nklkhnRnRyqnjxDiS4xBR7DsgZfNHcuMG8d9NYu0MbNFH9eFdt3laL3xD4KWeSxbcwbBudCfisVCTAmqjPFS3YsUS+oc6Ol/LO/knm1Rjmpr7pA5Nv4yLZuIcgvlN/NwILrbpc1gP9wbLlzK2YYz/YdSqLW4Yk0fXqdXAjprN3jKV/iPF3RDfBMCt+SGVIGBaI5reTbOlKEQnTV5baJDC+Q2ws5z8T/tkWbDzOYJnBWcKKSIE38ihbHttqFIKKWKvyAuWosvzgIDu3NllJ4T3qGpaE0yHuQwmfwkfMM2gSA3OFp6GluR3kSwHzdPEnC5581KAURW+0b1yNvGLMXBTT9LXwrhx5UfgyJnQ8+plAiCU6yjKFKmhub/lXAEZGdE+q8LqKPybij0MYD50U3jGjC3cEWFcc4q7CDPuIJvG4K8MYUwneyv1aDg7LkZvtX6uyZUPUV2U3Kq9YZd/cuRhG3MXA3QfDO2TSl1v8KbF6FdHtqDK4JQ+9brhQ6omz7bHz8KzMTrbUV5UTKvBDZVSoCiQVwKMcktVCkrbLl0O7qntYC7yVo0Hbs1HLma+Lvmo/nArnwfbNtWXasgeS93E5WNappZTrqvbyVegJLBDidqhv11qtOtdBP+kTNNGhL9bwSSOwqNDj9/+z9x7ecRzXuq+qqgcgiTB5ECfnhIxBYAQIIgwCKckKVjQpiSIBKjGKkoMcrpNkyZKDLFGiSAIgKNlnvfPuOsFB2Tr3vD/r1VfVA8xMh2mAYLDvWasW1qCnuro6YFC/+fb+dhcWyjukk6db1IHwahP8KvL6jIM5tfYt61GdZGcZzjWY6XVGHGgUF1qD+ow9WnSjNE0kQa2/S+VoHPl8aqBjybdTF9t0OfBmsu+soJou5ulyoDlw6nIjaWyv1OLgR8JEJT3gU1uB9D1P+s/ahs6xkVdIeM7W6GcN7VDYmsVP2Gn6aWOFpaeuEljW2kWYaPku1dX2oNpx8GtG0CZtCAFEPWmSeYQNooQDHbpAB17gL2DyCR1ywqbmj4mhmmVhiTBEoVqSnZXEP6N0vsrOASNkMst50/vVPKpTi3BadNTFP91ftdOrOXJNcN04C3uwOpbSHlEVP1k53RlROnazvlMKv4lD5+v6nqPRGdqUhEaHJ0SIdfJAjlLAp13WSwhjuWbvoN4e2+iPmSA6INa+Xyjt/ZAEnSHEOjZFEELGEcjdVTfyA8pBpfgJKa6xvT9WfN0CdfiSHQUDtaRXhXy68Z/rKKKtx0CawkrmKJU5dTMfIr0wcp9wj4wSaTriqBHKaBgRiup/Mp4zAd3SfxA+iv7drH23SkTNYQE8cdLSr2S/AzV16GUOflBEi9eU4lU2+b4SnVP4irwZ4iQW7s4gkdBbgs+yIyaoGj8prF+cCVvmGJ26XDe9QhbWUKKQs9/cslJcgw42dYmm7yOwuIySZsF+zoogUpOwz5oyYAlBDVPg1iM2VegSNIIoRA6iLf1QhmdXleKysrBCDvyM8svlBtRhWHdMWA5WjZaSjqaKWN0SZ0ZJfotMXxI16zn0rrLxt+p6X6AteergK9qYUuLG8sBR8YBlFHcXPrX4xZ+9we+CcvB3uF9gxTBOzR0XD1JcHEUnhc8oME+r2hGDt0xw0UjNM9lXRwjC1U5TXw8HPzyNgXEWOEDbhjmAMVeclLNZiWmrJ7CxHYGypG2P0vUCPu0LL9KBc0ryKPVk1VhQDhii/pve9cmoG2W0Z0ufEpqCJU+saAtP045Rvm+dI0N9oDv+/OMWA/ySYBI8APpcRDQvtAhUk/22gIVGG7VDmUxGd8I1dzHa3YxCneJrFE8W4bjR+yj/KCgu2xARcJnkn7JBG+RwmLlHd5luBdtMGMyEcIzwRpdtdCewWfKsiU/WqU/3cObTNuJMEyjSPWWjnls495qDmICc7k20eJFNTkr9tZYjyxaor9ZblaUa0HTiS8vUQjfZ4YN9YnuBhsaJf5wEx0hbPwBmh70kG+pTn5VSDeX+LhW6H7Q+HTYzj+o0smwxh72K16bktinqM9L9NH0477WTBv3ASGqw8eZJzxwvzcnQSC00Gbx6x2pUE9zFeamhjeFFByy5+14kHLT4P+DCGRKZYQ2dyP2Dbaaf7mxbr5VnVL9Bt6R7ZU6gSnobyCepD++2kqYg3Pb5feHL3OTDBFkfL9HCedvAGVo4ywZeov2noX43dgjqg5knkwUGNel5RhYvW6Y+2LdA4gvQSqHPJPrRCNJ0ZTqTnlb6mGOeLkCayJW6gqHh9OwV1FfS+iLCo0WWzkNlP2IPKR1jdGBRePa8wgZeZOEZwJ4o1YBUTzmOc32cCMAPh0BwpsIP5IorhXNkbo3w9XRxhe17h7TvsTWu02aENosEPG+fMvo9gljESwg94nzYNkoBkzK9LUpMSU8b7Sla1BDVkGgUpdlHUe2guApOmHiXRueFypcg0jzTmPrMpDCBfKLyO9RC0tLL/HtQPK3zAOvYLcQreVJRxqfd2mvreooUzsECd/8vyNx1oVat0cn3CZ9Mc0QIUwL27Elx0KjmiIlS8CTy3PBdviNOso/wxZwUvgRMrijFS+LaLrPJPyiJ+2lzFGWahbdnTeozEfrKYG9DB9O1PCGVL5jaGTsqriQsXj1djH9izK7Q6SuA1fFfseCYwIOMMK2pGLks7HMDAnFt4/dTgN8Kmb2Kig7jb9Ou49SXQzm+jdDQ9UESHGBsslifOwcHo7nrDNB4uW7sdRrYq0D1FSM7OIREZMyqLssRPRLT5TcjYDNP39KKe+aKol6sIGI+RajnKFw9UWr4IEDLnZV186qxvPoEhfonac2Vxv1q7aXZE8rIBUQBFJ5Xsk/DsdaRLlWKl0esJBmJbU5R51OWiWvpo6GDJFqEIQIHP/8e5kmT5hg+VeDmmmZyL2eKOYT0Z8pg5S/Mqc/kRc1mrh+aM6HRNIyAzQjztkJ92JiFxw+/fVD87iWT7zP+4SCzf7uPMzB5qXJD1UrdhNO2l/q0NLKpQ+gyqgmxmOCcFXyq+ZYVqjRCOJN9zSdf1c3KtM2voXYy+pBmSn1GBEv1hqUl6jPJ2TOJ+azp0mnwrm4Epob6VByFDqlur3djidm5lwQ49R2qC47T1gGEevIODVIqrM7x0zq4aH07Dery+cyVOnPqs2j0okVEo6hO8whPXQjcCvUZ5MIZvTZhKiv0aA6NFqU/E/WvBvUZldFr8FE7J7oOBXXw2pTWIVv/CTp8Dv4QoxdIpMgagzDz3KiS11azbIOe56cKeLrUJ2FSkZahjZ2IJm30YxWYeRRaX/8ZMsxB9CwtXGD950jhAg1NKrJ4g10kj8kgUj3qM7dsse7vQkpFGkziJ8tjILUSnzZs0gryafeyzoqbgjqTDjU4U9bcK7dLka+R9CiQb93ixRlhDQEWGKV9zyl958Dzwy8jY605RJ2g/WrbFTVkNMqfQIQmNqdQG8qTrx+4SGav07kPCUeRsdfxdVijcPUUM4GW5eikri7b6PdsyANcZrzz/p8xX7/IyotK6rNCeqWNho4sKq44/NSRrW+M0vS36cwlWvwYWYXzl2nsCGmOKC5ZWlAIg+ZRnQYbVRZyiOBMXy/r2Ec6R+H23FagfF1rDyt83WwXFjjeNMhk4CUy9Co58GvbzId0fgWcxmcVmlKQBZe18SvpEjGKuBTaw0m7FFmLPKbiTeZp2KgWPxK2LitsbpnMfKBwpuKnOXOVRA9TT4TZEwpqV+hkLZrEdla+jlcm7xkaXZZ3EC+EpspXog5ZZgBwy1x5UrjIFlZZUTDb2NsIRFTDFOM61AcXivUJJJg7ZbOnWOJbbOZ9ce78xK+S8bdo7mnmzSuuJCkzgymFjMZFHGMS6ameXqXwsm1ulc1c4xOg47/igFTvzDKH0BVdWeKKVmGVEfVZlO90R7MSHarLgTWUQOTURYkrRjxdSmAfXQe/9lHizKzfR7P5uFMi6lUqfkJ9be+1ZZ9lI2fJwGk2eo6mHyUQ5VLMLSRcpzGfiLdEFGiUsyIJTHDqY+EZW3ByZ3iiZeRU5PDrvtFT9e2DdbAPTVJfFjzpTpjTjpb6ampoJlBntLEm9elyl8nctjAfI9TUPc3Sr6BxRV58dx4uUMn76eRvFHznxdnvCs0dp674PboreN2luclyXxdmjEhGFwxqYpL5sYyOUhMddbnFCHJM5lnzlE2gy2R8o6F0L3LNa17zrhmhqTmv6j42Na9D9e4WHFlqhmvWpL6yPlpfTU1sp9qc6z9FqKeTNHrIDi/Ar2OU+ffDijpwiPK1C1/jopsbCKdr42mayGdg5WJYWaGma4vFfD/tu+bWndQU6kyoz9Sxs7WUy6ejmNUkt6qUOd0Oum/pwpsVqdA69ZnogboxmWWo1onCCc1+Jgqg1/Er076H9T+nwHHxAl+g0/Ah6uRrdy/4B9TXalKXz5z6dGI7S9QHzNtVMo9pbheJf+1YgGYfUQZfJHwyA+fIIGfRF9nQGdr/AglOQrdpFHagiA4NGvptGst6WtHPaJB15DOKwzQK5tQCoVaOMyI6IyHRhCprjllFkkaAVxP81GNB4qsoeUfWX+C+iM4bRi+dTDh2Uv8B1G0vnKYDF8jAWRo5xNEOsZrVRfNERhzS50LU0QmrzyaOByHi7ob1H0e++StwLuEL+s79UJzkXs3CBRTaVzcd/akQqa6i2vjen1LfMC0hn65fi4H6Z6jFyY1MqJqqSWPuCVb8kM5do7Or7NDvWfQ+EYMaVyNC1xU849hOoqVKkQooRoCcRX1dpH2QdAxSDn6+gohODKumNfzd1j6aexbXlv/J7Htdmb3MT5/NXOachpWZIyjCZcOC+sImc5ARpAqqb0WpO0Yzj9GpD0S62jLK08+tQu5Dafhr9NAfWOxInRodqivfmRyl/HD6ZQzMOVDE7KUksInsI5mDlAa5tfSRoZeBprPXILsdeJ0F9hG3UI2qx18X+kpSpwhzVZw5kvwWZ2YiVFNw7/ivaPYYHq3Kiak7ggbjYkEcVzwZOvgqKy6zOVjLKAd+SUP7kLTsylFPqJyCzLHNSNPTgqJFhrSiDdaYkkiQYy7BbJ4ciqkEDnDcIsFDcPVU61WU3bsqsHQKt0+XqnZCKPbmUOetbYTlnoFSPXhGGTzHHznS0kuBkWlxaF1dK0NEppnkEByrpRvVYgJjzelHUo/9MX3ys67FL7MnP0s+fm1neBrfYqheIzrUZyUe0gi6dDU3C/ikj3zmY5rwm5GgZ458umdqtLto/K6J7zvwVQtH6CxCOuOH2cF3EFuBQIDLrPvEPdoluHZ1biTRGIFHzUF0D2qOduZDaZnHBPlMeMwE4XR3t3IUk0MboeMWfq3Zap6v+YAm99r6ZAyvp9UcvNoxnCb9y6DOrWeyYmT64iw16cLi5kjGEOrp5Sta/kFGIhM0sEcJH2S+frbTx3a5JPVVNz37Fm3VPg0Tmjltmgdq6pJeTT2wSuXbVDNS8HQjPzWtXW2moFWFcFtDNfM+NTGv5uAWGymL7dQ2W6MPOl6DB9XP4Y/Sjjp+vn7a/yId4GvH55XCy8w/oYDHRAagJsJTN8HPKJGvSvSjam6hmKeDd+ZPRVhpCIoCfX5RsDvKwY8OfhdVHAbPYhkncNTGFwfBCcb35Uhmb5dBnkZoZ2TZYrRRr0PAHLosxmHWVOdMJDtd7KwZfmk+N10i1T20TkPoVKiC9MqZrTnIcNH8EvxEoQtVwWMNnaR9t5RwycCLrMDBbw6d5Y7O0miCphRZxh0KHt8YYM2wWySeiDLCiW5VmV4mcx+x/T+H+589qIBqEONX1xijrlg9f4RGf0QXrtDp65zEbGNv0rY+4a2in9enDftcz1Uzkfuoky96+NUIMFeENIWU7JNQeOB+uUpnPrDFj3AsZGqm3Iabi1GOn1EkpMBFEZ/p4EuublQ8axtirb2kNQvxqiki8CMOBPVmac9J/veijFyg+99h8x/T+RU6eYVMva9EpnY0BqgnS5tCTOa5VRBapHIOCVRjd6VZc7zOHqP5p+n8dYUDDIqhc+RGBT+MPLvMpq/RyLykvppAqzm7UiahMdeZIB8aBwaQnkxcFMaeDlEaDs9Sln9W7Ji+QWcv22Y/USZ+R9qGdjnSKnusc6NMDnTEN4jRmRHFpuN1fJDI4bqZqygBP7/C4blu35sse7RKcmTy0I6s4hQY48oozojiyyhDF+j8J/jqYe6GcuDXrH03hvXlUAXBdQeKievKg7q6nza+tNQSIjwyJcs54MTd3SwwRv2HaOeYEhpn7UOK2iFpcCxpCoowS+ZCLiVKq6Oud5K09tt6T9LB84z/9xm+wNJPcJxQZGeT5hZT8grRD+EAWdqxL3Dfb7KLX2aW/jO9+EXy5NeZxU/jR96gdlF3Dk9dRhftNqubWZEBTUQ862PW3HcLzQr06s+N3xR+AT15PMaetPgqKkGbEzR2P51FYLlMAL4HZaYNGtW8MOpGre1FK3ehmi3ad8tabbTTFaNMeprva4RDukLW1mDMCnzq0q92hrqzNSJn8zmY7G7Ow7rXxGgCpL603cCCxUjo0xp4Gu1ijIjadD637viaQWT5vlIY5w6vwhfK7XtIYD9f6cLGzduDpTy6+dQg0h06KXxG5Rn00vxawE6bD+k0j+00osGNXy2EZZpbtpj30bzVJnlPq9fpbtkUBJpobuaSnRVsMxnZJCp1Y6O+1YoG20RnpbG9jl+u9hHau8TZjwyeor3PsdAUa+4AnsHWhaNaC2sSBNi8YdGpN74aHkk0gZ1GNKi2XYLlGv31fHB3Usk8RgbOkCFUk6cDZxkKf19ggy/S0KRqMKNqSh2C1vxomphP8xQ+HQJEwqGfNJWy+DY0KxMYC+MiILiRX40QaQwzwE8QZiR8nQ3vmRAVQ62PaaakGfCeieSoK/2Vc525GGikW2o6CI/NEumRMq2PConPgBVDgGeYbaIsO/PvheI3cI6vyxV+cyPTwtUzrjp/okp7qJonwYG8T4ojFvH1sMFXlOJHEKA4eOx7AyWkHULxQ7hjHDGfTTHaOmAbfY0jH1+F2IrLdM9PSMsAbPqd0s0yqr7QUf+iurynhTGEbkqt0i4UOb7YzT4hBMbrZG6VkwaLHBb9+eESqC7tjFYNYkRH2hcbjS+5WvrQfN0onewCtAhPUUSTstZBlj/BCqfp8Hm29xd8EUZnrqLuwuRlEr9fkGeiVJ9diJ8OgZTasNKS9gVE5HCV+w6b+pAVV+jcMp1Z4ZcU2X34dZUeeo/E5sXNSojYUTGaPWoc3qkaosiKCNrQTV0HF6J5rfeWWphBmIvEma+fDl1ExtHMslD8fk46xmQdC5GMF6WVaYTlcZtMICVx5VjyQWXqXTq/yk+WoQr8z1nmEerrgQslLCKzYrSSO4v6goNfjLZ0k5GXyewanj2+Gh57g/r3K65EqRwFX0knJAKJyE8zHrMi8Zlzna6KaER9WjHQcG4Im8zRjlHinyCBSSJz/FDOW1xAZ1k31TkzUy0f8WvoggMqbHL4vl3H4ds8eJYMnrVlniT8DkKgE7jozEo/SQ3/ZNTtwiC0vq0v98z/Ti9+njn5eWbxb10nv8wsfpE79q91rTmYqbqyInXTLIpyszBmJMqZ0FRNaVF3browVgPSDOZZk2lrIutGN3eSunO4xfEFZDUjqfXaPbqgpcWwmmRopZlwoJYJjfbSPSI1fksXKa2chZXjWr8O1q8nNZikyTja/jW3aI6yRQ2wJvXp/lpBm4bWKdUandbNxSi8s5ZsqEN9NcVDWcSv5PPppmrzIpitYx8LHaIB4B9rkeYuTrazVfiCus3z92pTn4W8PqO3TFxeakDjJkM6jQr06UZ16v2qE9tpGBVpwF26nGZdmtONJjUfZLOqoBb/rFIfwK+DrGN+wAAAIABJREFUNnSAUhpbaGs/61kifYt1/S/S7hdoZI7znq1RVMxD54Dw55RopFOab13o0+p7WuqjVX0aIvBraQzQxjBpbMVaNv0ghTR0ngxz3jvDBs8pA1gZ0GCRNAYVjnn2TsFa7YBS0FewpqZnIv2hYf4buXzrkYqmSOYX+wo5i7+1C+MoUCOjdSoDb0KC0+1mBGZayc48RNMK9ekLgKUKDdXUJ7avB3YaiYelXznuhm1+xBLT/jMwn+Qtci8T9ceh73E8BjZIS5jIugxIHJzwRZocv9d85TH8A7LwCV9h0NmPbGNvKW2jRCAlcUeFdIMREIo28hoRkX5K8ZrtwNusvQ9r7maZ4RbRpT7q1Fpc6lCZkOA2moQlvM49SuY+rJteRbTn1Ac08aAAjCSuUlNcN5FPGwypG/OpNs547izxdhFvnnizxCWrgQvqc4n0RW8363oGVVgKZzn40bkbHEHJkTV26D0FcadB6kmoZ438Pf4zo4u1RGItPyl7FDmB2Udt89ch7i1cR6rbHAehNWhZ/C6gnMO8DXcnIZ6HgLTWNFA1E0YJe0QPArVxnqbgJ+srSKf+OHXlkBI8vyKjPcnkb1nnPhuCcjl+CHVUd1iHhBYp5cUoR3d+1sXLqMPOX4y9qaQeofC0SJRsOcs8OfkL4RWpOLPM00VH+NFv0Hl+xa7R/W/RjoE6vgvv4MJP4fUaI56MOWjpxnwaxWQakV6Vmme9vwlSqtzOT7NzLwsdRPV25Pjt5pddcVf7lOoHDUoyVN01U7RlkHU/Q4fOk8EXODOz7JOyGAAKY+DxzurBlcRCSX0p3j/25CeZk1/mlv6eOPVl6uRnyef+nvnOvypeFHJQvHKE9VlZkuCMEMgcn6pozaL6Z0R9NenOpKduZ/OzIHp9dN/lF1MB+2VZc8QWuY/OvEdmV++pCQlUHxI2wUsWmxEUbWE03dOxyGyb4rctnJ35IcyRb1MXxDot675rvruBHmv4kGi/U1Df1binGOGfiaGLCSgaqILlVituWpbRZzqap2TR6ZPgR3Z50PhQfEXVsYcEx2hgnAQmaUsvbfSJ8Vsxgr5NS00fF69uzp5RYQYzUxaDX7XeLSY5eCYGnlYcPmul9rUDnjVNVI2r3qLbU7ylw2M1E/mIMZLp8pt1wjQS+iTs6TZd5CsBWztpbrc1tinw9vTS9gLtPsH6niU9T9P+ZxBUiUO04fo0hODs0iwoq3oQNWNQ49pi2EhlN6Tq8WcbNdwiqMjX0EZcWSQXDZ4lA7Cnh7nL8Dk2+BJfUdHguEj6aieSzSD9oY6f9fBOPeTrVKMTLYdNii1+W3OMNII5IW35Mkr2KWX/L+iBX9LeRazRm8PrgiGtFA+NJDuTmEwr1Gd9BJNz3NhFCHE6IZ0w2wyRktCnP2aTBMIAeEDSI78X/gN04KxwnrxgG3yRRGYxAnwmQ6QkoNES+DHYgUaUJmES44wpjVHqQwF3MrOizHACuaYceJ127obExA/k5MeK2RxCXfT0KXt+CFuO2Rso+rf3RzZfPxiJv6sX1Umd0SrYM8q702kIwozUNUVo9nFUcSheZ7MryqH3aOx+wk8cbKZf4cA8Ba76uBgkLhJssmgiLlF4b2L+Cp+/I85aukn3cTJ4gRbO0bG3YLIHa5NrdPI9lrqf2RNYbUMezELzxNpdj/qkiagsiIc8rhTNPaFMXbKJIC74qc4t0/mrIohxmU1+RJMLQnXJUf2UyDjZKHZnyHLWqU+vc0K4qqagZ8KXJSF8PvrYyKtk/jqV4aljb7D23YI808LYU1ds3KA+nJE9QRP3k5nLbE7UrJ+9wvb+hKUeop6cogpQFZX3mCMDVgSoZFFMgn9kceAsrtbNLtOJd2jgIO6dIyN8L1N1qGhnqOmZo51JCp85PZr8apH61Nf8QkG9TBFvN+3YDb9xVJU8SNQC7inpiVraRU/gcqelRof+SLwMs/bRHV0v0KGzVHzHp2QfId4e5hSc7NSV1DJ44SwVc3cmOvafzS3+ufvEv+WOf55d+ixz8m+8uYZP2IDZvE+s7KRqY5uJOGZCfcQAnCxSn+72ql2svLZ4XhaHNSJGtZyDN48yicl7ycS79+gu63UjMHWpwEQk3KwMaAQG5kRhEcxMpLPNopRF1a4mRFlXUG+Sok0GsU59JtdB++RYusXG6pwFANO6s+jvrgXFkmTnoZUOLrUO6i7bZd39Re7ug70nXxAD/A4x5E8fIq0DpMmn1DmBiAZmLWWFGUSrTOfT2rcYbdRN5zNK8DNL/6sFdTVbTSys6izT+UqlGnQYbx3zqCXq0yFGkzG1g9cc0MqvRgfd6GaAfFXsV71d7tjQyXZ1iGp4nbRtUMk/S/tO0a7jtvxxEtzPgYo1tCkNQQxib9UbqkLf083lq9jYKIs3lFNfEHNoFIGaaEE4zfB1ZPphNnRBFHc6RwYuoLBv32kyeJqEDglPlw5ABedVOawx8hmBnxrw2eTfYLPNUJ/SGJQF3Km9ExlBQ9/FUm/+mohCXKnf+1MY01mjvprSnKEWZ9DTHCy1op9W/augPmlhsm67YtcZVudEpKUnv0Qc6mDTEmDNfIW3j/Q/TzmcDJ4nnADD8zAaweAxQX2RdeojKD8QUST4idRBTMCbooULZP4GnEX4gn7817R9FEb5joCIS4zDU5E/OZ4eBQXcP2QLy5zE6PibtGVIGKuUq3xRXYlPN12tigkrewp4cKRI7mE2fYXxZ2BulU68T5MPwJbGGSeaMU0g0CAvToqfCTVqDtQRlUX2BPZERWXtBPH10u6nIaUWTrMDb1EEncrJ/IHEjsjYTlxVd1Tgnx7iyuoRwpAGC25csTDNfkdg3ipy/OYQ4WkrfowX85+wid/T5DxyLJsj8kxV/XPD6zJJ9JpuSKeJsqcFv3VaI2qlRFTeK5msJJmnmw6eofOrFDak1yifZ3C/zRmF1ucyCjFdr+fOKU6IxpEjZPoDglDPawDIvT9myQeQSCk8QirRKCaYJ43kPWevzdeljL6CQhqirBkb+xlp36uIywJod8VFNqC+28qWqU+XHs0hcFOxnRtvCYMWbPT2UL4+gaXnOA1MsPY9KL5XkoN0daeS3JcWqiwUP+IWIm1rTx3/vzN4ln/gk8JLSvYJ4utmzhwq+OlBFFH/CpIMHRJKS79/+rX00ufZl77uWfo8d+LT1Mmv08/+e9vwceZIMlDi+nlV8IwJHZl0M2EnK1tMjljzLV2ktMixRudu9K4uJYoXWcHbaXx0eLL4yI3de4/1hf5NNiOxawu8se2zNQmVNAEY83O8yUOYj2kaq7npaW/q+m/LjlXUZ57Lpxu0aU2d023lvpq11UJSBoplsOfesP0EtgkzmKaw0jFK/ftJ8CAJTuH/Olw9a8t6tER9VSqfEeyZWLaYKIEm/SXyGcVkWuc6o0Q+U0qsVvl0IY1aAD9dhDOhRCvdTIhxi01HedN/rfOuqIYHrYxzF4It20hLgWafJN3P0vyzrO848R/k63JFRcR2vXHKMvSaNTl72tYowG+dBptF1CiKBMqgzQ7UcrD7aUMHcWVY9lFaOE0K5wl+8gXBBWXwDASN8BSxx0hjG/APypJ+8T1LTebdCQ8SbdCjbhhk6TUMb/hPpdHPOg8QvsibWuYLTTK3Qoo36haWSWzGfGTdMEtdbKvZeVPN0lBlKl+56yYQTm8ozWxFN7uMERW5ZChihvw9W8c+Mvg8g1XPOTJ8nn+sQVaS5fXKPULBDyBGMKeoNs4/DIk7jmX3yI9J8SNbEUF05OCbrHUY8ZZ2MYI9zSSsuvNkz0+UqcuEU9/cx3TfT2CJ7JS1HAyDKmtGXVZvcXCQCNn4/UWxviDNH6MzV4TGeN1WvIRyDm591xNt7KiutKjpL4w9wXhxEXYbQ+VrmIXEqWRmXzfJH7MNcfA7Rw/+jkx/ROavk+IKnfqQxKY3iNEerx65vBK93OKScbNpZCfmn2JTH9bNrsHMc/5jOs155jo5jDQ/MvMRix1G0J1dTBiTEejlkmxQ0YiFVt5NVxXUkGRKAHxCNVbF/DPQivmlGHqF4Tm5CqFy7E3aPoKPlLJ0vpIOmSgfnz+Ndc6oIq3/E/fTqXfpLOJaGefn0ddY6lHqy2vpSHGr+X6cAG0uyHp0z6t1M9fp4Wso7cgh3L8H0afeFFIQwX41NDdDtc1YnasCPC25GemBuoMbgiVkuiRcVfjj5Olh7btpQEQkhcZI2whxZ1Q8KMumq4QH/oTkZF0+IuU+lD1M0rZBW/ciGXiRN2X4VZZ+hHr7xBOb0fBJaqPwusRvSLXpnaExZ88D7tHF5Mm/po7/LXPyz7nn/2IffMrGPwr0GMaYaqw2E8oyEfF0sUp3i9HhNjU37Rx0idFoBJ3BnRlxzfl9yePj1NNFHal7SJ2D7HRg8VrvpvVbWr5b7qkLbEY6Xk3NcAvsZESMJr9a0S21OqfROLpnXfNELGKw9b22cGGtbLR0R+qlj4tVYDPS7mp20wiD65l45b6dbqNkwjKR0F1Z46Gc+tZjPr3qFr7uaS/wj1TUcvBP0tZ+sqsdtp87W9Tj7vKxHa5q8BMjlDro1Ogzh0Dr1Kcr/Wmpr2a2nhbqjLabAKRobeXUZ4Rt5uoZqfXu1hqtNTg1eK02g5hVE9LTreKgrbwndD8/DtrkZ41trK1Ac0+ynuMk/wzLPUUC+7CCx7E6y47Yvh7YWbPREu9ttA2hr1PUb5DIJ8r3YfA2IvUxvoJMfZsWXoalZ+Eshe53FpXlB58nIsdP5hMixa4xJOBKQGNzuwnmCZXPLw7kV6GxxGa6lGXESKzZz5pDrDlMdnWQxIO0eIXOwtUDC2K+6J9eAQM0d8D9srGTNYWMRtYdfwuMZ7JLxVulM9XqmRtNJPKVVWgoIV9zyGhwEdUZoEiwRPAnKrCLSg/SnBPQ2CyKB9hRboF17qUDZ0Amg+KehqdLlRsiopZaCDohyjPIlEKxnUOdK8bHV/gWVxeK1BU/JrNXlNnrZOxtW/socUcQKeqCrQiKRjiDtHWQjH6fcgjnJFZcU/b+mHTshuTlCmNJyudpmsunC2P6sLReEI+viXPfqZtets1dRwGJqT+Q2IJgoYjIKIurdR2Mh61BnqVKgOLX6MYE+KXmfyl2wWwtQ/X5o7RwBl+X7P8VgdyE+Ew6eYnF7sXFdCcVe5zZxeFcUSFUitIOVdSnHkI4x/BFXvZROn0JQZ4L18j0FZDk7DKZW1Fm1ujEH2jiCHEEJZESWDWmhdmMJczTwl75Ri0uVvwqrSMh8UmVL4FQTxcnN2Fg01rYMbhEZ5bpnODViTdJ4CAMCZ2iloBdds7IfWnJ1oWDdNnMcyx5L7BtdoXMXaHTy8rI92n8COFIKeUOcb4Cn5LqOECjJHNnbN48KXyXLNxA8fd5WBDxD1IGE9EEcadllYJSzKE0utRnPxNBz0jlqykhWoTJqqEEbqVEBYWUPFP86s3DWikoFb+DtH2YenKqpadThyhE+qUEuSSVAImRMxBa24YoyjlcYAMv0MI55Ph5uhS8lRXJk7j1DOHEqY2afmqCX0LYxsSZuLOOgaeyx/+cWvxbYvGzzOJfW4ZP4WPHlRXJnzCAZSIY1aLwZU5BN0995hPQVfN0t1exnDlnmky7JqCqybQyXlq9y5z6+OoEy3GHusythSuboiwTlLoNpLdlcNoUzJgEfFrBuc1Kf1bOy6J8ujWY3LZdLIR0msAYMX6t96u7UuLzlEVpGgaLll7o7ljWdnjLUNCH79f5sibEqe8QCx5kLb2koUVUbmjnL1RtULeVsLAm7FnS7jY1guX4TOsOLiYYSSuRzzze0gS6aoKZFe3OIvXVJE9L4xsIerol9cyoryT9QYvjrNJSUPJPkfzjHP9s+WNw627sUIQQR8sq8okJ6DCePg02quGdFdqgjvjWqfIb78/vpitPso8rw8IFZPhVRHgWLjDU9DtLwuOYDF+eNsnUvlYCl9EwVTHShPo6dSW4mqxVKW2J+gRNAYVviUyRmWvKzKptZo2vienCKln4iGQe58toW5OsZh4gjRWymCFxbZX6tkCJ+sBpD2ntOgV3hU3GKbsyITRp97Kxb5So/BaGsQpfN7QNsv7TdOhFUjhfz0k+PClW4TFh5hkrl/7UEUBrIVTwc8XwjHl66kZ+TmY5h1zGgn7/29TXBV8fR5A5gnzFX8cfGxcnz4Rt9Kdk5kP4Os5dZwfeYL4B0oywQAZkChil8FnZWMVjVCbF2QMk/xibvYLI0qllVlxj8YehlvPVEj8pnMLm5EQrIqTA8jinvjqXKPTnG1TyT/MLywoX6P5fkNmPOfWxmVVl6jKNzPDrz1AQgt8gvkSGvwuxC3DSHsshtTspMKZo/iiZWaHTa+QIBhSq5iechZSZZWXyXRa7T+g8cVGoIKAymAGwWdf9THrqM6FKbnHmEXKTt48OXaQCveA+euBX8Mf2ZoT3TIp4hES8wZBiX5XcUmJjirrzSuwwQj05vCHSdUUZucji96MDPD+TqBFfRVCSKl151jJARr5LDn9Mj6yxqWVy6Ne0o484u3G/pOLnDpENYrRKcRapz2gEk8BOPa3PUP8Rr0V/jwj1DI0j2jMwRjpGqDuHq+eWo9UQkSCBAsOyeHI6dis9Z+jQGaSnDrxIc8eoNybKOchAzZx4JrMamKxI2ON31ls4mV76LHvy0/TSX7uX/uIsPMvvrPhMSIkA3VjVLiY6mDl66fbX3dfKUWrrbKZzNr5NhoMYQaNJf50JOFP3wNe1yU922Ilqpu/YMoFsF7TodjCiRIuj1cRIE1Iyl+zMf60Zy2o+5y1M2/xcdPe9SfyzrqBW3ETLdRdqioEWsgFrU5/xgQx5rwSEMHehu0rgt4ODXydRk6cPokZq6wA4B+4vHejf4NHN9JMqX83i6bomLltW/NaLNJgwm3Xqs0iDG8hXKYiVk1VN0NJSn0UwqzlUFcJtOb5UOyWjUun6iXx6mX7lhp8SIxHq2dgOVTn7OAH7PcEyj7D2faw5oEZgonWq0p+JuGe8fT28U6esQpOsk94qX5CGDnw1nn4E2X0cD1DO4Qx/wZAY9gIJTyG+rgkxoghVxTUJE528PhnIqgnstKa86XYQqBMWZxFmfH2z5zVlfoXOX+frS2V6mc39kU78jvjHbCJvEDGrZfYnJmhnzoS6CXi6KXw1AXJjL3tZQ1G+Derb4K6SY2fN2ULbRFhmWVCoVAvXvUDtEdIcY/y1/wAZfE7c03Nk4CUaLkohizUhx4+WzWEjMpPPjYOKK6bw68lXG6OvCtHpCpm7vuPA24iEb45CykN+WowfhfJVdUtP3eiPyOwq4SQ2e43s+1+sZQRWig5ZZXtLlKVPfeInYCBG88fIzBU2D1dPNvk7yonILguvx41CTI0OqhvtWZ5hiC0yXQ1XD5IpdSdIa0HJH8fSuXCBHPgZQTTsDU5oZOoKjT3AL6DAG8RwKpAfNQGf6wdyybd4nwR65o/apj+kU/yCr7Hpa2R+DTUS5lagAU69R+P34jnhtCNz/PRgzyLvGUGd9t2qPlTeAruEtwRzpTh60eGLqDc4ex31BsfeIP59DD1TUIccKQ2Xrm8pZYJxikveR/n5zl1nnHL5i+EfkOgCaRH44dDGQyapW26JK55uMvQymeNP6SotrrLxN4l/HCEM7iRWz+Dk9Qu1FWXPBPbKtTut6GcgLVpFhco+KeLrop2jyEMJjKOAe8de4s6L07RCfWmZ4ydq+iVJR7+t6zgbOEuG+Qf+GZp9mvjyMqpQiEsZY7IqnYs7zR9p18CT6Wf+nDvx19TS37NLf/Htfl5UjMhSPpSvGhRNCMqc6KxTnxWs2gK51bo1VgHSypRMzuIeEjhEO4dgMVfvZHzlKqPvbm/bSqDgP2D7hz+vetFufhwVw9yi4vntaR5Nu5l9NxrAb8eGEahKmDtaUCW5Yw9fR/IPViU0Q9r6aKNXCH2Q+0xMO2ktkLOu4Jmk9lk0cTGK2Nws9ent1V4V26lLblQPw7RCnIlUuFkBcFNZheY0uPGu5Sw+K0YvZf4ufoF/XtbcxhpCyM5PPUbyj3P8s2WfpB37SFOQNXYo8jqDZ/y1JT4juxc925UyKpNBpJ2oygAjxwgKuPP1E0wgz5Mh/vMiGzgNYAhNKZhSJ1b8Kpd2aIZVfT7LmiXhywSfhKjVARZywI2GeHtZzwU2dUmZfp8WP8aif2GNFq/Whw/aGtsR4NdUfdAta3TWf7U0DqTIkhDnKEVUqrwXWvduMUfQdYAUUmFYKEixcnpU0dFRCvhEnzjpGEImT+EVMvgiqD48h0851GAIlwUZRtVCc05JVgGIVI4UQ6Bmur7wCp3/I1+Oo67AgddJy6CN3xHOM84QtCYOkJyC+Bql8KptdoVMA37o+Bu0pQfk44jWhK5N0KCUKJvb+YKSgyvLHyWo48fndlUpfkQT96J8hSvNHIajVeX4aaNPqVFPeSIOYZhpl1GgEeJNke4lgr+Ri2T8TVr8iMDd5EM29b4SLrKmIHVkGb9f2KUT7KF7Ui7pRpOQwZP4NX+sDrXIr6KWAyfJBRFAe+QGKV6xTX1E47OQrRxpW3O10LeFZq4N6gMh4lGTIuosqdrSgGwzZOgim1+xzV6xzaySiXdZxz4kInpyiEStGGFd5SvHvzxoJLhAZz5CKilcPVfI8Pf4Jw9zijw9DfUxGSPqztj4o+4bJKPf24HkwA9txcv0wFukfZQ5kgpcMeJIQHXHtgx7NamPaADPtMPmGKAESwmYsni6hPncBAlM1AUPkfbd/PSZrE9ojhmo844nDeYuqL2eZr4eJX8CYvXg82T4PMs/QVAlnONcjJbAr0rrK/1MqXDoTjFHwtV3NHv677kTn6eX/pZ+9gt74Sj/CGJeKRiayZhWOMe825ZJb7P0pTt5LcduauTNTyPFqW8//hN37MY/13oHlrDatf4d5427oZUzz03yj7V9735K3OIMdeHqVnGgEbBZ2FENubTWdpafQguAkC+YOkaZ/wDrHIO5S2sva2gpObVUWHeuC31bjM80ajutjVMOY7tE2xLXbWYcg5w3i61BtJsZ4WYObYyI+sCJXSwl1G22CblPOqy0cUxS+LPUMkCSD5EcB7+HldSDiI+yR2lDO1Vz8KwyXkXTw7wKTuOktyssyjO0iey7AL8OWF1lH1cgDZ0lgxcE+51mhbOs/zQJHYTzB++POn7twmTFKHbUbwmELGwXzNNBRJV22hxRmloAPL5uVNPOH6ML1ynEpRtk4vckNEM0eX3m6Xybgjcj8LPyAq+r2KwM+ahDZOgZH7RC+awMDdUNE1XtYTjFycIM9jANjLPBl0TgrvAgCU+KeMUyfxH4VUbUxD+ssEPEKU0+48wRp74e29BFDiF0foXNr5F9bxEUcBe+lxg/pTjFibQWyOhPYPvJEeXwMtv7v2hLF63UuEzcO803VkVFsuYYbPqdcZp/ksxyTlhDDffJd2niMBC6FEtpcohNiY0luU8EeaJsutDuEOoZZa29NP80gxnSOXLgTVHN4opteo1OfUjj3+J7IWoOLJcldlOBUWSsCa9UMXL+GJn+iM59jIxBjkBz11lxTZleE6mMl0jysPC0FPk/mxH3tJ21v5qk/5XJfTJHLiGU1SQcgDh7eHvIyPfI3A3ovbOrZP+b0KMQZpkqZeWVU1+J/WRoq+zAb2jiYTw/cxx3V+n0VTb0Kg3PcyAR4LQ+B7GvM12CRpAPCi0OfRdfBs2vIM1v/FeIh0Q9OtiilDpbQjuL6Xk1UbAK88zlLNOYxlTprNOEg19gP+XNPwbdr2OEuHPUnanBDM48keGd4LqkmmnZuYd0LYpHV2R0Zx4h3m7Be0m9aaQ0lCViOJ1JR8+x7DP/O7P4WWrp89zil66RJYzvTmuDVy3yj/XYzk3Bs8mAVtRF6wcyiVzVdqt61/jscvfIODQK3B/CP/66ZiFWbAca/ZO1zZ6aSed//Eu0dSLd+c9HfdqjyDPywMiuYx+JjLHOcSU4jXIODT7xrpb6No1829ZunvE2R30ytvMmyO2uob7aranCEGWbW2O70lQavEFAVFMrdffS+MPIUkt9W0l/C//LUaHOlOtMec+Cr2a7kJj4HEIUdeGltBjE2jT1EKSh4XNkCDXcoWMgze80CU/zKTH+19EcEWinx3tolow6LTW73wYdMmRDvUERG4ljhWEtY4/Q1GOkuMoQf3iVTX7AQpPI+NquQ8vWJNrNnkVIi3ylVjJlqT1OqDqLTxMpWhkvGoLi1wSFCnXYO8aIsJ1EQNfAeRIuCtvPeKlFVIUQ2VDSnzMmbBuDqMLnCmEZN/IKK34C55LZZdvY66RzlDUGiENNomN2vmQPMW+ejrwGhWrmusJJjHfrGFYdVipbTctNgyakNnBUh4CuCHNkafpJBoFolcxdYYcus8SjIjWx+hBW7ENNQkBFQpp44YhivQviFUX5ODb7emjXU7TwEht6me1/nc39EQg6d4VOXVbih1EuxZ0U98WcZlUTGgViGmrTkfxRMn8FkhdCZ69B8Ste4Y1Or7JDl0jsCAbcPq3PHPxolSoI+03hCivCOIkawxmDqlY4q3BAnRPgN/Fb2rm/zpGjsvh4hb5XyX4y6c6dVlwJFjlCZpDTCISevkJHX6GhKc1UExTyXUatsghNL8Fa+kjhZbLwJza7TGY+psDOfRB+PRkrSX3bIvTpUp85ANSinZK2BjOVNE6EX2T/XnwNh1LDY0hLqUF9KcF7XXiN70rkRpF42dJv6zqGb4IKZ/jnA80+Sb1dMiVPSzKVFJcRdz/P3IkdzdnmvmM9z32TPvlZavHT3Mn/dI2eUPhnjnuLJLYteuBm2cwEzLYw+LZMqfyCMFfiHtI2ILKP9tHAFG0fxjfWOzj1iWXrFnL8ytDoNktVt+lwlcBmdtC7Hu227YpZ5+HbHdhpwGNmzWWwY7msV5sGqYS6XS3U7ieduynKWnKRAAAgAElEQVSK+E2SwARr7UWA2S4vVfGvVa9Uw+0lwFtBfRrS26jLp7bbTm5bONzNT3KzwtrNtoCtoQXfsybuJemHSPIhmn2YtI+IVbtIpVPjMP2CRQVW3STy6UBgm6QL1ujl/9Ft2cfI0EXxHfAFpH/w18Mi5jM4xqfBwHUhUbk+QOwyqpNPqVU3sHO7W6B0FE41ifquoyiWDf/AVTL1WxqcpJhSQCS2RQWC6mTK3Ubqq0Q1bTSmPUSsUJ8ZN9Zqku5ccda5h/afIijTzNnvZRqcQiQnh7pm4XvhCDM51Y2AT2zHRiciRamni+75Pi2ukLmPyNwNtv9XrGMQuYWipyhUEMQ43m42+iPckflrbG6F7v05aRlmUPzCqE/g0CHAShqs0aFER9LSs3T03JN105dI8U8ooFe8SmOHiVsUGGiWmXWxbThodQMVC4NKMZO2Idp93FY4DbQe/7Ww9AStcQol8cMUtSVSMrXPZhesAn9L7ZiJcncWxhfN3cdp8SNc8/lVmzg1oWquigf+Ckneh9Q1WckQFRHiilOH5czNWjZFg7q/CggURdgRd5pkKKF+nhVXGIf/w6v0wFt10nrEnVDUqm76AIZxRJE9mLsk7qVTH4g8yVU687EyeFbhhOPuLiUZRvUEumSdO0t9/XT0IoOrKqIAGL8XwX2KMwsu9Yj65m5BmO7MOq3VLN5gkfqq0vYsUoFuiKB5FhxCOr156t9DguPEP0FDk6RjVIBBUrBcTlatEKJ9Gr/iRZYhA5OzcZaoVjpgSBt/httHlL6nRXrqWf7Tln4CciKKZKThw+lOiAoQWf3JiNRKBgvQpH3gWObZ/8gsfp5Y/Cq/9IVz5BmGkFFhD+PNEDVGt/w0dZRAWnn61iFKq5ttliGN9FgrSmDNWNNNcazRsPfQnV7a0kNC00hA6pwgncNYENQ7UXgaq/mb0P3+Kdtdz3J35pr8A1FfjTlshvrM2E/Kd4Lf+GqvcxTfrfjHaGA/a+2jjW1C82xj9bLzHVL5NMi3tZw9CypfWwXy/UPIdBapz7zPraI7o9aO8ga7Oqmvl8Tuh9TGf8YXSPswDDmb/SXk85fXXt9m6lPdLztVUuL/7DMP24bPIc5zGKX8WEHQQv9LxD9Jm4IIi7ULhdDeRlDRIaKyX3NttW3r5pkAsDB+8svCQYi/cCRJ9zEiKzrM3SCHfk8ikwT1HoTVvoM/t6FtEOu23IyQD8Yt+t4t+ui4ZeRTc/xkBmCcBsZs/c+jRMfwBQR8BmdELpkoFyE5qor63FHoZsj3y+B68mXc0CtkniPHVVnOgXXuF7giSv85EiBtZ4R6e2yj3yczq6ivWLzK9v+StA9h2S1tFbeCWEZNnSdzpknuCWH/eBXy7+S7LPEtPCGeuICrxLYetER9LpnjF6ZulHcnLQOs6xl+bZWhc3TsDSHQXYW/6MQfbIkjUKfBG0HsC1T2k2oWTVRRH19t1/HJdx+jnB6R57ZMUKmSX9UbfAtZ+Bfbwd+zxP0iwy1D7Qkhz2Zq4tz2N3F5gSLOuFpOwNdPhl+BrYvIBaVj79DgBPEKR01PElZAnBa0TRq0SFNKd46mHmRTH9bPXEPE5swVpXCe+McVZOjFCSqVJzQjcPLM2DhberthRMyvVXEFJV7GfkE6DzC7MD7ldwrxjTEM4s7oT+NmW/rWN4HH/DRh7jIugv7Gke/nzgO8EVqZFOal8NrBVwxeXFLFIa9/SkHlPXQTEihAkbQWhFj9Mhl6kQyfUzLPIDGP8yGqX+RECl9SMweh0MpBcNb8Z9zV/1Rm8S+ZxU8zJ7/KPPsX9+5FlHPgnyGepLrLZk5Tl4W2YNNisRkFWFoJKDVXCLdFnAT1kXov3dHKWrqReoRozzHaMYx1A3L8nBD9tkQC+jrSP3H85/+0mu3OI58V6qva0VsD/6pJb6MxqHletRtfDHXuJaEJ+LuEp2lLH0I9MQ3fnQnvvHWynjn13RHeE23bC/rVoL7bzXulJp1Cd3UQbxeJHWHJb5H4twhfLLb2IwJQLeEghb5OajJPQymvFhM2Si+WNjzzTeE63pn/U88+zjjycdgbuYjgwKEzdOAlMnyRBPcJca80bIMYwW5V5bs56vOLGUrkg+7HwZh2HWULn5Dpy8rsjfqpyyxwqBQIGiUNkTtBfbJ+uh6tyXIL9s0okCZqYW3kk/vKLL44RNrOMTJ0gQycoUMX2PAFJThFmwV+cNp3xlXqc5RcPTko4nVQRIGm6pv4Ai6rDL/G5j8mM8sAm/FfEV8PEu1wsgFbU7LOHoV7pyuvjP6QzF8Dq8ze4Ctvm7cgMuLC28Zdjpgq9/EZuiLIP8w/QWYvc9QkxT/VFa+QxDzm784JcL0F1CdrOeB1mDkitDlKW3K0+zjqHA6f40gs5L7rnH6Vycskelh0jioOkWNmR36gqjG64oZA5e6Gi0z3cWUeeW4MKt91JLxJo5f5NWXyCo3PoUQExyQAcPb2wV5ZsKV6CvaEcF7h8BZnni7k+BWX65GXuEbGfs1aRmyQ8oQMBQLRob4S+IllLu+TuJdy3MUNRXlGOvAi6Rwh7h5+0ZCqV7k7Q6Kj8DVxx5inh4z+CFmRnDn5EzjxW9KxF3wCROEwkxEEeCuQ7xZTnwoAJYjycPDbDfDjUB2axGvk+Ekew0xQQUHuhddpsC54r1tchBK2uRM2V5S2DdV3vYBojuGzbOAcTT9OWnrVCn4c/ADJGipzZ1FRgz/J7jgOCr035eh7Mrf0aXbx8+Rz32ROfukcPqFwDnd3i+TPrZ7v7QDpW9joNo1zD1alO+y2HR58PRycpPz/HP/ZPkIaAqTOvl7B75+wbQeC3v2GK3f2+lS028p7oskS6psI7zTBRStN68lZKvDAX/NlU9swCR6CXbJ/grQOkyYOYA6ys3UdxixZdO60bNNi3LZB09tkhKch9W1jqOedSvbTbXcG+ToRtNmoghn15Ul4jiQeINEjNDJNWvpJY4A1ttHGVlX004M9bXmGTTa/OgdZyR1kFYS5S/oReLIXLiB0bfg8HTxHBy6gnENgurRXSOXJm4Er64GU9lIQKUI3wxKuEOGWP4pa4TIJ6tC7JHSI8fnfGZUvTKoq6ZW3zY5mMpRuOp8+9UmKiyFWk7NBYELp4yu880jmGThLQ0WJT0w6glZQX7hUziEgR1N4H0+vrXAeit/MFYVf8Im3UUkMnp+ijrl0UnFFScsAHX2Nipw0OrtG9v2ItA6qaYTbRn3roZ5JITclSeY7osjEKtBo8hKJPVBKw7sF1IcrE1eFRI6XUE1j/BxZ/jgdOk8Gz5ADbyAzbX6FzH1Mpz5QEvdBi+PzBPhFNxRIl6EVJ2cbIctkZB0/IHTxutRa6SwUP9RGn/o9Sd4vKrYnykoU3PaGhanMLuMTjivOFGkZVEZetRVXGx/8xPHg/7Nj+reQml0pxZXQU+o2wE8tRSCFweT9QFxkk34ExO1fgsCFonAabHMCYHhjwkqE+HpY4WVS/ETUALzOxt5gwTFqjyvYMScmkL576a5mc5WYzdcjFT8aEOwHuM2h/ocny58cynGrc6w+MCZK3vMnrdvm5Bwoyxim8aUDBsmoV751iHUdJ4PnEQUw9DLJPMJaxV7ycDrT4A9zknlEKKld/PW504oz4+z7TvbEf2ZOfJY+9SUHP/fwMaU5rMig0y2e7D8D+918uweV+hpcpM5Dd3lYSz8LThL/QY771D+KWB1pTnjHCeSOE8tdftxbMb3tPZfbrfIJckMlPd8mqW9rvKeLfOuWLeLdegcM0Dt3M/7Ryf/EAlOsrR+BbcCw1k0wWxX1bQECG7Zu1Gm9RHsV9dHNCn2bp8FbpebdOuTbbqMX1sQvmp8KV0xRY72NeFI0OktCMzQ6T+MLpLUfAMC3o39AJ8jzZpFPYmcQWqK9c6MAQ0MncCL7uKj0/TLpe0kUAHhZ4SuDoQtYZHASaOxQOac5tpmoRcs0qLMRpfmEXBZGAKebo5Rf4cftfprBPBCLYzr/x7rwNGLeNunvsjUdsmyvWol8m+A906EstvJwTRRhB8jVNUcQwjCAaC6sjIcvErhlpMtgr/QCS+SQ4LQg6jS4A8iUa0FamjLyI1K8DLiaukzHf0u8fRAEmuOI38MqMKDgWDm65yd05kOEei6skbE3qW/wFgAYP1w7Cki4k7QpynKPIKy0uEbmlm3FKyz+iKxsXiqGrqVHg4016HTdi2VdqUvwW4Yyeu4ECrgPnabD5+nYbyE/zq2QaRiTkNhMaXdRul2lPkOUUmQ2ILSUGO06bpu/LrTTayhWUVyBCCbdMqeXafRe4usSpRQFLt4kwjmTxLmZ/u502esU/u7cXXX2DG3pjh//t8LJz/LPfZ544WvvQ2tK2yjxZKgnU0KXEglsoGNajJAQIJGx2YMk9QCbvoScxrmrnCFJ3yL0anee6pAYfxKy4kuKiOLNUY46+39Sz6/P/Gp98bIy9jbpHLS5IHPBCcaZrY126uncbdSXrbh03jztHIWlZ2CChg6RjhEgFn84O/bbRl4l8/yB+VjZ+zMlOMZcISJjPmVqnzqa1D/TCodhX96WP0mGXiCFl9jwD2nucciJznTZrSk1J7IrbTDvzTREphzxGeLoEttzxJFwDBzNvfDfqcVPU6f+vXvxi6bBo0ISzGzxfI2obwso+I8MkPeoULfLh3jOBjeIX1RvRPx0526+dGDVGHAHCvrdWrz5JzjuXTi98gPtvP3UJyMwvbW0PldZIt92Ud965GdpCyjLTRvEZODqOUwCYyywD7qfT4Af6ra3UYh+PvDYzs1k+t1e6ttStOeWwjvvoFHn7UE+I+prNP21RpNH9wP58Fpobt4MFL/oAn6Gi8TbK8YUpdLVwdfz/QIi7rGqbZb6Osrwzy+m0SbGCSCpI/0o6vihlsNZvpxFgTIODANn8BeBzkH0RyRqRCT4SdAyq9+wdeqDxBcqnSNMPoWjTAD2S86M0n28DvXikM/DJn6L4kawGxX+LtZyDjffqkY2yMFTozpDlXvpDhhS280jnxzBVUZ9DoFwdqFNBcYRtTt4BkX8YNA6VVILZeQk/F2IXRQlRz5ebB2EWHNIscchI4z8QJQmX2bzV9mBt0jnHlSAQBHzJLNHRT3AKPX11+35iUCUZcrvy94fI1wC7jIyFTAsZbrNq3yaX4VPJpbj/NeuY/DzmLtB51bY5Ls0uoA4Sfe6a0tMJCLeJPXJFi1VdChVL0RMbAyySfczIij6PBl7C2BWvE5n1+jMZRK/H9NwpKkzK7L4Eir4OdI6oZ5u4X0Cz5gMzF3yx0hRlqm4Ct6bX1VkwOfsdXbodwQF3BMqq0BITImft5L6KigoKaU2uTvzxDnaJR96P3vqi9TJ/84sfpU59bfcib83F3+LLDtEoqalpYp4IXdfZ62U9FwRBQCQV0aTD5Kpy3T2A1K8TA99iO932gcFRSTV3WWUqVtOLC238ytW58mR4VfwgSDK3Ndx8PPvlzXuRLRn6Qq7Sz6iOtrjXUh9GbWp7JdCXgD/61MLuB/EFW4bJAd+SuZF5Y/ZT8j8DXroElRBT17U5ZNXW9yFdYDk15nfvs5hW9dJNnCWIqn7vJJ9As4x6vkKYhQ90eypXfFD0Qf+kFv8S5YD3lP/6is8zTh4e/O8p3vgO5ln/i198qvkib9nlz5zDx9H5Igny0rXE/5GN3kdyvjNahSlMfVtMQ5zaxipm7ln1h/XilOfc6NqNpbmXlt7n3D1nMBXsO3DZFe7CJZrgrNLvRfa4B2nl/9pN99uNf6tj38Hq7FXmG3q9ndZsm/Zmsqn2zgL2UO0fQ8Jo0AqjHPh6tkuyK2tlOa3GenvLknnM6S+O5zOp2LY3Ul9hlGaW6Y+f2ULCtPOAL68D02RyBwJFSn/YG/pBSrIcNAmNcdP9V/Rob6bbk2CTGCd0oG1QvoRZegsRZznq4heK5yngxdJ3/MkcohyzueLeGiV4VLqXfxmzTOtCmLAJNTYtIsJu3Ik/aS61uFr4qnf4+rxhQguGsfRVoGm28l+tNlP1/nWxGnT+pg3SXqGQp8swi6lvJj03OerQDrwAmB+8PyOwgskMitS70QBd+BivGyoco0rSDm08Km29pOR12CiM/sRm1+r2/cW7eihjSGOiELoi9XBLD7IF+7KyA8o5xMkaK2RA7+0+XpwvxxJEKl9W5LuynxQRK1zJfMdijoHUMM4a9HEA5yB66S5iytYCY03Q33lu0Rk0GadWxylZYh0PYUq2MMXyYHXlflPyNwKLV6zTf6OxQ/j6kFcjcJPn7OxDPJ0mOl+ajBe93Ey+0dlepXc97Go44fwRYqYzzVl8l2SfEBMJlnPr60zjIVszTE32yqgSJ+ImLtbcccawxPdz/939tSX6aW/pk9+mXr2793P/73t2F+Usd+Qzv0y5hAoC2Fw3e1DE+0Jdk3i8yc6p4x9QGbeIzMf2ib+oPQcJ22j8Jh1CZcgb25jbhv1EhKQnloLAL8jf6Szqzbo0m+TziEF10cQO8xFo+Lo2QryvPNoZ72JqfpKOX6cAsIHWfZxPPzz10jxCiv+EdI3/zzsfpo0S4uXhGYEPF1UGpx27CPdz5Lh58TXFi+x3OMokYrbJII5weEpBsvQXObRy9nFr/InvsgtfplZ/CJ//N93hifgWAufmLi7cCzz/Fe5xb+mT32TO/4fTYPHaHMa70JpzG4x0+9ua7eI+tYdYtd/FRGeldpdvQMLWV8vtD6+Kg2KzE57B93hQEWH+q37u+i2O5YXZ8o8W5/VXa713ZF2B6mvysdl6/tumvpoxa8lWxdUdGiB4scXtXD1HBdpfhPUM4gF8S4nwG+nT/DSPwX1oW2a+u6iQM2tTaYMw25ZhYaavLde704Kbu343jTMwW+KhCdJcFoofqjiQKWzC0CrAzXTbxH12TvU9Dl+ffiCIPMIFD++FBh+mQ6ijDsdugBDyOAhpTFA+ZzBYH6K0g7RzRmWbLkBgEWRhmYp6IVBLN2nhOHhCvK7Dv2ehA4J6SyGKTVuR/09QwQ1tm+pTY+1uNEhazBsC/XJDtE6ewjfJgyI6u3CtoeGphHQ7oghJdJePkIZXzlEGXS+erP7+fKubvdrIo/uBlm4rhx4h3TspZz53bLwQ1Lh/MOP0tJPd/8QTiTz15Dpt+eHxNOLQmr2qHCY2GIzrriQRDmKric48inSRnL6MosdRuabJ4YFlv0WuHoiyTAptL4wc4SBW62DSJQqnFP4X82+n7HZFRDy3HU69RFN3kc8SRTX5vjB/7LsSeFzaJjgR6TNiTPJ+M/cU/y82OQqEvzmliH98Z/z18nCn0jxQ5q4H9zukPaMEVDTLUI+s5ZU3Cl7vDjw3NfZZ79Invoiu/RF6rlv0s9+1vnkv0N5G/sVghLBGFmYr6ixf0ICqgS/dW8S5oyyxMN0/B0y/Xty6F06/i6qm7b1ErUauFamK8mP/Dnx9dDCdwUkixIvE28T/xjbYNSsqDRYZel5U6t8S8LRTUcb0g0kSGH+nm4K8BtT/HtI9yIeNiHF87NGfunsGu07RbxJ4e+SLIcK1GZwS/PPLHMI8OscormTwsrrNBm6QLOPUf6fCIKzUI89kKldiWL+uW9SJ7/KL36ZXvyC419u6VP/oR/gAxnD4nsTd9+xzPG/dJ34PI5n4FP38NMo8+CW5eazhpdlM9d2CxrddtmrbE+z/Azco1mjl/wnfD34epgvTDlzd+zBf+v6Zgr9pOkfMtPvf9qdarfVutMC8hnO59YJfRu5hVQCIf/74ivLzmESGiOhcdjntvWLcg4egXyuuxT5dpn+Wt3a1NjOO01ut7XdPsyriXx+gayBUo5fAJkVnFtCnPomEcfh66XrtivQ4nTDO7ejIVeqQ6XQRj8O6kiQ3KPCqeIC8vpEAXeU/B7g4DfBqQ/ghyp5IRHweasL98kmQyVlVCSfQJDaQwpi/I6T4lU2f52hZtolFpnlnVlzjMKl5hbEeep6rljjvVILbU8inyHyRUsl5kScpzOsWnTyNVznGB18gRT4bT1PB16ioXkZ4UmRrhndME2Rzc6pJi7oEUGJKBjgySoD5yhfYs4v09nrytjrxL8HVRNdMRsKG0i+ChFvLx35kW1+GYjIO+9/HeYuCF/cbvpyium5MzZnhmQfR7X02U8QYzl1iSUf4PDPPDFawbHbRX1RVVizyxBZcZSWbtKzBMVv5CI98DYtfsTZmMx9Qg59QBP31vH/Jp4sZ2+sv51mti4VzZMhuWfo/BqiWOdXQX2oUvChDcY5q+TQJZJcEN1ydGvhndtAfXEYPPp6uo7fSCx91XXyC84D6aWvc4ufR47/1Tb3Lwpn1EO/gwehq4u5y0wpy5nNVeJVT1KV/jwJEr+PHnxHKb4Pcpv4Nck+QVr6qCdN17XBMmJkKk6n4YjjK5CRV+rmca3Y/DVy4E0S2MtvEIPFa5gC/CIY/x9M5ZPYUBJd+U9PL+ncDZuP9JOwMJ2+Jv7crokvBW7QkVdEIT6BbeVSkophSVF1MMtp3Mb7tPaS/CItvEIHX2KF79H8Y8Tbx1xpOAzh24qYr+uh/IvfJJ/7Mrn0afbUV6mlrzPPfxmf/xFMoZwp6snxARV30jOwlD39X5wJs0ufpU781THwFIo6elIavfGfqHkst43OmY1WMdTG9irqc5IdDlrvYjscZKeXtvZhleCfwiqhbTe+2txhV9fNFlf8/6N9WWv/nF6gd0WpBovUd6vDOz0bcl9DC9nZRna04Z96YA/KOQT2C/llQJF82HC3Cn2boL47XZ3vdjbkH94R2KtFfQ2dDBUUBM6JlDlU2g2K0P2A8Grz9opqdZ1UWrA03yLwC5JdYcFv0tUzyJraKV8Y5Y8yqfgVLgAVhs6xoTMEOX4TSNPCfCL4cqRp836VW6Y+lGWXOh7/yRffAdTA6FrEChsCywpf8QObgbL+W5Ldp8t7m/VuuYWxnZomujE3J5MI40fnD9XAcyjYBZ+eizQ0C9kWjBerjnXki2NXEuDnEIl5sPSMU08f2/0jiKsLV0AgY2+RjhG8xW8HMsRiVMaIejN05KcqqCz8kex+TfHkRYXx7QYwvvrnFM3/apqCLPcEm/6Azi2ThY9J8YoSvxeGNFD8tl3ui5USDkuBpriAYdLSA8Vv5CJccw68qRT5TDitfWybvKQkH8I3Ka682D2Nkve6rLVee50vpjmNA3KSpOsklRX8ZNH2hTVIqVJL5GwZn2citW/bwM8q7wm9zpGBH5Uj1hifyh391+TSN9nF/5M7+VXP0jfppS+SJ76wLazQuVV28B08JxtVATThnesvBAEyFByPkeSDdP+vycS75CAHv9/TxMMivDNbMh0pGwTF2aU2hbfqfN1k5Cek+Ccye1WZXbMdfJN2jlFHlMkyBqKiwz8A8ukqhK5UKWAyQ7w9JDhKItN1oxfp/CoF9f2RU1/9DP8wvFLfu6R4usUlLQ8vRNF2ASHqINSdgS9RxyDpPYWAjiEkcpPsY2oBd0HUO9sHs0/9R+7k19ml/0qe+jp14pvUqa/jD1+xdQ6Dt4HTHPyifExH4an0yb8kl77MLn2RWfraPnBM8eSAhVU3/S6/8maMl6nR3ObbKwfRIh/8bCX1qWDmVKM965pJg5fs8NTVu4mnH3Ub/RMAv/YRfPbZ7AjyrHdVtB2Vr3fobdHuUt5zWzBDdyZVMzTZq2qj7iC6PS1OTLvR/Grovms0sslpmpzLNjbtmDdPfZsewZz6tN4tlTuW5wHuNC/Cvhnk21neXzKYVxRp8PIlEe3YLdJoD2It3toHhLCS17dZE5c7Etj5fwPyNXZsuxXntiCf6tECyxaV5WgDsvj4Ug8+BAC/AzBg9PRwemFNQoKD6HcLqK9RVl1vgzjWEBQVHYS06MmTzCOkcBGkN3Resh8tnKH9L8FBrtmPonCOmwiktF7FAZ3DIga1ZI4CGA7jz9MeQbGp7qeVmVWUip5fVfgyMTKJwL/t5T2tyreOfOXUV35G2rO7SZXPXhn8aYH3RJMV58LCLCQBD0COfIXzImPzReRDwpQyUkV9VCZEITtOlGdwyI0xRI4VXqUoj3aDX2168A0a2C+Kv8dEizMcK8paBsnun9L5q2QGwiDd/TMUcN9+2Y2fUUgwQELhPJA/CiMZPAbL9NB7JP4g5We97dTnEB6hpdKIqsOnK005eLQNsp5n8Mcy9DIdexPlFuZEvfXJD1jyftYcEkF3UVaT0ITJisC5pMLH73qKzC0rcHNZFRIipD8K9l5jE5do8n5hD3MTEZ66UGcFAiEiZZgnw+zJXaH9baPHO8fOBb/1h9zzX6YWP+Pr/tBTf6s7fB2JdpzcghM2h15en1vEvnpKlioeQC//ydwpW+IhcuDn5OBbZPxNtveXJHEf9XZTV4a60pW7J1C/zpUswUycePvo8AXO/wwxydfp+BsscBCFPTzr1GQBPO6sD6R5Dpi8NZ4eyv9HhIuk9zm27xfkwC/J5CXb7DJ/8Bhnv4HTxNdFS/XERROXy5VVjXDckpNTQvErkO5jqPIyeA5f8HU9jpIYQknmHwLewtHMib8mn/+v7HNfZ577OrX0VW7p69gDl3b6B6kzLy5mHopfc8I1fDK/9LfU0pe8ZU/8xVk4wfgnnucuoD5DIW6rILeVzhrqk3ZKKvhlcbUrqa+MB+Rqe4dobQXWOckC4yR0kPhHsZKod5B6D2+0rgmZfkY4Z8R7VqhPFyC1L3THMTqcOQreIuozmqf51TAB6ZozND9cTerTHbDm+WrH3FlJfTvLKG6nBu3MqW+nZkv1u55SjQRp2llup2mw+8ZG78a+1RUXzH1Z9FpVB/2eLYj53OmjDW2w7sQX5LtpYAxxnqEJ4hkELKm05hFeSi1UCoANldRXzXVlLxpKHdS9cKBtI7pdRqXYy979v4X3RLv7VD6jpjSK+umeNO0YRyKWfy8I0NeF6qyN4Y1qe03+kkLYeQsg0HLg7vYAACAASURBVI9KlfZOpRGhnkr+KBn8HimcxlJg4BwgUBT0g4NcU4jC/1Naeq6zTYhJ/XB7qU9n95BI8PNj8W1P78x+m8I6H0tMMn2NBqag8yBpTSZPhoE9W6e+KoEujOBJ3ROppr4yD8+bV/bWqa+mxFfVXPFS2Ce0L9ZZIIWXCMozvkxGv8shGWG6fPFhj6hlD5qD1dKfI8lQwz0F005vkiHHbxmunsU1Nv42lAFZTI8jjV1EljpQEprs/jlbQOAZnfsT2/sL4huAxyYHdfhwbm8Z91JsauZJ4Xv5MedShaNR5IjITYrDBwiJTNt30MpGnQkmMck3oOSPscIZxv9MOKvM3qDzq7hWM1dZbIF4otSZYc1J0hxn8DbkhJMxMmIRWVgpGdNIe55FHXNo2hz5riszSPaj858goo+v7zn4gdJjiF1EQcXMJusxlNbicnW+KdFPdGal2EvazP8Yk7EH384vfZp87uv80mfBpf+jzK3uRJbdO6R9vziKEKCgEekV0/OIHDyh2lFPly0ySff9lOx/mxx4nYy9SVALMYIlMr/jWCKnlPWo0fXTcaTr+CH4M7nnNWX+Bn8YCLDzLdK+B9+p4WpnYKzqktJKrsSKt4X6tnVMfIng6YXfeOAgjHP4KiX3KAc/YXP1MZ1dIb3P8+cft8YjrHRcvZUBn2A/htuBGi2Ioe1bEvH8ZyBZZ79DOGN74qj04EjuSs5EFn4due/3mSfWsqe+7D71RWrp6+S3L9k83ajwzgf3dhMvHFzswye7Tn2aPcHB7//Lnfq0qf8oFQ46uPjuWJ1TVlzc0nWz6ISpYt5maK0c29yaLVsbSq+JixAh3hx1dLGWbFP2cHN6WvEVqAMTVsS079FfyquLeEF9DQ7a0icsPQ/ZgocQ6tkYJHX8XYew9PQYcpoJOejSiBFFmEheNdHO4hyM0EUXwOpNxzQ5qU1xoAlxmcy55sU02Wh+L8yJUYugO2r5uGhhbKce1Gk7aEdQq7EbU99OzYAbvxoU2TPHPy3jrWNeg4b6qnP8Sjy2s5Xs8IHH7CHStheuWcExxltrP2lsp/ygwL/Wil20zeStjSZT7CqZbZcBxdXAOU3PXZVv7SpZdzaWVV/Q1mCoWZjBqEND5bANlVt0920wbuVzMx+kfHt1h06dVs5m61uq3irfrn23vJvhIGVQ11j62Vh6rX1XGntyxuOrqM7dQL6O3TBq9uYE4EnS09qxaFrVW9qeVe9W9wkIpgrjNT909jGEevZf4EsB2n+aFV5hA2dJ/xk43DaGkUHnKOecyEbMpznXad+twidzJrQL9a/RTzljcEDl/5t7T5HiNYoCbmt04h0aOAjHF8wnyDjVNNRCUJNJVqt8EcsVC9fFSQvUZ7fs47Jp6ouVaYBQPFhwgvI7OHia31na/xIJz4tvnRO4d1JrcsQ3GgcbyH1BgRZJfB56e+ngdyE6LaxQ3g7+RuncC2GwWe6eEQmBCdo6TPf/GGILWOUa3fND1tIrOC2y/T4rwrGQuXI09yQ4c3bNNnuNTAvFzx4jsoC7ffPVI8xaolT5QCxkHWLtyxe1baNK11N06DxC5g68TlF5fEWZ/YQULyvxbyFo1iNS11xxBNc5w2IVW5PN4qzrGTqzrOqH81D8GOI8r5DDq2ziPZa8T4SGQiGkruiG0+m2hnRaIUB+avWtg8Ej7+RO/T23+GXiuc86n/nMdmQNmbdjr5PAuA1xg2lh6RkXAFBFfeVXgy+Cu1jiAbL7J2Tsp3T/G3T0uzR+L6c16klCeXZnVIWwnPrc4l7wDp4eMvJdunCd8evGQejAm/gqzRFHspknjgPJZ95tYDfyD9BKip9/L4Pz3BRAIP0ImfgNWVilyGy8QvueV3zwwgHdOZIax8gs7oWzJJO27WVdJ8jQRTLwIhu6QJNHOQoKMsxC/HfHONTVd46EH3wvizDOz9PPfRN76MP68H5kTro4q+fwPYU97Rk6nlz8c3rp08zSZ7yba/i4DR6qfA5dQs7dDq2vRirddqLa9jU58154IHU/lnniRm7x69Spz9NP3vD1fhsdvPxRzGqoT67d65zqqh11HXwc7ZivH6lH/jGK6tIF+L9J8DMiRouykgntmNPaDs1b5kqXCUzWpD6TbkYYZn7iRt0sXrqaZ6S9MiaXuuoszC+C+XyqZm49PrMm9el2q0l9Oz0Vyl4V/ulSn45gqNdBF+201FcNfr5ScKavOnmPr/w695DwQURTh6dIa5/CIUoFP9F/l0XA00p/JWMVE7TTvlWl5u3So74qhixHvob2akIzgrqaHYygSxfntGS4NerTHWEL1Fe1xQr1GUFjo263Sq6rajrU18kagnUNfF8fvsrlK2nOfh3DpG0Y/y1ErhqVzp/NZbS2Bepr0lDfxkza1NqAwKqown/l6+n0M3Tou2TwJTLyCht8Gbkf/S8iks0/LgoASsKJwJ/G3rGBQzdPfbojyC24vEFhh8NpxA9NrzGg5I/z1bBS/BimdjPXWHiyVFY+INLPjKnShPq0JfVQuCKsgp8VxRIdwuqOzWFDzFv/1V7WqroB20TboLjKX8u3l3dYb7LoXEOYduxHVca+C2TgAi2cY5Gi0Pqg5gnBJK5pCeGhyueQrmuM8tWJMvIDcuT/ZTNXbfMrdOxN0tbPOFY1iQtuj9k4bDuDxJm17f0p6vgh3O5fyIFfMk8fkMktXWcMQigdW6qpAM0twuwJmnkS8hqi+z6pm/5IiT+MU/Mlqws5GNVyqA17CRX2NgIy02JJnaSuuML7eHOs51mCtNjz9MDbSPArivKS0x+y+Jwo4SDluDRtjJfK9xmHaDpTzNXFMQY++wurbFqY1i58oib4wdzlsm3yI5o8IqCrV5Bk5rby3gb4Jfh1qPNkbJ589IH3c8//rWvx666lL4PHv8ZU59fY5O8U/z7BKnmixmRWUV+mcm4C1CMLbO/Pye4fk70/IaPfZ9EFEc+Zt7mSG9TnXi+2nsC14pjhzTBvD9n9fTL/CVlYVvj1P/gW3LlldhyyB3PMSOgzEZ3uPOytt5QaGevpFlrfFAtNssAYST9MZt7nDwaTxj99L9Q1hqFqooJF1QgZqipaSf63Y+MfF+19SvfzZOQMHT5nGzpHckeJr0/IyHnqylFPl+LK1XeMpJ5YSz/3dW7xP7NL30Qffo+05pG26ssh1NbLQTrpKpzMvPjf6ROfp5a+yS19vqPviXpnXMWem7mGdzXUWWk5mye9I7gvvfTn2NJXmVOfdy9+kV78ovvZzxvihxiU5/w9ZuCxU+RB7fCSHW7G8Y/f+CBn/X3I8evYzZc7wvfFJco5GACbObFYhysrgxgBoe6YFo9owmYm89ky9WlnaLRdd3At9Zmwn9FUa14Ec1LdUeI9I4HOCvhpYzuNdL+dlZy2AWzGR6/ad1flvrrIt1Pz2oj6ykM9GzTdNkivVWh9cjQfbfDhr4yvG9r3IogiMIUyqa2DpKmNYs7tan9d8DPZIg+EpqG+mqYs5tRnJBiCUdtVoa9Rj8es093WNMDNdjM/ijn1yabLZkbUV67dGYl7JoNUvFvGdY2VQl+TgdwHV08/2VWy0+S0wP+dt43gw7x1mLYN4X+eDBo0gTfz6E2TnhsDQuhDTXZsjFBh0QmbGb6S5pAweE4ae9LCBVHU4TTKOSDjrhNrfSiEHRsV/HRxyCImNRl3VrdIC5yQiC+FMSZtDoE6uk6Q2WVavEEW1ujkuyQwgzIPjcIGZlNaYnNJ4qsmMUFuTZVkqztJOT04ZGpATkt9doOmDey8SepziAQ8R9LWnCDB/ZTfzYHzCPgcOEeC03zlVzpcJX39/9S9h3cbx7n/nZlZkJRIogPsAAmiLwBS7CJVWERRrHK3k9ixXFQIkJKLrGY7iZO4JHYc99hOXNRIqtj3vfe995fEtsSiYuf+7vn9Te88s4u2Ozu7pPO+57znzOEBF7Ozg8GCnA++z/N97BHFC5SZ6LRjRxyKFvgyFQPn0NSKdPASml0iI++h5l0SOPuFsD0KwX7uKHSr68e7XgXJa/ZLPLeEhn6HvQMswjOsZTDnj6M+iF+NQAhldRSnn6DYD+Uc5i7jib+i8APMciaiFFjnXKX0gYb9tDOJMs0zXmhEOeJUfmWhnvRXKOdwVMnxQyPvQLH1g5TTVsjEeRy7F3tSxMHCFN0JVYFRRlOkmIKEqP4ah9ruwD8ySj2JDpwH7yJ6h8+wm3z6Mp5ZBm/VyS9Q5H5V5aP9Swcsba644ba7NHau8FiwRy9VjdhjemNAJXF3jLgSlLgC97zTkb2TWLyRnL8ZPLxaBSXUl/DIuyiwF9N1c8a0sk/pRQuqFCQ3xlHoHrz7FbzrN2TXK6j/HGqbUTqAS5A7UfailABCb1xyZYhThjDFgXN46hozfLqM9n2AWvZUeNIsuzKF1XLklrlOEGHIMV/5cYRjeroTMvSwUsLe34Wbd7FybuNgBpb8Bd73EftSYAlSQLtOEP8OUiiikB+W3bpxJZ0Mfvpok3H9QCUFv74XCBTsOYsTj4JzjDdOWZq44hJgeXJ7y0D44U+hisP8DXnhTujnn1a1DGCXjH0JFjSbpEDu7jsWm/9Hcv7bxMK6vHjbM/AUiIFw+qYYL6+S/f8b9oqvQnKDFhrNbiRYAmQstxHP3UzkfvANLdgc8G2Invpcaqoe7N3B30Wij6tr6RGJ7h39aQA/uiUNjoELRXUzqIJ6GBAIUGLU0QCbKYRwAVJAfdbZRsBXVphT3Lj4JB5cQH2C5eWeUqlrptgpYGP96VW6jD7Tx5siQD25cVDNIKqzNLDTkBh1DzQdjNL59NRXdtyfpzI/0+78eQWvHm1rhA6VdVAnunkQ3AsC+1DrAVTXTehHTCWrEqgrfWDCgSXUZxqxqYc9gR6oB7/qPPVx4zk3xXUCQhMcrBZe0QqCbrYZ0ZqRoMeV8mqFmMcfvIVDfUaBnaXdtiulwMGxEzS92ib4B1nfhxpZq+uGL3dBggsU+U1DblaozyjIsxBiyvL0SG1LPkYxSGoC2BnFycekgefB1gWKOpyjGwLScwZEv5YxkBcghDIEDivVkSKzcVU1AdFZ72NX6rC3MkoJw5wp11VHiBvKOUAS1OxFPHkRHfgchyYBX8WFHNRIzpI+tSw6VENoeh2ynPpwIYtPQT4j3jMK7zSS+KDx6I7Le0a1HAoV+ZwsYpO+rfTXlt0g4cL2Dsxaceskq9kQ11Kfi7l60qcoyykFIewJxZWRDP4KTV2QgEPolvpD1LQT17J4S7BVBL8TEBA8O8iu1yT6dkDG3TIaeRM17igrFMGlPr30J+ZA+qwjKMHVU5jOLfMknqI4eg3NfCVNfCpFDrI4zyif6LR5jAL+LEM+FdLU3Lw8q0DaXhTRfXb6KdJ3itAPy8gHaOYiRV9pYonek1B0wZXXqZzlo/E4je62sUOJxIug9JNVUyu26WW67Kq5ywEokmGjSLn/UxS5B7DHxTxRNMNa4Ra3ro+eA0UcEiNwYyRBz/TJFf6e1oc/SuVuR3N3E9lv2w7fqJhdIew+IfTGo4zhinOuq16UQR1U8JPhtfhCtrYZPPASGnwZD/4SDZwloRnk6cBK51Lqow8oe7iTBG7CBOQc+nvQ4G+r4HuHK2T/Z6C+BgcZHidZ6XZZS30mlbV1lGi0UOIVM11P0w6Ur0pZ15vBLXtQcAQFxknLCIo/Kk18Jk3BB5PMLqGu40ix0ywdFgxRZZaQ2Q5rZW9j65aht67UkUPdJzH949B3TpIfB7jw0sWM0LVlAbqxqqah8M+vyLkbmWPr8RPfRu7/gCm3Mna0Y38K+ek9EPH2Hul47k4it5pcuJGYX3P2Psm+v9CF1Ho1pMeaLylqpTRVelDfwVf+wFPSzWs8jv64Zij9Ea/ZPKHJkjdeN5jLZL9PHFuTF35IZv9BV4aCcePwCVQHiaY/MWQMeAAiHqnwom1O2JXa3LDD83eg4DDEoQVGISaN7iQqnNBTYcUKA1wRU58A0kyxpFJ30CJBGWlWYjoS4JYRKIoZ2Oha3MkYMZ7gROs9jeZptERG72PBB8gI3ox4TOzgwj/dSKYzCBktHrcm7nFlQC7vacBPqweWQ1ohwhPCpxXHS4aFVQ2wmWuif1hHbUz0Q95u4Ci4tEJxyok+DvXpIXB7CfVp3Fy4kZnVvAdcSjTqXyr0mQprRgxmPfWOi3OmYZ/6zkaAKggK1cR2ChQ8PfVxQU4QCMqR+wxiOE2pryYIX9UpI6gs0QQJMHXduK4H1XdLDZ3wfxGealHjMEuzB/UxnwLwU8xgavOYqj4bAL2xVimQEAD2q1Ygk5EM3R/Ih1jcGiva3vcC/Bw4K/Weop8IUq2AE132kFokXQmPLEW4rYl+3BOrmeDmCMJaOYIqrNpb1VDPjnkb3V7Pgqsn2fcRfBla6uZSq4vMrM2brxQPhlTqK5AYSHy8iZUNFSj5tU210HS0GwKeEftxyNBA5SscdBofcSh+J+0qwEAh+4gqKFWHSHAMdT/LknlOEvqeBqclh1LBL6KCGX1sZ6XSYbQoovhhj4NxpT0s0an6dqDdb0DK2dQlsNDc/TZqHEIulsroga2kTbm0t1fa/TqauUSmLuLZi2jnq4je0s58nKcSQapiVaE0ggXqKxx3sPIS7hSzHg3CIPYokp+0HfiCQDmH62jiU9CLXAr4KdeNFktW6AfXx7gCJxTy5UqozMkoC+S+GAb1KWRTCwzQT24fhkSpFyAuevRtkJtYiRE8cZGEDkJenztF4NxEHiCVFMFIUZdTsY2huCuJHEmQyDqPoanzeOYrqKIxvUSml8G6Y24JTy1L+y+h+P3g1uiEND9ASogmLTFOdOuwRM823F9deZ1QT2ju0j4x4mQ2LfQmYfDWeu87qQW6r70lZ9fbnl6vvIfS1zU8+kcE8QtJtlDsVbsSaoqjZp4updJ3THJEcdssCH2DL6K+k6T/FGqbJs4QduVVR5W6o0zuY4UioGBdErtjpL4DzoJ7bwXNrlTufo80D9MOkiuv9bmS+QkYUB+XwbgLaHSKvo+AMLkErh1EYV0Q3xR1F2qsw86EbU4CYyj+MJn4K5q5gsHi+DyYu9BPqyJveliMMYR9JoivG8cfgT8CHVnSvBeojGJz04CtcwHR+7b3ObraUuwJTHc77iSsmDdtg0rucamlL/azzxKLN5PZjcTC3cgjn9oa+5Anw7IlGSW6Yo6+o8lj38iLq/GFG/LCd77+YxjMKmVGespM5CKMeQ3YyYimBJSl5zEu4HEHFPQUHBR0LplAhbtje+Le+MI3ifn11NEbscV1pvjdDt7zjs3byfL6BLJPqVhUqNawzY/9najtAGoZxcF9uGEA/q9vc2NVIfQWAz4F/GDEEmLYMBrBOpAIcE7MnOJV4g4rplzuuYKXbPSKxJcTrMlmX5EVTK1SooJ5aKd3YdHzmDjNb3t5f32UZhmh6QBSS5jCtD0jCKxmGp3Sqv3qr5yD5Wl+eglOn5633Z833mwADaRhgLSOQ8Xq4CiuywBjUD5UwK90TO6wxSBSM6jTxmca6Hj6X/WhoQpYCujOFKKMiE6g9XHpzui6Auas1vU3Eh4LjeuoKQ7jNMI8o5DOWh376fPreGGcoqYltGaslCZ3x7CvE/IrfN2I/l93RlS0qAlqT+Rm+hmFdEJYZoH6Anzcgqswy8raIKbd6DSSYO6CKekNnMK955jZ9znSfRyySqqhfjobgWEVRIeGtODHtbsUwB6Xr7hqmyr9sQ50DyE/iYBDLuO5y9LYR7h9iu71peoWSE6rbsaOYBFNNWxZCOwsk93yWXxcuU/z0greLWKtjxvhqengNND0NBCof+wsEfqMeMmhhG7GUfMw6X8OMH7gtNT9DGqdYPoVS+Sj44CGoyt3DlGOrVB9rrYNjPL7X8aTF1ip9Ct47x9xYBczPg1L8EIihG5J6bL4eqWhN/CBi8xjcFna/TZu6Ib678yGBLkC+cHzRRG4GGYk0+kjM2nzJHH6cTTzBUT8Ti+TfZ+S8H0gP4JmTjembczx0jSLLy/xlZKYWyP3lTwAfGXw44HwOdywE3UcJb1MTR35E4U0SLWaXK7Y9zGO3IPt7cSVgjqHILywIF43FELgXyiv2hFPAstPwVCTF8nsdTR3Ecq1TS2TmWXIHtz/MYrdB3P2xiUAsBi4RACyGshWIq7gkYYrH1RZgEBN/+JjAL9tdX2hez9MLN5K5VaTx9aDh78hMyt45qJt7AMcPMAS/CKw9YdFiPGvqOCNEwpFwN8ZCn79IE0TuFf3QQof+Igo7i8FFiqVj5JQdtw/gAZehAKSM0tkit6lb6PgEAAqOOuEkbuDGcwkWL5fXLsyXH4zgkCjg0banVhRFMt9pf0VavV24aY9OLAfBcZRy34UfwyNf4SgzsoSnroodR0HkxvwhqXYBjUh6eu19Z+FDjOXIBVw/FMcewiWgiJKww7ScQwC++GP/EkMrp5dIMB6ZagDAe64qaqWneGHP01m79I3N5Fba7//fcmfAdKGN5TeeHH62ff2H00cX00sbERz65mjf3P1H6GfPglqfjClUUFQvdSmke+4ZCX4VUxuYtITkKEpZ4p6JuBuBzeXWMPomXRuTT5+O3ViPbFwK3Psu3j2dvTBj6T6Pl2EZxWPASpd+Wp+0HCVH/l6ILuPEn/rGGSv1rRKeWcXXOng84MYewQosmXqs0J0RiQjoDKjyXA7CJhW/JiLvlXClyBgM9NFFr8RpQMKOhgJd3xgE6p54pxAI+pTm7eM+viZhELq48Z8shy8IuPpqa+65GAZB5pSX32+f964hW50wC55FLeO4uAIqu+GPlV0Ai1qdOh2HfWVjmmF+qxHbxqpf2pr0KbziWMyt0B9gtBNK3GbVhRCI+ozOss69ZmasliJ8CylPoHKp3mq9FdurGYNK86uuHe6IsSXgW9qIcUiAzvLaiZzcU80Qko9IhZ/FVAfO1ITwiAANiHYcT6GlALuO8+i3udR70kC1fzOwIashuX4KZYeNQEC7PfjyrjrqYwbBVobVDP37AECcl8LMGrnCbq5hAJuYJ3/JcAMxHCG2Gtv4I1W4rbiKFf5uOIkN3LVXlKK3XqEJ7+1m1OfU0iAfF5SKvgVJLIoqW0jgd2o51nwbe89DXlQbTNKiCaEa6r+JeXEZVcKPMBxyd5IOUTa/Qc0twI63uyytPcd2ITQe8DFiiVAyCidTBD7MtKu18CGBFwoL5LhV4m/F7QaSkeKxqXX2cTUp0/PKwU2ugmuaUOpR9HUBQgsnL1I9l/EkRlUm4DLOQwkvrJgznJZz12afadrykFHDCsxlu52sNN0R1FDD+k4ApQC5i5vg7PLzBWIO93/FynM4k5h+xtCtL8rCiafrgTnEs6iByPdcwO4Zo4CwEx8iea+ZpXclxjcXkQHryNK4LH7mUlmnAUxtmF32kSn0stQGupz6XhPL/2VoZFCX20VdA3t0fYHPpDnb6TnN9LZjdb5O+TgVSiwOf5HqDfmY4KPn2X6aYXEeImOB43UtJO2Sagl03sSdVMgeR4HJ5TOhN6u0LM8c0xRw3xJKKjo70KDv6S3AeRYTl9C4++h5lHI/YOi5FHYkTsTgH8FQhbAsBXq04OcEbAZAaEAJo0GoTePr1Nq2Y2D4zhwADXuQYlfgJnt3BWk3B47FpE7jZ2U+hKEri1lPHrD0E8Hpb6pZTR1BY29DyN44yDvNw1VQAH3U1DAffAcSf4CK/RCbydXnHg6sTtS1TAk/+KafPwmVPNbuB175BOJ7ojcGfiuATrHsDPuHZhPZNc6s2uRxZvywjfOviP0IBRwpyvvzb9fYtnNorwmoD4um+m5UTyyUX8reiCosmnkkG10ZezRavn+8Nxb7XNvJQ59lcrdSmS/SR5fD9/3p5/wd/xa0nAVa7hv87JifR74bhhy/CDUkzTuZHKEE1P2gwC/zcCeWMUSU5YVFLRCfQJW1K+MaQdTjtoC9QkQTnCJTc3B4puin0kp9XHlOyMvFkEun1FKnhYmNbxnISewtMC6OMJTQ4AatOPQne4p9bGBEUsZ9dWVDUV/0o1g0y6Io24Zgw9aXRd0g9DQJjYZnVdnGVUaaHpGTe/dIu5fTBfM8x48MJDpjMhKj4Ia0uNqcVwk4wZq6mU6o7hNsSapf4qLfKbNSninUXLgj6c+vmTHYhHVCwVAMwHwoxuUDojModvoGnbcSuaenvqKx/PqXKHV5n8qzaE4ZDLRrzZIQElL4eRjuE8p3X4aggP7zkB5X7oPU+r40ffC0YYoAda2qOJb6fhbaLUlsyr9tThPFl3paFWsNaGeRG0AEnvSWTR1UZq5QtjX2KTtgBJ7ie2h4giFxtXiSgM79USqpb5WhnzGRp1bK8xglNTHpb7SIg18ISusImWZQ0kc3P+6nwfq6zmDe5jip9RqB9/OfFk8JezTGVELxIEuCltkUKvoVqb3HIJi4svg1rj3Ddy821abZ1d7mAArBknDABi60J037Tazgna/jut6GX+28QVJcSKfJgNQ+xTUbACTidSToIzNXIUwyP0f4vAkqolSNiMF+tVn9Lli+WaccadR/9SAz6hqMQJPRTAEHEZxQzfqmEd9Z2EDPQrmLqyO3zKa+AuKzJJayodQ85AA+kbZKXqqjDGSTLBsN/ozCoYoqcMQtTh5iXmWXkcHL0Oy3zQdecm2/y8ofj+LdUxKdEA1ms5YgzJFmiLclkOgITey2FdfB+CBN25rGgxCqOet+MK6PP9d21M3pLlLlZRDRt+m/0OhUDgFP1eybEoK9Sk/lQrvoGWlCeU6+kHueQZ3PY+6nsEdR1FwPP8CdZ6crEA5YyHKOTHI8Rt4sWr6IobI2Aug+LWMYkc7ccvwRYY7BTKXqQQqYGYB5nEVUSOE079B1k5kRfwA/HDLHtwyQoL7IdNP/jna92c8d4VQrqOvvesZydetlAUne35Dka8SPh2XmAHyMpm6hIJTcB+6ICQ3+AAAIABJREFUGOA1DEqpLPsj/yz9O2+TH8cAdWEIDWWXw95EZfOO4M8+kxfuJHM3Urnv2+/7sLJxAMqoeOIgD3ppz5ivbz4GOWw3k7n11LE1184j2B2SXCDDqq9ra8GT4oP6gE+x+mfKkxYBz0CWpMtVCXmkMiVe+LDTT7E3va19IvHkcnJhIzG/JmfXeNTH2eUz5NvO4vfYY6miFoI5/b3gOREYg1C0ZgZ+FW5WxM8yh2wN6sRqlWBAo24CCqo0HmFT1Gf6isQrpj8oFvEEL5kLipqZcPnWiPoKzQr1cY8YhYNyE/PKxuFRnz7EtDiI11DZM4n5NEY7blNlQAMqM6I+tSyE4vVSB7vGpr2wNwqOkdZpqJ5S44Knqpq0w5bJfcbRm5ZYTsiK242pT5Agt7WoS65CKGY8AWpyqc8UFLUEyIUxoQOnaTdT2BPacpo8JVDhFP2NnQ4WL2q6XRj7lMrCkOjCnF2CxVM0F+Jad3JiSlu1/KOhPrqtr2kD6axWFbJIdcBGOUF+Qtr5a2C/AWZUSLcFvSehsl9gjJ3YzKIilexBHVXqiUv8VC2vafsoAExxLswkO7p3byM1zTi1wEwvrqC5ZWnmGmrdDxxL38fCiQ6dxOfMe3Wqdp0WJqN001h0ah5rQjqtUJ/TmPo0z3Koz4JWpjy2txNHK8RqtuzF9E0cOAvhiAO/hio1doZtjlLrS8jEA+GXHYEdM90gUroDlz+5YvBX6N5rwDNzl/DIe+BeUMsUP9hYJwh97G6luCINvYkOnkezK9LcVTTyRpU/jeyy4VStvAQ99cGDhETpzhGX7HHU8QSaOY9mvsKKFUpkukzz1F4lWibfuYwZT2fEAtGqoCLGwR8SCrIznqHr4+/Aqafx0C8hZG7kIzLLKhlMfy1NfFYRngYrICC0MEhP7ggHNUsuhBWVxi9DhGrmCLr3Opm6qlSqAJae+kqauUxmlyHmNnoP3AnMTJ8jQ5mqTGVEwabhZflvTh7y6SnIxUpT1CXpXW3zQiHH8APvJnI/pJ5RFL+/45klpvj9BTXvBochb3lSnyePl+68ZAfURykuhunHh36QuxZx1wnUTdtzYKwNNQySZVXI1RPTbM4JSG60yxW+BNr9Gr0T0NwVPHMVj36EmvrpK5Io8oGKRfE7zQE2U+qzuIxWiFEDe1aO5xtWwA8otws1j6DAMEVi3DKMEj8nU5+h6WsVE1+g2cuo6znsaZPoXbHzZTx3DU39G5RXgWqQ50GHb5uogJTd/MrXdVVkFsHzqf953PcSSTyKlOBM+rF1QUphpa+jorG/48j/Si7c6jp2J5b9W/vPPmGQEwMydGVYDG3CvfNY5tn1VO5mPLtK2a+2+0kbfGGU4NRG1+tyvnJ425S+Z0U5NGI2MVt6eecaEaZXMeDJYG8c/HhdLGynJlIB1du7E098FcrelRfXf2K4+y9lgAqX6tWpNhdU6tvmw1U+5O8E0A+O4tYJ0tgPe4LKErlPjGdcljBiMMFjwYCm1KcnGfFZ4gmIKUtMqtzlEkzPCvEKXqPRtMVgyb2c2s0gZ4/btkZ9HJ7U8BsP9srG1Kl8RlqftlqDDvn0SX1G1Gexlroq96k9sTIC/V/eOIhbR0FUD+4j/i4MiFV+lp4hreh1RrUZrFBfaSXA7XnfTkFgpMUmGIQrylkfwTSU1HRWpdRn5LayKeozDf4spT69fYsp6VkJvFTHDwDP1OR9O1lRNfbPPgmbGCeLnyy4yOiDRfUFG4q/BosYI5LX6DTaWWxkAAMFNYPoV90KXxUnH6fUR/rOMEgAxY9AOYdTYAVZSymi4Oai0+tMqU/TR8x7xf4tqo0KMEwICovTB+4oyhyWpi8RMNKgW8yPSesBpj4VUE1TXIHlMTqMp2pEfY5ytVCTGWgU8KmP/zR16RRIf8UHwpBI7bMxuC7d3jmiJDBK6R0qOtB3s+8kbptCFJkKsiH4IjLqA4mvneFNiFl6RuDrAGcE+2Xc/xIBv/gVsEwcfhM37lEq+GFVQIsQurwN/XjXGwQUhvPSzHW869eork91dnHH82ypK+jHzeUTYCGk7SnF5UM2exLMXacvoim6x70s7f8Yhe5lzh9RHfVppLYEJ+RSBIGsSrhTGTnO7DTBLhLk0Po+kj4MVU/6TqORd5lAd5WiL5r6koSh2h7gnJMZwxgpik5V8aN7ZRYPGZHo3jr9NJ76UppZxsB+10BuZZmTEGp74AsSe4iZmsS10MJVk7SNOYV41AY44YwTjyx5U2XRnooSqMRnlowDL5zueqF+fQIi+lyxioaOwL0fygu3Etm1ZO524PB32+eg5CDZ+yfKJ9gtl11aubra8uDnicKO2SuDjhQ8gLqOoa4c7lygiwAbXdWQMz9nBYRg/ZUVgG8WWAGDTjzwIst2uwTlNEbfhX/fzpgahucqvuSyOZQPqyVnPRMKuNGKnGgk7onHcTFnGuVZXwdq3oNaxiRI+NqHEg/j8Y/Q3EVW9uMi2fEc7SCFp8kUS3ydW2J6OBR7kIb/QE/Evgyxg2MnvO9Ng6TzCHxhAbG1p3H8ceTbAX9aPWmJrqeDrkl0e9Ng7KefJxZWE7mN1MKtyP1/rmwZYhUR6U2bRv4EqY17+o8ljnxD+8iLtzILa+7+I/DliJ73tkx9pmKd9SYIENXPTUB9xZZgd1FGEf2U94j4UswTNWUPjSceX0lkb/+kyANGG3o99VXld/kg7/hQ3Q5Wx28UB0dJ0266F8Sg+HnRNheu8jI+5JEPlxy4QpOAlPT0pYcxK3QnQD7BdcUYaXot/WsXIC4XBfWrxIVJMbJy3xr9xAQrozwQ5OnpNTdxGKdA4oPjXmjbvWpxdpXQeBIfBzi9IrTTJ/VtK9H6xFGdeuqr9pdHXQoCMvXCXSHms47YW3H9IG7Zi4D9piV/L9rezKr8NcLnC/o0kKqSa3GdWgR2nVyXF5MiDcqFmINLQegz0u4s6mlGSqApqglGEGuD4j78nkKbFuvBnBy0MxhHCezUg5++JnsN77hAkStQXykfKqc4WOUx5X+8EhpnDxRnoudJLmeqSYM8uNLIfQCcrXnzmFaI22S10SW64K44ST6O+n8J2X0DL5Ouc7jvRdgW9J3CwX1AMjVN6sjVYZbsR4dqq1AHLKc4zaVNVUE+ieXDLO3MS4aRGzjiuBLb6I5n6jyYB9JtzdTnqG2W1EZgPm46yTAYl3sjeQxr4wSR6olUMzdAxzYO2unZT6/+aQhQ788piO3k12kwiu3UcxGzvlQeuBX+iUn13bibbu9ehrey5zRqncXw0sKg+9Gts4PFfDpYpKij4LcZlVxRUhuTHO02elsOvIymr4Fj58zXZO9btoYUcreCNwzdc9tjwD+uiEQpYtcr4OwyswzC1/A7qKHX5mQ44WVX0ScTWkE+Deg61BKFWDGHTLFyDtNXwU5m6gIK3Ue3yBiWtA3MVOBntLxQXqyssoLewYVr6KJUZVAy8VwsFFaJM6TLVb+zks6h5xQeOI3G3mMv/1IVndLEF6iNUmgYSj7YE7TZnIqkllLQsaRKRKF0BBjhEHDmSKGOozZWCB4aHRPMOa4BeE9dBBfHtjnkYOaWvgjjH5nVRSiDB+yKY6gXn5RoT0+AGTnS3XyYKJ1dKcmdJo6IJ3V/6P73k49ebNh3VvKlFN9/yc4eeHX44U0SFUJkyQ7qUIUjYavrCD/wUcfC953gYHG39eiGbfZqxeQymvgYBcYx835kcCWzOyGt+nwqzZP3nwS6SwL7NfTBa09mUecRKXMIXExgWTJgaAl4JhN3oT6Bgu5wsLIuJXkzaPBXzFgIEt7w6HuocQBiGult4GP5Vy62Ai5ZxVpPCfvpOVDPh6U9y/BVd5aWbw2G8ugea67iLgF11Zs0hnxpCPUMjqOWfaR1HMcfQhOfStPXWQrfZWnHs6g2jNOH8eTFioPX0MFrEAI6e5nMXZH2vkuaeti6JSHwlS5Fy4AtPY8GTpO+F6T+X+L0IeTvYKG5KXgjvLLkjmxr2Z14/GpqcT2R/ZayffjBT+BZeAdl4kxgH+Vqubb/aPrEnUxuTc7+M3Hsu9r+w/CXwdsBCphXJt4YoLvXuPlYK31c2vQ9uf0Lvxr11F9LPB9xN/VZRdJUfk3CT0/Js56kVN8n/+L8Tzi7fLFIVThY3Jp7cV03hGoE9tmaR1FgN/zL3+YgdFMOPX2qq6dFlLLCV6aIJTjFooplnfr02GkESGLUNOJSLoaJZ1hlfCEBzpm+WMHactP2uBqdHvy4MqCpEYvi2rKdR33c8bd5OGoet0Cftk6Dzr5FT33bdbqfaUYf19yljP0KNf0aYFfRvAvMxAKjuGUY+3agmgbWoRECQaFPif5mhHNWAj65zxqpfyrylYdWcmGMC1pGWpwowFKoyJlypqGCZ0E8VJCvVkd6RuAnFvespwKWUl+tAfUZqXxc6uOKchp+q2Fyluo2oVBfsBjkyYkU5Ul/RshndKSIOqyQnapuBSCcJHWYgKXec2jgFAGb7xclCoF9pyCySHU3US7dABUI6T94sHvRXW5r1Cd4FvIJ22G2TvZKYWecpXsdPL2M566gsXcgQswZJhAlG8FK7QcFvext/NUQaH12g0Q+I2WPq/5ByQED6hMTYNmDMAftxHlx6uOw2hTcCo7DW0lb/ylC39m2KbaVZGU8nIliYGSRxMLYyYKB6V6TsrSvDw39Gs+cR3MXGNG9b2vYA9TB8gCxnZl2uqO4boDsfl2xtQT/yV2vYn8HSEOOMJMH9cahwvhPLh/mDzKPRwpUcZI+wlTfFUypb/ITFJpGrha6YyZ2GYqMc0MrBY6dOoNNfmgoKF1xqCJIt+P+nShzGPedoRtoMHeZoS//qlJmHYfvY6UL4mAsSW9OF6usqBY20F+dqSjgkylLrgTpnKeMBwwzc4XCjDS9Uv3glZZDN0NPrbY++p+1nY8y80/IOSS+ENaEQXryxc0hhlPG7qjN31kTnvN2P1YTPmCDHCSKT+G6oVzqxHpy8XZn9rZ8/L/jD39ZQd8vIM8QZHm5wmUClBJRCXIfHTAC0hyImVFwgPRnAve+2Zm9k8ytJRZvB458W3FwhUytSMNvosadlNMkF4M0b1StPOHR8ZI7X2iBbpdbR3DHEbqkJHOExH6GmvdBZC/0YbG1isRXhCi2wwZZLwXmFztfpNe1zdK34AIa+QjRHbInQ5xs2r4EVuhdIUw9wnHJzehXd8kDzXEuDbp1p+gJkDua9tIyhHo27cbBUVbRbT9JHIKQWiXNlb7qnlOSP0OCI7B00QfRrt/j6cuQGjp3FQ2/TpoGiTuDnTHiS0DJlqZBqXOR9J1F/c+g3lMk8RQEeTKTWAJJBx10bauad0ceuSBn1zPZtfTC7fDDH1a07GZYmAGZy58k9oR/YDF29G/ywg05tw6K30BO8jBfUH8KvuaAvERjDDPiOj3+iZlQQH3icUrPNbo0d3pGJKngH7szq9sObIH6XGrblme5Cg/eVg8VfiGtcxyFxqCcA90kVTnoU8jm0hbxM0IOUy7S9+TSiCnkCPCJO5qAiMTzsQ5dRvMXjM9FSv1srS/Cpqat5UyjPDoDK5etU5+XZ7BpHNipjwUVU58eAvUWndz6DdtLYj6LB80y+vSJeYWCfttK0LGqDvbBjYPw+YI02gns78Y10A1va2bU5yv6dnIpzpT0BLX4DFmxUQt1VqjPlMS41GcafmmF67hhotzgT+0DXTUFkTT3L6Q+Y7rjSnz8tDojU00e9SmlGpRqfmo8IZMpFHVLeUqMfOpQAVF0pamepnp+QmF0Qq/ojSP5EO5/Eep9D5xlJvVncA8zd2k9AAmB9lYlQY5UByQ7s4fhZhIakZXRDMUTBt2PlapzBDCEegZhD5d6CjzuJy/RTbY08VepbZrVdouyIu/RPIAZT4DDnEKjTgH1ce06BRX5jPw8y6hPV31OnCCnpb6StD34JmsM3kSozXiadD8vtU2yYM44hM4qUZHOMhLDtNlZzKcrSiiz0X3ezlfQ3L+BbeDcVWkP3dD3MwiPAD06I5KzDbtDyN8Ddfwg1u4ynr4OG00wd2Emig7etLWwynNz4Vp6QjAnZY8waG5pMEEBOppesY1/iiMPIUec+BNsJWMc6hPAnj7yk8ONUEGOuYaGJMq69NXV7UCdR1DvWciVGn0Xz1yDZKrpi7Z9n1VQCnWyAuJg65LEtRHGfjHt+CqtFR7IYAGaeppMXaYYg2eXah76v6IL6/KxbxMLG/Fja/Kx/1UtP8IYJsXKqenCBd1QDx1im52yrVGOPfhhJvsPef525NjfI/e9U+HvqvD3yYeuyfMbqYWbcnYjnlvrXLzVNHaO9ocEMFeSEp2W+pxR4kmCFSR9OY427GL45APT/4rGvuAD7+9YXEvk1lLH1tqPrKGZ6+CzOv4RVBgHKC0AW0KLQKW0A0gpQ/Za6gkkPw1/iJI/xVCLT1bjWj0pFdtKg0XprNiiYV8XhHrOfQWC89SXePRPFGwgcFG5tEcmLngJfF2OK9kJ+hipeW4d4/GlPAtX0a+Soi/50rh5FwR50v1J8xhKPIoOfMhEzsvbKOD1PUvfGsmdJPS+qu9CQ6/Z7rmKZy+Q2Wt4z5tSwwABl50k9svg49XYjdLzaPAcPYv0vYBTT9A1VFZbcgPAELe8PTAYfuxCbOGf6dxq4sTttgc/sNV30PsEM+0UANItu/qz8Wdv0Rsplb0lz//d2XuE/n1mpfxifDryGXOakaCnhzcjEc8ivJmynBUdkguuyp0Mqxf9CX+vbyQ9lVJfUeepQ5UOss1Dd6IAfi3DpHWCNAzRPROBEZzmnMaFqy1AnSmDWeEuwbObBarNIij3KlzO5DeX2Xtn/NSmplo6GXEkp570jIhOf5wbDrrdW0Zr0Lxa2NvGbIfKJuDVqnniGn0a304N1JmauHBLKVQbAB6XDLfV5cuy5ztXeWF/CX9Yx1iB1H1gEr1dqdten3f1FEp5Rs8a1e4TqYLMx6XaoCC7QNAr7WN0Il9nE4Z06q+oPyjoI6C+miZzHU+Q4GdKfXz7lsIgZoKePrBTzHu1PNIrfRZCKwMlHQJqOKICOVyhT0uSPN7bVGOeLri2ScUqRnGE7gZS86j3JdR7Cko49J2lO1pm8qkofiwu1B5lyX7NTC3UCYn6oEqL1KcHM3ZEle8oYlUHsV1tZHsrSh+FnBbmUY4nz0MUjKtVonNztOZNOy2CJfN64abnCUhPKf6uAT9+nT2DFD5+hYZ8nQY9EYmpz1VCfY58XKgzrOhyJDCBu54jkOb3ArytwSnMsBDrax7A6Uold+bqCaUa2oinu3Lnr9HsNZbAdhGN/AHV90IAISRbtrMNfQQibH09eM+rEHU5Q2n8a7T7Vcm/gwl9urw+E7lSx4f6l+ZqpRvcSjr/zNNo5gKmG9/pJWnyS9x+kLIodiU45CYwVuFSHycZL8rEJblQ2oEVcO/BHTllYaURugX/kpWSu4wmP0dtc2Cs78qA6ym4ZWjqwjO3Q12uF/azXX7nMTJJB/my5cnV5MKt5OJdOfudvHhHzq4HDn2DwvchbxRqeWuKtqu+KTL2h7Ar2Xbg9eTx75PzN1K5tejCWjx727fn2e2to4mFG4mFtdjxdTm3kcjebl+4lXnwI+zLVIDth4zdybIxmYEKqevHyUNo6GWp9zQK7qFkKFFCsIchKtUht933obxwO7mwKudWW46uVd6zAjUVRt5HLbuxQhGeWMkk9VDEcNeTgSVq3iPJh4j8KKIt+QvUvBdUTXq6M28DU3yZCQlqmgPUgebp78aDvyJzUMuBTC+jsXfh6u4UVgdnayXQ4gTAxiVVbhMrhOLQUIHYyGiNKCq3bwdu2cO+ld6PAnthlSb+jOln856r5MBlvOMEKJ/0xvCmJN/Oyl2vQ6WHmS/hmxEQYHuQL4VdilIaR807ceYIKH59z6OBMyT5BITy0tvPlab3AERuU4ZsHogfupjKUqq/lTh+t/3hDysb+pgFUZShTidxxn0D2WRurSN3I55d7VzcsPcdBvL0sdxOoxBKgbgnlgG5xCgWDK1QnzjU00gz1EuOhbfMb1qlXY+C+qcqnKiaop0Db2sg/i5I6wSdd5zUD0EcWpXXkJqMBEDrDKafm4DKjE7cFL8ZKWyC+YtfrGBYK6hc9qtL9Lr0Txnpe9bflG3GXGek3WkJjZeMx40XLYR3avPuvIYpgqXIx21FzPNqfxWYuHDVv7JneUGbRhGe23VYWAqK25SDXgAw+tjVhpp2kuAYRHu2HUB071LTqKbYFXxcaKvJ/yy00uPVumdreGin64yLj0ty+bhxkoIwTnEApyBEkwt4AiXQlEKNOFP7ioRmm+JQT0Fn0xy/WmayUquDOi4E6vHPSN8zKsCgtJpAyWjKfPKBmrXBshO54Febd3AxSlHTH+fyD4W9GibZKYGUtczhk268koekPqYO0Z/956CcQ98p3LOAA8PAJ7XMasURUFnRitIoNlPhTKw4fwyPAxDeCal9IbUcX20roRtoCn7Tl9DcEkT67fuYtE2jWlaNUAUzC+irOnwap/BxbVo4Np6C9DxjCOTqgVYASfxsGfWFWaxpCAdGlTLNDOZfIMEDQGulUqGTVXt35P0wAdVaodkpV4ToHg4P/FopAA0OgcN/Qk3DLIEwyjLfgLKwuxXX9RG60Zz9Ek8z/889r1M+VIoB8j02LaKgrid2tmGoIsi2+52HMWTBXaMbXGn/B1L0IeAxbngnl/00HUTH2bZbASEXKzUOgYtxUt/NqmC/AP63I+/jqWXmqLGMDnyJI7OQi8iiImHvXsg2NLSFjEM2lCdq88SJ/BSZupCYp2y2Fs/9kMzdSmfvxBZuh4+u4omPUOQBWJYy3xQlwlPlBFvzzo6j39DteDS7HqNcl11NLKyHf/5lVcNA4um/y7k78cXb8sItObsaz61Hf37B5s/QS2M6W0eB+pjRqDuJKYnt+SOevSrNrgA/TH2MYg/Z6NU9cSVtr6qpt/Xej9KLdJIblBBaDn8nzV6EWN+xD0nzMFHFOp6/S5H6WPaaO0EodjbvwYmfSZRn4g/jxMO4aScTNmN5I9BC3T+ZlWJPsjBXWfLEIa6475dVM8t4eoVMXiEj7+DmYcnRDo6LrpAaIGpKXHroEgCbeECxSLiJJheXDoS4DGoZBl20dQx2Kcmfof2f4Jkv8NQSnr2Me45jbwZcRvwU/gfw0O/QzFVpZgnK3ux9EzXvhhhpL302TZwyadrNwO8cxHnSnxTs63rYlxEUYxI2dyd9sD04EH3oy9TxO8ksFCJve+ATW1MfYjXcAS/hlmv39s3Lue/khY344rp89DvPzmPYHoN5imMsTZtpFKhG8eMe+X+1aeZWeMt8aR31mWKPrpGKOgA/ujetZKpLfQ9qHUHN++GNbxyEzJ+KQmcW7Vnp0o68WaFpC0/9mGGN2GkL4xdfbKk7jks7IH9NXJylM7miS9RBcKIR+JUeKaJaXlsTc50R5lnpWYQ6RmVV+aY4uxQkPs6YJdqgEfsZPVum4ylAqCvLzhH6/Byi41ZZ4BRd0Bi6NJQdp9RH15/uNVtGoWpZ8whug1BPhiiKLleHaurybitCotNznf7XYispA6gGduqQr6wZM6HFJhb0TE8RCH0ChtTPX5POp4/qFEOgmAAFiKg+DpQxmGnT9DSyWuHKfZrjmuzBYh1zK4MEy0iPS33igzXNULIPOEox82xTKzTQmdB/5/TfP93CQjsFP3ueAymj70UU2IdrgxAcWBPC6jitZRXYjWbFh7qg1hpU31+ZGAW/auZbY28l1Swg0x4g9napY55MroC0AuYul1DbfghKVCiuhlVrqNFNqSZ/RXve81MAftxmL9H6HCXUJzZoKT4FGMZMR/TBnxFO0wdzClqpJsYIULInwSKyJlTRvE/qOUnhBPedlCjMt80QqMQA4h7LvmM/7VHsCIOfPoV/UPMSdLa4NspKhHdW7H0LgVXjEqF7+r1vQzExejq9GyEWtL0CFoTu2qNk1+/RQdrtCv2Jh/8Arp5K2KpyLe7r0j/gtuLrSjE1MmCj92p1CKWOkMnzdG5k+iqavIja57CiqhVMXIrWKQbNoLiC9ogT4odB6wBVGYpYMDk0Bv8gOo+j/mdJ3yk0+rY08xWZviRNXbAduCAF58BEhwIVzDzGwkTzHqHukqoJ6rZehmVn2hTxREkq13TkRiZ7M5HdSCyspY6vp3JrzdlvKVFX0ts+8hDTD5PFQWBYQEHijW8P9vZl1yLHN9K5fyYWmayX+9/y49eIKx66/71E9pacuxHL3pCPU/C7FX/mO//QyQrI6GOFNxS7FLW8RFLqPE5mzoNXyvT5iumViqlr0tiHyNeL6pjU5k5Kro4KV3vogffl+bX04nfJ7K3w4f+umLsMiLjvXVTfB64qqlIXV90plYy+AgvBEdnmph+BFPLHUfMgij4gxR+m4Icij5CmQcbMBf9SJUuQyU2ufOgpFGxI4vpOtOtlNHuVuXouodEPSPNeuGEoNyohpq6kmvqo0iYvVU8fq8lV+UyJzigWlKsiGj3lUXwjZWBXrxJDGAfpErS+EbB4bB2X4j+rmLoMFSymlsn0FduOZzC9B1wp7OtAdZmqve/AdxDTFyAAe/gd4u+Du9EbhThP+rlu7JN6jqPe0/RPPe5+iSQeo+PDtzx0tcHQUqaDVDUPyU9flRdWM0e/71i4Hf7pJ5Al6MpI3ggUgvfLkkOuHcylj28ksxvxhRty9oa77xhE2Hrl/JzzlidlVJbkK2b6XwXKm9G5ApGQy4cCSZB7iuas4tsETxF3zID6NieFsWp+yr4fjD29CEI9WfX2wASu78N056QYflZ6INPvR6LXZvGM82sJPmlhrBx79IuwtatX6sbXLOAW2Mx0tkXq0+Hij19hbkTlvwrzuIGgpfxW5YdUtypdWXZOM/LkFEKgFvnKqc+kCcM4uRl9nKajx21p3I38AAAgAElEQVSFIw2E7g6blBh6+ud1jPg7Md13bmP+LjXl9RvEyGeR+gpjqhKfAfXV6KhJAFqbgsAfQ31bOb1AfRbcOAXynfgUIw+YGp1pJze7z7SDFeoTd9hcC5Qg07+44RoVAkltE/J1E/kxKEUNCsYZcKiHKk8voa7jqHU/VklPwaoQZpaeAD+1OldPMfVt7VXYQ2pMbG073erhzFFWn2oFNnljH4M472gD+xkKAzUQDqq9XE2+0EVpjQfryOcoRz4OuenAT3tcQb6QCexxU/sEHfQZcUVYirLkujhqGWPOLmcgFa37eUzXCiw9o6yAexTkFIduMkrQrDMJgFe3kwy+gqeXwDV++rpt73u4eTesHqU+uAozd6GU2DhoG/oD23ZfgVLvQ2+ghk4CoZ4hsLWERdv8C+SconBdXLWIzBwjMxfRFGz3yfjHGMxdkjbKfgCKCchvNLLrNAryNG0KUtrBfhMUv4Yh3LGIwRP/nOLqCc4uMysVY5/gyP2wLB62k4bZKnGeFJZiRWDTFQAAVwxX0jv4XDJHyW0turiRzq6nFzaSC9/XP/ktmbtcMf4Zjj3I9MMkk91iUEERyiHAEUqkkfvfTR7/Z3L+VnxxLblwW86tpo78w52+f1tgT/jge+nD/9V5dDVx9CbTcO4kF1YbRs7YIDgQhpKg2B0MCISw+3d4bhmAf+oinmYVBae+JC17iTcFwpGDxYX6UlLDQOu978iLd+UckGTw6VXbzBLIg8OvSS3jkLYHVc5ialqgO8FBozztYNqzeS+J3ANkG34Itc+gxp1wdykKpKeU38pPpHTn75R2voRnr0MtjelLZORP9J+4BGmuMiuSkYGAZGayz/xgeYQmCOA0TeoTkJ516vMUigQYhEdC2fQeqDMcVMtNIfkXeP+Hip8Qmb5Aep6DkFd6j9FB6NLtfBUSoUHxuy7teYMEdtMVltxMOaQr1rSTZOZJ7ynU+wLuPWNLHgK4oJ8pCPeNKbS2rbm//eG/Jha+T2XX5OO3wg9+WEl3R26m5jF7T+xMevqOyfN/S+U2Egu3OrLfevqzyJVh9jAsI9EtpD4jDOOinf6gOMhTT33cVTWlPqNxeHz4E85GX8BLfB5w5dUqRn0V9Fc/ru9FrRO4eYy07qNvLd0v4koHrvSz/l4TgBEf5D62GDtapCyXeTcr6PtjwjWtB4iaHhfP/8dTn/7ShmxmzHhck0/9CPzATm9ZAp6q9XlNxixQnz6q06hmQ6FxizGYpPOVFOizhHbWqK/g71LNoA5S/uohkq1lNyuXso+0jUPufm0jkHB1C9nmNyQ9TfynuJte61Oor6ZcCvsxmptY3OOCoulFi+GaZpqkkaKoN3HZVOMm+FkJEC024zIMVkQ/KzhnJPRZBEXO6YEygjIV9MoMS0w0QKbdhUBbg4MtEEeXfhwPnINd7OAZsP6Hmn4voIEXUHCC1LQBHAJEtYClZy0zriyNOzWd4aaor6yzov6xqgNu5t2SybGq1l8yJeoSCk3YqlugqjhdPfgM6lZDn7lnFNLJ7SlW+bj2LRrqK7N+CRfJx6LktQk+LOh+UWA/ezsJ7JG6n4eMzf6zuP8saptR5gzRs8BsPLhytcK5lC4czXRDY9vzJjr4Nd1S49kVMvwW8vdACW93iAWFJiToFgS5adcboC1MXyUU/3a/g/z9rJJBCDaR4pnzFyFcYlQTURnVxagPwiwThL7M1C9A0JhZpteVJi6i9gcYYLM4TFdp7b6Yeq4R7HHZT9/NyUJbgXXDcKHaKF0Kkl5gauopPPJHVnrhGjr4FRn/ArfNslKK6XwcZgIUKn9KW3NPU6fblaxwht17T4ayPySzt9uf+5/4sfV07q6cXW869A80cx38S0MHKQMQVxreYn87kIMX/FckR9u2xp3pJ693PrueOP5D9MR/xxdvxxfuphfW7PJ9kj1EWru2te10pB9Iz3+byH2bmF+LL95tGH5JckaIP0kcEckXBYjyxCsGXgfOn11iUH2VTDJBNTiMoRJ9GqKIKRnawzYoWZZuf+iz+PE76WdupbO32o7eIXQRZr9G439CzYMQ6Qp1FJIsUFZAUEoyYRQS7NvvQ+F7cHgWt9+P6geRYirjjKvOn6VnQUHzOHGmKunb4e9AQ7+Baof0DwIEmn6MmgfAfQey+2KSp1NRRMFnUsx1ApyzwoqC6FCjPu5ksTCAka4Fv6aVOn6Ygl9gH/jPNe4kqUfR5F+YzL6CZy6inmckF5RPsLl30DuzYuQjdO91CQTYFbKLfh57iSMpQYXxeKUng5p3kExW9SXa+TJJPAHgTe9Pdydk6Lk76OpVNu2WD/+nfPx2fHEtnrsVeeQv9E4jvk6o8uftoAtbYU+5e+bl535IL2xEF24m5r9x73ySOOKsjEcG1aVEWpyesjhNpw1yVsZgxUwpkTumOLCTO0j+2Z+YbPctgoqmMakE+7uQkuNHwa9+J92PoopaXOmBMu5VQsVPAFEW52Y9anRrQaGa1DgrWPhjok/FA5pT31YvIehgilvcZ7dwiihK06s7S6M66jL6ths8NhH6TGHPwLFza8jHPVet0OBjP9ljuk2h4BfcBx8xCn7+HYTyGCT4tbCCE+XYVsPL+jMlQ223co7i4pmA7oyATZxfJ0jtM7y6UJO0MvLWeG8TXCd4djOMp9H9tgB4GitO6/hn11zaDPNMmjAI094MOX4QABmipCSBq2cayU/g/hdgNwBJ/+dYmt9JNHAaBcZZHmAQ1CFHCNe0EHp6TVDLcvpfBY8FXFpUCBks2cOM+pjxqaOZ0E38jmPoIFh64JkVvO8THDwANoY1TA9UNMki9QmVPX1hBn2HAu/pi6pvuoWNgW1LgpjG4oVewtFeDIx0JQldQPrXTFFxe87i3udIaFKp1wduPawSQ9HbU9UJ2wmsdgxi8OjK+7tI/6+hXB4Fv7mrFcNvo8Y9pBZolu7IcS0UFYBVqhuQdr+BZi/gGfqmXEFDr0n+bhjZHt7K6ypSn8J70TJyczFFghJF52E0d4npUVfRxAeofY7CGHbJgAqllRJcMRHRGVGf9qAyTgKWyBlmuBsjUHduEYi67zQa+wBksVnmMnrgMxS9lwIV3ShDAK2bRXK6YwLqY/ADACDRVU0dqZy5RKZXWo98F8mtpxfvyAt3G57+RppbliYu4eh94MDp6pBYuQgI7XMohQpiVcER/9DzLTOvtc/8Xl5YTdN2bDV5+N9rY3QyCeKK05Wxpx+Rj/5XKrcRP/59InejYdcZyZvGPube6WaBlLGfb5/+Cs9etEER8GWozzG1gvf+CjX2US4lUG5eWY2ozUUxoKv1vvcSx+7KIFFuNB1e3T67LE0v471v4aY9IB/R6blTapCnhvRKjoDMSB80DWL6Jrbfg0KzkLhbP6AKUK64FrEgcDRG6FvgYXOmG+P+l6Rp9t0EmLt8gFpGibOdQAU/JvGBA2rMqlhnXQ80ZUiX9pXmxT05XxxcgD0FrkipRj7+HVDAPTCKWydA90s+ivb9md5vZGYZCj92PctUuxTyRqX6fmnn65CaSxdk9hoaeQu17IEiDZ4dsA70T33TgC01D4EA/c/SP/I4/lNKhqoFK1QrydAHVS09kYc/T83fSsNNuBp66K+VTQMSJH9mQCL2ycSZ9PUdjR79u5xbkxfvZnIbrv7DkjdFFE8dMX2JX7UJ9ZUFWHKUUq4oZ4R54p6mWp8X5M185YbNylkiJADpj1TaQdmr60GtB1DLBOh+dUOwH62sVSXBLSCHKcttgXOqxCe6tBYpprMSDCUIIjV9vZygUJ58Z6qUWl83seJnLrIJia40IdDc8cWrRbXtJdSnP7FQ4IEr8Vlppl6d/MBOYT10fUk9o1bNM9VU3FwK3p7bWNYf3TY170KhcahYTXeT9N9JTf4UceimqX0L/7gi9FlQ9sRPWZHajHxBxXKfWFHkn9VoRn1N5kYs2lZu/mm1GXhyiuW+WmPeK7ZmPunpQz31Ri9GB4vAGeSkqJmyn84cRdSHbv1rApj++1DqSdiDuDqIPW0QO9R/DuqS9Svsdxr3nkI9z1N4APcXyLuLsNm2FvnKinanmYDA36Ug8SmhlbWK0Md8SmrVHD94LB9Gs8uww55ZRvu/QG1TUnWQ0JdjL/ijthWNN03DOE37cCut62szGIV6uvLIt2VZT38uJ7wzrBZwV8EvBhaXjnbcPGbreQYNvIh6GdK3zcIrgnjIqEpW7gL4QUlJ4mDlHJxMLXSFoXTY0Cvonq8xFKm7iEbeQ3V92B7GSv13pRA8XUBfmm00maMjfV/G3iK+HuIJi4JRTVAwViQuDapRznGyStzpJ1me5zKkOU18jsL3wx9wb8g8YrOsrB+PDPURnvaC7sR+9bDX3tSDU4elgZfAOGf0A0KXaG6FTF0jY39GkYMsbS8FJzrkqtIITy74MedPqMTgiUupw3juujS30n5sPblwJ7a4Hs9tNP7iGxBUD/yVjdyOFNsYdx7D3IBh2AF0R+yRppHn6U49vnArsXgrk1t3pR6psqfZ+y67Y9Pt839LHP42lVuNHb9bP3aWorsEuXAxqN/tkyXKAwc+RzNfVUyuSNNXKFrT65KxD0h9H/InQcWFOuxQmV3yyJK/P/LgB8kTdNO/Gp9fa336Fj64jKaWpfFPSfMwlODzJQwxqQBFniShP50piGILTeDQJP1Ek+ABTMHPG1cXx10+jguiUlloYpT+lHwdYEE0+2/o4HX6lwGPvoOadmFnFCxegf10Qt+m5D6rLVE+yYR2zp5yPhHTSPHXJAvOTEK0sH8Hbhlj5i77bcFxFHsMjX8KwdVzS2j2otT1PHJQhO6AL6z9A2jPa3j2Kpq7THkY7XkbN/fTtYJ1hqLqKVTfbUsfxwNnWRD4mQr5CfoRJl4WwAmgniD+TGVgMPbYdXnh+8z8Riy73vrwX+B9B9pPgeLnilZ6056B+dQzd+Pz38mLq/KxdUfPYeyIEHHRdlOm4sIhp7/BegoS+dSzhOl/pk03DV6E5+a4qBQtFEYCP0/GdV5U7UN1XUzn3QdFxuiHpLoZV+YzACsFVGNML+KYzKrynuIxua+u7Cxr1Gd6FXUo3ilGL2cLr0W/VoITf6SuaxqxaRTbWRbGqUsI5AzIFehML2dN2TM3cbEQ51ltgHzV+l8NqI/Ts/wBlO9jl9hWMhT9WeVVCrjjIEueDuzHvk4MYNZgKcjTkr6nHBFGdXJhbMvxn6bmK1aCPAXnmlrFbBnhastPsZgKWOxmwaOl1uDgFmQ6LsUJntIPoj4rwKegNrTSSGrjcldpwpsaDBlglp7sAaUmuhuAOn4vMOQ7iQYo/p2TwBDyRdQ6Qff3RE0IbFMNVIwMOY0y+vST5FKfHsngWUqqdNtKL90KUlVnFk9+iZU0v4nPJcjxa1cL9xVUPicjRnvYnPq4op/TwLtFHOdZBoFhE+bR21daRyMTN5QQxLk5IxLFZrph6H2GObWysK7WScZOecOVgtynuHo6mGwIyirU7YDtpr+rYogS3UUQV2dXIHuqYUit/O5SSj5EsbMF1Q+Qkd9LBy6j2Qto5t/Qnlch1LPw8gUroAXaqFbfKzNZiUkQswdhb5U1IZw5CiXjWB0/aeIzKOfglsHV0JT6Sh8Y5fhp67azcg7MSQXTxQGprR3V9eL0MUKhmq7t2PtoaonyEhQVnDiPwvdCYhskpKWxO8yjvhKLF6i9FmM5mWznTcec+qLywJXQ4RvxxY1U9k5q8Yemp/4mHaQkdplEH2BjKv6iENGqPJb8FALTQEGeZGDilSRU/1tLZtfSR/6jNnZQ8rHUr9qwK/VQIvsNyxu8lVpc9e5+DtN9vDNZAWU5WLxl0xDUoojeg3f/AWTe6SU8dQ3tfQvCKSFhLwVl4iAnUKYUgX3x4D3vQg5Y9lb0+O3gkZuVc6zIyvCbkC3PEEIkrLGfWCl3QVvDAKb3Z+sBZmEyhur6VYLSRHi6WWVwJfjTFQJZz5/GO38FyaVzcJfi0fdQy6jkYv6T4GG7SdjbrOLn0WGe4iLD5Qou0hixkE8pCK74uyRQXQY2JyzUE7fsQ8nH6F8/iOScWoLvZbqfxf5OyGb0p0h9Pxp+m8XDL0uz9O37PaTmUginwOxKEiWdsuMEBPODiddJMHeBou108hT/0sguY2+ysmVX5NGL6YVVmd5LuTvRRz61NQ8Rd4bJjynk66B3rG8gJx/7Np5dSyxupBdvu/uzEOfpS3EYSSzEceFKEG9pkcp+TPynlUv49JUbLO7++dxVUspvG4vzrHTSTSq4SDXDlhR03sZB2FNWOSAvCzo7TfxdTOcjyM3bLCmJzrKsrWlmxenpMiTArQGY+Kwt65+Cq1e5dfwmDNHcXv4spxsP/wrwVqby6avzlY9TNiVBqQZjM08x5lXrH1tR+bgEaKFnUSTUj6BU6quHf71NQ5h+uKCO3wSu2wG7ZIC0+nw1vwayvc6E64yYsBgO2mBVPdus4PYvbxYJkNs4qFagPjP8E51rRSHkRW9qxb3Sbszks4aRVcHwU5CM9yMbfxxhOp9J3KYFlU9pNawkQxn+KVMKgqsb/fff/xJDvjNEKftGqa/7WboPw/YApjNUAlCr2/I2pCGkJP6ZUp9AhyyVNx2svETRhYUhnJ0FcDLXFshLdKW3yY9JjPrAOH7/x6htEgCvOsDIrR1mRU9RNENxAKdA4hN4t3B/1dZvCP8ofc+qLMaOO0r8PJVmb1c1QHdMatmNe09COCJ9Q3tO0bWC+E9nhNXxY5QFC6WAX1glQEeEUJyzR4gjjOkucOdv6VJL00xiHfkTbhiAwFpGaLg2CgGNznZc14l2vkH33GiKxd/u+gOkojhYQibddtubywJKOdwbzUd1Cn04ncyiA6xNZIhGSx9jdfy+Bklq4jPUdpB4opSyiJOllrk1mX486jMN8nTmVUGn2oi9HfwzIHozghp32dJPM83kNKKwMbfEEg4v4/2fkfAM5MK5mCgBRS8iSv0DXNQwy6rSQY4f8EYCKumln7ZNXao8eKXxCCW0O4ncavL4atMTN/H0BXLgMxR+mAVtxtTq5OBvmVDDUOnbCnYanS1DxzO5G6mF2zIFv/kbntRDtBuAnyvpSMzFDv97YuE2OHyeWG8aO0eYxT+wHEUCZ5rOVqLTaOpFu1/DUMZjBc1+JQ2/SRp3YXY5ZmwTo7QmuZLbGvpbHngvc/xudGGjI7saPHwDzV2tnL7Mgi3HJYfi6qnMk5lSagFMKezO2JU+6+/GSgIb/dk8guu6VborVQhd8bxRZ5yBiky8SYnOf+AlPHeNwGxX8J7fo8YB9UsEL0vtg/uBFfTTC3FWojc1oar6AE5vIVWvRFDSS1KlwYpgnslY2stK3imynj8DMiaclSrxw0ypy+jtQM1DqHUUtezDrftQ7D5p/K8Q5wwfzxXc/QysgyddQedGwW/Xa/jgMp66LM2soD1/IE17WQpfBkom0tGaBqSOY6gHvgzC/S9KycPIv0NyM6j2ZChLS45YVXBP5KfnM9nbqfnV9PE77fd9ZKvvAuNZWJkM2Py4ks7+XGZxLZFbSy7+kDj6d2f/EQJFF1PMcCjFbqp02Qp4ShIajfhKk/6nzwncglRoCnWmIMrrYObhabTpFwFD3tITsIdpetu8hO5EWyfoJ6oyME6RHVU3s2dd+VBPj9XxDa9rRmXWx7RCfVtQ0jTUp8dUAb5anSSvj2AmFq+lb5tOzDMN/uSGenKjNK1f2mus5m0mnY8b6llatc8StglBbgunU6jbXo8V9Y8+ppuexkH4ujE4DnVy/N1QMQXyA5vwtgbmBNNgyHXaX8szANWnGoo5cv+S7Lv/b5DP4nyKB3VgVitEOH7FBWs6obazBa/O2hZRz38V7An0vdJnFewshbrN5vKJk+UEo9W0QcBeDavLV9MAuxD5cdvAKQgI3PkS7n0e9f9SgvylM7htBlW3YjB7DKgKIcycqXCayxlNTAyESmE9KCwRBPBz5LGtNqRm9wGNN4MSpViSZA6j2SVIPZq5Qij4tc+Ct2E1HS2MYWHbmAC41QbMFs6nmbHmCnMOOnnd1M4/LqpzEy1cFkRaVs0vCg/oz8a9pPsZ3HMSDEi6T6PIHGyCKdfRVXKyEmpqNl1hqDCUM7VHACcosDX0kqHXwa5zjrk1jn4E5bzBNiZE3Exugi01JbEdZPdv0PQSlA6bW0bDb0iwaw9DIpxDnOkXU7HKND6z6LASU0NA04ekyctoeplMLUvTF1HkEfoSCMUte0xlWotjilAwVvaUgh9OCirMLITCbeZp1Pcy7j+N9r5JZq8C+E2uoAMXpPY5CRICGZJRuoMcvwg7PV2m+5WHfVL+IR4Zy0+jqWU8d6X5CN1SrycW1ztyd+sPfwc7+MkvSPRBUPwAReLYF1VBiI4MOiRAJvF1NI2cS+R+kBfWwtnvMsf+7k4dRI6kDarGp13xg6ljq8nFO4mjq+nFW/6RFyXFDgfSuhLwbtIpOWUQbHf9FlFymLlkm1zGw6+jhr3EwRAIAixjErAKXedUyz1/zixsxHMbyYW7wSNrFQcpei1XjfwJNw6BkulkjOSF7wgM9bTCr/4+qFXAqA+ER/+OEspKFHsWFDavUuyhg/i70MBpuv6E/lmgq0QhPDBKeQ/TW8XH6hMo95hFzNuU9OfR5J4VqIBHffmniEeppR4lrg5AKXoE2DjKIniZgaceRcC8dAekokDE337UNoGSj+Lxz1jQ+2X4Iqz7WVTXSSiQuztxfT8efodZH1+QZr5GI6/bGgbA85a5v7Bbd7fUkUOQ0X0SjD2Th8A/BirFp2BJ67qQM13ZMhB+7GIqe1eeX5WPfx9+5HOJYqcrgpmFrAR3dcLb/1QieyOZuykvbGQW1739CxWQi9gJNEvvT29CxFFWqM+rQ75NYZuRvmqN6/hn8d1cKi3wgCkEVum4osoJVvv0/WDgR3+Sxp2w6algT0ERPy//cpuYhi4UkytYbQGoLJ5iquwJVkk/gmmIpnaFrb1Tpqtq5ZVyFTa+UmfBvkXfNNimBTNjvDQ914j9thtQn0DlK2vl2FYtpDjuU0YHq437UAzbzsqmqyGgPvh+mv6/CY6DB3pwQi3gvo2SYZNJtGcp4NXUF31flF+3GyCfkaBnheis+3kKnt10FT4L89GDWW3JA309BuvlHEyK++k1PWO00wd/wnE24L9G1uMlAep/1afzWaG+LVRE4BT0U+rFN+PqcAXMoQk2UvHHwNOl9wU0cE6CEk9ncP9JsPdsnWRmMEE16a6mGQuCTg0P6kJV7SxtrxS6FHuSAvIBl7aUnBsASZAyQ/oJKOQArh5f4f2f4NCMmpbmYE4wW4A95boanOPynssC9TnzhfWcOuAxjdLchOhXTn3OiFb3g0jXKGnZi/pY9Xb2VuLQHIsCjUnQOaqdqhL/qRR48IaJg3ly7nwRzXzNikSvoJEPUfMwML/aPwr5fq4Q8neT3b9l6XYr0vR1NPwmbhiE98IdN34JUQ71uYWhmAXqczNBL/0UuHrOXkMzV6SJv+DoQ8xwMqkWf7POe2U5hLGyx8UOCSA3r1JQO4LdYTAdqesD2aTvLIVqNML22bNLkHM1/rkt+jAIy4ANEVZUIArVBQQ5foz6ENicROH7lwMXqmaXm47cSC7eiuduZY5vtDx1A88uSROfYwp+sPg7mP4ZU6NGlTGdUH+PeBP1u5/LZNfl3A158U7q6D98nYeA6LwUFxM18ZnE0/+epM+e2KBU2XrgtzZfB1EEJWcEqqjD1wFRUteLBl9Ds5cJRHuu4L30Dd3FZhhlVv7g/mrzZqoautse+DS9uJFeWJeztwKH18jkFWluCY+/jwJj2KvkpyWYHagBX3lKCKquG1FcpDdY0x7UsBO2u2qwaEItwl7WWICrwr2+HcDeUM4BvgXAY+9AzTMn4z2Q49IU1BnwWCA9ARAW6y5YIxZDcmAvypuCQudeGXvpT8qBCRCxIV8xpuOQfEE/X6dqPhcYhmS/2E/R+Pt4bgVNLoG5S/9LxLcD+WWKZBWeXjz0ClTUnL6M5q6T4XdRcAxDuY6MzZXG9B1p3IXSh3H/L+HPQv9pW+pJDIX+0srdTmdic8cqW/ojD32Wyv6QWLyZXvgh/PCnFAXZTNIU+AlQd8zZfTievZmCbNLbqfmbnsHj4LhDGZLeb/60JXMUnkOmVSFOAGbWr+vjvXdmKGjm4WkFgTiYV0JZ21wgR1R6SKUXPgnhAyiwB7XuhxBq+g+4ylmx3QD5NERnCHtC1tLM0ESltIBS1ulIz2b6B/qJ6ecp0F3FL8doDhYnb5H6SmntX1ai3Wssx1kbnFugT495VtL5zG1djGGPg3N1hkmAhRFKh9Kn/OWfxaXdIGraB9IH/Vi1smiTtv3Y3wsks92LtzdCNT9u9Kaq5tVxJL5SExeBamcKaZuN+dRwnZFT6KaAEJqppadlkKvVqXzWkY+Df8JcvlK0s1tT+f5V8ZyiOg0tZThklZ3MwM96BiCFKHsjM0FRyjnAXh/Lj4OTJyAfS/rvfwHTx4OnUOsBUsPKqTvCCvixt4+n5lkHVLUyXil9hZj0V9QPoVqgXdEY25itKOW6Vqk6gDJP4+kl29wSJLEcvA4lv+xtWFGWChS3CeozU/YEpMeV+MyNWLaMgjrYK8U8Z0nYJ8h9cShxERimJC9RMoEy7qdRaI4+BVln+vJ9yrkuJVIUxJwqcPVMk4Ff4oP/gWYugocK3VI39MGwrnbsbAdFpTZMoLRDnOz6HZr7CqxWD0JEKKnbxQxRdFdxRczNVExaGHk7pZp2lKL8f7Fi9t/RzBKZuYzaH6EzhxICzs2Qnr5cu7Y/oBpR2E8pAg46ZwJEP18H6lxg34+cQyNvS5OX6BLBVxKT58FiFKgjA5gNg4exS4d8nkL5dfVChOWG4Y6jUBVj5lLgyFryxJ1w7nZndrXhyHdVkyvwMiNz2JGUPB1FIs/llGQAACAASURBVGXrCRtxem/446i6pWXP852Ld+XsWiS33pn7xpV4GGpF+DJSbaw2dn88u0obVN7LbTTsewk28VDDPQPuoN44lED0ycTVgYd+j6bPQ4GK6et437v0fSfwqmWiRPG521lJiVTwoY86Fu6ms6uJhW9D8/9jo+Q/dx1MRxp2gSTIshZNpTOoDUjXx98FX7zSEymWNFDG6GQ0q9aL12b6QRhnEiqJ02frKOe8JM1dA/CbvojGP0GNfRWuVAULLsWuTrjxLIZ36puY6Cw2BSSgXCElog4IpVa+v6ArT+G2LsNwqwNuCc2JrBQenAV82wWpegHmPBcYwfFH0b6/wKueWgIL1r4XbFDho6PSO4CaOiuGfofnvmbuR9fQyPuoYQdy7QB7HkDxGGreTVI53P9rNPAM6X0FJ58AHHVHsWcHdkdtMKXOiqbe9FNX5RO30/PfpnP/3f7zLyQKIK4MmLvQ5klXuGV317HEM3co+MVztzMLPzh7jxBHnNR1MmVYyGb68EvTNEgx7+kH4V7LetSo14gMwc1lS5XcjKQqfZii8oCyX4UDVdXTNwPTLWkrKH64cQCSNCSPMbyZYY/R5I10sy2Q27/8RC5/CqjvR07Jun4oXsZKI6FP59TCRzueGGhIbgKBjsecVqBx02XZy6lPpPvxUvU2G7qpIT2jE2t4cKg+YCYudN/TPIQDeyGzvGUCTHQpAoEHTLNQ6yunvjI4LBf6LJLbFpq4TJ/10w1bI9+ukyvxcRlPf3zLQp9Y5ePqfhqhb2sF96xHeAosXqAF+bGRW2gWgbBM66OtnaXSBSF0kyXUQfoc3XMkfyH1nwLwAyOQF2nDtHU9h4KTsM2CoNAwAFghwtM6r5bCZ1lJ9Dx9wePyIoTwgFGfXanowFp1EJSTjmNgNji3BD6K43+R2g+SataNS31O3QONxMflOlMOLLYt6XgW+5clwplJiKXJfmAW0mZzxDAFv+7n8cAZSPDrO0NCUwB1Dv0clFcawfawkqYo2dNQ9aG+E/IDZy5BobDZK2j0QzDKt0cZvyWYH0kMg81JPxn6HTAPGJxcRXv+gOt7eBOOcUDLFL3KWgSSBhkJ4PTjZHqJKX7XIK0ucj/cIW4zcxe9lqidT7GiutpU50y2KYeKfCwk0hXBDT1SJkc/L7jvLN77IZMfV8AKhYJo5CGIp3V3wIAUYPIAaVDIgcks7OpghZ86hA+cr5y+3PzUTXmB8tvd+OKdwKEbZPYqnvwMxe6HS0NUZzQffapMOwZKjiuDfcnG0bOp7HoqdyeVW5cP/9/e1MMEQkOjkivuTN4Xe/I/UwsbMQjOvNm0/5zk2SGB7yXza3GmGH/GbfW7MCUH1Tv3Ct77NgaQk1nKoqwKdF65sr4ncN97iRN03/+DvLgaOnKz4uAShKQOv0+ahllamhW4irMQR6Zo1fWD1lffDxDoyTDxVs+NTC5zM4cbOlt3UqIEPvAbGxQ2WEFTl8jIu6h1DP6eAPiFtfUkBDXWS5U9U03JugZVaAB+Hbj9XjTwMt7zO7LjREVgL9C+bwe7Ylp3Csv08yRVixcI9RxlobD7IRky/nNMAXv2CvviY5n0nYYdizcJaaINfWjot1DZgr4dtMPet1Fw2OZgoiIr1UAad0npHCT49Z6kdy9KH0J1A/DOsiIKdMWwN17Z2NX24Jephbup3N3U4kb44U9rmndBrLJfSRSE28/Z/UTy2Ddydj25eDO5+INr9yJosJ6Udik2m5hn5amt9TQyjLHi5sIeFKjPSiHvLRf79qMqO2ysK9jm298NRvMtIygwCVot3frYnFvkqy3PbdMj/PjxrQ2y5bBMU1DkjmAaR1pKoXrS4xRdcBtAoNCrU3vKJqmv7EIG6Xxi6jMV9DgmLuXUp+h4FjGvuuSnRugTx4UWe9bljzewGn31aom/qjrQPZqHwVgsMCIF9qO6Pkij3W5Wup1r4lKqj1kMvNwsrXGHsqINblZyNEK+ap6Diz5hj0t9tc1bqtBQioI8ZU8DeHrwU0ks7+ZSw3Nz4RZd4CMc7xQj6rO3bKVOg5FkJwA/0WgBCNqk8FYdAPCjBKhIakoWVvJR1PcK2vkCyH19LygEKA2cBhPp2lZMVwkqpAesTq+IcEHVUUalvnwKnwJ+TuVXDfUpFfnY++JszVcRZKGe9jBOHkGTdEOzxGpMX0ChaYhPE2h92uOKxYtx3KbTGPm0BzfDda6SZnqWpry7XkXUjKnR/Tzse/3aKHhy9JxEvWdx/2lC+aT9PqyfNgU5SOBk5TrUlxnA9kQlfdfoJm/wVXIPhFNCmt/IH+mmXLKHMO3soW9csrKWElE7psQ4+CrdZaKpa3juMhn5BHQbbQV2K5GWwubpBBXRG2YqUBSlHrdNXqaXwweX8MQFFHsEFSr4ca/CpT6N6qinMm9CLVwBcZVxyRklDAJBwfP34o4s6n+OflLI2HtohoLfUsXUZTR1Xmq/n9A7lu4UnSHsTvJ5L0+YUlH9S0N1RPkpdM9XtoNX2o59Jy+sxk7cyWRXG5/8Fk1fqTxwGUXvZeXIlZISAH7wlQ2Ugogjf6qSXqu2vWHXM+nFm/HsRjL3feqZDU/Hw9jVwVw3YtWRmfSx/5KzG9Hs7fQz/9M4/gpL2ZIlB7xS4pRVknR3oaHfgHnSzFcS5fnR96SmXbACYMKZgtICzrjNk8a+TPTBj9MLd+QTt5K59cjRf6KDl8ncVWniEwhMc3agQoClYWVzJUhVUfw6UX0vqusFgKnbgZR8My2bxZmIJ0NMLABGGswq67rIrt+g2a/Q3HV6o9pGPqio2w21Seizrnjx6oLYTq8gjFPnz1kammiak6YiH7O3iT1Api7j6UtkahlN/4c08Rn901rpDoGFEgc8UgyG2WM3c/2B+ntjzNllDHK+4veS/eehWsPMMjgq9Z5kvjudVQ66jGk0/FYFfAexAm34LZa2l6hwZeAT7Uuh+h68I4f6XqZ/6qXeX9pSh5Cf1cYEOVfGHto6qhqH4o8vJY9vpBfvRE78s/1nXzDy74A/p95OOr0Kp1zb/VTns/8nkVuLz69mFtYcQznsiJe5elrRS7dMfZp3wRT8rGh9AiAs8fAszYszIpMtUx87VzVugatAAfe2CdwyioPjGFw9GxlgKIPrpD9LE+A+takJu0r6mw5V+qv+gfgSxk/9mJhS/ZpvjhJdZdOrKHlRVS5zlY9LfWVNP4IuG9Bc6xOc4tHl8nnzrWD+yR2T9dFinpgDC1afpmpenYU+pR0M4j+3G7BZaduugB/4u0h009k0igNjzNVzHCIWWAH3Qo4fLjCqYdNVOa81EOKMYjh/DPWZshz3WiYhoLrwztJcPrGUV/qsNsevScuEFmNEuZUYNBhmmuNnynhbi+fUD2Vvzuf7CT05rYhm2l83mRzI78D8VGoDmE6S/iNPPg7JYJAPdgr3noF8v4FzYO/ZNk07E3hp+ZJ6UPw9xFS4FtHl1J+6qE61lcMef54sq5DSaU1IdX/xpaXMU5C7onzBv/8TFDoIO2BwKwFtUOJfqwQCne1l/OYKm0CgM4RcoXyFBgsS3yaqF5T4shix4uZUwRJh0MFEuZZh3P28+rb2nsYAydAH21m8ZRmbFegxDq/XkYAC7nU9ePBXaIZh9swVPPw+btmjxJEid4TYo+AO6oriuj4y+DqZvYxmV8Bjc+gtVN9JoFsY8rucBjxmMc6T3yeJMkfQzBd45io6uEzASPMBkDLclGDBHgP4ViDxKQ+cJVl8XDnOU/7Yo5ybUKrnkYZduCMHCX59Z9HIuxB4DKmnK2TiC9DlGFTYnCzHj57ihEIUpFDQz5Mf3FOi+7kSEt3upw+TAxco0DYduRGn2+7srdTineYn/0HmruDJL6XIg+zqKeZuCl4dWKm9rvhMOhOSv7N+5IWO3K3Ewlpi4XbH/0Pce3i3cZ15/7n3DkhKItEBkiBBsKHNDAB2ghQpUuydslxkO7bjokaiqNhWtRxv4hLHsR3bcY/losYi2W+ym2TjKooUJe++5/39S7/73AFIAFMwIJXdc+bwAIPpGID3g+/zfL8HvzVH9hELTxwRzhIwCQ8Kh/+Dj68J8XU+drNq7xlsa8I2epwsBZ6eFGBkkFR2o57XQFGfukboFe57zVARhXx5GxOUzPQ6ixy9yI7Wuvve4+mmEhQyV2shzgGsNQ19b6KqIdhpKjZdEjyFLAaTJz1QsHE2UyYBuc8e1me/GQIcreggnS9wEuTQe3XoXfofnANdVASLHUsofX1EbPHm4l+WD6ecE9Qz1guq/KRAO/oJmYboEbikk8to+jLXchwcgFmnX/6JHnZ5M65mfV50fOIZRcHH8fAHUIs7sUC3RtpOADM7QsRKL0g3lhR4uCe/5nrfRJ49rJRUhMwPWwgqm8JxDHmtz+H2s4R/Ajua4FMDvkFB7IjQi7/DFfU+/Akfux2ZXxGTd/yPfrbDvZvhaBi2AJ+FkKn1EH/k21BsJRBfa06u2LsT2NqEJT9SJw8itrx4Vf9l1Nk2mZctNSpC8y6pRH15cUUn2KgxjCVtswlbIPRxBTN3qRnGtcPQ/1raiIrMMKYvduAitb3LD0CzNLRQTNLDaf+Sss/CeXX7fKh3klGfRmVmYR6eW6A+7V0ocp1dn7NLIQF9O2WBDZn6m3Z5Z+5MdcyTvwrFlrKplE3M3CU1SQHudOxYBa5Z2D1MPMOYfo1SWtjhwFIhaP7JtVkSmTmVqTyWP4XJlZ7kL6lMChvRObm0jm3zYDYeZz4opFyzgOpN7UmznlOxqnPjqTbdKYawK2ayZ75qzFc1akzXdqpJZIpZdjmv5hRAymEpr/Imz9MzgqsnNPiVSdF81aAhCA9DpG/7c6jrHGo/hTtPkc7TFAJR/Rgu83BS7h/Id9UQq1DmU41x3zz+upTEJ1fetFkx81BNLG+AHqdZUiZF1HSQVTddRdNLEDbdOEOvMAys6SjKWJWq+dzcY32ud4slp0Mve2buSxmsmBPSkElcWWWWSvJdHlpTYUK1mTlT1sYbUzF9pkZs8mF3P2o/iaKU/c7hjtPA8OYgZB5I8Gb2yY7ZB+6p9K/dhyxubOdJ1wW07waCLO8l0v8eV7mbgR9T/EwQEw/LlzeBQCSFhk1fxSNvk/JeVhboJxZRAbqssikv72UuCQ1RAU58Es0sgOo7eYUbobfBATgFG6urtMioz5K1+ubjHINNRb/N1EtsYVYzCaojXb28wxA+Cp2T0XNo4E0DtFQtFU1/jUe/IL4HuV1e1tYFbMlBK1cjsz9VK/iEg4GMBHMAhX7FTV83TF6rPHKTj98Kxm6F4rfdT/4nDOLHP0e+fWkVywfKW+oIGdikkMbv6jnWFP8hnPwhGFtviv1kb3oc9u6E2t3S4Kjv4N/DsR/5+I/B4z+7h18idqZHgYbJAxXQA7CLxY42vPsl0DCnlila49F3ccUeYmH9ipQK6JI2wUBx0dnmffCiGL/TFFsNzN+qnVvB990An8nhD6EjSRJpyyXyl/XpyRv/QPiKQMGnTdx8NWuxbHtPGJGDHwkEL0VfQPfRe28JT0KhKXL3EnMjdvgZMgU4K/MUlfRD+0b6Qj7kkPeD5bUGUVCfRFQ7hqeXuHHQww2T9O8CN30F7/0DgtpL3mDVw0UikLCzBbv7MLiOjyH3XhJ8DA1/RD+V7NeWq4aOU8Bj5U0cJcnKDtL9Crr/Gwjk2LdIet5ElfSCBLC9CZkCnDNMUYI0xVD0PHy9R3+NhIPI3gLaqV0gdj9dDJv54urewOPXIon1UHzFH1tpPPAFFOIC0YWJMwQ3gDlkaX0mcOJOKLEaTPwYjH1n646DsEy3A0Y1SkAr1wAVMSxHU1VozFOqxdXzHumkUNlav9AhoGUqYIpL6qsOLbFs5itAuZ2TVLSCkat7CNdIil8NfRVDgt/WCj5zDvKe1GRq49aWlU/5Fd7aVS1o+YL2knEN6ZHvtGbT2naITo8MqAZv2ttRl/JSD/SofIrKnhryaTNbQVO+7WRFL8ggTarzzATLknIY0FTtgRp6NxP9yluAD0sqyU5PRh5DZcaW5Ui5ZQaTs5Zu9ts6+Ok8kswpE8Pkc7bzalW+l/KZdipn9G1gWGbDoRzSFGfqmeQbzHyaHdWQeqwZyqdn0tL35FtW2h29pEbpOBtwaR2mD+i/av5pEj0NcQ7RF5m5y3mQieig1jOGTV4CmNfAevzcrDmwRnWPUjyDsS5dV5lRY2lU6g/cnGqyjjYFfpQwvcy+BQpToQktdBBNLuDJRTJ9nRv5HIGrZy0UK1IWNeboe3k79DInWddflvrnTcXNSVEB5szJm/Vq7lPtaWNhb8bTgraQsamUVyeb6Fi/LAijhbZnUTuYtZLOZ3HtJBMwvaCg5pwFi9ojJhaESK85HdxTbqSjt96XmNfINW7qBul7F7n6oJqrjAW4l/noaJJARWgr7nkVTV3BEGR3A+150+Ds5Kz+VB/avZuwVGNpFemNhIXHufEFVoO6AH4q3ofh9rAKLHUgcy2lrAhtcU+xDc8iuXH4WQ0h66krbyHhOP2MgLnL0NvM1BTKj7mRr4j3AWZCA9no2CZZUwrKe9w4GAByEfBSPITHvyieXvIc+T4YW/XFbwmJtepnvjXMXNsxegn57mcGlS1QcmlJJ9rZUtvhoMTXWzVw2j+/zsdWhfm74cP/aeX3E6uIHZTDRRN/QIx/F0ysBsD9ZaVi72lCR/kSNFpCrEIYTFMMji7U+wc8ScHvGjd5jfS9jSu7mMgTBjtToCk/FBaagzX7/yQkbvHx2+H5tYbDK8UzC2TmKhl4G1XtZiriRlChtnAXTEmCqfYw9XCF9HxsZtWPAG88KYfCVCZ8LeCpBTT0FvL0cpIRqDnC3gJmA6tn6F/QpMYVmxWePHL3lLB0QbR/gcl9N8j0ZdT/LjiR0q/c1JKy7IfMSerxAzm0DVf3EciaGiPVA0h4HOodpq4zf+MrqOMkdoj0ZiuyBHFFh6H7DeluJJPX8Z7fgWuOPYJszaxcM4QrO4rDMTDxij6L257n+CfpxlnuRQAkeotI6HbcbY2//CIQWxPmfwwlb/sf+aS4pgeZw9jOijlhYZ+l9ZB//vvg/A9C/Oem+LqlK2awS3eRLML+3l52NVTTWHILu0iv/gsZD+TULsqfapODOkCWZIKfjRjMBOIcmlDdCKph/i6uLhjTFJVtT8hSq9LcQv2n0gL5qe9e0aZGuaniju4R9Sn2/pX871Jf3uW1WVFb5VNKZs9DfXJa2z7+lcue5iiHmtLcTqbvbSh+uyrxTgA8aB+q7maungPwKSvvBiVhpzMV+ZBX8StYstNYxqV3yf9d6tuidqfBhIovyblOgwOrs3lPH7zdM6+X6jTvydHrHlGffrpTnV/H0tulPIk6ZKGPG6Emin8Ud17AHedAxOi6ACPatjOQ8lQ7zsw83SC4lTbITieH+uoyCjvTD4x1+s46vdlUEyALkAAr0QbmO9qITLXQ3iM+AwOpKfZT99hFCn6cyYtLa7MhczvU16DMe1ukPj0Ul5f68m3EJIUx+FLGLWwmR/+6ewmIt2dZ0+Z5VD+ZOimj7KRAGmURC9IDow+G+NYw1/ECu9RfgaHOwAfI1csC3xtSe7EECH1Q0Yy7XwbffxYnjfr/QCq7Of3pfPrBz8I8Hu0+cDcJPYXpWJ8OfGeW8egnyPcQMtdhbUtPNerLM23ohAK0Fxr9rM0MLDRweI5eW9x2Sir1xOA0e4Mb/czgfRAZg+z6SFENMnOXLOpjep1d4ChKmfyI3t4TC4bZxdojPwWO3w4m1yKx2xVP/pOeLBn7HAX2M8VVlEpDUy157C+0vZmCxB6p2pMM0eH4sdtCfF2c+97R/Chl9SIw5BCM3mn/oX8PzK3Aq4lbrrHfGGwRYvOlUtQtYWYg2YgrejiKUiw0hUwvo4G3cGUvgRrgIDGxUkCLz2ATDJXd9fe/JybvCMdWw7H1qsM/lFDMoHgz8gmuGWHEkg/5UssElbsBVeRBDK4tEMgOb7c1gh1h3PUCnvqG3qj0DiQD76LqPex0vKA7QVCEmAsJeqBCz0sagpKNRTW0PotmFjn68ZmUfqSAsEfc8RyoOGoxd1kbEZHEt9YQKm8j1X0s434I1wziwGN46H08dYlZ2lxFnS9CHgbLh8AVnWT3b9H+/4Oksoj+30Mpk5XnGPVRZsPlrVxTDHWdQdHTqO10ceggcjaDHgjZHn7WXcmXVEcbH/pCjP0sxtZ8idXGRz4tqeyB9HbInacA6TdYeGv7YT55MxgDk1hx/pale46z8MSqXj27HSSTN/Ll34UmUevZXT7q2xqrKM0vsqRbxWD7uMSMi2zg8kIH5Y4mKPX0jKDaca6qC+1y3wtkkh+Jnla9LfObNhvfq0uqhnlq1L1t+CyxbU7KUGfNfpqzgDb4aby6BerTFvq0kU/OdRooqIhn91D0k1FfHjZLy4A5C0Ntqgvy2enw1NVNKPjRf1ruMUS/mo0ZlKiwNbaR3HpIRWTKO0exqDIvHxYEk1smQEVd7n9mkoeta1Pfhsq3HZbLEfEKFQM9OtDrf4b6VFYvbYT8bihSrWO5DnVQPGLxI+FXJMqawVpPsESH81wnHRmcwVAf6CVg7sIQrlTxGGpTwJbTUwf8ppP6GJFubIFCprEW5ClKMhDo52EVlfWEbi18hEx+CYAxyQSWxhkY+2bVlGoatOTBvwYZ72kT18YEuXYFA5uuJQsUAC0+LgWB9ai6j76bIElRPqFDw7pxkMtMUr555ip1yFqfOguLlxgDcPGdQRhE9vwOQ0jDEpq8gobegxYsunxZfRoXfQaIDm/hel8jwwsUDsnUX0n/G2DMeK+pj0Iptnk5ClTl4SJbE4o8jccvY+hDWyRTV7D3YZCkLBLApJbfDAnMi3abeX1yMZCXWvtSFAc9Yw3YCkllJDxH2s+ASL73HTJ5GU1+jSeX0Tj8GIGgpcoPTWVmv+YeWd0mveZmwACoTgwd3DGxbJhYajxKx9N3wvG1cOLnyoPfgmslfQu8+6F+0i4dDDtgsHihI9TgDghYE7CxvrrvOSHxkz++JiRXhKPfm0MPQZo5HciW1lmC94WT/wyB3HdLPP5z5dAZgD1w9QSfUuJoAFtI4Mkmruf1oqnLwPwUpfreRBU9rAlQNBhF4FhTIwU/YvF67v88EP9JjP8YnL9bE7+7k94nFMUHPwR3H3skV+uTS3+Sb2f+Xr4MbRD6JEUIn2Bxjgawu2xBPa9xEwto9gb8FrD3j4BGgCjSLrYq+2xngoh2+oaGCP3QjX0B9DV7lR4h/SiR2b9znSexNcqUsfSkhii2dEkqPU1HCwTc01OrHYe0Q/4JPHmZYjaZvM5NLsKvD05GiRThKjtQ//sY7K+u4MmvKfhhEGDFlBsq/VvVg8NJ1HEKt0OHKg49Q28DdqNCmjymd5FNLHF1BZ/8WoytRGK3+eR68MBFCA+3hbGtEa58eTMy+hwdMWjwm7/FJ36KHLtj6z5EOZxV6gpalbSpKfOU5afPbxvb9K+uupjOvr5tT5vUJ+EEm1PiRMVmQgeg9P6uGUbuUVbq2QX/rQ0svb3YjuGvKe0Eo59k7nl5pPZi2qvfc/Uvc45VnTm3LW8qU5/1X0N99lz/lcKoz67q3rkVoa9Q6iuc5fRPqrBXkU195VkLlzKu28Hmm7yksht7BiHt1DPMSj1rUKkdS3WhrC2QUD7cWblp5aILuhTny3Fx+1ynn/r0iI0bR5Ujx/2L2E++ZUXq01HqWTD15WCeHuqTz6+RFXaqTGoJfnqpb2sYKa3oBokPnjJNsjR9zPSi0RFD8HGQ+yDH7xwrDjxLqY+0P4tqh3Eq8N3N1MIGYD946sEb2uaG0GfMQD7tQ9r0OK1LxbVvUp+XgVzdpv8n3aOZaXpmsSj0K0KHUFBVCHEOuGEKlTI4NLMVzb60iYsG122N+hoYGvlZtaQkeQVIGaOy0saU4Kaq5t3zSX2z0kUw+zmzD8Jp2sGglbQ/j9ueRw1TYMhp8W6yHwC2X5L4Uq6e7BwNpV5sacQ2HndcQBOLzOTjKun/gKvqY0wlsWgQutegxy9q6P8Dy3K4ToebeM8bqLoXm6WIAslmRiyc9Bi2mUEEA8tKk49UdJD2c3jgfTT+Fd77Nh54HU9cg5iyqa/JyBe4cR89HXBPMbOySbgNAirQpZv6LBkLAD364acEEGGY9li5hwsdZBa4ZyEqjTmLUBAl9PB8D7F1Q5j1xRHJhhQEvSDr9Atk7TRlVkmPmdWFigfxxCVudqny8Pd8coWPr0aSq5VP/VgyucSNfsnMSxskI5bU4YEcJErXioI6sTe7ek9E5n8QEuuB5Fr46H86Io/S61/sAJsTm39/4Jm/8MnbQuxHf/JW1eirBtaLBRoafd/tEXDHoUN/+n9wzyug3TENDff+nnNJpZ5ByM2DdseAwcwXuVpr930cTkJuhBi/6Tm8ws0sFEsR6p5+6BikhyfFuJt5OMic2s4tUJ/Vm9JdUzqYQCh/2ptR9wug/9NpZpn0v4vdwyx2AtCLOZFIFaQhmXXnVrlCFVc25xP4aaCJ1IwQzwTXsA8PfcBN3WD1wNc4+u3qbIN33C6mrE1zIhAk5Mt8ShemA5LqvakcP88Q8e1Hwx+RSVbdOnGFtJ0ijia4yLYgKW/Fu18llAanrkDew563OPeoRH0siSGEq7q58Bz8tBeF73kSegqcI+l8EOtE9uuGv7i62/fgp+HEzXB8VUiuex/+Ymd1t8EcRtYmKBa1w0fM1H44OPcdyH2J2+L8LXtPEj53sAt25e3QxLht6isc/6SaYdUpZwHVhX+RMdZXm7QXsOZb0qq6TInEFVY6MCWVTfCLXfVISc0AxDmUuVCxk9tpYsgHcJjNJBq7sMr2qOc4FTeutphVx95zuMuS/dQqW1G+a8W9aJymBgRujTktKb5S0PrkAGZVeay/BFQDz/JuthDS2+TD0IIlgwAAIABJREFUvC6dOewnPdWNbbv0L6lYKVqeC3KFTRVoB6vzBJyrwKZG5NoNflk1g7hmEDoH4FJUbHYD7nSxxL9MBxc1ZtNo1ctet8yVTyfUxkL5q/K1XEp7lz/O2VSh+p7aEeqp8KwuDO3UpD9lJMtkOW35Lm8foNpLW8Uz43ZYTmOPGdWYWg2BDSmmou+LoxkFn2JuLqzOs/051E6HBechw71ukqPL0BEh+LuwlAWIpvAxexipDS8nLKFB1fdF4VDVPD8zpD86JKWUaG6ExHCLQIQjdPBkmF7G00tk7DMoX6RDVSODUmuNDq5TJMCNOdlktSmL+SEjnn5ALE3I0Ykp7eyqg3g0iwfZttaSJ1PzLPKqUfmShQiDFh+u7IcUh7ZnKZwUt55CdVOAUmYfMTEHFymoIGcLplpANWvAYK2lw1Ou93cA2FPXDBQ8Bt7DznZCbxtbA2F1iUWmCCr3o52NRXteB/CDYegNNPQeV94ujekJ5U/6duc22vnTk2IppiTWZfQH0mNuO4UmLpHpJbCZoSPd8cs4eoGbukTGKP9fIVOXkfdRVMYC7uhZg4VmRvucsuKnCHsB9WUCrKkswHQ86IFE5R04MofazuHoedT3Jtr3DcTcj1zhRq4i7yw2NRBKO/ZGaKwyM2cXh4DNIeXuwY0ORkcINc+h2W+KJ5fcsbtC7JYvviLG1ioPf0fGLhbNfFlS9wBdssgqGix0VN2YsvTcOEcLTymoas/zQuJnCmPB2Grk2E1L6AFkqwc5yBws804E5r9vStwV4quhxJ3K0VPcjjA7yCBnbQFsAECFwzZ0v1E0foWeEZ5aRINvo8ouIv0mQinLEoLqUBvFjHDdgx9F4mvB5Dof+7lu7iaavUoml3cMf4CregAhKK4D/bKPsFprX+4cxflKM1M2oU1cRSvq+g26769k+jqhxzz4PnLR2y9cZGU/NzgEzuZP9xDq0nm2pTVJe3Gw1PXUEYbANWD0QzxJ714wy+GiLxWZ4HiwNYzp+wJ9lRoaFKuGhYLVdhY3RccnA6huAvkfw2OfszLsRTyzCD9AUICnt2VFC1cRJf0fGyav0I8GxLhDnANAJrGFsZ3njHSZ3UVNMfhJqOMk1/E8DhxGTorQPCS8W5jLjrm5pKYn8MxfhNjPofjNQGw18NgXyEnf9GBRRQv8fuGMEGvA1n4kdPKOEPvBH19rSdy2dsWwSYCQdyeU4KZj3PmC5TuHIgrq43C4/qGMScx+GlJ6VZQ9CP0iGy30UJ/2Uz3Up0RldGxKobx2DOIcaoZhhFpWTYoZ9YFOaCuEPNXgUw/1FXRqitCoRn3y01c7VD17z3sKityoyIfqb1mWoJep4FmzVT415LMqraImBmYiWeaksV81kdCuohxmO7soQ51c5XPIXtJZ3il/Ka/WJ6O+TDVPw81FrdMPpnL21wXDHfqxqhkitcO4Zgjbo2CAAYEWG2phBvKV6VHq8lHfVrhuO5MGr+Y8vVeqnf6Szu1NqlynhmrbLwF1q0h896q2U/92trTHUrZWKUMs+oCO0vjHWW77GRR9gbSfZuFvZ1E7pYVJQxlT/FioOi5149KGFFKCyacsij3rkOREuvG4TgH5zNnUV9bAOpe8DP/onDpwFgkdgTiHSfAPJKMfgfeMkVWEWupTHp4KaKeT+pSYig5ejV4Y5Xee4YY/ROOXwOuicT+Mg00BnOmncs+kPLUeP52EKfGbF4wN3SMo+hwkc7Sfh7xm6PEDrRIbG1RWbGTn5QdQoafmaMbRlyEkHfIzlgx97yD3EFwNUMB8kmyI6ZIVUbz7FTy1TN8RbuoK2vMarugiJjFdx1ig1meS5D4f+xvAjhYy9mfEBs0gX0wuU+YnXb9FTUfBQHIGmsq40YvItx+UWCtrArT4cR59T17PKae+nLVS2Q/Y5OUYomM6vKbg13EWRc/j/rcojsLIfmqZTHxZ5D3AovYEVofJcupsStqjJdP4BB6Dthk5TMYvFU9dcR+6KSZu+hPrQnKt8unvDLNLRSNfYt8BluPXxI7Zn9K+pOsG0MsbrGJl//NNsdtBOiVWhEN/t4QeBisaaIrzmoQHfQf/1hRbDyXvBuJrrsEzRaDysVAE2A4ToOxBXNGN9vyG4gTrolxEvfCGAlRYGxmEhLE5QOx8cUVLzf4Pm+M/8vEVusGGZ1bI7Df0NsB73ySufsgntLJ7wL6Bu9osp0F9meafQjrWPIgtIv1+wM42Qr+4phbA5mdiCQ+9jzxDBguLj7cHCQCqL7VWYSCxNepjRJHOXsdM0MMNU3jwY9aFSMH4Em47zULbwyypL1vrk0tkKUkqhMpbIM4BfpUewtVDKPAYGnkfPpsTy2TyGhRtlrdCIgh9g+idued1TD8mUKy7wO35A64eADHcBsW32B5BVV1cOAGunh0nCP1y4J+CjVtCINIyB1FiC5RURr0HvuATd4X5n4TkncZHL+5y98GHGsIeoM6WlAXK2p/2zX0vJG/ysduh2KqjN8kCP1gHpkOmYcpBLpfBtCFNe1JcXQ/1KUyK1Fco122bmkocFO1IiZVCNvT4uffSf3XE1QPj0eIyVhpq1k1fhRJgoYBX0AHonLO1Hckf6HzjtkB9itMWqE+DA+2sODOT1vSsqwh48pn2XOpTYDlHnmmHVN7pTPNYDvXliHXlmlOFEv7JtpNVzJlDfWozN6ivfDO9XTL53FEOY7iqXuQZhlKKmjHkbAeM2eHEEOVnQzulKHPFSQ5yOQKa2ooaiymuqCjTKa6rVkqq4/jLqjImiXbkczLnV2suL19RPj8Tq+QP1IowNeowFSe1BeRanx6RUL+Zyr+U+ra0ilGSTD0si49RHB30C4+j6AVW4Xka+v47z+D2Z1HHKVQ7gUtrIUK9zMca/KqgM1Dy7ZRa+FIFmXWyI1GnPqMS9eVOTFEs24hzqMeWBoPJi8NH0eRlMrnITS6i8S+h1LOskZiCsLwy9ckcOxUWy1TeNpGPsY2/qOssmv0LmVjmWOUbmvkP7BkoLguynkN/psKmj+LyUp9XtrriTJUtSKkMNi+hV9gzgNqf5aTAro7TqH6GiTBME5N3JIKBqo8zMvADc/8GOsjj2s6BlkWJa/prvPcdVNnFhDW/weKFbjd6S0DtYgvuppxAh93LIEEMfIAg9o3JiXnrOXN0P3MG9VGMqYxyYxfRzA3Y7OQ15ly/hPa+yTkFEnoGTVxmNLiAJy5i38PIxHN2gZh9BVNfvgngFtiJl+4HGPia/djZhJqSkI7YdQH1/RHizimITl5Go58h3/2csQ5bI6CspgpE5eCX07pGqc8PskyEAu3XZN+1uiNrYnzNN3enaX7deeg7MnUV0/P172PBdE1YkrAkdEyDH4Gz81V2J8LHVoOxlXDsFn/8jj3yMDGLhI7UzeKuxsnA0X8Ejt4U5lfDx9cqx39DR/kUTkDtMTGZ1OTDdMhuaUa9r7MLu0RmFtHAG9jVgy1+ArntQqp/0s5z5S31D3wmJu+EkquBue8bj65zM9e46eto8FMYplr9xBJOl8vqpD51Z5fMjjh6wBb2mwKlVnqrVHTjnn+DvMGpS3jiSzT0AarcA4hOEYXehPZm9jevuKdWcJhXZcrW+jK4AhQ2KAoIQjjw0Lt4dglaQGcXUdcLnDUMGqwj299FgfpEFo3ARD9nM3b3gegHdX97UeBhNPopobfK5DVu6ipqPQl3JtT6tqDydsPuV8gMk6CnviF9f0CV7fRdI7YW+FnEGUKV3VicQ7tfRK3Po64XiXAQVVAKbST0qCwC3A/2ULGr3fery03Ju6H5m8HYHf8jf8Z0y3Ye4ubNTcgRKHKETK1zwZN3xfhqIP5DaG7V1BWngyhiC6b8XXJPJKe68h5Snx4IVKO+3CV/oZuUCqURnSglLWNEO62YAh4dWJe3g9ZXM47cQ1zVbvjPvUOK/it07xvnola9WeihbvMc1Y5KPl/xgLW3qfjGFUR9sotTkpf65MqbIg2qIWLOAnKVz6qiCsqpLwf2HEr4l13kmZfxcoCQ3pk75EQnl/u0YU/nkorUp0h6iuwnLelMJzo4N2tNd1RAe1L1Hhbg3g+fsspOqMMscaQy+rSYTT/OFboFRerTuXqh1OdSQTVFhMv7WOck5y5F/Mt8Kgez6nzIp8Z4ehaWQ2ZNNuHkTIrkk/PAkw1F8qcaq2jsSM04NGetBlTagKUzYs6ZpKwGW71IfBxDqedZcPUEk/oXcOc53H4Ofm2kI9cyyWyzBsIVUtkMUkzfhn2L4gHLzkiK5ktNDblWnJnUZ5JC/Fi1J+AfPQAvKavH4cMwwp5i+s/YJ7huFOIcNgL3FFU+i5z6vHlkNEZ9uKqfm/gMjS9gsE2/wkGLzmXU8TzEHlg0OG1r1LexVl7pT2XdjT5DeuQU3ujV9oxAax84tdLpPAwZTYzr5CtCJKCP9fh5oG3PSFGnnqtoR9F/A1Vh+gswz+x/B4rWAAu9m2aSlA/L27jdv4fuPnCuv4H2vIzB3CWv1iejPpNkxyLNDGI6ZB/5EE1cJZDPdhnNXAeNt+9diMM2+gyhw4iO8gEIb6DRL0AKM4EetWnucq+ozyYdlcQhUoaeCKJiRTMJH8EdZ6Ezdu+HcITgNHMDjV0q8j0I9XsgsPiYx4mf5a2rIFDK+dMvpcyR8Bw3fsUwuVB7+HshuRKO3+YT61VPf2+YuUEmryLfA5QlIB3RHMhyTJFKZG1NxO6rHHieT9Lh+O36xK3Q4b+bxf3QPegUsCVgDt3Hz/+TvhRIrPjjt11D56FHzuoDmcgaAc8YK8hQJRUdqPdV+IjRN5SC357XCZ1D92JuBD2H7hHc/AXO2eLZ/yf/8btC4raYuOU59GPRfQvc5AIZeJ+CokFbuFOo8JTxnoqqBh2JUuuglWl6jibU/Qo3cZ1AqOOyYfB9zj1IzPWcVUI+cTMlIpfxtkB9Oc1pikcoSo2gafUvAJ+7wT8zS8+r8NNAx2kITLeon2MmCtqYHE3PwtnMgqaGwN+RjlICj6HhTyC6cAo+d6T5BFP8eOQQDRW7gdunFoomrmH4PP6eEqPBGihiLXz0A0Iqd4OrJ/1CaD8J7dzCE6iihcl9jFfNIXpXcFWtvkcuC8l1Pr7OH1/z/fJLiHNwBqRCVunzZWl5xj/3j1D8TiCxGo6v2ncnwcgUzIfETUq331uouyfUl7GwXYH6tOFBD3Jsc7KiIqmFzAKD3fIm8JqvGcaelLkLhlJPNVK6J8e5hTNSgzc1jtryfjXUvILeOG2YzKbNEj0ynTbX6Xwpk/rkWp/cMEZN69OmPkeW4rcp3+nGP1hR3nRXOMjlX1he3qlGfWpKoNQomAY50PqcUvcghgflYHXo2o09Q1BNQb9by9ugmrp0o7xzy8CmhmFqIKcHEbe2liY3aqFdXrrTs4x8YW0Sy0t9WwO8ghBRUf3ToL5CJ8Xt6KE+/SiYs0A1qHwQ4ldDUk9rAKvA3OVRsHWh1Nd5BnWdRZ2nMCUcig21Y/SsQfGTJLhNbJNTn+YJSnWhJo0pzYFGKU2uLqUrmuvBRQaApxa8B8NHDZPLZIbZJAz9GTVMYmNdGvMUp5xiTrXovIzHUjqCZwxNLGKKl7MLZPoKnrphmFlG0d8aoMXLD8pYLj0qbUqZ1jTqNuVbUNxs5qGyclPTRqlqHasthKJETEeKHSdA6+t4HredxPUzWJ4mD9KfH24DMzOGoU8hscCP6eUqF8AmfpoOH+mo+hoY5bv7OVM9a6Jj0eRgFRMgFRHU9TKeXUAw0ARFDlXtVWnk82f3+GUvYw6k3Fzoxim7Ck+RGQhsBPKk1DfzNTd+ibSfQLZmKAAWn+LGv0Kz1zF9a8YuosATYGZjTe8li/Fy7FsCsplKmfLSSxZ/OjIBmjDhwCRCo1eM8mf4MAQkdl2AZDZKHRNXwKx/9Evif5i+HaAQgkwdVKW+rDpPCooiZ/Uzxe9q8fSNqsM3+eRqMLkuxG5VPv0tmlzkRi5BaoUtIEWup+IBpV5KGIj7DPYQZ45U7k5G4t9B+Ht8venITXvzI6Df0hG/md/hHQsc/HsIQuFv8cfuVo+8DM4oDubkaZcy+gIg+FR0o95fc9OX0SRF7uuo/w3s6pVcNKG6spTV+toDRRVtvv1/EpM/h2IrfGzNc3i9aPYalFyOfUxHqtgS2QxpKGjKtWCRcRf45fBSriBwYEUn6T7H7pBFSPPb+w6uHmQJGWIKmbZpFlIYDTLagYhzHlulEHORVO3lBt8Hv1PK0hNXIW7e2bZ5jsonmy5qtfKpYEN7E4Af5HgPQtGf9wE0/DGa+hpPXoMIzfbniI1pepTeK9qKel5D04sEPJmW0Z63sYtJoPCDRRigvaKDC8/Dt330NO64YBAOI0cTB+QjwO8mdpGzh0tcvb5H/ywkb/OU6mN3A49+zpVHOXqL2gPwW4Y1ZLCKxvaDoeQtIXab8mFw7lvL7mPQ/Anslwaw1ON7wmlqxZxi4ZtS1fq2Q0QagpWeFTeWNKeUpRLJ4sVKKqPIM0zce0nNMII4h3K6GKZkWGRnq6gVfOqXBAutYt2mvlfQwehf8d6+lLFMnoJMRZzTWdK5sbAll9xKHBm8p7O8U7EVUG3KxDzFRr4szMNsAtjbkUayXQUpe2p8mI8DdWl6GjWf2YkOWShYAae5owJ0A/cAM84aQe5RQr+ad9UwRKxEZeUw4let9tQv2RVEborAVhAuqvNqJs1qlXTmLfgsSN+T9iU3StGp+MlVvnsi7sm9WxQ2xZV5CDASS0HYVQ1FXJsQWKMbydS0Pk+GMqZz/pYJc+Oxm3XueaCFj44dhccZ+J1BHeehx6+Tpbd3nka1I1DAQ7ENwKAeevPMqcJOkip51ZxSSe4N2RJfDu81aAAhmEOUNRIw7XQjU6AkdAh6/GZYZNzYRVw3AXuRREJzI3OtrJOBnxqkydrnTCnqg7Hv6Hvc7AKoWLNLIGTNXqVIg8t3E8iZ8EN+HZwao7WyOhVU0560MU/P6ooo2Mga8PyUgriaPajtWdR5AXU8hzouoNoJYm1gXYuSYtmIoYaWrSJxo4W+JBBw46BQ50fldAT5Mlg7wiBymeuj4NchNbxhKSwB9uiHmjpQ/C6jGfq+0MVeRxWd2OJnF0dIi3iKU7b6J9l4So+tvCHwCOp5q2jgIzL2KZpZIBCDtkzoiVhbCMVX8Wky8RUTfhfQ9Jdc4wNQh2ZtBMcdG313/Kosp4p5aq9mzvQDl5rZg4ouEpmDmMSOM2TgfbghpZS20YvIu495ePqIFRr8COuvA0kt5TKaWesYwKkJtEqokQvNF09eRTNX647eCiaYYWZy3f3kd0UzV3eML3KNDxK7pGpCuAJlSyhylq4Y4GgA20NVAyfDidt8bJ0O2UNz31tC9xPI9wOjHTP/oH/uH2L8jhBbCSXWnQOnKcpyNgF+y4DWLB/jeZ6r7EZ7X0fTl9D0dW7qOu59DVd2FNkiZY1jjtZDFvGAoTxC7NDBWPvAh0L8Vii5xs/faZy7WTxzFc3+hRv4I/03WkSvkiMAaeAgEgayz3qDgYMpW0tpylHhchw4bQGDpPKBjuQ3WEKcjVmnlHcYel/BUwtkklUa730T1QxwVgGkWrs0uGf4ZxWxRZBBoFz3U3yqMcmWTHWNblaoktoxNPIpFKOCdr1M2k8iczOW2ikdkqVnvj3SDTpbiLsPFD/3MJT+BZ/AY58Blk/Br2Ck+RhyhOibYqDvoKu7iMIe/WjMLtB7kuz5PXJFgcEkmdQWQa72Hc0nUMc53PEsfC3wTyJbmIBKCf17GLIohB2uTv8Tl8T4zfD8ipi4E3jk46KqLuLkU9WnTi82R4ytR3yx7/j4amh+vSl509R9DNuawLHGBp462MaaPFP6Z14q01gg03klZ5LPD2U/0N5LlofnNqHlnmCJeTPDnRVzEsp4FU1M5B2B4WnVbhhtFEnmLg4QBrPAb5uNiIVKgtuEtC0w5zavvNrJqiuQesU6tZCGQqkvR53ToygWxHsZUy71qXT0bR5ShRL1aRNdQUWesr6+whhPqalPmffSZqFQ+VkFJXBg7jKA3QOcZwCSauiAcgd9yc3oqHzbip/2HHnn3r+C+rIn1RpObQUvh/p0an0bhKmT3LQJLS/15d24PunPWMUa0hpQaTU2MsAz1aJdHiRF4W1avGxN3CuU7rapNGasXsrsVcqkcs0a+IGcf4xQ2Gs7BQ1+lBbaz0KWA53oIMNYzxS/xrTnSo3eg0lRn7ywU1v0y5jMUo9fHas/bIRfrFvm6ZAUzAZnbsBv3vWj0MxmlCDEzTrc8lKfXO7L0vqIKVAUfBKAZ2aBm1kC0WmG/bK+l/na05NilIIlNxo60jI2bIP67gkuph9L1CdBF2W/mlHcBiSPOl7Ebc9BvpyJhctJp2DKvDIbclwD4y4B8tDLw6TjBQTi6mU8cwP3v4Pde3EZu9RQ7SmCY4TFiyujhp5XwAVk9hsQSPe+Bh4ElgA2Sj2HOaSX7zHlVYufg7pNAXQq95Rh4AMyu0zJE+QLAD8IquYgwP0ymv4GoiZG/4waH8HmVBEmM5/Iy3UFSX/pyQQZFcTKLperC4fnQCGPnsZ7/0ggW2IBWk/HvkD+++AzBRuEwkgsnZ0tKIOfjC2neuH8OHyYjF8z7Ft2Hf1JTKwLsbVQ/GfnM3/H9y2Dh63/QLri1AtB9lCZGUzFFabaESNVe54Nx34Mza+KsdvC4W8dTY8QaFAEWDUGZv0HvxGTq/74qpBYd4+8DPl+THskZgGzklGQqio7ye7fgVcKwMNVruflqok3gkf/KRyjPLnKP3WpzD9tsAk7KtsbH/gomLwVjt0Oxm+6j6yQmWWQZwffQbXDrNiVQosfDtWSceJS7aJVKmLkM6oZNXU56GCEZcp8M47Op3b6J5lCxfRJZwsX/TWahdpvMrlE9r6HqocY4wWYrQsP1G2T7Ea2ynL6l7TJJmuAeEbw4LtwZWaX8cQV1PMCcbYy3Swg1ffm2yNrHXS0ggdBzSAFPzpxgUehEBp+blgEzxj6vW1nWfb0TCvauJ7fwgWZpKh5Hfe9gV19BNS8tIRY3YabjnIdZ+nXO+44YxAPgnMkcHKYlVi3gHtnVX/DQ38OHLsbiK+Ejt1uePhiUXUvQ7gmjqIdvZimkLXt6WD8R3oj8fFb4fnvbV3zxAKaMBjApKA3L6epsZyeJTW2nLORkPb29Wh9iqCyTQ7JtwAbdpOKNuY8QXF/ALk6YdxmoHxoZMvYMlbUaNLTw1fay2+nOFPxMm6tR3ELy2+tP9CSgXBqEt+W9T15raa89U4PNxZEejmmnRrWnYpNfTpLNzfITdHhUwMXZWtp85teIFQEP7qjSryzIpXURweybmbu4h6AT1lFK9Sb7XDh0gpUVpGt9WkzVQ7CaS8vN9uUa4NqEKjzMLIX20ob3hZe0qga3fKk6M6iLdbpxDz5NtNQt9PFwQimGbreS6uIqYZIWQUUCLOQr1YJ3nRymprEtzWu09F8WOpm1Z7VkimLAXL8vIh/EoO5y2kIxeo4haQsh64XIeBE6u4DqxUfLmVxDsb6PHvJLQpV1PpyqkZlGqCFSWoU/NjWOIuPo4/FIzCmmbiCZ68ZJhYNnjEAQjoQL2sAz88s5NMJXTlPG8HnqXEW7X0bDfwejb5vgN4tOoT6G+p/G7na6FuPzf4i+u6DsFaTdkkpCNu0V9FT5ynfgi8t3G107tWh2gFo4+l8DkXPos4zhvpxuMhWPzHVpvQ6Kc2PERc2BzmTFPAAdpE76Ku2JtTzGwC/6Svc9DIZeAc52g10GboRu99Ar7mRZwQY4ij4TV+BFqbZr9HAW1x5Gytx9Coxnj9L5ct5le2aIg0dOBps4DUCX8jjX7EtL5HpBdRxEttAOiN0tDr2OZr5C5q5iia/RP7HAP5tUvNbUMZ7OW1+ioWgmpMU4QB+oT7CzF0IpeLIPGo7D9kng+/i2W+Y/el1PPYF9u1jdaHM1RMSsf2p+sxMdUuhCxFYBaSbmcWimaWGue+F+O1IfL0pvu46/K1h4pJhfAH57mOY1wogZ+Y3Oi3hwCTqKHNXDiR9yTuhudt8cjUUW7OEHyw2+4pYRLvRNxOK/RiYuyXE1n3H1quGX2Rtezy78s2MAOuQkzdYW9DAG2jiCzS+WHLgr0Li//Jza0L8x1DsljC3Xvv4MqkchAw6k+h9+E9C8sdg/G4odsczt148e42bvcENvY+q+9jlElPNhxsiWG55JC97nEF9tg2U8mNHW+C+99qP3w6e/O/wiZsN068YQFOigBEilIj6X8KzwKhQcDv8IXL1gCrl4FnmRBOmX+BWIT9c5ec9uUiodiKbHAh5mNUDaPgimlowzCxALXTbGchLdDYzFU5taxkblCCKLl/Vg2sHuLoRTIcowV+iic9ZgesVNHkNt55ibkzCTnrBKztI3zvc9CL75C6jvj8gVys4wVrY7ui77OpCzUnUfgHKOtqf5cLPwD84eq3As8cPROpoKqlqFZ7+Wkj8HJr/Tjz+34HHPseuNiz10NpEQzldOGjpOBw4dluIrYYSd5uTq2WtTxOHQD+GYABjkahPOvi81KeIbXkXVuS6gragSn15+77yIpMeOUtzgRIHKTJDSWd5C/IMwVQzJsU5QG67pAoqHNu/msTUznfL+9K4qjnMth3q1smu7HFJQThXEPUpyoNyQtOATI21dEh/eow681OfmpvLFpr9VJgwi/q2UN6p1ulXntp4iRNLMYA7ymGY4uoGfYN+q9YMgrkLHRxT8NtVvXVJbSsyoDxlYWvUJwfLQpFvm1OObKjGXTp1v4IqQvXvRZEkgei4slrimUStc3TcTFqPwa/4Zr8BFmDOlnna87akwuXgmerytSqPde4OhD6cekfqmF+LB8aRUOp5BvrBwN/lPALXijMgsHhGwMsETtwHP4WkClzVN54yfWlQ1/GU8C+H+oDc2GOpQ8/IWgRNtdgsovBRBMG76YifAAAgAElEQVTEy/Br9/BHqG6MUCYsq8ln36JPfINfrBsMpgZokLOEkCvK9b4KSVmTsEey51XOBc4iMPqBFsQc0SyvmqeuNOo/QoVGwXSnX0bFJgQz0LOoHWLi7WnUwf56JsDnhjKJyZ/iPfOGn4pPEv3AFYail0nAZh92dJKOszB8nLpG6Dhy5GP63UjXxSnXTXYYFBUqO7juVynzoBmoLsN9v8eV3USrwlNNA6RE6sUS+1GyAgNJnqNfxSMfocklboZZerafhugzs5+OVsnEIhv4LuORi9j/ED01oE1dICdfLMf9JWsmNL9ZmColYQwd1JpgeI3CR2DoTKeBd8nkJWmcXTT2GRc4wBCUXii6vEjkOfJy6rPwrDSOx+GD3NhlPLtQdeQHIXGbj68LifWKZ/5pmL2OJuA0iYW15Fn8aU+X9FGBi6bI2SMVA8+GYjeD8Z/E+Hr48L87Q4+ADgOuHoI1cB9/6D8gcTu+widWqoYuGBxNzOg/wJI5RAJCWSOp7EH9vyezi5UHf4wk1r2J9WB8NZD4mR6Pb36teOCPpKKV2FsNrg7ffe+EYuvB5K2m2E330Z8M09cp2OCB96FVXgqmtwUzqE+brzIcTex8SgNk5qXVwxdCJ+7w8dvh+fVgYiV04ueagReJI0UUnLOVi56BAMmZq3h6GUMn6gAHLYsBZjSSD6u2OOmgPjh+aIdDDcNk8CMw/gEF9TL9agXFL+U1KqfKbDaWdFGIg2/B7l4Yn4C/yzAKPomHPyaTSxDiN3kZQvmcTeCHZBe5yg5D90sg2E4voKklsvcdVLMH25kTLKQahlD1btQUg6/3TubjBa6eLeyys2rYchHbxCJX1PvIxVBiPTC3JibvNDz8SYmnjy0TlrLgiZW3tD0TYAHu9K0JJVYt0XmDA8qPkXUjckNR97u3U27RZkH4p7+vTw/16cEMtRWzVsHFJgOUetrpRCqaoc4TOjtHDK5e0CiKc1w9t7A7+dnpP7WtgZYc5DJn6iTPvPCscW3VDin7qApAOw0203DstKnDm6J1px6VT820U4365E19ao+dBWKbfupTIUbVVIbK7IY9NdJTZ0VJRSytTO1Iiumjl8XYiKt7cHUvfLHSr9eKNiiH27m9WkotwNNW/+Q1n/oNZlQOTBehFSriyQFPsShUm8fUaji1m/30SHmFkmGaYWonCf1XGj1taD9t6LyA2k+gumlYgA73S90qrHUPqzT1bDkv9eXkKGzIfY1AeiD3SdWqHiRZp4i/5Og4oO0cwF77ORQ9z3U8D2pG7QS8WsoyGEyMFdUOMiuhQbGMU40AM+ZLep2JWXGaGENamNUkHeeZGjhKOM3zEBS+7wrz91/EtePMXr8uw8RFXg+pU5RrxEY/PRHoTzM2GigeW32o56XiycVUlsDAO7iyC8bcxgDgn7lBCcwUsS2vb2dextNeJmM+xWCTVInq5dwjuO0kS+Y4izrPkfppZOaJZDeSMlNJQxekL7C+PivTDI0+GN45Wsjul7nJq6ClTC3hwQ9RVQ8oOWZIMydGni1WD5zW+zo3BtYmAOQDb4HxiQraqUp/0sGYmA5pY3BlCxFTgHMPo8mvKOAVTS8WjV/G9P60CQBU4gEKWsz6BYgI+R5hZWx6kE+D+uQzg5tuMZK2Bsfpg7o4RwBH5kn0NAQkDrzHfoy4xk1cwuOXocfPGpGi81jUXj7jUKufM7M8BodIYbJk+qphasmbhGw0IQliWuUz3+PxS3jySxCiM4tFU4cE1a0l9hAyhrCp3tV7LJJYDcT+y3f8ppi8bQ8doPBZZPfhskaTfzIw988Q1HmuhU78P/fIi5QEwCPUylIBbewYbCK2B4u6f+s/+m0o9kMg/nPgxGogfsefWBFiKyX0U9A4zUHLFm9wBOoe+EhMrIcSK4Hk3br4uoG+I3SBkY+hKNEZSVV42gpR1bKLJA2udv/TNwKx78X4rWDypm/+jpD4vvGZ68WuNmRrKQIIb8PONtT7uyJw3F3mxi9xe99Fnt0EjjCIyv0pcxRl7U7nS3JNUu7sIpvoPePgUz8WVA6QkY+5qS/R7LJhaplEX2REqgai6QcOIUXOEj45IizLbQjVTRBXP+KfQPTmn6Csu4DpZW97npX+MvPPyjY08D6a+oLMLJDRa3jgHVQhgiAMWwtx9K8rSiIx1HYSd52hFFokPo3srcjJS8ae0CXraimu6vL/ajly/E74+C0xvu595EuA2PIm4vAC+8HvBQFn+yHhxFog8VMgttYcXy9te5opq5JbJp8yp9miyqdHHlS0aSmAADWor1CxTgMn8kKXbE6JGTr36Ni02Ex2lOPyFmY0P4Jrhgi4elYzV09W5FlkTgf6qeGTHjVPzpCKcwqFNA0U1N/ap7hHPUWb+k8542mJIvjlxTzFBbSxUN7RZ8to6rNkNP5pqHx6ajvl5Z1K9i3SHAVXT53wpqfTL98yWt16Ohv8FFkxjXwpuU9KdKiCx6VsAZMPVXVh9xB8xDxj8AVKh8VS+9+uNJLRp6mM8irNKSfTXG0BjVfzzsmZr7k1vfSlZ0n9BZNbnYyS6UgNKK6pyZ3xWP4073y1ZdiONndaw2SlOtT0DIm+wLp3mPYVPQdJzXSsbKzBu2qxlIKwOdVmP82ZX5tvgY1l5IvVquyiVrYLxe3Lt1bF/tantT4PuwisnJL+IxSfZAHu51lZ4FkcPYOiF8BLwzMMzi7SdStj+ezShYJNMf0z9ViCtzpVolOt8KzLZUJgGMmjZcPk08vkNeaq0jRnmFiCX7Jnb+Dhj+kwKNWEmYt8ao+V/TOJpJUBZ/qhuBRKHxvA4anvZagim14yTF1Hfa8ZKlrAGUUyR5FO0OzT9I/JC4SKRygXCdWdYEDo825qjyYpPa+BlDZizzB0abafRu2noHC3bgry2empWdI8A840AVY36Jf4AbQseNwAOpWzGXe/giYWyAwU0RkG3sUbdp0A20ECd44Pl7fhPa+CADu9yM1cxT2vQrmEmaU+pApKg7nIJ9cDJesUQD6pdtEnNftBFOHge3TjUCNHoaLtFHJAoSMOPY2ASOnMZW7kSwI1kD4WOeBn3WWBtA6WV9bLB4c2fwquLIyK2XFyZrDQIOIRCOOmXxQDHwP07ofACW7sC863X3JHBMsWOJ10DgR4k2yof+m4CzsrT2WBbzDWDx3F45+T2eXqI9+KAH7rkdi66+D3hpklw/hXyP8QNgvM2UUCZqkxzycdNrbRtzJUNXC6Kf4dP78mJtb4uX+Y+f3YJGIH7N0o7ufn/lNM/CzG1v3xW5VDLxZZJeMTgWPGnnB4DgoGfabx9yLH7viPrQjz64HEupik7LdmfGyVowcA10Qk1rChvK1u/3uULcPz60Lix7pDP3Cz10qml/HgO6hqD2dm/Yf2DJsT1ZpJflPrSyf10RMsdnXwT/27DxoI7wjJ78KJu6G5df7Q33a5OpHdT4BkvJSLuPImvPss/Bg0A+6vzHt2iNC92wNgWCLtV3rgSAuJuqo6tTFVW7pk77iDdZzSp7UTZPzPaOq6YXoRTy1ybSfhZ2Vm7sKuj18JfYMpcLKnGBhAurofijzdFAEGcOAhBBGXC2R6iZtcQm3znLMJs7ZYVNll2P0HqHplWj0aeJNUDSJnE+MfWAa5e0jrHGqnX/L0m+EMEZ5AoECyhHcHfDMYLOIOd2/DQ3/mKdLHV5oSdxp/+ecdni7saOFsrFvVKSCTaG47zB/9no+vBhOroeSqtStGKPXZIwz86AMBW8IyHiuIzeS+LAVXcqafSv2NQuqxNY+H55arGQtFGtlEqW8zps9KB9/EHsaeUeQeNHiGcHUUxqAlNsZ7KdvPAqEr72HoL2fdwgUpaNrOuoVspICAvoKi29Xmy00489aF6mQ82Rxd/XsbWQ4bC1dkQ11BdZsV2UuqbadCk/ryyXf6qS+31LM87dIp/a2GAVNVN6odgcSUmkHo8aMj2l3VSCr13FWJd+blvX/RVK37qeyle0JiW5wK8tWU6Ksa1Ccj06D0Up8e2FOfsqiPckUDbkngjrMo+mvUfhyKHjvPFdOxHR1mQYebKyVz5eKWGt2pEZ0a4OmZrxPz8q8INrYAXV642uVNiP8VVEx1Ql8f7jwFAlHnOdx2kqNktcsNi23SeA2DMcm7pRYbPelAdlnYg17qY0JfpuJnzlAOLVJCXS1s3xohIpR6Evid+zo3+iFqnAFLUiOLnjO5mTy4ZQbbYKp6FtXtQ/Ym3PUKmlmEiOTZa6j/TeJs5+A4/Sz7LgjHaWGVlnr3ohMCC9qaDCDpgRlZdWLVADPug58wuPbncMM+xht8KlpdwiR5vB6k+VESaECVHTj6G4jwnr5MZr7h+t6DgQecst8AfBXkIKquAdnbye5XIFxxehlyzPe+w1V0YslXE0RUjzr1BTKob6Obzp8q2rQEOUoOdWOGoYvgYDF9g0xexh2nWPRcGIWfxFOXgMkp/k1cRsEDIHLSUanRh1kBJC5M9NPzapBVAkObH72G4PvadJSOm1H7SdL3NgceG4uG2QU09hHyPrDD7GXpCPXMLZM57liF7ESHzJrP9FN7CIcOo9lvimeXqubviImVUGItFFuveuafaPyiYfhT7L2P9fV5mU0i6NKpA4NzD7LobaGq93gwfjsYuxVIrDQnfyhv+iW9pJyd5yz8Tu+UcOhvoXn60no4ueoavsAxxxRG5iJmiIvtAYol7n0fhxJ3+WP/5U9AkGAgfid0bM01/JqBfi7KIfGP3gBFrq66Ax80J+/yibVgYr366EoJlONeIcMfgDbliKQsbWwszUK/4CaRjyPs3f8n/tidYOz7SPxWMHErOL8WnP/J2vYrcFWFLTRx9No6WyB4qeu3aB/7XWD0S1BfXXvYcN8PsR8OIWXuYpNJagXofgXZvWQWagoQouDqwyMfYHqjMhNa3PUCLudRuQigZU3D4YaRqU22TbiGFCNbcHUf/JQjRfkFn8Cjn4DB1dRVbvoK+0EEKMtgEXBVD9rzDpmCzliOwvDet4tdbQTk3GAR1JfyyNVfHJlDnc9C0WnbGSQ+gx1tcACOMPv1gTJzuKSmx/f4V8HEnfD8LT5xx/fI59gZRY4AJ4mZzFu1vCspnlgPzK/64+uRuX9YojHJVxZJVqXWQOEeLfrpTu9aUNoKuRpNcKnBHJUuwBdU4bk1xtCvs6m0BbIWPkJH8OXNkCxUDY6unCtK/wGzHj+KfCZU7Lh3gFTQYetZrFBhUGdH3z3ETmvqOusS9DRYTufqasKdGjrqEfoUW/s2ohq20NHnUNf09LXn5V9YEfnkoQtqPX56Gv/U6kUrMpCPVSTuqoLxYnUP/XBJUX6ovBNMAkudZKcbXt2VV3/TxkI90Jgp3+mR8rT3Uqhep4fWNIxV5HM0dpdZ4ZlBfaoCnTvjQV5BrxAUlDr6UqjpQYGnQOuLniHRs6jrBWZwcgbVjtLBq8FYlw+6tPW3LePf1vgw3zKlDLrowFFy9bSLOPQUlvIb6FkzVAD86ziPa8aZtwrrBjS6cambwIO6NOw1poK/s5r0NNv5JH0sB/MUJ1NdqmHPWEMsgJeQINc8hyYvQTDx1BIa+RQ3TBBTAzHSsV0DhmPYAnRls5NFculsxOZaYo/gnteYb94i9Mz0vW6whFLKEl3GCqvArvPvUaPrryDe07SlkXr8pGR5Ez0wP/T4dTwHTWjwW8YLqH6GYZuPM/mkkHRkCeZQHyQlmBmK0Dfd0VrU/TuIspi+jGZvcH1/xNX9IAlamGxlZkNAUz0ub6VXCYPB4DUyfQnveY1URLEpyFmEtPWI+iQvfUx1r0H0OTEHIVJ15CMys8Tc8BfoPYnpCNgYROGn0Rg9qr/AzLGvsO9RimQEBnl0JN2Ac5MDsiMEtJ6qrAiqXYiNdyU6DZLKDkPoCL2qmE79H6DpJZAfZxbJxJeGuvtBYQORzQ9u/nBJ+bSrp0a0HYVVHkeOGsYXiiYvV82t8cduCYk7TYk19zP/JNPXika+RP79BK6MAGBs80llt6k3kSE9NglVg2fE5LpAsS2xEp77h1V4gLnLiNjcYBb38/HvI4nV4PF1SmtV/WcpLhokIrIKkI5AYZsiYkWHcfRPzsf/Vv7Et42xteCxdT7+cyS+Uj74HAiDICsFOKb7ee7/QJhfExJrQnzdM3+bu+9rvO86GXyTq97DWTdUPm03lxzIEVj4m1AamBYOfyMcWxOS/5+YvAW7SK7ysR+NzU9CSrgzADHuUiUhHRh3/xsU/e6/AXkJQ+/Tf+JFdh7UJ4i2i2BJUrPJWS47NE8v2uWlvgztDm4eL64bQyOfQAcs9ONdw22nWdC5CF2d4DUazF5LSa1iPX6kpp8iH64dhZxM/nE09gkENkwt46krqPUYcbYju5+zQI8f2vM2moV9Geht2fcGdu+RrG5Af7aFiasbhRK46zzqeB5+5uN/hRwhpoY1gVLnaKafwWJXT/CxhVB8lT+2Ekyu+355pcgdRZYQsYFDDKbHbPLbOhL8/A9hCn6JNTG2au06TOxSckOAWdek39CChT49UKfP0MUCwRJwkW1MirRG6An+Qjb612AMqyqY5aG4QinLyqo3008lkafYgXc4sbMJ1Y4z3B8CWx46ZCkyYi2hT62lTc/BaCuWOQWf24GugtbVfy4F7rRkg9m2Rn0FJTcoApseSlRzbXGovqqKfIrznem/+pU9xbrNLVBfTueeRl+f/klxeVcqwL2UsdyudAEnfYkOQ6t7kVTq6R6BYgw6zN1RRUop/jkysKpa9uBeKXhqm63O3qmOXfxLdblceNNeWAdJbqKa/IEiBGorfhrs587aRZlnk/roRP9PN8dw10vMsOFcUScdMb9Ax83E3Y93lTPaqdk29ckFQLUVtVXEvJvN2aZ8rZpUfSZMdVA8JvwKU9yF7j46nUHRZzEdFnQ8i+qGsNGLUxeqAVo34ep5UhkGUqq7sSG7u0+Hh2eK+jLT1TOfMnMXcx3AFXiKMi3RWEusQa4lAb9kzy5Dwt7oZ6hhGhYA8c2X9rTUkPLUiCsjDoGerJF5t1i82NmCel4F5KD7mgLwQ5UtjC2DhB4PZOLppMqCpLwtTaZsqZOOt8w+4hlF7edR9BTpOAc1n3VTzPSSKSHmQJr9Ug+w0c+ZgymstQhQxlnRSjpOw4B1eoFMf4MG38Y1gxy92jbKh35i9oH9KfyI3o57ITAaTVwH1aXv97iql6FIY2HIl0Iv8HeByASbUGyuw5CB9iG40k8vcJOfo87nKRgQm0jCMWhwmmU0OPoJ9h2AM4L2Px7n66nTZD9F/ONTSilT7QiIfkEYg4WYJ370OTT4FscET5gmPkOBRyFixNZigDRF5vJiUyS9DAikzMba4Uj4KB5fLNq3WH3kh+Dx/xbjoPtVPPUtN/YZHnyf3u3YBG8QZFdI1Gfj0wBPuVEgNp97d7I5cVuybwnP/6ej5QliptgQJuZAWeM+36F/5xO3KVBFjt+qHPo1sTeBhgMnxYNEaWtGjiB0EvW+yk0tl+xf8M2tBgAj173HVj2jvybgViLASdnFkuqo58GPQsfvUpIUYt/XHVrj9l0jUzfw8IcwTLWKHFiJitm2JUq8ZMtmHqtgMPM7PIOVvc82zLznnvwdUB+kyd3yxVfs7U+B/xCLsC+SbEKdrTh6oRju0mvF9EO6911SPQCXyBlm1EFJxsuKDxXxbJvUl4OO2dTHzC1B8aPgN/yeYWoRepKnrtEvWOxozzCeyVQ7s6scrWySbh76XeTeC3WenhEYpQi/RMOfkn03yOSCgTJex0li70BOwUDRq6KV2/0qgWyVa2T2a9T3JnL3gi0WJTqIXw9ClXJonn3Jn0LRs0R8GlW2gy5K0QgOmMfszW14+KJwfF1I3ozEbtc9erG4ugdZIqnDs4c5h2CNzgWOr4Uo9SXuCHM/WaIJzhKGgBBzph+pWrmmmDFz+8KgQpg7nIgDULbIwRP4wolQLv2FSq+aWimjBvXlxST5FtR2kX0k4NhpJjtshhIzVHVWdLIcvwHAv6ouGDAZLCzOwap0hBqtdJkz1dbVPmy1g9e4AmpHpXZsatdZ4zDygq7SS/TClsiZzaZCdDYVxlMs45Q/tUEgO0zOjI4+m2x3cp7McW1xZECjoqHLhtDnzMA5p6aty4aDS94AhnL1xeRan+LyFdm8p8ZpcgJUpEHNxaS0Bgn2djFw2pVGKSbigb1hKQs0Z+AHP6d5BkDlKI8yJbBCBfDk6pwasOlBO7VXFXsFFRfT4D2NFIRCBTptXMzZkeJ+s6dNBku32yl34m0wm3zKgbq8U0Zh58YEVYtu+OU48FBR+DASD6HoadL+Auk8RYfLxL0nY5VMjsqc1ChOoz1PbWsabKk4qQFn5qu1qe4+0MRY8gGEoaea6yjUEfofOnSIi16AssDOc6AO0cfRc6TjLOeZZOJeNdRSbnTTAR35iLkW06E5eHI0ZE+Zbi4yJjQ3bpZ35lpxNm7qgQB7Dak4BzrAhepKP1AHfYMgYWwRbCTGLxvqpogkSG522cm7+PK5YkpPoR6vlrEfJZNGAjN51PMS2bfMTS+BX3//63SUSVIXoZH1sPlkUw7sab+aA4eKB6ax2Y3FpAZFbwp9rWFsbcTGRuQZRK3H4Q2l4Bd9CddPwQ0AoeobWt8G+HkB9ihxWepTdbY2H3Z2oK5/g3IySjV0cDn4AaruMpigwBUohSIWozvsbOV6fweSF31f9i2j/jeIvWWzh21TWgym0+pUEMviY1nnfLHU8GYPccYAR8Fv7AtWI/cNmrrORV8gYJhRS0JPk/HLLM5hEU1d4fwH6JtCrDnUx2fviJdBXc4cOZgJjPfSYp2ZJ1BOSS+vt6huZFfPiyT6Mm4/h4f+hCeW8PTXlEXJ5EXsnYZ3wcHWpcNfc1Bhsynqk3YRhJuNRQ7g5hiaWiqZXG6MrfHHVkLH14LH77if+ice/6R46BPUuI9IIoakizJihIvGWAhbIthaVzl4ko/dCSXv8LG1SPw7u/AQNgc40D14M79PnKdAuOZLrFCaKh941mD0gdBnhtpR4gixyx6hlIj6f48mFnbd/40/thY6djty7Caf+Ll67ymoGqVEB+ZAAmeJeO7/IJBcCx1fF5Pr3qOrhvuW8cwCBnOXAc7WCDqSAmLlcNdmVSTDOQoVzRA8YGZxqSafre8sYGpyLTz/A92XUXwUOjxBzQuzJPEmg7MVEgumvmYmltfJ0Dtc1SAn3Ut2QanKVCknUGEBOR/Kj1+FABmXAmiB/OVDtcPcyGfws8h9S2j6BtRTWPxEujipnkaVnHErE+Lg4tAzbUfVg8zVc5CrHkH8r8jYl2hmmUwsQH1123HkaOcgQ08kVd1czzvM93jZQP/ueR1Xd4Ndp4NCdZg4RFzZVRw+gbouYPiJ8wUQD51g1MkuF72XeIO9aWd11P/EDSF5tznx3/7jP/kev2io7ID+T2sTFE8yldIcPSrGwdJTSK6IyTVTxyEDmB6lfWvyK3tqOXs5li2i7GnOkrL50K0a4ayCwREpqh8q9g1zLjrTJ9f6ti0Z5Vm9UNltYy0za96zwqDcEYHKjZq90OlXtRsGIgaTjkPVuettVrRu+bJseUmdFaGaW5Z6I7XqNvMKcZlMmE8hlJAvi/o0ls9UCB0pzxU11xaF8k59HX0K4Kco1qk1+2lrgAWZuBTavKf4NPsBUN/GU9bIJzFeKYPAnZIBppuUMYsXUyOu3g1frB74UY1Ajl8NS29XK7ncQhGmhkdLdTbm5S0clbfzbSEPXRsO866uGH+nuUpmAeoGtqXUJI9uR5YtN/VtgJ8nJfSl6chAD4wOlI112NjAeUZx63H4pxg9T9qPE/rvtgADFe0iTLkKp0GJ2nKfhqiouEBdysYT+E2CQC+4ZUrbpP8vhcdYQaAEfqdx9CzpOA3WprUjUAsKEeqSb2cNcbZx1QO4oh0+MqnwBm0rlwzwMzdkK36KFZ4SybCiUBAk61kbYSNApl0gzQkyuYCnFuiIH498iurHGRNqOKNoCHEZC0A8XYOUF4+BoFj9ank76XmdIg03fRVPLmKKN9VRDMsEVWpKdZZ33kOtrzHtauNNdc2ZfTglBAVIzQjqfI71rJ7BHSdR/TSSQtuyYQxLMiA9KauPnjg2szJO+sDRykXPo6mrGMLZF/Hg2xB1Y/RhsE6ph9ZKAMg6Oo4kvX8ADqfsR4F8z6vM/HNT3MObzWyKChtztpQMYOyMZFhOOohgFEdrx8jw+5DZMPN18dRXqOMM9KPaeRw6SCav0IE+mr7OjX2KfAeY5JVXzdNX2LkpxAlpghUkf8ji8mbP2Cviob+L8ZXGwz9WPnCJRH+NB94ENp75GtNx9thlFHgIIiWtkABBLIr6nsTAqfB0lvYG1bPEGuDCR8j4FXLfsufwSihxR6BYlbjreuof3OgnZOCPyHsfMgUzjg2iAoktwFanG+E5m+AaeL4p/oP/2B0xuSoe+bu95THwF3VQPuTLAvcJR/4mxNaE5G3h2GrF4IsQgmfjpRiM1KFSPKjqMvT+Dk9d2/XADf9RuvB64NhqOLFaPXQeOyLQ+Gqj+McXu7rr739XTP6XEIdlPId+2kmxf2qRwH0yIiutlJPShnunVIcp+bsIxVYWN+cIYhslTL68O+6P/xhK3KK8Gon/aO04ylkk75MQgC69E+jXUdcL0O3J0szx4HvIM8SiC3hmWFKoQYsa1OUV/TJkLig0lVCWpXTUjnLDH8OPF1MLZHqBRM+himga+dRULOmnAZHxLav2dEaQew9y7yWeQbD3Dz5ERj7BUALNVMT253B5M7E1wwenqpX0vkq/JIGEZ5dI31vEPUDA+0dyXhFwVRcJpxQ/3HHOIBxBFR1g+mKLYBZzTxc2VPU0HvhUOL4qzv8sHrvdeOCz4ppeYmMB8RRZHQJn9tui8VBiVaBT8o4YW7F0xQj7vSZfGac2BG57sofo56jUP+M98JFTfI8AACAASURBVGlofiUy/1PgyRuOlqd1prT/qyd9oCKRiTS5OqABqaYfpN7KPaisHFw9i+wAh/Rv0XZ64bbQTfevRkS11fWzovrMLN7TyXhqgp7GipYMclP0X9FfEaph36Lh26mntc8JEXY7Mnksb21n3qc6fTsLLd3ULwymPTx3pvPflVHKlSr1BPXPDXVl1d2GmlEE0wgI7BRUdlZhyodGB1S4gUJYqY/61EU51YXViE4NETVqO7VTEPR4eCoinEtzRU3qS8l62U/vAcjp7PSTjk1Ni8vRzdzwfzr6IgZ/yxdw63NFrj60qwZT7Cn1cGX1m9yoC9X0g6LaselZPeeBG6dEVGmmHMOkBj+peNVN6MLWQLH4NIr+G4wGui5AgV/0RXgMLY5jsDAwWBAHHiGTX6CJBW7iKokcMcCN14hsTAEzBdNuMRuNfA2b1Kfdy5c1ZRZ/SiF+6QcmL7aGdvAPG6Yv4+lvGGYsoFpm7lJWK3lIQpuf5CSZh8FURL/NCTxOsMPP7XmFg8wAEBPQwDvM7BfG6FwpxSd69bwGSWezNWhurSAC1Fmtmj7ODcRKhfKlRDzOLhRVdaDO50knvZlfBL+ixlmDlfJzEAoF7WGQHcz+bN0vgEw8aDUmfwl9u23NXPfLUjofmfw/dEDPQXAzVBiCa6KJlWWCISRPet7gZq+Dx+DkX8je36HyFqAImw/bO4GQlflKg7sYBxp5A721qvcWjV9F+xbBtnFqCcqwIUPMDzLF5BLadw1NXabvjqHxlwwh4OyQ3YvNaqWk0sTsQ5UlvgxCs6Qj1AApeVTmde99PvAsHQqvirE7wjEomDTN/gm1nyeDfwRv/dkFbvISmvyqGAyHGiFEwcJqMimS0WvlaEqfr0rZp41pMk3JEnrB913zJG4Jx6HBL5S8W/3037ih93cOvIVrRqBuU+IlI1sRzDMFZsoCx8k5I67dR0LJn8QE5bH/ihy/bQo/hkxhVBnmjIEyfjYS+9GXuCvEV4Xn1ir2nkX2WvoOFhmFFIDZKfOHDOUit+f3aPabHQ8sBZN3Asm1YHI1/Nz/rew/i0wBuPigqEC9X8OBT8Tjd0PJdf7YrdrYStHsomHyGyj1rOrfQXcqgZCFAZhTVE9BUG23K7EK9p7jLSfuBhOr4twKhe3ilgOc0V9sZx6k9DvB1VFsF3H/WwQE579AVt7Q+8jdTcDqpg47wux9lITHELFrqH9qBZ/ay2j4xGzO4ar2oJGL9Njw9FU09bWh8wXkbCL0qJz0rmhhhxcCb1WN7jV6DR3NxN0HCX7uQVw7RIIPQYrJ9HUwPZpaKGpLMsgM0Q84cnUX9b+N911l31rfGPrfLaLQWB7CknGrvQlVtaNwAkr6258j0VcgwdUBF4dyI/TlUq5z+osrO4SDC5T2Q/O3Qsf+K/jLr+AC0psEUjpEA9wtkbKu46ETa2Gw9vk5dHylrO0ZsD4yR1ijYJhLoW8oAwU1Ac8eUpnCbFJ7SUqPSC2D6UFWRPnDf+WP3RRj9Nju+GPfi0e/K4j6tokr295RycYEjX+cswnedfrJrxlE7t0wjiky4SIJY1iiw3bP63/sfP9XJwXq2w4Bqs3cSGKQc5oeITFvR5/SpFffy6Q+p4z6Ck1a1zllk9hWkE+u7OnZjkuVmnYx8CurToEfHZ66elDNIK4ZIJ4hKPyDbOtKkAR3Vimlq+cVAAsydClUPMx4UDCJabCfdm9eQdYvKi/lIT099i3a82WtgJvUp90Lx0CorAbVDqO257mOU7jrRfoAvm/LqqGdaWclZ2xQQTU9AqDOxeRPNZhQvouazWgKReoDrQ9i94CRjCzUgb4pdFTKPwE5fu2nwdWm/STuOIejp0jrSeSZwKZq5D/ATcMv1mjfApq+SmYWUCjOwd4pa0HlZ6pdULmRLy/pNSpRX/qBSSoNbWT1bE10ZMzy4pbIzHUy8iGqH2XLSFWOHiVLT50KW6b6V4eNbE55FPe/iVkOMoyiel8pcray7j4ehBdLQwrJVHe6BXFPcRW1mX6lcspNAiSeEdx5AlRccPU8iWqnoM7TGoB7wMan0vyy/F2C0LhokTrT6iDWOfoSvOmU6GaX0cCfDHToCYJhAzjpA0B6ge5cu3HPG3j6Gpq8jqcWMEXliijruvRjmy+dZKDdYpe1ADGxpizIE+eh/mL4QwLG9EvgXthxgthbsS1AwgchXBFCsa+h8YvY9xAGTxcBmcV8Kl8gnamQg2HZ1CeBX7qckrOJwaf/HeLUk2vCsVX/sZ/FxHrDwR9ASo2eN+x9C+4QcH/9Go99gf0PI5Y+z5LxApCQbvWlq0a1/V14BIrfVcP0YtWRH0GXi9/mj/135VN/IyMfkL1/AA9bm5TcILLKZP/mcTJGJbaIe+/5UOInIfmDELsdOvxXS2SWM4vYActYwg/xR/4hHEt5pbj7L3AwbqbAIBC4FCEp7QBXdeM9b3ITS7se/Gs9C/0T5tdCidvlfWcN9IvCwvblDBsq2+ru/5NwbD0SWxMTd2uP/ET2LcG3BMXgmmH4OcbSzAblAUkszcdO2Y9tTHqyhWzR4+L8Cr3sImXg/5+8M3Fr4zrb/pxzRvIK2sUOAoS2mZHEvoOwDdgGBHYSJ3GaNkkb2xi02I4dL3GWtkmapUnapFmaNLs3wEu65Hvft01im91O+n5/0vc8ZwQItCA2p+13Xefi0jKaTSNxfrqf576HJ3UNj1NzJcWORO4bCXN9azVpPIsXXvASVjbufBcmyRpjdcwtE3U/1QQ1vaaXuSSY9lXxOYSqjGlSWHmPputDbPDru0p6LmDfOHyyjH6+jBwT9JKof8rCs+hfWs3N53ZgwWfhTuZ+lHR/iJ9NuPB6L1H4b2WtQydVgNu8Ftr8Mtc/L6HlUserrKgLcI7yvdLo4f1tpN4h1nCO1J1g9ecolnrW4Yky8x8RzFWwRW1Bg/3Ap1J02h3+TopMVDz8mbakFXaGWbj5Jzqmuk2Ng86j38j8WlKik4bGsMaK4e/UUsndjOZxzpvs0JQYEy6iO28C7KWhvjmknP9rlHTVj1Ydu+MJTbuik+7whDsy4wlNrl3ry1w9W/MKsa9PH6M+mOtvstLcalq2B73mS3dSuAJgwgewt0VPtNkrob5lN72qmsl1G6te50oU1FVi3koRMakPZyarTZ/ZsC7IpyY3LKa+5cs4lxUA046VFXOufeQtQ2sLcl8BngeYbeAXK/6iRkq6SW41gfnulnyKgd2Jq1p7tEOqks408QzJFltBcWYaQluRxUvmo3jpI5l24q10FKd9KhPoKsaCRhX8Sndr4N9h3RnSeJoCAhXtINtzUHfann5V92xkFt+ns82l6sXHJ/Cn8I0o4IdcDvCGyYQw7ZMfR9CtO8XjHE5jm1/9GaBfwGDa9hu6+3M+cYHZ1XUKE26Yx+TU4c//uDb3XDBDGuSzZ0B9iU/ZeEUl2mzi7FlnZ4YK0XcE27q6MVFd2/05Ld3L09u5tT1m0CWFpZUAGJZ6YokpNTio0Udbfkl6LmuDKGfhnDKnTptVxgsjbdx4piKWOZ5co1vWtHMJH2a8nzFmiwO2RO0Olineia6edadVp1ZW1oO2LiaJYgufJ255FRdhUuhiqopo9GBqhVWGi4Hsv46RCX3XNYH34BtSA8dr4HkGOo+YDVPSEmL0att+i3PQ/i9Z73Wy43Uxp46a5tKrl6m3TCBAg5t3ndmxyE3n0pR0sp5PUNkIosAr1p1EUcLooPIhbu76FZbP7fmYVDyIl4qZ+52kW3+q3r8EGFugPmlzjl8a/toXmkUMAxAK36kMT0mDX2tqo6ThvKbpGdbxW9qPlpJY8Nn9KRZkctNLflZlvCyTWHrO7UzM+xEoWkE88x0BfNrUP1o6+J0cnlGGb/uHb9ke/5q2vappfgVdHtBTVMYV6uSFXcWj9jCrF6bj+a1RKTIpD970hKeV6JTZfxDn62bcGZ1nQBn8Thq+CRzlCv9QsOtZvIYNSmw9Vl73i1WFHtr2ihi8tHXgK0yGCN/2DN+WopMFnc9ikKbVx+P+FJpXW3H/O3J0GkhSPjpbdvgmCV7EWLmuDzBxzsgjCtU1p2mHSwZUNFYtqWwyOS0N0UrAj+GpyqMT9uFvrJWP8h9lFIoZhsjSNKeatL5CBr5C/um9RDp/T3JrqUp6ap2kmiWYkt/S41zSpsRkZqQL3XrxhINltKxwF+l6H3+r6rvA4GPScB6DKNBqhe+ecT5fLqkmNvespQo7vIp2UPhQF7RS10Gy9yMSvMZ6R7W9F2jdSUxYyfGL8NHIayBtb7H+GyT4JR24xtpfpzl+qq4Nmc1H8hqp/zB8J6AvUd1pjfdxTOxEfJIYnnw0Vt1SWO957IJreNYbuu2Ozrge+CM1+REOrQo1VopWvJKNjUPSsRlpeMId/kEJfZtVP8Tgi9HIN2H0LFBfUpkulXy36PZy1AfYb/HG/hqlvNZhf/SfUmgKrlV3aNIbHQco/Rep8MxszFMf3rXQTXpxsxmLTEoxx4+WdNH8VpiEsdWQ0v8fsl6SU7pqwEtKestSX4ZCnyn18mtEvsyjGlaEeWlsPFM/srGAlzBWBmD5FHhmGwe/gha0zC3uxh6/nEbEhu1WjohrZLwNGKsEvLWMFSFfHPhtFOylHapRZ6YoxePpsgop9viVYHFjzVM8/ey8tvY0eqnp0lt6rlrc24CRPEwPA/fiDrY41loJDKMr4TNmhXifjAW4Y3rhadaE0Q6s7jlMi+q7RrE7Bea1f8Yp+N5PaG4d2srjtlx8DQkbXUFJZ+JQ8aYsJmpllcaqRrPt2H1XNQT8yXrHsARxz6dodaYrRatD3Xr0ziE62tE+FG87WG6tpvVlEryKE0rYYttLJF8h6GrD7WeMq8sMXJ0SOPfC9OkICxDoxkj64m6Y2NH6M5zkz5DSoAqN1JAQ34cOPU5sEMLTiOnMDJDA2rSl/jm0jO/7ggVHxJ1/IMUtTMe774xqloCEzX65jaztZe6uMYox662/Fi31WHJpTF9vmWxwCsLdQC1RQRORom7S/QELXhNRUhslVSdZrp/qZab8gu5FcwvSe0Xc+ym17wP+Z5luKLXgtgj5OAgZPGUPvOcJTSnAP+FZz/C0C3hs8Fud/Ait/gWpOw8fE9r+BxK8QOFE9VyhPRfE8j6MxcPBCUHvJoYlW0m2S8AnwGD+Qbr3Ahm4WDT4nScy4Rq+7Q3fKXj8r3TX71jHq6R0D1UD39VsCVXjNc01IgKuG+T8nad9kXFgVJj1+g9/bZAeRtRHN045y39QOQLgN+6K4LTYGjgtmvzYMpejJh8qSHRWL8lvYe1v0J7Lmw9cdw1Perltoyd0M7f9NFCBiDvgFs1uaq623fc2nBZXeKpyeLz0yOSW/is8OO5tsbANPRVXgFtx1IfnCnCogmHxqic3cMIz/A/YB99RVJ/01U/EPGOAK7BiWdFaqmnjWf6FgMWN3FM0oDVV0nmaWr4yc1lXz3mu8ySM9IYl2FNHSveKXe+KfVfxh7O+y3DBaMxVMVUzJfUpsU4/DM9Qwa+aoet4BwxMVXE/CjBJ+9AplPReILUnqKWOYkidm+U1aZtfxnAR+NIOjpHAm6SokatwshqVQQsaRX+Y/7T3NHw5MM8TJNfHj8WnpvnBu7ypsM5x8AtleMYT+kaKztof+OPm4kZi8DOLn0dQoEmsseGoa+gmKn7o7zKpbxgU4eKx+Oiiuk1vJvyWTOhLu2RMMFTBXoEtbnf0AaMC9cHVIkXueEIT3sj0elHfutioLDv03NMFbzONjm7WUy03d8nxEdteinEOe8WCRrK1MOb+siGklMZb5d6g4/q1BW42ZAB1axT3VoF8a5P4Vk991tVS32pFvw2R+FKvKr0uty1/UfFnzOqTvzDbTvIbxGKMcyDFe7DMSYc9fhmLeyvN8Usfy75G5FunEdviKpBvoyW+9GNFsMTj6bAoFO09ma6clOymTU/zKd05UhMhxR3LrXN9qS+9JUyaVyWT+HQJ8YPby2lWaeyIVNcWIECYNcqPswacB5AmAL8TFI09z9Cud2HGz7vpbmh7RtCfoOczUtzJ1ABAfRmPzitdIfKlp0EVwOwxkFMD2XWcebK5maQyiBOd/ktY47f7M1LOYWYBF9cwsniABDJkORbU6VzMWktbfi3C5tDZ8jINvE3y67HIE/fHRQ0l67DRzEcq0lta8OlCNjNWIHcV7yTVJ7AvDhMaz7LSHj7XdCdhRZMTjkiDLyxHSxWDU03So43P096LPD/9MsUiupaYjKniir4MWctajz1+6FaP9bd0x2skrznBwDODocfEdoqFeW7GS8Wovlxr6yS7PhL7R8Xg2GbMQDuJtYgw9YSJL6ZXX0E/j91/ZI6DwELUlJSpVkh9JmkB//SerPJe35N/lU/8rzMyXnVswnt0yh2ZkX5+Ldtzn8b7C9JwTgOflMA72t7L6OzSM8p2f0LsPXj+TQrgMcNcwdQbjT2lesC4sOnLd3gLHOnA1fLBf3gi/wTOlMOThY/9H9L6Aml5Ae2mTS5O3eruuebXsAlByEEt7vyWE97hb+Wjs57IuG/wW6P3YS0gKHCazqmTeuUj/8AGv8iEFL1T0nmOWapi9MJDGpiO++vk1gPJa3pHtt5/zTU46x6ekofH5cgPRbvPaXhrH6aEG1zagsbSA596j932hMbl0EzxkWlN/xUGJ6H7M8wbsPpVn9KVDYtacargbljcWoPb3DLsA1KFCX1oyj/8d3Pdk/gtYVViFae5fppbSZp+pcVP6NimvZdJx1to7oIReRLXnHn73KKtyCvcq6QekkmHd+E2Wo+i8IVaa/EOsusDrIUeGEOPqMZnibUmbkk1+y4BIM1KzPbGxC1erJU8bgrZjxa0Ec/DZM9H+M08MML6vhSrTtKcKqzStHhJQQNtfR2lxb6LDL604YTkNYgWBZMVLTXI1YVtRB7Cb/uGc6T2NFN+jjXtOV7V2FNjriQ53k1FTRUHLygReGdvuaMTjgN/pHk12JpocuAmsNPPY2kYVqLTnuEJN1bhfqurP8LXULkI5NI176WnvjTs510oE4VvCbPCDO78HeeqIxP26KQ3POML/9tpffFjcw7+3ZILdEe3mrGUuRjtXGlxt1hYj3PfWIWnHjlnNdWemUDXOlZ+/hhFpOsg9KUZiUi5una+DUU+Mx8/OvWtI+OleiQvA3AqjPFerNnPhlV8WRz/9GWkMEBsO2hJu4ilnvXc1VOlxPy5Us9lO/1WNzIr71yrXnePqS9N+eUaqzfTCH2roL4SMg9CW0so0L6tB70QMcqct78XdnAmLI65gGYtUf+WFQNXRH2remFS3ktEPji0LBuJ+dOU0u0c/LJ5XxxML5QnSP15mAeIjWfQ06XhJLa0YX7dCOu/wH9XRiMB0vYKyakS+RZplmOuAU9FPp7nvnrqm5fdKuYa5/jKDU4s7sL1wz5XMN+wZg/MdS6R4Bjb/ZkGYAZ1KhURK1IHuC+LVeqm3fxvMVP7Bs316Gvfe43CSei7Rttfp1aJ06kjZvupK4/t8CLpb9WCnj0ulKJioRB0vrBT71wKbIl3dXbuoilrYN9suzC+DwPcT4mN57irZxmHOk8MzPRO9B3h0e1cR3JQnZvpJKp3MEM5Vpe1vkZ7eDxdcIR1vCXmNTKdLGbzzj0ARbQPLRVzalnbq9j82TMGQE4x7bAhtn51zRlUe+I+m/iScLwmO4txo4ymBp0f8irKqyx4jdSehEmwBp5SHseSY14CynZ/SR39lAegz8l0rgS9MS3vJRu8ktC9vWJHyZ7fSA9+bnvoSyV8yzs0IUdm5F/815aKXuYfRK/U+nNk5++x23AAAy3EPV+K9n1MFZpiuepzO7CQDBGn+81H/Bm4ZaJvmPQAPl0pHvxOidzyRtCgouTx/2Ftr9DWX9LSHoxzUItIzTHjGY4HOAPGk6ZT8jpOe4/f9A5Nu6Iz8uDX2e4BqpdFICWdJ1s5KIW+8w5jeZ4nPJ4bOK7V8xea+M8KWMPpR1LNb4I3FMhh04ER1/C0NwSs+50SnskJPIVKJk61JYb9YO6SB97zDs0ooTveyLflhyc2DVzU9I2xzrdJUYtGDaAzywtlkItQaskj88MZEz/hGK0S0yuWtqek6DewCTk0KQ3eMvkeZRZJa61ENRVNeiQGMANU3DdKB66Q/jGx4w8UvrFNPJfCpMybhc7d8CyDeabEkQnyLaY+NRfBolC9RHIVYuvSdH9CekdRf+u9TOtOYyjffAiBUV6QsIzyohsxJsRfIjCSriiA7Fe8ixS1i+4DGnS1Vb+Wr5DakIjHK4tGH8mDb613xOBlnnQySgK/IwCKZj/mNAKVwZkpbqCVwxjY03gKvvOp5zF4LTXxPA/8tULWmOVNRc2un11E087wrCc85Tj48aa8Omqoxt9WYLEcGQ5NXzfsGsZL1BmarAzf0tcNUsvic2KMk+aWp75MykFV2Jt7lp8lavHCBWmufrziofdcBz5zHLrhCafr60sfc7feBLICzkm2UZjrw8eSB7iLxZ0svwknrzFtUL+u0t9aDjnD0D9DBjGD6zFWQ30ZinumOOpLBW8rFQYzc3BZat2ZocqXzMBzFX1695r6MiTDxTpe5iMW4A4vL8SZZUEzL/XsoiU7SW4l9nTB41l5SIZqFMSGU9+/htC3pvLONVJf4guLl1tgDvlWUNuZjAB1OLDUs6QLPV0w+uwZWnsCeyp0uVRVxrYXLX1VRtS3kSMJ9dl4TsMyA7vU8JDL8RCs1cTzM1J3Gq3G4ajrT2GURcuvsZev8w+k420UfGBa3zei6XidFTYB6ojZJSxLTV/gopzBluDemSEEpmUhVe4DyETWclL4N+8dImiOh5N+2vUuLeWR1gY1TtDOyy9XhF6pl4T15NRjj19wTNPLs+wCL9PcBhGfdXLUxC3SGPKtruYzDfUllfjcqalPhbeKBUSE+WJJJ3Zpqj1+NSdIWQ+nPomXeroxDyCxdhSzHOy8h6qcwFSv4VmKDX6XWN91se1NUtyG/YEGl4hNa26MSjM6SH4ra3kZzW8GrlKYhrb/huW3IHrhzI+f3sxFPzX+AZsM0cueAZcC6nS+j+TZO6rpG4HPowYmuGaZyoe1MPHtv856L5DdH7GKB/HQLLD/mEbIDUVWj3zz3X0UMxIkpH1LdfHuF5Vjs5iFEJn1PHlDrzxCfYeompHY8SaJFd2N0K6PiOsh/AwaYIYK/KzMUagHMWDpVqTFDYcymtb0XtnUP1Jw5JY3POEaHvcev1v8kz/Tll+x+tMYM2tAUxMMM0SNjp8xkzQvVIoWb3HgmHd4Shq+LUUmvUf+2+x7CIAQZuTUIOs8+9yH/uYdui2Hx73h8fzuc6LFj4nbJqDcKo4ZPCIvv5m1/Yb1XN5831flQyieeIcnARSLun6tAbSwAPsB9Tm1xa3l+95Vjk8oQxOeocmiw+ObgqO075LY+Q5WzRi9KDMa+eGbksFVEu5a5I+CeXEW2dQ86AmNe0MYFO4Jfaevf5LBTqrlkWaePmetIU3PsX2jYt9lBsy8421SHBD1qJupfYaYPoJil9o6mJ76MlT20lJfwqCle/EaBhJDTfgSa3qeWSu5hwp8QLzcAci7CPaWrMHIWyXhJdjjF+CjgzgfYliEf4P2Xtb0XaK1p0huDTH54CMp5rWSlpdQf+69RIPXaNtrrCjAjCov8ZXnt1PvL2jDaV7qeZrJj5PcOsY1NB7q4CdG3+bipopHvpBCd5XhcSVyx/7ge9r8ZgJXC1x4Jh+yn142NYSwznMI9Vjv0b/rG4/Ca9EuyKhS2RwzZ6r4ZUZ9S4bFG+ulxCrTmuzyPa6fXtxQrW+VuCJk+kJ9rNMP0xr0OOPPqSa23WLRLk1xJy1sgNkqQ6uSbKI1Ee0GE9S/14gFYCwbrLf2MYd8m5elviXJ7Kur7VxdO1/6pr71pr6VAdvaiz/TI19appp/oXoDpjsFrVxR34W1GTlVRAeP54nbbFxLzEROXAXmLUd960xxq+a9BJuWdLWda9T6VqH+rRGf5ta/vQRNSsr2MuyMwkQ7Wn2SFLXwK4HTVFZpwgvXC+GWDehLRL4lnXXlHAJLMqG+WGNeVgV2gsFt+EeuPMEan0d1qBHA7ySpPYlRftXPEMeDGoCf/jGcsgT/QgNvobGbGpyg6oqqXGYqXpPKl4r6DHZVwKR4oxzj0SqHAfxo7yjPdrugKetliK9OjnzFyzXdZZaygGfSqdHZRaMitr9Eekb5z+ojZMdvtTCPwQVc/MDLUItTtcE1bTQhv2Gpd0sq0ltCfXE+n3onurMUdZGaU7x29zlN43PU3ovvlNHOOLxxm5CElcB51nNtCk6mRRFbXkPbDJhSD4yKgd/R3HoUBlW3DJ0HrWL05SxHIa2vo7tg/xgLXqSBV3mcg4x5D7lS6nrLNAToFVUTmmw7AfDb/RE2+AH19V5B8yEjvgVMHiS9n/NU9xHt3svcT8XGLUyUOR/RtQ0TMiTVe+EYNUYn4F/R/rflY/+Uh8Y9kXHPk3/WlPSI/iFSd0ZsBPB7i/aNUV56Srs+E8vvx1JPix/Du/WKiFTGoxGTU9+8DMj5rfJJ2juypedK0dEZYDM5OiGHZ8oev0Ebfyk2nSelu0R8B6s0OklU3zITd+NQwQ/emu3OvMDTldFZeXjcHZmUjn6XLe+L+VsaSnTKA97QpBKalUO3pfCdnPan0JoVrTjcaL4PEIIZ37KY54U3VOz7Urv/qhS64xue8YSnpch03s7zJLsc5VaLi8GcG87JwT95o+OV4Rk3MOrRaTE4ygauajo/IIXtm3TwDno3WX0o4i1bYLkEySzcvcbihg9gfusJJfy9PHzbO/xdRWRcrzyEnWZm1TFVInDtWatI4DWGV8gNsfcqAewsDGjwhAAS2DGSBA7f6okFlGeEeekobmXLqyxd0km6P9CgHn4FeazhrFbvxV5KVG7jkG9B4ku2E52HGAAAIABJREFUKksVwZzhACkIkNxG6n6E9HxC+6/ht1PfBVJ1kpuyAPjJLK+edryDH9ueUTowRna8RqxNIg+NQLqDxYqamHeQNJ4jjSfF5heY/BjJwdALhh2JWFPK9J6tRQHvL/7iDU8poUm4Assf/ozl+EVTJTP6EMzyMA7U0HxYOTYhw+U0POGLjG+v/xkzuLW5lUjvOb5VId8KB+4wRjjg9Y/9jdK20p3/thWeOPSLXD21ZqY1otRr60ZFoqSTFTSSrFyyyTyX8P6j7/Dqxgbs+TJpDeso/c1TX6I6txatbxW1nSmsO7dw3851ru380fW9xSpfEurLTEBb+sJ8nF+iq+euGPsB+MG0fivfUHYy6stKiFVY95EExtZFwdsglW/dYS9R6ytefLcoY/RK64SplnHqillWCQUcKu0m1U+xxrPYAlFzEguAsUjSzjMhSlZoG7MRw5bCwSVjtoz1/pVjSLfOxuCFZgQ/lC9Q63uGNJ2lan1g7UnmfIg1nePkcxnDstteFfOa1ZQFtFrJLptjrWUdXOwrQL4F9sMYQBqT/mwiTHMrMc4BXQ16L9LuD4HS+VPuGIOthvSWLknh5BhceHR5jbTj96zvIs/LGiVtL9O8Ji5yOkX4a+Bq53oGsmfi3ZJC94tFOMw9jj17HmrbReqP4e8X9SdQEyjtJXoZrfBRI5UStD6XqHNRdR+MMjA2FtHVn6MorF0hfVdp4HVavENExnYyk5PqVcXPjik4bW/g7LP3Otaetb7Ichs4xqxE64sNrN9jeiea65gUEdC6uJt2fYCmKb1jbO8FVC9z/cgqviHcsb4rtH+Edn9E7Qf45hyYKb9m6sPrTUUpXocpomQkl+z5tTd0i0efT3kPfZXlPUirQuj923Ca7HyH9HxB+i+S4Bjd/Qlx3oefL2RjJ/IGIpCSYltqtScqYBjsBiTgO8L2fqkduFZ66Dvn8B13ZNoTni366V/E5uewzNW2R90lLqP5YnWehhjobjZ5qMVb1P6UwjMYYMouHfovk/KQxqBQq0yNkk5+xHXkayk0BRN6OXQrZ+ezoqUae+E4MFNVDjK7SFErbXsNUHb7fWPOQQDIcV7ydytv1xnRgq4k1OTR5Pi0ufX2fe/L0SnvEKzwu5JD4xrgEPiW6HibFO9GmxaztFBsmZ761LHoEYmZ3KJBsrRElKPfKJEZKTRZGfrWUneIrxkLcUX4+jK7qaWaNj+Dqhd2I1/EsltbJ55V7EOTUMXCEsdU/iurUfDSLrb4EbUJrbSXdr7P8JcL9HchjU9rML5vTn8zznf0paA+VTqDCUlBI/r5Y8FnC6rK3R+gxzIaxlzCGJ4cNc5BpgVNmsZfisHr/Bt7lATeICUBvolKbDuEPSxqw7qJ+vO8o+GMqPwMSJL7x2ADMMsBcpO2FDfZHvnUG5mGa8kbvmt/8H1tcRNQNEO89GNMn0ky1Q15hr9FJRbNPyeMTWFm9KP3jzEulWHj8A/OFRyvUREtvJvUqlCT9z+F+uDuFj3bsh3Aj1hrKHzsS7ow2QYzhXPIJt2/M/VtwFg3KW/pEFLx2/Ja30ZTX2rkS1LV+R9AfXHIt7ryzu0FS1+urhP+VRe2oqNjSQcp3kOtDURnJdssdHvxRnHdvdP67kFt57qLeMu+MCl9xaex25I9nkBBKsgBvetLUdaDR0q7xMbzwD+s9jxMl2lxO9uWQ2MNfiUrp751dfJURbYlaey6NJtYUoyq8h5wVzG+MMvOW/Uq0KJT+Tlr+iUqfjUwlz3Fms6T2jO07nlS1sOaz7H+MQwgDn5FO14j+dU0u4B33znQ1HE+vi9TD88MqyKd3GfFGSslxU1U0Gwn9R7izVRjWO3Ze4WW9zJAUHhTMqK+jMIVRIyRAPaA4/KRlhfpwBhDE5ERsvO3aO6ytZj7u5SpDXXrw3txweurH3Psh7ookADsW9EuWnMK/TyB5+GSLu9FlRLb8xII0wS7IWHPnqGUa6flxOxE78Hm58m+v9D+SyR4Uex4l+RWi7hyu9qcJiKx2IlBZi2/RbsdmGX2XyUdb2gsddRYvXJzlwoRnS0lqkKpyc1Mdgrg1/sFNvL1fMXL5M4TXbEIh+Y7LPZ8yYl0DAnQ9fBcUvzaB3e5MDnUFjIVq6i1uqTvVdfxf8rhScfwhOfw37bampkyqKl7ljSfJp0fiD281So4qun6VFs+gOIbzLDRogZYWs5ku9TiQbt8ZZAN/FUbHCkJTcqh6crwLUd4uuzRr7CTsPoYzv0M5WooXwxN56gPbVEAcvSe/B1POyOTnsgdN4Bf6DuT8gAgMbNiq5je1aMc/bYidAuY0HP8/+Z2nqE6O4/yc/O6Skmj41CU4yNtr9CBq1v3X68IT3mOTgAr+iLTBTvPwkeeGSuxHtgi0zxf+UN/dB6fkaN35KHZkuH/1g6Mkr4RbfdHpLhju4kTV8xXM62xyhz1AXniAFLiSg6miRilnKao8tQd4G15aMI99N32qp8yXRmzeDVGDk5mP82RSctLpO+vWJUAXwi73mGFbUxXipqkXoppfass4FzDMLjRABOrhWW0B+v8mH868Ocz1vKCaPaIKh0tux6jRNXFrFVoylLYBLMUVthCnQ/Rno9p8BrrucjgU1B9gif1VZGcSlrYrGl5lQxcp8FRrM9vf4PkVcNKNPCpz8UeP21eI1WGKHyU6k+Jtc9TVPx8WAdrrYRrADVDfe3Wkhb5iRveyPe+0N2KyK2KRz7D4EE8k5XoEGuSRFOluWbQ/dT3cmTaFb4ph25m1x6CrxE2b+5iWi/qS1L5if6lZl5TigqkH/s5zb5/a+pbPNCRUo/KHkzlLX5m20mKdwH+Ufj3s72Yan7s3eND4ONH340NpT4hxn4b2te3HsgXo757iHz3FPzWxnuqsreUrwBaCrCSE2Zghc2kZCexdTNbF7HWwkSZZWQY85+BfIWcakr+ZX07hfnbuN15llvNEJY+UkZV6AWmyrIB+NGaKFAfaTpHa57iPX7x9Ghb49YzGCloVh9vnjlf27nkVfG31XDCuUcwEcHGKxVLYhF5WK8Ih1OOnRLyo6QW+8Fo4zkAPw22fzxN6s4w50OaluexkgrIp/8qbXudFLfz/kAn7+uriIHoMvWcqYS+pCRmnzNQUas9KxhuAnjGjk07vqOs9wLPlriA/VRle1JEqK9wxBoU1Y3iDWqw0dxmTdvLMGNTrU1py4tonIDI504wdFkF7M3xbZzmtibqi92oQDbD/j0nK+kidVGqunrWncQePxTillIf1fNMc50H98dQQbHEsRSJJacWk6B7L2CZa3CMdbxFigLc8sSJbwTvFcRqz/wW2vaW2HOJ9IyIAORtv8bmwHiiM2VW54kkg/vD9OjOQs1uEQAbvoo7/0D6ronBC5rei6T2aWr2UTNcBiENbBGmtr0XNXs+JvaHRONCJt4aqM8ZC143cmwwuTWYk+4RrXJB3yve4XElNOUO3/EP/nWbcpD4BsWGc/hbyY7fY5p8P6aeiN1fEvc+noXNs8sNqeLapYVSTx75wB1TJOo9xPZ8ToJXSp68JWFe/LgcvZv/0zFt0zOkKsp7/Dws5gjCkcnCA+sQVl3U6hNN3qLOZytDtzzhcU9oXDr8tU65D6byolWhOrfO/6j3yH9J4Sku44zntp0WLdztw+RWFTC0fDRhj5+m7VXWM7r9wa8qhifdoRnP0C05NJ7XdhqNNFTJEab+lqqy/e8o4Vl4yhueKTpya+u+USxlRMUvQBeJV3Lypj5V5TNxe1IUkPG0UFX5NAM4KaJRym07oQz+3RXi7Dd8y1D7JK8FVVCiNCCsEksla3oOy4DRV3ZM3PUusXViUJ4aw2BYad3mGodKO7FjF7Gtzk3LgmL3B7TvCu29RHuukroTGJieydpiBKWCnx/eF1rQQvObSH4b8TxI4NuvH9DuEvru1vJQeHwfgQ9rSMvLatKD2DdGMIVlB81RMUlBGbaoTfQNMh7bg73c8hMkt0HVe0W8bjHyYVvxzoqDn6P769CUEpl1PPC+tiTADNwABkMIFWbwmBqG5MHvpPBNKTKtRMf1TUexHjV+nzdI7jMuBkKTF7D2P4v6NvNKTrix1aKx1pCSTmILoJAN6L/Zgr1/WnPM1mXzxkU7pBv/kdQnLJb4MqC+Zde5cvfO1fXybST1CT8m9aWp7VwD9W0toNvnQh1g0pPfSoraiW0H1hfl1QoAhNuKkQmzLOjqsb2Ibl9pSOC/LPXlr4/Wd6+przhGp6mJLgHqlqE+fIlqRaNaXGbbNLadPMf8HKl9BsCP2TqIaoC5rUxEO5MNRb7FIxbCXhrrKIsfOlsc8tnm1LxCkl1As0sY3M5SXT15Dx5qYiU8q6AsTjPkXYu6Uppdjj+3e36GPm91T8OBs9qneLzvM3ijbC9tfF6LMVmX8BfrHe9o8moxCy5W5MnVKtSRAClVp5NE6rMncS5JOeaXnPtr4KHqeh4baPJtkR7G0qb+MZzZ7PmUlu+nOqeIh4nMxvRcqFkxhi3dPZbtxK5Ci5+0vchQ77qKP9jveIPmNbFYD56Dn0Y7zlmRe1e0UefCWBfqW9Tp51T795jJIxY04BuKNV2A9GdI+QA1VuAMT6e6p6h5966Ypac6uKMJrEQLt2F62vwr1nuD9F+k/Vdo++9ZQT2SDPfKB1zU4hYrRHMlC7yJk1q0rxgRd7yOxZ84fSzHebnBxmvYMrB1Mc4dgurnaZA1hjIswdjzhaZ3RANvd88oqTlB9DIzK1rlEO3hpoV9l0nP55qK+3nnoUvUqz1+roTovAyG2UV1PH0Boyy83C7IQbNK0WPG6ivtfb0y+k9gP094suLJv2519FLfEVp3WhN4ie35jBufXiHBa2T3R8S+H1sf9Wp5JyYB8jOM9ipzSe6emGQHwxwrKEUzUouPKke0waviwGjpkVv+4WkZuCs6bv/JKAXqq4qiq4fByZD3uPulldeIYo+Ti9tyAOBVFrYe9aMCM+2OTHsj/8foexj9aSweppeMrvvcR/7uHp5WhieUY98X7DyHOek5imjggXIWLhsaZU1+A2l7GaB688BllDeHJryhCe+x/y3Y9bzGqGjNqqOGV5tbXfjQR4B83tCkO3yr9OjE5v4rpP8q636XFe/hHI4WkbFKRbMvAfk8aLuSV5ddc9TWEs32BLkXi49TopNb47g3GyVz41DVsRm+D+PS8HfG6seJoYwZ+Dr1FTTPi/40zS/iTwB911B0Bc4pakIzG/icWpU5/VZBzxJD6g66tWBe0rvG+dw/mWKcw3tazPHDnyo08NVqbdCYFG6PKS1y9UykPvMcOVsrSX4jRg3D5D+/hTr2s+6P1O8lseeCpgYVP2b2i2YHxjm0vUaCFxnWRHxFA39geVVY52nhWhm8KYXNojwIXwi08TSpO6tRDqGcaPVw50/cYWaWtxW3eH520R+d9IUmpPBUxYE/YlElXGyq1JaD1G2oD8knpmV8X2aUoW+yGsJ4qZurtJiviB2MqNyuO/WZ4v7OSYL/MdS3uMcPRw7Nr8V8kpIuVhxgRc0469qcTTRzsKf90ff5RxrrHdgQT30pKzwXRiZWMfdE6FvGxGUDqO/elXeuHfmSja1xNZ/bivA3V6C+kl2irZuW7KS5NejxuJU/tZ370GRtWC/fynlPWB/qWwpywr8S7CUr8lyG6JalvmQvKVH9POfa5/hcs/qUiAVyJ+EG/haArFVBs4oQn3Qr28SaqG8J7MVTX5KXcA5B99HCGMfq+EkD3jOUJ6yhTHUlYboKBGmYVSiPaeqfJrVnCBZ5PkUan8VCoMbzzPUQCbzEzVS+JL1XxfY3icXHDLaYWggrh2Gs4Juwrcy7JW4IfKTQ4irQp1HPk/2MPloV4SYiI2RgVOx6HxU/QwUCJ871+du3RukPVS8bty1B8mHtb2CZa/9VzcB10vbSphwvQ+FUhTcHHjJ6e65oownh6es+OFJivEHxLlJ7HJs2G8+JNVGCmYeY9oYKaiznffELkbg4d6GiUgGTcoK2/sBXl0n/VyTwFi2o4yYlFZT3EGKPn8VB8uo17a9w8rkh9t2As6RBHcnDl+QQtcKaT2rg9agGtGGkti7S9R7pH2XBq9rgJVJ3DKPn9C7RfwSDzoPX6MAI3fsFLb8P3wvMbfPysIqVUx9wmhoeaFSYpXyLbYc5cKJk9wumyic25ddrTHJJ8E05PCkNT/mik55DNwwNQ6WPjvlCM1JkoujJb7YM3IBZOHaa7flEW7EPcwiN5UgaBn8MRE3JNsqb2eZu86I+/1G695LYf7Vw8LYcnnaHZ13R6eLHbmjqTmj8gxjohTkTMuEZcdTMX26eLyWVWU51cdcL/tCMH3Z1aFY58jej1E/5lB3mxwb/AVfoOyk0i7nb0Vv5rSdZTBmDdXpEg4/7ZLiQLtpfF4NXtxz4SopOS8Cfg7e8kVuW1lMMIwddokHBclODt/T+38uYDHHXG5q2Hbm9eQA5hO76LSmsxwI8E4dwC1dQzfEB6JKol7eW7/E8dtkbmZFPfO8+dqd07yvU6mJ6H9Isyph+NA41+YytxzzD4z7UWsfl8G1D5c/QwsRUQUyVqLpbvDSvnrScF3sv0r4r2p4LbNdHpLiboEkpbxlFzc3BfWu8azDtnOe6DPVDea6ulat/tiDd/T6PneSpMA1PoR8SLGaopCb/EoZJhjp8t+Gyj4FfK8lvJ+6fsO6PeczJCPYN1h3H7BkL+m3S/AYWeIOiSn8BfxbZ8YYWXqKGW2AToIsUtbHqY7T2NA96OSMqPyfmWn4hwf5wadHs3VQSsD9ySR6e9EbGlei0/eCfNEUtWNRt5gWfVi9chDnNQ87Bb33DE97wpBy5pW84pLFwfyCzyvmeVdRwrnSssq9vdYLVBmtc+rkxb1WiJ1utLKcKL+iS3ejvUlCPs1VtNl/e+O9LfWsSDNfNxyXDcU+EvtVT3z30cfkPoL5t8VkOPK0B/otgj18XKe5EF6XcSp7jV0AzDnIQ+NgI6lsb5qUa/9IS30qpb7UjrgsOhcRiBjdsXUL9KVp/jtSfE+tPYfVvVgFyznbbj099sXS+RYPi+1IS0wCzVAK0CboSQTdXu6gvE5ZSHy5GdQ6qL8e6TfivLz2Gih+6ep4X685QVP/QEUS099Om50jfDbb3Is5ddv6OFDbCOjmquTjsqTxTqsKesLJGvrQD99MRS1TX29GA1CAJvkFMVsCGmVHa9SEr7+MHhc4uNNu5DtvFAHR7LKPcWk3bX8Sp1cAY+nYA+eQ0MDhdejeeaiOXOg2Za30bj3zx4AfwY+Ouno1nUb+teZqVBylP1RP1jqUCo0pc6Gvi5KAia+DQrDJteoH2X+dZjjdo4PeYHK3G/eFfDzfNd5LcRtb6Cupd/V/S/qsk8CrNa8YZPKKOa6XUh7+wGCSNzoGqjt5NS7tJ1wdortOPiRpizTHGLUOY/zBmJ6C5xQjt/pg5HuLWsqsu8pT44buIzrXdudf78z/LUSC6SXd0wvvIn7YWNm3NVYr2vCxFvpdCk/C4IzzjwT66CXfoezn6Q9mT32IhX99V9EDa/Smx70Nl1ThXysjj+4T0O8D1OmZ2U99hsfeSdt9YyeAtKXpHCU94IjO2R8aYf1AAJixs54qogjCDgOGZr5akMOc2ShqLUrDrjBS6rYR/gF2VB/9uqDxITS5mRqDVuwakI//HHZqSIjNSeKag6xmcx5t5sxwKiTwdAR7JaxDbfqPtu6zdf718aNIVnYKXwAkp6n4eY+IsfryKLLKmqKls/9v+Y3cBfZXwrO3IOOm/otn7pXbne6Sok+8YL5e1KLFAv/k2P6PifOADDx7dLQ+sOTLujcyaag8zNJWt4lF+GO0A+7zJ6LA0hn3hm57hGVd0Vh76Nqf2Cby2TV6GcqKC5y23mjT9kiB4j6G5y64/kMIdGFaOohNQClexjMq97fRT/Vq8GjMPPyjbS3a9R4CKMRVmhDS+gOV72FA3zz9ph7pOSyXJb8Ja64Im+HxRNHd5j8BnM3iVBQH8TlGAOmsl5qwUVNO2l8jANU3wogjXZPtbmG+BddTVoqkSBf/CBuod5CZeT8MLmfIktVYzTHFUVOMWZvJuKwk4fvqlO3LXFxp3R+86DrzH8luxMASvah9cNvANYGwe9kSnJdSWZ71D3xqajlKDm8auKP/yx7XK4Ys/M/8xWl8i3uQwrZ5uNuOPbSXdrGgH/gZW0Ey25VGtjm4xrGt0+zqP9Fy3eur7MXkvE4lvtbHsq6S+e8h79xT5ctef9xax3xxPbssVt+fizKy4nff47cFWirxa5A0U+ngT4HJy30ZTn7Ce+PdvhHwb3U0XT4CFnJoKia2XGyGeIfVPiTVnuOJXmlBauXEjaWFnEt6LDWxNtHF2LaTZpWJ2BToixoow7VRXnEzrK4vFOaBdShmP/Jap7xeIB+hSeBbwT2x4Hu0K684T+wHW+iLWsAFrDVwV218WrfW4Xax4VHP8KhJ6/NbF8sQ+tyqOc7xUVdxeytDV8yI39x8jPZexEhX7FR3q8a4ZNdUMdJvaZIgO5u0vo2c6bKt/jHS8prEqvP3Prc2OLZMR790rlS8O5GRgclqyGwPcMZvkDAF6Lw1y/c1J56lvgbjQXYYHoMPb6iMGRTR6qbV+S/PzaKXTfwkwm+x4i+TWYQWduYKHGbqoyUGNNsID3NkAn9Tuu04Dr5GcGph5C7GizRVpfe6YE6OulJp9GpjiF+3mTYajGgC/4AipDFG0m5eIP4SPD1zCyPjei7TiIe474o3LSMh4qIn22CNXWf3EVW/0n57wnarhSXl4Qhq6kxc4S7Y7qMlXtu9Nb/SuB9PMAflmPdG77siUFL4jhaez9l8SUYL+C+m/LO69zMr7MO5MDT3D7BOXYIgRqYCnxU0M7qXUp/eInJRYZYj1jLL+i2WDmOVQGZ4FKCp+bFTjD6PiV9CCFa1YEimhv4Xa42d0x3LAYYt6R0HXWYA0b2jcc/RO1dF/6B378W21yqLOud13UBm+iQHu0XF/dCKn4xQ1+FE2tPC6Vqustm+R3HrS/rpm4NqW+8c8x36QIlNyaMoTguXPInRZ/GiAhIztL73/XWd00hue8IW/lYbubu69rOm9QgKvs/xGTno+weAX1GpPNaTB4NlS1qaEJrzRWdexGXf0DqA1wIP34U/5IWCxItasIqTB2yED/BcEnvJFJ+TItBv7DG9v9x5Eu04r150MCtwWzVWk9QUK12f/BbxCdr1DC9s0WLXoxwVQoVrWw3O9RwxL/HhK9W5q2006P2D7xvCLa+AKqT2lxfOcARpxMZCpBjmWaq74NcDRkdxa4nyQ7P2MBLmPbvBLUn0cjxQ+GkaZ5Qe2tL0mDlzHE7JvjHb8lhS2ULT09OJH2+xAxQ8+PgB+DSdJw3PE8xjKoeirJFPYHJbgerVFra6fX/VFZpQwYPmdioc/YQVV6A2LEiXsGHwGZUPjsDs67huedocmvZFpff0hEd5BazUHyA2ivrhhlZNTn5AaMxKfSrOGNHyy4R1uWiPdxCPgtlpYrp/aOlHus+3C/s7t+dzV05TJgfwoY6NOzr1DvtVR3/+PyCf8+1Iftu2pPX7lpKiVFe/An8lLujE2U4d+nhS7++ZfuK7Vnisp7Fwn6vs3Qr4NkviSshPHS8ChbB7nAP+na6IiTJTrnxEBfop2cJS6J8iXXSokqnxpXoI6pJ1k22NVlwiNQHolam0qJ5ME6stWsbAkxpO6MsBFrPCRH0N5s+5p0nCG1vJY6vqTtCZKnPdrms6y3sus9yomdKPDR/OcIGlHV89l7FuSjJRVnQsANg9+qgpXrpZWogoEUxac5F1h/SOk60+kFMCvjO/GmlETCyBxWxTOiYE7neQ1kPaXNf2XYx1cgd+w3Ma5Ik8XUzMM0497KPHN36UomjkQ5GzdrO4ET2qGd/MMnKtYDWQi9WEtoiQYHcg/uOcylu9aa9HVs/cKHbjMufcdUtyBRYzILS4OaS5qtpOcRjHwBsUOt1EaHMWzlNfEUWeFAzvrXFghaeQNbAaJ6cs1ZXtJ10e0H91lND3XxJpjPCVMob4jpPca6bsBc1+6+0/Efj9X/Fas9fHDwYLALEdP1fFZOXzbGQGMuSvz1rXyg5/SLIfWUAHz6eK9L3qj41Jo3BWZkKIz7vAMlkFGZ819H5Kdv2PBq7QfsGeE7PkCrfYx7dCPLjiY1eZaoL6kWp/BDSiLxZYmD/Mepj0XNPuuFx0el6KTvE/vru2REVYTIfITND+AbXjqYVriHDKNisbkF/WyaPUW73gGqM8F0/HohDT4V4tyEFANOI3p3QbfAffhv/kjgJTTwHL5u84yLKp0Yoa7AThE1uh5BgNwQuA12ndl233X7UOTUnjKH5rxRG+X7Dwjmv04uTdhrv2mwkYAP1f0n0poynFswnb4pjb4ibj7U9b+GvahWb2CSRZMSoy7UPl0b7bt8oVu+4cnXKFZbxjAb1aOzrof/ZLXGfqoCu0AJxasJOQuMl5z46B7+LYcmXVFp7yRKXPdz/na8Cme2S2zHD+pf35zcAytX/uuk12/w4Ido4MBG2BSxb3S+hZhCcddsyqOSbS0n3S9T4PXyMAY67usqX+GYjnlcnQ0XwKK4OdFUMxrBPajBU3oLex6GJVwlNmvUjjwmpM0t5aZqtCaFRZreRGrM+Dz2H+DBN4ktnZucAof6iqGkmCAeUMMf+M7Q+vPMvlnJKcWdhULfQG2TX5AxM22VvsjFzzRKTk8JUfvlj7woQamRkY/19t5norBY2wclIe/k8M3PZEJT3jC2DzM9A7uvRR3FJZVQZ1luZHKzSU99SW9Kyx+Ski2MFm8QOLyafYkEYSWQaOtBrYpm2y2YkT7ZrNQ1CHYAljtaesUcxuwQ2mx1pfmAJOelqRbTzzeNDucfg3Lnpn0u5dkrJPQl6xz79+O+v6FCjs3hPqSoto64NacS2fMzLMAW/iB1InRAAAgAElEQVS2cTd/zDveRfGHlZ2kbA/+cKUuvxG1phtSurkB1LcxUCfEW3SujfpW0deXDPzK8E3BjZZRmNCj4vc0V/zO0IYzmrzWe2Loggy2MupTz5Kea3e5bVtdD+OeG7zabJsGRbCihEpRNdsdIZZmq/WTNg6N2IBEvY+Thl8h7zUD+50iDb/EJPe6Z0j5AGt7CWctGJ13Tdv+O5Ljx8CDrLK43rb1pT4XjxG3UZhG6N24oexynNYj2VYw31GY3mFbS/8YG7iqKenGY8lktWkH5mKjmUcFbtpgE408qULnwWnTwHVN32UtcO+Ot0SYxplsiEnZaQ/WkCqEfeO1PuA9mOSZXSJczIU70dKz8RwyPPwtDyJCLy2tRPWJGd2iPoaCWmwKlUSYf+dUie1vwfRR7B0R+y/TDvSFZwaHaIST4EADRqAmCyoStP0tOjBKeq5rBkYwSA0mpsthnsDHwiPmaqp3YssZ9trxyG8L9/ko7RV7LyB27vsz4J9Qcxo2yuBDqjwm9l0kwOQDl8SeEVT8VpHbjpV4cLye7bYd8sn/9Q/dcR+bkkPT0rHb7mO3Hfe9R7IlDWIGzMIryu97T4r+IB27C8gnA/gNT3siU7kPXBbrjm/qeJf0f032XxH3XqZ7PxfLejRweeT6iNFOVUPL5OWdngXJzqDOp53EN0wGRjYFLzqHp/2RO67wLW90suKRUeb5qej9CQAVU50zEPbmjGEsqNOiEAfT8Sx7/q5zldFJaWhSGbrrDd3WS33M4GQ5MFP3bpUekEKo+Lkjk0p0tnDHaTEbPvt+0VoWcwfVA6h4mbWKBd5kwSub7rvqGrrrCyPuSifu5u06B18gAAZ8B1zM4C8/8LF8bLYyNOGOzCqDk5q9X4h7PtoE14mlSTQ7iUp9vOSV63iS9NMRoFkpOi6HZuwnbnnCAH5fG+wDGoOHwicODiSXq754fvyIOqbq/NajlSf+F5YEXFSGJwz+x7V6O+pXegXJ0OLHbvzAr8jAV3jt9Y3RzrdJUYAZPPA1hb8TrbObSyrSiy/L9Ak5gPFquSMqqGJBh7j7Q9I7RnmpJ204y90vMwchBfs/gf3QfK4eO28LAtS+X9N7HX//Cl7Eb+bap+Bi05q9m8yVpKBODLwrYggNfENex9bcnHrR5NdgsoUPm3Lzq2l1BL7qaf1JUvucVn5M5MEbDM65WRItHsD7zYXt/qN/VcLTSmSiMjrrPPgpegjBSuDLzQpXiB8up+zGkO/4Dx50dhmvDE9srwuj6m7xrYDfkg7rcgO4Og2fpAKhZUcqnknPgRmuOQ0mLVr/5vmBnWwUqMNaTUv2kJKdzNZJgemz8nmAOzfz1BpioX8rP7rViXLpT4KQ+i1YFgJTLrA5pdYnLEpcWHgk/e0UQLgAewIf8e18qV+e9CXJx6Jl4lhOiLuR9PayQp8QN9I/nrgMSXhKSEZ9wpoxT0hYjzB/d2tuLDA9LTWtrqgyyavUNr8s3JywrZDqy7CIoqhLwKjMTmqtwYn1NvSAEdANhcf9rXw3kiy2IUQXf7cgVpu6Gt7joXZJ2U+36uS9jEfWWnMaVgt+cxuFawBmvbbd6OpZd5bVnaNAgMUBipF3pRgWtx3hcP13ILG2cznUpLyRT9Q7xKoo6b2MP/r2XSJtv9mUF8Bq1YW8B57JlqpdEFvyMMMdLdGlx7HIs/E0qT9H606jQNRwTlN3jLoOapp/hS7twTHWPyq2vsYKmrCINMuGUptRLbAEVLBjLPia6Ct1tEOsza8MO3b8w1jjhz9mj5Hu96mtXy06papIaFyfOHUsaASOzWvEbpkg95LpHyFwO6eBxVoK4/c5vsT0XvFeHOnFQaBjAQLRGWU3qX8Ke/zqz9O6pwCi0EfRwOO/UeJz8zwGTwKVSUTv1eDhN7HmX9I+PrMcuE473iRFbVy/csELGZqvoB0oLWgV217nnpZXWO8Ibf0NyW3FZEgkMQdZVPDpWcJ+cY/H115yi0uzzAwV1N7DOt8HwGMoJ46RmmMwEULFyQ/8/yUNXqUDl1n3J2L5PnR1x35LrHukajnlfEVlYnUldjNKc811ivuBd6ToHU940hOe8IcnfeEp56G/6eQHuD+ND6fFFn/pwFtKZNIVnvVEZtzhCa5Bzebu/xyIWtz5O9LDw076rrGeT4ljPzOqvqmqxSg3X1H7D+ONZ+Yj7Bba/CQ4LnHPBXHfWMmRmzJ2Eo7L0e9tD49ofU8S6WFW2I7BiWhYginqeJimWH+gSjgaq7+08zlvGMjqNhyOdPhrg+cBEQ42x8eMXoP/UeeRr5XIrCc8I4XHrR1PixYfqv0xO011JxVW0EYDr8LnK+v+6+WhCTk8KaO142TBzrO4PGpxAAkeMbe+5P63feEZwANPZNr25D+0uz/GmsbGZ2lRB1Io30/8gQA2YXBkue/z/GzUG5kC5gSc8GAL5YznF1/rXPcxA64TYQ/5kDOD0ct4VWFua8Rz9DslOu0KT/vD35nrnqRWH0KymUupJoXmVNGm57GEMjjKTWV/T2zdIs+l4F2LXqbaZmICwdogcDUVidzWsqyPdH1MgpfhlNLeK5gNa6nF/ceTLy9qWksxcDFU/OqxzQ8m/3DDeZB2/ZFwFZEER2jtSSzDhmOEz2ZhG217mbvsXhH7rrP2t2lJgLfeKRS+P+FGfqMGvkXrz+CPQfVnmPtxklODye/WKjxdmPWnbC4KVBz8TI58r4QA1O9WPPThlqJWaqmiXKikPDPd2BiRh7+Rh+Eqna6MjhubQsRaJcKzcERWdZ9Xy34JQ+Ajdjs9cqTS5ZI+ngpOln05SXg86W4kZZuU1De/wGajOshWI/awlu0WizrFoi6W1wxzVkGrEzarcQ6W9MeS/tAS76ban1QnOfPzn7jMsqdUpb5E6BKSIV/Sx5Mulvi4sMUkLMazubGMyhe/cCLjxT8lxD++mPqEBMwTEoZKfUJqqEu8vSwlLlnJUnRMxLOER5I+mOpu0iXnHl+gPiFhkIS7qZZMxWOLnt0GsJcvqK4tQHfbAWzsQlG7UNLNvXN3kpxqAcAPWBTLLHPR2CPFniQ+uGSji+6mrttc0suXuNiSp5bcTvqUatQppHDsFBaPJI8kqHOJSp0Qd2PJWPJ4qsViz+IWS+YVPCHZICluzOOQkPZuqtXG1oMOKE7YB1a6mzY8S5pOi3XPoAJW2AEPEkPZJp0amZByTxK3kvR2HO+VCXzMm68I6tAl3+E4UrUBdxHHA2Tgmgj/+9Fy8yIZ+DNt/BW3G6lQqU+Io74lWqKwvSJW+WnANAIBZn7KY2LTC0LdOaHpvFB/mmKP3xlSe0Yo281afgXTbpi4kIG/ioE3RZgZ6JwMVTi09GQ6Bxq9GMvmBT0hwaUz8ZE0emDcYvaFHj+96tgpEf8QTqH6ePllzxfU3k915aJO4iYr8CYmAb8MNx03bCrRobDQ8iLpu0r6rxGsIvu91lILO4M1e2qZq8GOjhRzgX5C2l4+YW5smPRXoZp5qjIg1Vew/Bax7iT2ajadE+uepvZ9WHxo5sWcHDnmqU/V3wRzhdrsxwPoyrGTCg5/4DqmcqO5y1skpwV5GCfcmEwgYB2jA6eb7a+htcYA77MKvMlyW4iaYQCz/2Wkv0QpzI1z0OwKYq7CK7m0n/R8zvqva4PXcWZf+zRcA6jnVD9B9lym+/7Ceq6Qvk+I4yB3HPGi4QdcioswMgn14YVktmP/ld7JCv0VBz7xHbsrHf+/zsgP7tCUEpqqHPrvbP/9FCEZzTa1lpryfW/L2Jk2KWMcwqQUwUrFnP2foGtO5zsULg+MLx8j3V/Q0gERPlxoPonpCKLBy40lKxcJffPUZ4qjPmBF75Nk4IY2OFYcgvVPudBW8QfHI1dE52PU+SApbMJjR+SWMC9Blf64YSazYl481TtyOk5J0WkZYCw8Uzl02+x9GOMo4JTqKgzuft+Rv0tD37gjU77I3YLO54m5QssLJmNsY5AwRcOq0LbfsP7Lm/tvVAAMRwHVZryhqaLOF+BARLObmRzwHjFrZenDn/gis/7IpPPYdMngTc3uP2l2/ZE0nyOFLSI6vioiwJvFgWKUya/Nb8quHjQFTpXufqEyOiUdm3FHblYe+U7nCqLCnO+nBkA1VD7x8jP5qAUAXrG2HsNq0siMfHRGGv4vS9VPmJ4THba0KSRXEgFX2s+T/htkH7oQAXkSWztvWQSgquBXILdUVf0z7wnvCTBiL+c6Kkwnuj/U7B3BXy5g1J/ZhB4q3E9F1ZOTrmFx7Sg33aklBUB9zUBozHG/2P0R/14aBcYjtU9RA0c72Fxeq9j+Dtk3gl64/ddp4A2SV6cx8ix4OM/mSpJfS/0hTHlpOEEan2XSE3CuKFb88rLY3BpmLNtcHHA/ca0yOqPAOxWdtj/8KewG4wat+Ju41bfJVGmoH5SemvXhryHT0tAtQ90hjZEL12afahKzEUNIVKsS+SENnqXDjLQwk2qkor5UW0m3A1ocggp++IiFbrFQmImWdgslXRRGXr2wvUhAM08e757ZwS4r2a2C+pasJNXCqR7MCAITUC3pjcypb8njc7dNybBtmUrRpGiXdKSnvnhxL+ldkoz6UvFbGvUvDSsufXAxmKUnukyoL1H6i1v5UqEvFe8lYtWyDJbs2fyFVQEdbSsUgANhNlzQgSGZxTuE4j1CbrWgKxC2wDIw506+oSVbWaLvLdrb5FSWvJcvKRxmQn2LH1lKdCujvgRgIwm30+NcmsWSVHtmFSelvqSotgSxUgHSyqgP4Ce7RNCXoxOmrZNilPk5oeE8rTslYIC7HR7HHwJ0petDfboFzFvgPfVuCuqbfznVcV2041WKoeo3YDIh9o+h2NL3hVDQIGSV83Ui9eE+J6U+bGaz8YF4I8KxwyRbeVJoOCPwoya1p1nDc3AXfT4dB2jry7zJ7c+k7wpOI3KqeVWkXTA4BKA+jAR0wBxdWDzI3BCSPRW/jLB4ybnbsH77nGcm9wvNLhUNbloVRvUpOAaDdX8slPXxxThZ6Rdtd8k6hRSPL3oKt+ViWTykAc52Xj0JvCL2XcLMQACPtl/iiTLgDwQMTiOgkYGrf/hap5CAdom3M6e++YWXvCr1SrC+dO5Z2Bk3g3NV0k0bnib1Z1nDM7TuNC3rQU4zwVOIRkuoj6jqH5xMmNuZfAxD0jDHD+s80dvmmtjxFiZBI0eVw2QaN6HGeOQ2s8DrPEudz2vbXtHC1BDXXJ6g7MXf9cx3vi3S+nCa7kTFxggU5+Rqyftw+Qnwjvd+zupOkVw/A8KpDpE9l0jwGtag7v4TqXgILgMKE1Mury1joTnnIsNMLqJzbrJWGb335zQ9XtT3qis6rUTGfeE7ziP/neXqp6pMZ5KZRS4deEMO8cy6KGp9rvC4Ev3f/P0XxKbzpONt/CUCRb8bZC+3GNVLc7YrcCbtuJ5F2eVx7Xkc+bgACPN7WfQfZXsubApeLjh0U47OeCI3YXPlB7/UKo8T5yM0t5FZKvnLeYXnfKUoMJJZ1pj9oslbuut5bwiO4qYrOqEc+h+dq5/7vigw6Tf4fyINf+uNTEjhGSly29x2BgO7uQMNMylcGZPREKWoRWx/nfVe2XbgKwccb2TWNzwrR6YsHecYcJTey+A9snpFq9e2/11EstCEN3Kz9OffaLvfpTveY/XntXlNxMhj3IxqVSpGGmoMFfiLg9FbsvvXntCEEp5yh6d8R/5L79mP6rHqd8IZmDf7yTTHB593a+CUJ/QPB5ztyA9y6B+m6p9RC6B4jVoOivpVTpWm4XnWc5H0XWO9F0jnR3CV4sWPrX1+tXdxZQWfq1H2Egs+FS458kC/8gGy51Msy+wbwVbYmhNazLqAPU++rcXU54u1+WGAO4BfHTYe59QR1wGx+49o6dk3hpp8zXHsyLX6tCYnKWwS2/C/gzAwgp1+He+SkkCsdBYvMz8pCmj8J7C+o+EsrTvD3I8Raz2Pu8DzSXMq4SoSS1oqHrnkRvfXSX/0ruOBjzbBSgy1aJmDgp5CjT5LQ8Q5dBNjNiLAhxNZTUdpTi2mcayoW2/t1LcEXdIQXZrXZiLNLcuKyy6zLFZxmcsoYKmnmW7SUcCS3BrB1s0z3HtR8M3Ko1ozSmGLYSnpttLvVdKjS3MIqc7zsttNv7YkzDkn9CVluTRItlw9ZyIimpJVaSbZXCL1kUSoSyYAxi+wpHRzSW1nYkffnOK3jHCXqmgzKfKlAsIl1JdUr8sE5zIbeSi7qWOxPpYU9pJSX+LdROpbvEKs28Qb21T847WR2/NwElzYSkrxIwYfNCG3FhPeNmOWQxqhL822yHLUl1T6SyMJkhSMl0wwXEp6iRAoJNwgWUsRbgmqJW3SW7Jk0qcy8XFJ2q2XiE+p7qbBxVRUFq+8Yf5BNiciuF3STepPIwXVnmR1TwvFnVRfLGAsXmkqyXFZ2lx0W7e06pLrfqV8LDl2gOHiuGNBN07EubbX6MCfMV0N5tk42x4R946RnCamL+WCYRz16crmNxcDS4OdW6eo4FeuxtCJMF2QHqMNz2FLWBMc+BlS9yzKfbUniH0/bTpL+q4KaLBxg2BIVxPRFeI+I/Pw8MDFOJfmdhrqW0SAWN5Zhne5jQrnGS4AGiSiHOY1Xci6wt7PAQxEfRmFU4eguJT6yGLqS7UDceCHx8IM5aj9oq5VR1tfAuZhaCczxnb+juQ3sqwy3CWsO+V+JAZnItplgnmpFki6nkQIXPxaJ4e9efiUEK6ACgo70a2n8Rz+rT1LywawkypWHeqJJzHB6BCMCpZu4mmEu+W4TG4TbfqlcP9VTAODc77zbZLfKgLSmOyiEW0VERRNDprbwFpfJcFLZN+Y0HdF6HyH5TZreEDCfCPfkhtCgtmJels0zBlgWpAWtCa/WNrDK3uvCRiDNibUncGiYpOyyXuY9l1AxWPfddr9KXpdGMpFdPVcnvqw5I+jCPYomtwaoxNLXo1ybuAUMkx4AvvQjn6j8x2kRtcm7L7zaHPcpf1vVB7/3hmZ9US+B/Bzhqc84Zmc+78U68+wnb/HPewbE+Ca7P5Q43gAHU0NPAveLDOjvJj64nPMJXRAAcgxAFtyYxXfUdp3ddPAWNHhW67oXSU86wl/X/bwZ9R1gJbvJTnVoonnnpt8sbfYLAkw4KgtkmDwMqucvyOqDE35Qt/D7nlC31j8j8CnRmPxCWZFJwVdR75xHR33RqbdkTt5nc+JFkljdgvoreIRuEc/2qXkNxB8Q0e33X+lfHgWENETvuuPzhZj/INXNGHvHDPJYn5j+YH3vJF/+oAkQ1NFR77ZuuMPmp2/Yw3n0U3E6EHsMXh5iJ/CMRUhUJNbXdr1LFAc7t7xKd+Tf9O7+/AdwZ5AZA+GXp2VXAqT4YNmaonIw7fk8IwrMusavmWsOayBD53FvclQiS2agEM51aTl12Tgr3gx9IzQwJukoJWZ1RA/PxdUfcuT3nohXxz4occJXsk+Urqb7voTcCkdGGPBKxTA2FKJtjqZVYpiUaiJUzEqfi0kr5m7eu4jnR+izVXfKB0AmDypQXHVzwDJClpY68vC/lGhnxveBH5HiusZXgOV6KAD+wNfYv4QrX8GfxKqO0eUxzG8yiQxC5cW4RNhrd1e0ur82UVP5E4l94AtO/ChNr9BRP70oL+oVdFYZWNjyPfUPyVg+OiENHRT3zDM4E2PdyvdIOpLKhBljjSJ60l8VSolKul2M9lKusW0i59Ve/y2ZJFNZiQTi49iHdpOWtpJ81uE7cVLl09Yf4YomOEBpqG4ZQE41UiFi7jmzSmLOVO1+SWlviXEmAiBwtZ5SJvv1jOtgvrS9/URrvIlcl2KLr7k1LcE2NJTXzquS8GEJJnQl8rBJZUMuKzdS+xVW/OErfmJolmq1rikBZypCjsTZbelhAaAhH85/mEvnwV/7C9oIyU7hJJuHLnViC7bClOVlSauP37TS7S+VDWZJDXIrQIIl9R2phH3ljwVT31JdTleilmYivpSyYNJ4XDRU7piIY76MrFpSaWnJSXAJbWgSWgQWasMgUpfSrJK0AtRZxfL9tKa47ThWaHmJAMCzGvFbLpk1Jdqt1MyYaL4BiO7NLYe3ZIVxp+cUiEWuV4muh/FiqbgV6T/ChkYE/qv0OB1wf/knLhnRy0Om/d4EWk89akx7jpuW2JQHSx5+B5sy1RJvE8g9dWfEXCcZQiBJ7EPxPEAa3kRqI/2Xqb9XwmB1wRseizl1McxMjVNpdLfklLfwjJYM+ngepqdBwba8UCARvRlIjxSGdIEL7G+ESE4xnousrIewZRO60sOeIk6JCIfbhGYmaKYyQs4c2qxYw0m9H3XBSCf1t+gCGbgAYY4s3ckY7CMZL001JeJ9LeEBvlfTn1qVriOhxAaXKxop4AB7mcFtG4/h+oZcpFrCfWh5mNyUW7pKQDImSr40VXD/JK2v0SCl8W+G0L/ZWHXO/BZ4Dsg8b9enmRYQXKaxfY32d5LAq+JpYGX4IVCcupbgL2l1Ie8JwkYC67EuNRUiY47ZXuF7o9IcEwMjrK+i9rK00JONR4y5viNci/7q3TvF4L9gGBa0A8T2W9hcwa1utItYjmrgxrh3QcO9GlMztyuX8nRO57QuBeo6cj/bJf7qQpXBrdoUcoOvO+LTLrDd1wRNHdxhKa8x2dz7vucNpwXOz+kfZdhnk37R1nXJ4K9n/s6Srx4ckHrE/iYvyGY0fQSawJxZi8DJuEuVQ5p9uIPOvbBac8wkNsdOTLr+MkF0f0w9jHm1XM1TBFi3OgRcADyeUSTV8CwPnf+7l97wzel8Kw3NK4c/p8s9354llrdgs6t9x/0HwOSnHRjGuGEufUU5uZZ5vgzx8swmNHD8qpp4HWxd2zbgT97wlNSeFoeQjMYc9sxDHvAbAanyPU024MfScOY9OCNzpYd+nZz5ztC4HXS8DTmjXG05juJpbYicIXJzT1Oy8v2/toVHscEv2OTVYO3sqT7qAFASC3ydPPriuuQOVXwqsKOc/7QpGt4QglP+4dvZ1cPAuICneKBw3WYp6Ba1fwbErwk9F9nfWNsxztCWYCYqgieWzg5/szVvIQCy8yqOuNuqBWe/G2VSQ4cFPC2RMv2aXZ/gkZEey9rBsZozQlirpvfHyFuJN9E7CLxY7dXfiPNrxOsNdR5QOj9nPaN8YzNEaHqJBCXYPJSKyxTT3f+gWLY6QgLjpEdAH5tvPyyku+blxQ2i1UnKFp6niL154j8BMAz4KWAf32CAfshNxe2ux4fkyI3faEfPNEZ90MfikXtIiaUYKKggF5BLmvrMHYAhifk0GRV5E523ZOCpYbMm7ussHMv/QJCUpkokX9SYU8acS8R85IiSlKySgNgy/JeIgItvGRzrNqTbsuFd1Qo7hRKuoTiXUJBE6olm3QxQNJyD5jUbCak30qKk5lmhxPBOykQrvQkx5bkR02SAVuqAs5EB5ekdi+LAdK02LfTNF/emZQPyaIXpuzlIwly37zKl7SRb0k7H97dog6rgNad+Dc9s5HFz6YvB01V2xl7VQrnlcyNW5IWiCauR+BaX6ZuKMs9mwkTJlPnYg1+wvY8pCb4D53fTEp2weeLFHfh74hZNl6DCvDGF8Bch9yk+Jey9DS1TJdYyZmo6SU+m54DE7kuUdmL3d3Ox2ITl5R1mHHUl8afM5Pb84WdXMtSR0qtLKVitpyCl+YlCUuWxrgri0ef6+1o3WFDxY/CXLn+nFh3khUHSHYFMlgWj7/LLk9FeqnJk+NlTNwrn6/ATDTtjNvb2Mnhr1VfbkcJ2uQX685p4d/5vq+E4HUCM/LgJdJ7gSqHERTRiBIW5nEIGNNXvuDsgtRXytlGlf6AbeCvDe6idY1ZEeTHWMOzpOGMgPF9T5P6Z0njGVrzFHEcEJp/jTOMvlEU/Xa8oykICEanoJZ36rl9ZXZFLAgh25FYUZmqwDIVm/G75XyH7dze0873thxR0FypVX7KesaQeIHHuj4k5QOo26DqiFHvVO+IyYPJAC+pEsiHXT0WIVYwacecOoOT5lWTwMsI2H1Xae8o3fEqy2/iUMSz1HDHnDir1jsXOaykBrxEyS69Nphe+hMMi1sKeVo6J0B3LJiueAcFjK87g62qNWeIHUgG1S2UB5EWYFRQ1PecPEFBzVTAakmqL2M6J/603/SS0DuGCdH9o8KOP6CVvJFTH8p9mEAA1E1zm0nry7TvmtB3kQyM0NZXhYJ2jmHlyDZw1Rm9wkKC+VLFb47HUIcEBptL/4OZrlsD73jZXtr5Idk3JvJ4dKHmOC/e8zHfEd57iYoH2f0hq7gPD8HkVt1TEKsQg+PAD1fujlEfT7GPPci5lwLxWvzmjme80QnP8JQEuHXk79v9B4CytDjnljTW6tK9r8nH0dLTE7krh6dcoRnHsencB74k1SeEne+i9h4cFQZGWPeHgvN+EZFSpir8oOQlIVSbpViwwXyFp0pcZp51DvtjraS+w5qeS5p9Y7bBm+7o997wtBL9oezBT0XHw7S0h+RV8URyXr5ocqMNo0mtEVUrJL1iTlVxYMgb/g4wSQrPKEe+NfkfBgSlOT54vwCxXIe/htXK4UklPFXY+Uuai2vQAHIbAFHQ4VNj8FGMc3iVBsc23zfmGJp0RmcQ/47P5neex0sC3xogT0Vb1FL+0Mfe43e9oVlH5NvSJ/8uBl6nbS8JNSeFwgD+loQWuBIBFDEBl1YJQGuW6k251SW7n/ce+6cLswGn3If/anQNiLGuUTiWSgoEi34wlQBCGoNsaYyiu0x4wh2e9A7fMtceQhcfs18D+2B0/D/23sO7jetq9z7nDECqkuhgB0ESdWZQ2HuTRLEXVbfEiZsKiUbJlkSr2E5c4iL3JK5xrNhWoSi5pL5xk8ROxe+96/uDvr3PABRJVMo1uVnrLC0QGEwHdH549n4e1AZNPqHhtNA/hQZU8DnteJVa2rhLKs8nxCaD8Y8AACAASURBVHJTLz/nCkdJa1EtOc7FL5DwT7KC+jj4oVLHoyxwc6iglvfSHW8LQ1O8YvxCVvUJYq4RDH5ikolRuYJr/V3WbgjWjMvjbzFY6gn/2oaEHW+xkctw/wtDk+jqiaZHVSh15jfS1mf5N+RVMnSZtj8rFLZQUyVytRG3SEoa0SKr/rQK2e8kEe+D/UFJ1lCFC/Ak9w2WTtvd78mRWW9gTg4tlO17V13YxKkP8NLLMKvDrWkMy8FpEdgvMO8c+0LbFCTwnWP0C3jtvLzmU1YIcA3gkTVmLUn+vDXSsk1C3EpGGsnekmydyYAzrSaWYgdScGYU/LJ5zedGI8mrpNZuWtiptuxg+c04rczWkA0a/qqB9/ul2XrmL90e9cWfurTnZO2rSbr4Esp68a19NAHdJXVkSSLNJVjzGuTLxMeFxNV2kkRVnSSe+qLsl1TTS019aS09E/u4ZNCtl8ydJV7oiy8TjaPH/NS0liHa3Tb1xZ6MqXmbClDZg4lCURuxdtESnpaZV0lyC8jWAgHbz0pSVJkmKARN4tGSsjgz0xGPfAl5L0VHX0LTzhQdepkYcqbo64uz7rTEg1lqAS010WUouNG4x3FbVEouK1Sl3aQO7c7Q36X6NLXWka1lRGulW0qELcVpqS8BcGpWUR/vWFMi9RK8dxU6crdPzmlWpAt4o95Bbf3U+xDxh0jvH4XBC4B/ZPAilcZgzwWY2uI1dWIZZy5HJs5LROGo2MBnNOUK8HBt0ELMlVS+X9WARZ6k8TFscQQIrHtUaDhJy/dij1/fJBmZRJGt/VmYkcMaVFsruEpmjfGkjSNHGsUvmSKXfHk7Uh/urR1jHmDS6RmlcMgDH7Hhy2zn26hiwfxScRzRWZPVlCbjz4TFn1RbosrFY4HZrdDyIh28qEbnksu048UNRi+mXyDvATOIvHTWhbJknC6XQrtLXdWZEBFXvLqypFPhvVUBCdEOOtw9t1DcwZD6jpCGR7NrTtDyPpzf46s2hA0kkzi3Fb2N6myYhA53XUG9qvMl2gez1Y9UAx/Tba8xs58bdZYJWBTqEIDTdBXULNH25whMu/thovkZ7Xh5g6FK4SuGmd0VCfPrSKJSzxgEVvDySB/RiKSsT+h9XxieIkNX1EMfkqojgt4j6MqZ734B80U+Qd1v+Aq13cNwr3C2jRdu9RYTbGi14wvHYEd+5wlv5Bt36EtncMl74B+bHH1wfog+Si/ld77mCSy4QtfdgWl5/Bt7cNoVns3f+xGrm8jq+j3tv8xF+Cuk+4/EOoBv5LV82RjTV8m1nZinS+KaTzcmv5l8tCpIB69mDZ0vDEy7AnPS2Lw7MmO9+zwrH8E2BPic6hGMmcmtMCTRxwL9eHYC0cnF2x9zH16UQtPi2I2qw//UuIepRsZQO51H5x7xhK65R2fcY7Ni+OuijuNsq1Mx6SHoFsMdkgCZjLWs/QUAv+x9V+2hWTEw5z50zRueN3VOEG0xb8ZTQvZ8tv1vSQGMmJfDs9bDX6u2vcianlbXHUE4MbijsrAZGRVXrnEhV2idlt4JIArP+HXP6HxlcC7HMSAowQ8okDrxZwIznPNK3sfoMrY8Io3Py5EZ8TCc8K+0vt0Ey0erAMgJEL65EqCFtD9NRi6w3RdI3wWy83ckv54Y6njvIm9sM8L19XO48sZTXzz4ZfJSmj+X1UUjWndSS29W7x8ob5QFHkOnaC3eqCpjlaD14L2XZIXLT+K/RjjSamquI/l1pKCN2PYIvR9gC9/ApDB0gVYfRY3R6M0yVDMAv20vwn8KZOgSFoPsOKsyN3Kp1k3w60tUWXeo/ePYy1B3QtVwmrnuxbONdyBqhmiHA3xess314Cfu0KI7NCdGbtj3/wF/CjdVcknQi199etHYFJAi6ITkDs36gte21B0GzGZm2GE/r3cVl3W/tNQX/+qtQbJ1yqArHiw/XvNShoOufsxHGgJMxn7JGDIZCyV876ollf49VPw0HPzQ3IXPSrtoQSPZXEwR/Pgyak1CRk2xJylGiqMmSfY/BWOnXYAuH2y6Fr4URZ4J/VriOTD2eG2sAn+sTyYYxr8rk0HjTFwSVngmMPPcuBbtUld1piXAhOxHV1Bf0nyF5K19CZsAU1h9rrLuTNILl6yvL3HjXBIAS7bORG8sQHCKPi5Cp4qiZlK6g1h2YJufuYpoismmArbZwhGxKPUWo89nxnLxJi7xQJj2jbE/b7FcWsVv1fNxbBbf2hcvAKZmwmRlnytGRsWZyUo6kz2TrMIzxfMJOC0XtS/sqSvrYTVHSf1J0nhaqJrAAFWAVa2FB8qlUh3585ZVz+SWrnFwiSGfNdlxxXbGuuz2SXIqSC7PW4eZNDaYWVGjc+wWdr7HPVcmVb0fEe8BWCfLLY96YCL1Rcs7SQz2aAwC+fPK4GQImzP4qHgfqz1JMMXhpKrmOH98nNQcp67dpOk0678gDFwmg1NC58tCQS13NMENcVRWijPL4+snk+l+aakv9qfClkpOHY9Nh6lt1RiQGC+/vCR0vy1Ye+Coic7JCTbFqhJ4zCRuQdTEjGp0DphBqlqfxmJC7hTP2p+H/4WxHhimR7BRPa8VRCkpo5a8ZM17JPkb415dQX1rHFNWECCXzpwMhrWX1h7ldZ4nSe3DpHwAVT40LMGOPoxMiCNGpsWTiWoS3G/mKpjHA+1TrGOcoh2/JyXbeOujU9EGAcyYtoLlt7KOl9gAVh1jk1vrs7SwRYVMKBGduIbrEjbgrXxSgNtJL/PACZmXyfXQHW8SbDFFzVmoPsKMWJDGfIexn3D4Yzr4Ae16V1WxG08X/iTBlcw42Fu1D1z9u/UkMI9WyjJ6C7efcYauiSGMC3c99PetEmYDcuEO0w4sA2fl0KwjPOsOLIihOUcQkGyhYO85WntC2P4aT2nDEk3S9yFx7NtYWK/z32Oovn9T+Q5qcBBTYuSLFn8iRHE7E6PIfAdIzwfqoQuWg1+7IvMemFVHFkv2/WFj2RAr7aTmWh4A4ESq1PFyR2Xo3MwI03FJZaos2nFGDk5LoetScFo8+DedfKcAFwslGjHXc6fz4F/l0LQUXAD2K+o8ActzoU9mqEzKKH7C/hQ2Zre/LPRd2LT3U/vYNO8znHUHr6FCiOuRkYSNYpalrXzfm3JkQcRXb1rv+5vQ8Rva9AStHBcKm3E96FqJaexIXEYfMWIenTqvxtL9Kzm8KMGhBWedD36aK+5GFx8j3C0w0cdSQ8QPo4s7lyJdiKNficFF2Gc58JWh5n7U8QwSMygVlS5mriZwlw5dRm+hoYt020tC8XbufyMhyRh4UIRS8LmSo5LIeplTX4I6zzXLoFcqTyWpGKFd6MBJBj4i/ecxLAdgFd1W4OTL0bckqXuMrg3w1VRJ4UjzgP38+MF07MMev+GrmOUweJ7WHGN5DdTsQZOe/Fr8qW7oIpZpYOn186S4TcD1VCP4wbUrahX8Y6T2BGk4zupOCPJDWJtt5LWgMLAV0LOhuLninnP2wKIcvCFHvrHvezOrpBPvWJNSCwq3gUvXcMgdmPGgBj4rh77WNYfw8270MZ0fD8SQFO0SVHLGPY4ukBbt4iFwvQSYYg23t+Zvtbaoaws8NhOVTsg2AO6T8h5iaaPFXayggW4qomj6oiNZt78n38e7MrkcdPUDuiEBvCUcaZ1aEq5h9ZNr+C3DN67q5Uut791aOF1hZ/yrKXS5hFyX2pwzmfMnXcF7qWs7Ez5OZvgZP1Zsgtd2bi5IAEtJSC8F9aUwWUnY1Ld2tejmUrBibQVkswknwcXtWEpt6RZKu/F3xJxCutnIqa84zb4lIbqEzpyJJLuMZMBEK0/g3ZKwvHONxLde6iOJqC+hDUyCZj8MBrSsIaLUbXJpF0uoE6alvqRKoEJZuSgrEY2FWXcC/wh1j5D6Y1k1p2hRE558jS31avlYcYyIfNa1vp3pAJUq7jK5K31fykmum24FQivBBHYtb9CCJSuGSf9FgqYXF1n/B1QeBS4VtOUqzPeriPm43JL4blEfNubBsKBSp8HySM5Lbuq9nzScxppA9PY8TutOk4aHac0ELdtNW57i1HcZpZUdL8NMS4D3KjIXYhIaycSXcSar50zW2heHalEVEY4dC1bxT4yOoJ6DgGFC/xSSGDCJtR+unTrXddvUt+rVXO4lk4O2N5jNYLQJbc+oRnhgxtBlsuNZobCGi0WSgG2HeN5So13aus20yydAwXifzDXSHzw24U5S+EKrOaaqPU3rAP8mSFkvLqZ3ILty6ltGPmX9Aj6w8y47nwpm4aYG2nia7LlKAPwAtjtfoXn1qhwHVu5hoAVuS6UtIzDPa39eNcRLy4YnAQJpXgNOyuHTFEd9qbrvgPq0bm40Ugl3Ppp8GO20bJABcw5eUA9dFfovkJow0VWgFYrvIOm5wGDiOwS4dZHY9sElE7DCc+3m4jcdfYxlloiIKDDqPSSnPL/jUaAsb2DOfgDQ6NpGVx/ikNaj0nsEo1y897dS5JuK0JwU/JcUWLAFZpzjaO5Cq07Q7S/TPX9WD0/Svgtbdl32jf7VN77gDy25gzN5TUcIfCSxPDJhm58CflyoVCL1/A+R/knVwMWy4LQvMCMFv3IHpm0/e58WdmVbtmO9Hxb+8VpW3udGTXK0f9KA3jBMW1bQfkwKzbpD0/bArH/smlbcJ+hEZoJrKm0Sd0ujX8uHMcBdGp8u2HGaaD1qYLM8DPDAClJtJSo2cO06n1X3T2bvumwfm/MGbsgYWnijeMdjJKeCAa7kinxeXlV2z7u+0IwU+FoOTLsOX2dtv8lqPkN8D9OCOqRZs0elrYL7jXvPeJDr9D5mdpbtfMKNhqXX3KH5qrHrm9x7aK5I8jwUfyxw8cJgniRugJtQNjQf9RwDiJ3zHJoRg9e3eu/NhlvUUEl0VXgpC6pIXh1pf2bTwMd06COh/wPW+TItrlHr3CqjjCIq8oyTLvNVkpGsvHPNY5rk8ZqCT4X6iMGnFH8SS4+w8y3V4GVU4YYn8T8XOBtY58l7/FLUOq5gQixqNVfSvGqcmZg81LGL7HxXGLpK8X+B8+hDxumaGWqFwuqspmfIbox3Z4N/Jm3P0UI4n1UCECOuxEkLW5g/SJpP0+ojtPFxKj/AVUrsrgSwRzI0+7MLm+UDn3rxB4JrYmjetu+t7Dy839TmKgIbMnlUBq+uNuh+eN4TWBTHvvCOzm+ouw/ALyuvCr8hDYlJL17WS0N99FujyMqVxAt968Web4+IqZZUKjyzY817WTl0Ux6Ba8br0Ii1hwL4bSkhKkUPXLu2ZCpoQrhNePiZSKmpt5jw1QQXMUljXmr2S2bfkmxJ/qc+qr8lor7klKhbDXX6TAkws1w+ZX9WJLmnor4MaTCFdeet55PXaqaW71JjXkIa5H8WkGQSWWbwlpASM3lLIgJUWvsKblEf/Lu5kOhspLgVP1+l22lxL82vIRoltL04hXJIucqXUL5LxnKZsF/KMtEEBi3J/FoSUl/mrXopqj3TKXvLy1iSVWamQL4UaEcT8tJ6SkPXLpOrZDlgMjvbYkU0KuvF/0frTtHaE6raE0LRdhTckuxMguc1q100YwkKyd5+a6yIcY+90QnMw3IrhBw78A/bWo6NiDDv2Voq2HaznrfI0KTQfwV1P+8Bqini8QzlK8IhylfqfjG5z845rZT7siitdKX4H63nAMP8huOk4QSreZTWngTuZdUPM+c+oe1JVHL6J+nwlNB6lhQ0Y8w9B0iiUwww0zfypSC9xAMrPBWXETvX/VCIw1rWyiDvp7qILVXd79DyfgEPsyJJ0ebaZ1LUoCLE6tDzRp2rlJg6SH4DBfAbREtPhMz2p3GWiTYzLkx4w91L1aeXrHQzQ9+XFSrf2pLONeWda8s1McvBiYRf1oVzu7oJrFuuPcFg5qDjVpOr14PapsGOKh9KYSh1CnDseistqKdNT7LBKUydRpeIV6illfcHwoly4A//eieQBslvYi3PEexwO4/SaPuzgrGaA9jasL40BZ9GN7eNcWCzIjKADFdWZdlJd76J1oWou04K1Q9z40FRgBsebWan0E6z521V+T6sQeVlkGSVhpkAOG8ZzMCpMAIA8zg1o8ey44wLaCRyw4kB7p9scQ1hEyO6mIgqvcs68gJPVJ91wmw4NCsFZ9zhedPeD1jDGdW232GcQ/9F68EbzvCMO7Agj+IDz+jnmxzDeMMosMeBbQ3+ceqTkc3Q2VJG6X7nH2jfhyUHvhJDi/bQghSet+5/S13RK5R0Un01McD5d5HlDECl1BMb/CSV3s/MkmXnr6TRGTm4IAa/9j301xz3ECI0d/7UePeLhz53h26IkVk5MJvfjgSCE32sA8RGOLirYU5PChtZx1kMcN931Xl4Fs1dwrOewPX8zmPM5BOMwGOYbZhd0FS27w3X+KIcnHaGliz3/0Xd9mvSNEG9Y6SoHm8SsyQAw5skuBvV+VWq/Fo0F9U7S3qflsI33AE0BXEd+GuutIeXPoqxHjm+P5gS7mB6Kb85JI5+KYdmbYjcX+qqD6Cah7afPG4egDa/kjb/mnHtSzUwSbe/jvNknRtBSK84mqTHvMTVlXEPEr666nG0yFPEsBMgZKMfkw/KR8jOcxTAb/gCHTgv1JxA3WzZaSZNwxvnQyMX/czVtKAWLV5MXurYF+t9vUCHzgtVx+CrSTBUEb1fKGwlLc/gryFDk2RoirS9REtaVAB1cNsYa4jBKRR3Cr4wa5iAPaF1jzLxZ1jfhFqfhxeLorcnK2qquOt9Objkwh8RFuz738kq6SSmKg6r6DQD95u24ZB79J/e0VkxNOsLz2sbD3O10K/Aanq/lpT+LiSeJTLEjBTgl+GSqQEvtUiYmHPSjizs66MK9W3Qsw053NzSxDYY0NAJ69B6SEm3qqAeJ9NZmoR7khbJkoFuJmcmxalYx2Fm6xTTzgwEuhQsl14YjD3WJ4xlT8aTsT/1ccsnTmtYq/gl1/TWvrRqeTPZyEfqyszMeC8pHCbpvksLb8m8W5K19q0YBSl4LAW/pVX2UguASZ7Pj2LeZl7eGdX9ilGQhDlxUYdQupOUdlJrr2Cq58RlIjFNL8FGkxdtJhypX81s+eRh60l6+RJG82U4UtRwpnjLij8tydS21HSXkNYyXDiDYV21vBLkALuaW8q2VNBcFy3rQQRqmCD16G7CitpiS64N8VuxUWvMwaV8zeAmK+n3llMfT6tbfmM0stwWjd1D7xYbLCbkOgG3hIpdrO8jMsR/7u09T7yHVLAD0Tcqa6iI9RNye0ytEjheyhUhbGXkjXNWolSH6iQi3UvqH2OAu43HeXT7GdLwOKuZECr6SOPjqPj1XxCGLqnaXwceYGh9aRfw0OwplLQU3iqpRDml2BJz0nkRqdbBLVvsPJgbZvyHkUOGLgFpCN3vC7Zhzhj2ZH19Kao61w481Q6EbdwQYEMF0Vfh7+VDPCyxd5Jse40U1qmAddEMwx610NRFvTTTol28oJcWFFc9kygQLxbBF8NCpQ5Ti4WFguLqWf8IAfCrfZTUHiflg7z3bxUu8qJHbuaJnih2LATVyuiuAefB7Afw45Ia703qROYXePcjSmTAh9FaOz9teUY1PEkHrqoGzzM4S0XNcYyaWOVbfoAp51hD6+S9XjwnwyChAGjtEXrPodw6dEXdf54HVXPTCO9hAS09eapHzzliu5Np11LfWs6MVXiSWw+cnKDsKgxUcBRse8wfmJbG5l2hOc+Bf+aiVlYm6CoxiNzsrxg8Kx9ZFIPTcmjRAVgVWQB0ydtzDnMydvxuw8ikPTRfOXrdiXA4J4XmpfBSef9zWH1qlBRCiyp1MQjkz0hRB0i0u/QJsJOeB1W976sGzpUf/EqOwJ7c8I3N2va8Q4paVAUNxFAVPZ8KRmJ5JK6fYFQd4CXKvHkdx8TINWlsDgDVO3ZD59uHdbOYKuHd7N7nOvRPL+z82Iw3vFTQdVLQetToL+LkhaN8wD7k16lanhUGJ7P3TpaPznoD8/YAFnPm7TgBtxbwDC/19KmLmsvueFuKLEpj0+7wguPBz1VNj6nqj1F5jBQ3E41HhamAkrE14rzngnT/pbLe3wiFLYJJLun+tT88J4bmxeCcdOCvOeIu/DHCyCMcjFx30vK8cj2wimxsCnmOLElAFwCKh77Q1jyogu8r9KqBa+pHuitsYM1wl37GTZim2LaX4Bsbf8JA8crNkjt5pjDSTNFxl97ihff1YX0pHhF3QynZJux8B25UOnCF9n+IcRfm2uh7Uza5IQDj2pDHiElEcxcjjBqS10BsPaTnj/iDVP8lOvAnWvsI3hJGwPJKWlhPm8/SkYsYG9g/SdufZfn1gtGPsRBAdyYXLWkUfKOk/rRQB1/1j1HxfrzDEef8uNsmWaX3byjZ7rzvoj8wA+Anhecdd7yFZQ5wRdAGCWDena2t1jWMeo4uuYPTdrg0Y1/qGg7jZzCJn2e8qrnm1QTUlxY8Moe3dVHftxm3B1GJV7WBYxJc9ZJuLLK37KQFzTgLRBTRCht0TB1jxYxpNvPeyEyUz1QHm6Vd/WesNjWDEs0UOJeZWBfV+ugGYxyzpXkjXU19abv7aCLeW8N+iZ5PhXPJCjXXq/utUvwyhr20Ql9q2IsWdiaq7YwvmFyXEph5kWe6Edu9zUVkUwFWvhW3sdLt+NuKpQvLKrZa+KsWXBLBL385+f0WDSaR+G6P9NJB4FrYW8V4W1YA3pYVyLdOzEtYBZpJLeiqP5MEsifUu5LJeusa62S/uIVzY9QEj8v7ae1RoQ7Y71e0dlwo7CDcfpMh3ZUQ7uq5EiMT8h7hjXyZ7Wc88q36c+WTt5637aE97wiDfwbwE4anqPQAeq7kwjm3cZazKq13MeSLDrJiUMXYU2dHn1JTtcrzIKk7hQWB9Y8KtSfgX3gsNJwkjjtZyzMYBzyEPyGz9pdUZh9gD9tSRhFB7dxEtILqy4QcewrqS1BXmdmgGi6+KYENOm+W75AKcfcKGZwkPe9SS7+Q40BE1DlQzNRFzTkTYl6arWPnm53ywXvkKoi5jnY8g/W0aFl5ibQ/w4y1SKGKDQYmATi5NmjHrS8TYNxYhsNVoBi3QHQojXzRP9fqe/HUR+J0v2WxixV3kpojpPGUCvt5ThJrL9Wh1YriWYIdfcDta1aiBwazoZoHR5dXR1t/Q2DCOnSZAnd1vIRFYrgYnis0U4UHMJssaGAtL8EclA7BXPMybX2WmJo41MEs0I4iXqKCz5T+K9w4B2eZFRjn0P0OHb6kgvM/cJnUjMO8U4Dn/UHsphu+jDkKve+T8l1w/zOsEkSIpdq1YJlo67GzpJeYThQMlSU9T8EcF7DNFb7pPPiXTc5+no0O+OFm5mrrrpfk4IwYnnOE0eDeAePIYt6ej9T1p7L7fuvE2sUFV3gGXnVEZj2RxdLdrzAsNfQBU2ENrUGOL/IkSrlpLAAAH/tGadfrrPcP1gNfOsMLqLdElsr3/V4o7Vbn1QumKr4edILhpZ5wsF6lYFVZDzN4LF1n/OFpMTxjDy2Kh77IdQ8y+NQUtWyx9eQ1hXyBLxzhJVfouhS+YWg/w4xwEmCFTo58Ijav6jy0sJlxt56N+6fKQ+gOKgW+cgTnjG1HVDqZm7vI2BWZV1d6x1tyYEFCSXC+7P7/2dT8OKk9Rrz3sbxGZvSUdj3lG/+XKwj4OiNHllz3T2aXtFGNu6TncWdo3hWcQe+QQ//MdY/wZAvlXPEwQzSxhOPyAWkYOo9IwS/d4VkpMCMGv9D6fsb0PoZWqLIArGLyZOHvDs/SvovoYDk8SXa8Riw7MENPL6mMfm6tiQeFlbRaKXW33kqJLxkZrmjhS1C1GB24gBfZFTsbfaxsiHS/i764sIeDF9VVDxOMwpPQPxOuJnAU0p2USv7i66EmP7xRGdS+X9X1HhmeYsOXsHWw+mGS7wcsVOkqaX4D6TyLcQ5Dl1SDnwitL6BWbOQsjQDpocWtWVVHsAqg5gT+uOn+JTHV8hsSdUU4aYJOzrY0O35+HnheHPtKHF+w3/3OhqJmwVTJ+wBlHrPp19SFxMAXntBNbnd0fUvjmGCuRk8mPEWViP0GObFfSxLcTUV98YyRYRViCuxJwTmZK3vxb0n4Z8Zj2dhTEccMNK8OvrhZyQ518XZS0ICz1ewcbgCjX1nwmWEN6rdsaExbIJr41Swc+DgO59Ly3u0yoZ4jnH5FrWZ6wozT+jKivoTNewmpjyahvu+qyDNhVnsy6kvBb7dHfXQ5kz0d9aWwdUmoDa6LBjNZPrrAJuQ6nBQWtZDSnTzRoYPm1aIKtNlINxcpDYHxyBdfq5mi2e/2lMAVLyVHvq2rMG/Nn8kKNVOrdqldW1JSX0kK1spc8Vsv9a0LMhMspsAbUlMFKe9ldRMAfgg/dUdJcQfdVIqmF1vyhTXAlpMY+XjtaALqW3sSYrSZbNAkKAiwgUpX33kyfJEOTNG+PzHpIPIb4Bycf42Nx9/xP1fD3orB6UjjwKQKODSYaUk/Z/WnSB0agTDsb3yM1I3TmmPENkSbTrHBSSxmg4nLtt/Sojqc+ucqgRDl3HMF+KEsIWKtaepLjWGJnqngmmcFMgYclM5LqsKk/7wwhD2HpPttVjHAQziUGsXSFCtMTn12DloOJdUAH2ijOETNdeqWJwlGJE/RgQtk2ytCQT0HM4loOKFh/5ILuTQ59ZF01Jd8rAk9v8V+8dQXD4FYEFjWxWoehpuZ1J9htQ+TsgFOF268Q3Ci71ir/uk5OXPlB++cvDrW8DjZ9TGG+A19JnS+zoraUXvU833TKtkMNiG/UWh/ig5epcOfksGPcNJZ0ID8gAuICXkvIfUt8xh6P6LpqIy56uVDpPdPZPgKHbiMiQ5V4yqtD9nAd5D2o7kL7Bvrfo/a9iK0o0sKhgEkh71VW4/yEsCGziUYReP203J41h64JkWW5IN/z/HsEZDZPNjKaKwuD4P4UgAAIABJREFUHDorRm4C75WHFuXgojO86A7Nmvd8INSdtI1+7ggsusLw5E07/vuN7ecfZgOnIZXxaHVkS2kl9cXS21dSn1sNROe+j3S9sbH/XevhG57wApq7hOdK97zJiurRxUQP++NW66QY+NkR4LnuhzNmnajS+fI7HpXC1z2hL13w9kN/tww+53zoY5i+ux76H9sDn7rG5tzhGxLC7XzhjlPAElk6P67WwPfBgOl8rKCRtD7NAPz2XLWOAdTNeAHeIrPm7SdUmNANm3YDtKiL6kt+dk4KL9kDs3DGSh/4R3bTGVp9JEt+YLN8lycwbYug36MnMAcUCls0NRyFz1eWubqw5ynvOOzGvCM8Iz/wd71jAK+1MRa1Z+SJDoZKOEtwAvUNYaTx4Kw8tmQPzxvq7yM8D5DpKhkPlMOIkdanUfvCyJkrpP1lUtIpaGUGZxX20+ARUHQFRPRm0t2XzP1l7TNJ7EnorTY/H0cgLzJtxSDpegvFt8GrAGm09jQFgIeh9wL+cVlPTohAsaF4kwL7cfAzVSP/2wbYjreB7uCo1d2TQt1RADa4S5leFPLrafuLZNcU2jINTgqtz7LCZpXOy0yKpuqjxdWC/xBpOAGUzhomiPteLPXUKYeGBrZM799o2WG75yMJqD6wAHdg+X64AxsZ+vpIAiIr3Cp+XcNBaXwRLo0nuCCO/o+uMYAuvrBMXhVybxKXzmROnplqfevqOsuQajKvGs18r25rKFl2sRy/LCPJNrG8GlLaTYp3EMs2WtiA4kO2BgeX1FL39d32nmd+GjM98AzsNzOR/jLQ+hTYW0l9adRCmrjCMx31JUG7ZE190aFg0rfr31vfGzOo0vwWXXyrtL7bE+u+zciw9y/6gJd6YoJftPmwgGzK4+YubcSygxRvw5/G82porolsyqebS8nW/FhRaILyzm/Ddd+S+lLQYEJCSyHWJeO69VBfSTKsWq8clxDY1uXpkrmRDB9Kmp8VEQIoqKKPI98ENrnVPkIK2zFoHvBjKz/ArRaylSNfbhyhRe06EyPf2pEZ8iUQALFtsoxUDJDeD7GLY2CKDXxIvQexEQ7mfzlR5ItFNZTf+nN5YBUlj/JDMc2m0pThlEI+xBpOkdoJ0ngGbb6bniD1x9X1jzHbMGt+mox8wvoxx0+97SxON7Ui0fDIOEwXtK00VkmIXikSFEiiys9Y7SXv3OPr5/IaD1j3jZLhKdJ7ng1NCYAE1l5+UM5loS+Nfrj2GUc8caHQBP9q7dRUQ1pfUA2eJwMXCVBN23PEXCfo4EK7lq1EOdukQTga9zhe8aNxyJeM+pKDn3PVS7lOnDDUH8Warlrg+Qlm7cZDBjqK7vZaVuRqnlNRflRwjOZa1noWqW+Q/77Q/hoprBFQk7Sho6kGlncgBMI5aX8er0g/EPJnpP05lakW16+3LatqKYo81xIauts7UeY1VMLFYtYuofsP6sFLZOC8atclWn0MdRK4apVjHAj/TLB87hyx78fPo0Fksb6+hOAXe9K16km9Ir45CrqfrhzH0jU59I3z0D832gbVqNRhzp7a6LHvecsXXpAii47wvCsEBHjNE75p3H9O3/dbeXwBgNAWXPCEedBfeKF85FWUOxBgsEuQE4gY3+AXBT9etymgF4hH8P2CdL2+aecbtoe+doWWvOFZV+Rm2Z43VIXNpLARfXQwGo4fiFGOOoLq+REphiI6qXjHE3L4pis04wrDTt7EnsPRG57RBX94ofSX56sOX3dhs9yS88h8ftsJQSNyL03MZMcEcExyE0l+De04SwYvbN3zqTOwhJaeKNktGBofhg0Jep8q147fGDp36d1vY7p3cA6rAR/8S3b9SaFyXLvzWYA6d/iaMzwvhuYdITgni+KDH+tqDjBzPXxOS7ofl0PzchBfdY/PaVxDBD1gRN4RhwImqmEGWTD51XrR0D4BHCuiRLkoBj7f4v0FApWOn1ujyOD05tXTtmex4RMF50tk5+9JcTPgK+KEvprpYM1Oft4ytXVZSXerWGU19SWQsFa9HZAP+yER0fHHi/eIUp0O3yT1xxDdgWzhMJPYnKweiieqjyiKH3wp6SupbfeG3o9xncNXych5WhPB4ERzDdPVssI21vESfGxVg1fY0CfweWTF9VQPMFbJTD60nCluYd6HSVO0voNJ92HwOuCxCU8snHbBIKlLmh33fwx3tRS+JoYXHXe8I+Q3UF0d5b8OkHy4+qKuIeAcx2ZRCe/8ma21BwVcA7cdShnkEN/jFx1pcSXzVzPp1ksGft8VJt0e9dGoqyesNodt0KOrp7WHlHRRbu6C80IMcM/o2L/nHc5sxDX10bXElVEZZwoBMLaShGabaZFPv660hpXteTSRypdymJepL3PV7jbKO+P7+pIhXCbeLRnUgt6ivoRpChnC23pfXZ/Ri9Lgp+wqMlUB3VqIP6PA5LWomcDcyLKdlu6g8F9ULg9wx/LOmOL3LTAvrWtL3PIJ+vTiW/sSj/WUd2bIgcmoLyYJWlKUbmYu2aXFudveBElDgxaessDtT8p7Gf8fERvfayKspBMvU+5ybvut2s5VeBaXy5d0JCwNzYAAo4kFuWVsazmx3QngxwYvkKHLMOem8oNEY6G58StfXd6Jg8+qtVbuy2JnWt5TZ3BT6RcEFT/0+ObVnqfwAcyznXeSxsdhQyjpDEypW39DYQIK50GjFGFWYFh8hkWbKYW4uAfcbhThipOGju8/TJh8AZzuDExh6Wn3e9TaC4TG4MLp0tdzrnjJvrqi8hZx8W46G4cokebVs/ZnML0QwGNwkrU8gz+5alwqmHei/Cgta30ZjmRaH731IJWslwz5+LucK5hQCXtwUmsX41W7tP4YBnWU9SslqQnWw6XLWBmnk+TaMcPAWMcaniC7EPxwzrr9t6SoXQDmN/Bj10rMwN9b2ESan6JDk6T/Izp8mbQ9DXcI04orCDYxiSVgM2w3RSLFkAxsgXMJZT2k6000xsCg6iuk5hgDjtL5GYIf37GBy7T7bWK/i/FK3ahRZ8bUxzlTJlpZZfTmbXvcHZmVQjPOyILr4N9y5L3ADIIOFblsk69k4KwcXrDxGkUpvOQMAw79y7T/3OaOl817zhvv/WvxQ9c558y7jsxU7HlrQ0E9pqTAiQUIWVPhubLOM2b6ImDIu59I99HOl9W9b5Ue+BLITcTi0gXbyOssv05l8iCFGuVo4ajSNMgbCBGW9HBcktrkL9424Q7OS+FZcWwRdhKORULEmrP/8kqu5w7Xob+5gMeCC3CY5u4TzFStxqgDL2rdwFoKfRW3kNaX6NDlLXsvlo8tAndhMWdopmD7hGCuYnpYTGZ6Z1ZJu3XvW57xm1JwTgzPWx/4q7puYnP745wDF9wAe1g3u+QK33AiPyxZ+p5ieZWCqa5s5xlPZMkZmnUfmbU/+BetvFvQunnanoiQg5EAXO7DrHBZ1xx2B752YVrgkif4uab6fgFOqQlVQawLNVYKRi9rfpIM/YUMXcD0gs7XqGU7XDU8FkyN9/Ba1sx0vETUl0KzWvvnGvBD2kRrFlT8un9PBqforinSf57Cfy7mKhW6emZCfcqrXjwzZh/JgzNTpTbXZdWGs3ddFPo/5FF+l0ntEZJfyzfnZyXN6tbn6NDHbOgSWh91vECLm9FPFT5ZiI4SK+hgnkP4bY8pL8eZfC/ABUOh0os/AXCDlg2lTRU/+6MT4xyWHOFp611vqYtbOfX5GEZ0+JhJ0tWPOcJfw3V0hRekwLS2MYDNn0pYYgZnbO0hf3/scRtQl6Ji8zYKONdVL8phSUs3oYMLen6YKwXrTgS/0l6hoAlLPbMSvPf7ZrnUh5C4z3BDGpbLUOLLYHn9GquVNRWeyekxVTZD4pfS0V28ocuaCs/vcKTQ99KyXEL5LkPpb9VIiV7Lfi0ZlmumtWxJWCZ6G1vBwlRAl80mnCIXNTNLB7HsZJYB/BrVFOOnbMttKngJDTwzLAdNGMmQGPCUxZab+pIkNKxJ4UuYzpcC7RIqgbEHGel737KwM5O3JzT8TPuWqJ3mliIEmFzgt2JSMcwaT7CaU6TpYVrziFDcSrYqy5cpdimJyzuTr//W/iQixmS8F9/4R7YWwIycmOzqrWXMsZP0XkApZnBK3XeBVT7E9bcVEp9GEeJWUR/nRhcWT6JDiSNan7m1DOfxngcwyKHuGMUJwaOq+jOs/qhQ/yizDWxo/DVO6wcvsl1XSdtZWtxEcy3IY7qKZLiVrM0vfpnELwFQ5SqaquLqqRCgHfvuPIdZ/4foMorWBVOYvAKIklux7O+SBvl0DppAYbvVXKdGQsCUQkwPNzqEjqdVfZdQ8Rv8mLS/JOTVc0MUpW/NlgnmranwjN8uiyO6FMWcGdR52rG2Te9Q5dgITBhqx/nv+oDxZ7BfLq72EnEI6yoVIATeq0ClDk54no8Y64XW58jghzhnHfiAbX+d5NVg05Q2doBokWLHjqP219X9wGBXVLum6LYXSEHNLZDOtOrShWvW8HcZvUoLotoo6+oDPADtEumfYgPnhdpTXMBxqMSHyMAkgynv8BTmmNnuxCxvPa+fTFVQuoL6kJecDDBey4stdRX5PU94w4uu0IxjdMEb/GqjvUsNoAWnYgvylX3v6zXhm1JkwRmYdYYBh+bckaW8vX/Ej8z2l7OGPykdnXYGbopY87lQtP91LEQ0VvNmRTdZXeS5lgB58DqPYpeJeC+mAu54yTWGDOkfX5TD07Z9r1M9EA7spFcwKOfKrcQ54Bk2YfAdlonCvH9TaVHXKX9oWgpP+0M3/ZFr7vC0OzQvHvp8U468xbfLN3Zdjkw7ArPi+DfmjuNE42a4AzLjmpiAfqFeliey9udV/Rey93wmRm66QtOeQzccR25q24KoqxsrVSYRk/d0fsvd5+A8OLntp31shtUcdx/8myOwJIYW4UkHwGf4pjMI+DpvDV3LsQ3QAh/cY/l9ZyrDi2UB2MNFf+jGFucg01UJZhfwhmCWYE+o3o9Kqcmr0rh1nUcrw/P28LXS8IwrMpPj3oWnK79axRMCUe4zVpFtv1P1Xya7PhX6LwD4EUuTGs48BriLXHlL0sgXZzeSEFRSI1mSvjWZoeqF8ixqkiW9rPcc7fuA9l8QRq6S+tNcZeUiXgZri64TS1WrNlZ0Sj+/WBuZrgr/r/XAF3T4CmbWD15SVx8R4E6DbRmraUG9qvsDAT4U/ZfVA5dp28u0uBZjD4H6sHPSTWGe4wsJDcfRw7n+lKL4cYFURlUQ903aUNgqj34Fd5FnbM49ft2+723UeE2VDL4c4POuh1tF0jUd8By96QrPwD3gjyyoKu9FNyyjL3OE/iGo799vbDBy9Y//CxNTuGxYhwaz0h2koIluLqQKU2VnFOX33Y5UeLlyZ7BBcWVb3ZoWO31srHlmJe/paYIl9Qnz1rGdb4ORbjAQHEY+Vsp9+kRbWZ/Ql5r6UsY2wL+mzEEuc/fOBB196fS6FM4uGcU2bFr5rnwct8VyCVPXU0FaSurLTFosWGXQsrXk1sLwP1lRMy3FOAdM88urwvn6Zo5hOYUIBltK6FZzvHdLQjeXFCntGaBjXN1m6sLOmK1L6hT1NaSXjOUy7usrWY6t+04kuKRUltkm4vMhUq92xWMr2xrVyjDKDyDQ2k9rx2kj8M9pdc0JYmkjOeWMm38q/Wa3wAwDAK3JjgWf4Q43CvKtbNhL7eOy5qXoA61iO1mKzJZjJbY7ac/7dOgShmv3XmbyATR0wWWsfA8rEFPXUJ+2NCqjKUWeyFflvEjShv9bi/exusdo3SMo9NXAhOAM1rvWHifO/azlSRWmRV3CKXjbc7SoEdejmMegqyd/jOuHPx0pxL2EZJhgAe5Jw5Mn+ALAVzncPQUOTedR+UcFmOQB+A1epjt/T6w9DGgB8x5sPIMu1RZTWbDgq27gPXTw1zixoFHjonlNpPM5TOUeuqzunyKtz9D8Gtgf7h3i5JuzR2sstenxL0mFZ2KPlnXy3soaUWfMMdKNAe5IfSj3sbpjpLyXrurrk3F/NO5YcyOnCJ2SpWaDeSQ11bLGp3iG4XkG6NX5GjA/sAfvBpS4QojnkxU0087n0Wtn4CIdmEQ/mIIGTly8zxBPrJxC67v1GDESpp5OldFfuP2k+6G/yeF5R2A6//4vVAPn2eAUBtxVH8WkaaMbbQkHPuGX5jzpeYeV78I1GJyxtclJGghXUJ+CZDqFoByCsQrAT4JZbHDGGV5yPPRXXe3h0t4nK+54I6/1xIbybeV9T7oBckLzrtBCRWgW69/CC2aMczgNsJE1MlV68AZMlGEe7InMWXa/psqvQxVOz9U5nSLucU8dvXsV+2EfIHZGCZhA4KPue1Rtv1HveKXsoa/s6KQ/7zjyf8t2vZKdX49IhrKel7OiqDhw4rWGS2aCZ7wqU5Uqz+/a95YYWQDocoWWxADWnbpHv8xx7yE6f673Z65Df3GGFzzBOTF03bR9gpl4g58SJKjzoBc/nLqidtLxMhu4uHHfFdvYnIj64YwcnDN3HkWFTae4Tcro6rn/TW6Hs+AJzVru+1TdeKJ030f20a/tWA275ES3m1kvCoBLuupfYi2xsVow1lh6H4ezZwsvSKE5uMoa10AWQovEIc2LVrFGUcXNXahO1LWExMBXruCsDKci+BWshzu7oDzFoyy8aCrb9ATpu8wGr5Chj1n7i+iAqJewIY1DCLeK8aDypnioxtFIQo+WtNSXsIJxeSA+wclEPq9ktl2qrneEoav4+8XAeVX1I8CrqAMb3dTkw6rpJAR4azf0UnZJh/jgnx1hbM50hmY9oZvFB75mI/BNeIUNTJHah1l+LdZzAu7mV7L2s9gCDew3fJk2nyVwQY01SHf8clNLu8o3xuofpQ2nsAFY/DnJq0E7HG79goormru02u76gxSZkccWfOGl8jvf3Whppfhbhhe/N8wY465tCrkOf+kJw+dl3hO5YWwKqZSkBwOXptGFSE540v5LfcnHcoMfgBOyk0lVWE2tXaRkB7XuJAV1WKgG3JKdy0FL/+PvsDLWUN8tYPsBRjynrXf5TGs71z02Zop838FYv1i3Pn0vSn35P1Y733c3uJq3pZAHThThnL6wGbtiLNzfBcAPk8c5jCnL5yhIlqlqty6d8DYb+VYXdq6rXDO1oJduyURyVsZsRuOgbr1pDSnEvYTloKna/3KVsPXlCkkJ5sdY61h/itY/gm5pRc144By6Vrq5pMXLKPXllq2xaVmH6JfAjTPWmWbbQ3o/gHk21uD1vU98YaopViEjRbU+egv5UpY7IutWEHMtke8V6rETjDSconUAfifwAcwnyneT5ido/8dkGHv8hLbniMnHNA4VwDDsp66MEyDwTzmN6/RLTX1pdT+iUN/Wcg6WPM9d7ye+Q2TXZdJ/ngxdEnrfINZBTGODsw08pimhiTr96OqqztQWLFxa5GcYhZpq0vIUGbwqDEyie177yypzpQo3pKQ+iLyS1klTFnyuERjpLUJLUNWZVvpLSYArt+VGj0eYLdSewDiHhjNC9RHsC+XxenBOmEI+K/oJY2oYUh+v/bORgkba9hTrv0D6PkJTzY7niakeYQ8VQgVQRXTagMlc+1Ncg/0z4Jlq+ysCMI/Oh86oQDXYMJlG8eN+qjyCfKvVVHfAO3ZdCi84g3POwAw8KHngKwpbx8jKi6TmmICtg27iu5/2X6C7/oq9hb1/Yq6fwSXDNjnkXpGsTvCL6XuxTIUVg8ZKQzfqXOZtj3mCS9LYnCd8wxValAPz9vBXfkCX+z7dUNZbPvxi5ZF/2UPzziM3naPzrvHr7uCcac85zOPe/qp65Ir18LR77JoEU/PQ9fJ9b6MHo46HXmCJpoxtscYV8X1R6ovauvCyT6yjo9I9rP3ljdtfKz84x1PO5/zBr8t3v45SP3ZheXlRrkOAt5iVlAiJmnkMgwYvR7a1Rxz9pys85wsteoGsFGuW8LTOtVetc2yR94ujX8hjWAgqR5bydj4m5DiouQq4kRqqFKtMhCIT9viphq5u3POJGJ7FqxCY80dmzB0TVGMVuHMJ3DxCfrP9rre5CeqMGJ63H5pR+0Z1Q29KR7ANUh5fqgjPVgfn7IGFgs6TJMdGTRIDTjNU2voAsBedgXl3ZKby8BebnMO4/0BBWHQqUw6W6O9iqhRMPn1jxHvk/xND097DM87g1xrfXVhtCKcCaym9JM9PCupJ+/NkF3xCr6rhK3Hb6zS/kdcD4+EwNIlxcxnKr6h/aakvFaKkBcJod9/y8MFR0NI+Vffb+CMFZlFOwf8sxCzi5dP5iQljGJOtMyr36T3FnUe9Ybghb7rhVAenXaFpR2Bxwx1/ge9/FbY6v08qx7maB2+pZkUt2Z1vYlL84Ifqwc9Y5zNCQQ01idwXlGvplnZWGWZc7iN1JwXpPvyJB3/okTlL11Cdd1NZp+OXV0Q0sL3hDs/b7nyHwm1sQtEPP6r5sLxbV3/IfXTRHZrxj960B7/IaXiIaJHVVaZqbMTVO1Of4f9SX/xYgXwb9DQrlwFy5FVyxW87KesivMePZOdw1vrJUN/y+EGRLxmk/WSoL2Oh70ehvtsa+f/myMepLwquywHuTlLcjh8xHNuZqRpn9puLBESyfCyHW0F938NYH/V9m3S+bzeSmnamlvISwti3qf9M2LC3ribA1YtZUdBDaioTyoawfAtz/DDDnRa3IRbmlgo5y1Wd1hT2obcer1D54kW8NN19t1ryVrKfQjIVZEsegl/Pe8LAFTJ8kfRNMs+DiHAwKcc8QOcyJSalPmzPK8MKSa0Tjwj+U5cfwBok7PE7xecEj/NCoNPMsYd0Po+yT/8kHZlStTyTBf/9K6agOo6Xiui3wtUzbQtfilD11UtyvxyNjUWT6O0oCvmDvOXsMiqQO9+kpdywhIt+JC5UkAuGSU1WkhEgmklis5+D5Nezjmd5PyGAxyXW/oJaz2EJ5usarh/mOuJXkqyIdIUol9amJSPdb22a36pnnMJWOyvvxdY+rN09TmsexgZmTne8SNUdt0LkHxZ19XRSbRkx15Cm32CpZ88fMX+s7Um0v8IcC4lip58PpUKNjRa0kNanSf8kBrgPXSGtv6HmOs5dmbhrRmkT9cktJeV7fu8aW0Abj+CcNzwnBmdd4SX10AWGydeXeZzDMWasJBqRAf/3XSDDn2DaRPfbzLaPb87BlSvnGt5bU1oZgy53VPHDslI3M1UV9j4FAOPifXHATlLopiuw6H74ZlHXYyyvumzgVdf4rDg2L2LKwqIbdjKyWLD3T6zhUaHr9Q27rloPfYl2LMEFgKWi3a8KebWo6ui5OIzzYHfSak+l2Q9PhYe47qSNJ7M6nil76EtXcFEKTYvj31h2v5SVX8+PC0iGM62eR/kpoiWWgLoEVDvlTdadzpHfugPX3EDO4SXAZjFww3XoH1vcAFduo/cex9jX2PIXuOEJzhk7HxVMihQJa/YwYHVFn4Sr3PkaoP6GOz6zh2ZdoVkxsCQGZ8zt4Sz0OEV5SgDgz68pv+tdT/imFJp3jE/b7v9kc/1xx4EvAX1tAbiIcAKBCubl8I28lkg2cFeeh+lFpvdbup9wha/BJa6A9x76H617rwo+NRi7JxJgD1i/QVabUTVSGbz5bQ+LgeteAEgUKj/Pqfk5MVardRJDTakCuFfIqybNT5L+y3TwEwrfCV2/pyVdAq+l5FnqVUrVKLdIWQseKRwmU5BesjXEvcWLP5EYZFo+wnrf43Hql2n/eVJ3VDDzWA4Tt740rLX0XLFLXqaXLb2/BpZ2w2fhyJwrMucJTovhxa07nyY73xD6J9nIpDB4nlSFqLmBGF1quP8La9Vtr+M35NAF1eAkbT+LduVGFzKwCcs4SUk7840pPX6s4Rhz3ydgHamfYksknjE4qxuLW+0//whDSuBjGPmX8673VcWtSt4G522gbknfeEQa/RI+FA78wN7QNo8xo59heiEcl3c52SJT6vsOE/D+E4ZSrLjJhPeKtZeUbiOlPei3i3EOAIRK5IP+hzxdaTa0GrHod0F3yVeyXt67Xepbt76Xnvpu27HzR0W+/wjqW/Z3QepT0vnysWqrqI2UAPX1UMzxq0GFBwtHFfBbpfV9e9JbIRhmrOz9+NSXJprvJzXWvZMaCwW8z7WSskH0w2icIHWPkOpjrKgTC0E1dmSPDB07lUSHjB1ckoFfnC8LN+rks21SsYv2f8AGMBiK9J2n8iG4QCjB5RZHi0Kj5MOpbMXgWFWOZZOIUoAudqzPhKmk/AsEv/oT2PFfP0HrTuHh154QKnaRlqfZwCSvU/qEdZylBbU0p4wpMpeyidzlNa+UE+0rHiiv2ldT2doF6Io/8ah19qhxaLSSs5zBBL36CIAfuq0MwIH/kVgHaY7iCLKGMO0cUVJRWYJXc91MMb/BND8XzasSWp6iI1cxfLl/im57SZXfwBP8pCzAUeTeVZremrGS+uhabS2jkSCrPYlIGNuosrwDbSTR3GUHqQ2jaXtthFZHqLUPXmIYVm5fw43IElo3xl7jEcHk3ivAGcirE+pOZQ1+RLrfJb0fCi1PoGEg3IcAG3hQTkWnonn1QsuvBTSZ+JgHfrwkFDQKGJ62XHiZILkh5r3pEZA2ZZpjsd99zo0lgvPu0CwCT2jGe/RfOTWj2b1/pEOf0IGLqoFJWnMU3U1gWukP0d7zuNHhSzCrpvY74XOhNsks1sRIlTLIRK4qdNkMU1H8MLRQYjpHwc5fi2PTHrTlBFy5DoDkjtyw33VOMFYL5tqSwRflyL+k8A0xPO2EnQzPOgKL+XvP4W9DXa9lj3wCqCZFFtHIJHKzYt/vhLx61EINvLyQR67HD27LGR28PtAnOO8Qmp/YuO25itGvYStScBoIs3z3q5hprkTbG3xqjGvn/ZPo7CJFAwDxcGDW7jJ1nHKFZ9xwAgPzYmReDE77D/+PVryTGcTC4hGfAAAgAElEQVStzl3Og/9wcM9Pd3imsOcxpq/C1kEj3BIelMj06OhI81tI+wts+OrGXZdsIeDY6+7QnCM0n7/9DEVrGS9uyFyZVdRiu/sjoAJPEGnZet+ft7afKfn5FfjTF57xji/ZAaGDs+7gtLk5QLUSMQP9+rPMNbbeJ6TwrCc8C7Tge/DTXHE3lhdikaFXMNiRdjCswgvnR63zGlvHfeNzLrgWoXnv4b/rqn6ODiKmShS0dVXU5KP5daTtKRUW/V4g/RfptldpYSve5HgHStzOxLbSYTK1ZJdJR1/C3IVE0l8lwTQ/DyvtZV1vqIYm6eAVBl9c9RPEVI1mjca1/i6rkRIVPG3VQf+RJWf4ui+w4AP2Cy2K4dmCrpP4n1T3Obj5UQaHb6eacTQyhbNh8gl5zarWs3TXFcBgMnRFaH+BFDaguohmORLKzsXNgm+UNuDvQazhUSL+gphrsSyZ99Yyk4+ZPJssbfafX/CF0dPVG1yw3fE2NVejcSgckQ65TmWu0tcfFscXPeFpd2BWHL2W2zxG9U6uBq9OSvxvhef6xgZFyjNQNaCdCaM2MM6hm1r6aEETyUHwQ4zZ8JNR/H7qtZ23RX3rruo0rwC/H1Do+4HYL6N2vp/2iFGrgq9b+YONeThTLOmkpV3Eup2U9GDxW24J2VQoRDvo/p+U+FZtzvKjs9z3OYpjTWulrGIY26IaHqMNp1ntBC1qJVtv9fKlG2mi+W4D+VaG73FfFgv2IlaMkJ4/khF0m8SIOc9BXrdp5VIeH3HIFxtOkuNEhoym3jlQT4M5qOdBin19x0nTBK05JTQ8BuDHGk8R516YV6GFJk6yP0a3jzwfw/ZO3ndnKI8qft/t0NhjCQ0cMGL+LiynglSNk5GPyeAl1eAU634PP63Y1li+6gCTd9ylGQgzjixcCVq8EGM9aX8GwE8AnhmZJG3PE1MdT5N3oS/IuraitHt9f2N5Kxy3kOhynVgHWx1BY89aYPijtGRnrMfPveK9iuzmiEpPfD1IgEYXMzeRxl+Rvg9Y7x/YzndJ869QOtA7icGF83iY/cOJQj99mHmfJSMX6dBVOjxFOn6DydpKhN2qosrVZZao8in77FZpKvI7JmTev+SKLAJ3oS1kZMHc8oiqfBjDr0euoO46OKmqmUCU0jhp5WHMrR6+SgY/JX3nmGMX9r7yILKUw83HrcdIUEan2uDaXLLdOfoPV2jBHV5yRqblyKI4Pmu7809qLLD0qExV1t2ve4LTUmDRHbzpjMwD4MGumna/r6o7KfS+rR65XBqcdoYxpcA5vmgZeVWlRDXg+pO4eq5kUZ2LGXjauPtO0ng6q/FXzkPXnMEZObTgHJ8p2/uqOr9ayHNEL1nUEkZxLhExEc7ILUxQCnOUbv+V5+g3cnDRG1x0hecqAjPS2N81rnsA20ReQ4s0ODYLCxjbJ2C6jw1+Rk4pGBIIeOajhS2k4xUyfGXL/s/sQFyAkeGbYui6ue0oXFYVlu86VEaZmapsd7zpjMx5A3P28FLFA39V+x7Krols8j9QOnJWHJ/2hOdEZPiZvJYx9A6FwzRWw0esuOcJZ2jOGVp0RxZdY5/nuPeqdYpJqeKG4uNRB/zQDF5T1yNS8Dogtzy26AhfyxHv4AF9Ene5xAUAAmnbK+g/NDKFP4Rtf4WU7oBblKHW5+UVnokLDjPs37u9gk9shMM6TzhXbgHv4fcwYxAtsq6g9o4/BKzeMdPqdfLWRGr2uO56Qw5jXgJ8NGzhaTm8KEWW8ppDgmOXqvsPZHhK3XeRDJ/P8kaIoQZ9ccxVLL+BbMOeWzr0GXZlY9NjI9X5sJLT5FcbPEJBp1B1BAsB0PL3NHHfS83ckYXXJKvhKuirsspa7L+YcmMo5ZeAmra73lXhZx8+C7wwW1/FTLKmLigGvvDCRzU0B7e9pj6A7kTmSpqJs8uPjys/zYFFnlqWlSNkc57ZrKcwE4X/5CzdtLQXy5q3FBG15r/U961Z8Xuivh+2tvMHEv3+A6gvfwX4Fcba/Lj0B5MY+A/P0sUz3HeQvGps/dr0/zL1layrvPPfdlhikesWRH2YCVn6hLrjpOEkhjpUP0JLtpHcTMDP+p2rfHH5e1YlhY8Bo9r3sN4PYHIGSIY5fuIhoilNT325FdHWPmUZJewB1gazEPFe0nCa1p0kjcdJ3THuAzkhVD3M7LtIyxO8QeUiGbpEO18lhU0CghY3BdU4vxfqw6EcrEKq8MCBVYgwH6oa5zbll8jwZbrzXbW1l3cYOm5R320hH2IeHosiebkQ6gxOamoSWp4lI5cZzJ/g8NvPsvxmvhtyCjeX6Ar1Lvp9w14yAkQe86LZfcl2UnOEVB+hNUeZf5SU9sSkIXcU+aIeJ1jsx7Ru7j4CO4+CEu58nhel751vk+63yc53WONjgAQCQJcSSo71gahlYZxD69MY5ACTb5jXdj6PpRNx3XRxHOjkXjseanBvKm2x33vJG1kQx2/KR256MCF93h28Zmp9hFb0CTvfpUOXgfHU/edI7THgBwYTet8YHfwAA9xHztOd71PnftyfdHy1ouxTKQFVutpEavKW735NHP+XG6PGp92hJXdo3n34Rl7TEexRRJt7uXToeTGyiOb1oZuY3h7G6ru8vedozXG649XskU+tDwEg3RABHSPzlv1vqfMbBcNaS08+ZL5d5bHEh4sPSQV7YttDGx7b2PFUxYH/cYaXxOCic/xmxcirAr4q81JP/i4sIlWOws9rPjGpHE6LYPSYOh91h6bRWCUEjLcoBuddo//0hhbsEWCGRQmIC2bq4XkxMg0oCEDL/UUkngrILV6APYrbhLYX6MDFTXs/rhhd8ITmRTRoWbRsn0AZjee8wTeGuri1+M73XEfQ7cYVWrT+4upG+UFWsSurYqSw5zlneFrEHsVZjLlviZBcBzHBzstqU21xz9PeI7NiaAbI2fPgpznOXXwHvNwURMZNYGqFBzPQdR5j28N4IMFpEehi9Et99X0qZGlYGJasxn7jwmba/CTZ9Qkduoq1AB0v07Jtgl4BDDdRDEsy0PG+s4G0wytRMVgP60tp+RDtepOi/ewVuF1J3Wlqql1lfGJauwaKN4lXKG7Nb5uouOsP9ns+lANfeuBmCC1Jwa/yW46Tsm7azctHBy+x/o9IzVGax6MaDJVCYSNpe4EMTzJgv5FPaNuzpKQVFXgDj5eAbRW2Mt9hUn+StzNMCPKDxFTLK069jCfOw522sXSn7WfnpMiCO3hTDs/Y978lFDYzBaTxs+9XaUTHzz5AryPMbJyXRr/QN4zhfwoG362RzLb0x8eVn+5Ybe4Co7CWlHQzmIWUdpGCFroln6KTiols2IoEiP4u2h9hP9V8oz8Q9SXr5Uu99fUXdm64Der7ARv5vnfMy09Q2/nvXt4ZP5aj/DgEYttVyTZm2U4sPTBDovk1aOK/pYRsNZKcPKSCzTzq/QegvpzVf275Majv1vjRwewHGUoCXg4v9awYIA3HsNyx4XH8TTS/mmB3XyndYqVbLHyZNe/9dryXIfUpFKTh8JZbTstHCMyDBz8h/ZNoeCgfpjoHxlHgf72uWJp5Sr7KtfPyyDIh1wIzSMH7IIHjbTgBvMdqjwEEwgNV4xlq38XanxeG/ozuGkNTQttZhkVZbhUcuMYZ9cnMQQhkuamVxtsdORzqNFzTM3qz/Q+wwY8IktglPAPFvYLGwxsOnVGtT5s+UT3tUOnhNFaojaKq7SUydFWlQG/HC1gIwJlQsRJF/0+FSw0rrDV/FN5bpr5l9Q9mxiVtHPweoZWHSOUJDKrR2bBSDoVNPyqo+uUdjqlwWrfKEMv0y68UGs6QHW/SHa/Qzt8C+KGlu16x33QrXYtUKwpAXK1nycinqMgNXyEdLxFTB9PzG8MQM8+MHytKQJnBb24PSnvfLhp52XF4RjzyuTMy63nkf/UdR9XWHtr3PgAeaolwxWuPY/0e7LZ3FIVu1Bgvwc2gKhvGOAeEAY6vhvQiG+Mem1wUcgLQ+va96R1fdI3PSxg9t+gJz/oeXiiuP0pNDqKvIWavY98b0vhNjKeLzDqw5nPGffRfeXs+wqlz1++zRz62BBawBDQ04w4uWXe/iXadyp7oKnFbWik9l8K83LVPVf3IppanbKP/EDEzcNY9/o1r/xvRmbSe04JJ5vEPmLqm0vhiAovMRT9/ybYJd+Ar5/iiFFxEwTBwA409wwsubFyEPYSpPHYh2sf/ZWp/lP9G4MErqFdSwuGBR1XQJHS8SIavbN43JUeWXAGAtGv28f9jaDkKdzsPaqsUgBi1noq7/wRMCKdLHP/acfDvKvEeIt6jKuspHXlRhnMVmXMFZuSHF0wNYwJSRyU1STTXWdL9ayly03bka96xNp8L4IeQgBl0+JMKCqTcmshQlaXz5O2YkMZhB+bFsRvu0PUN4j4a1XUBDh3Ifnn16vbnMNgDmGrosrDjZVLSwTsARfTXwcUkPDqTHx1ffjgCjKWuA75a+1j3OTJ8mey6gj9XwberwcsAn0wK9lfHoSP6YeJhwq2e6yI5To3vbjl0TYrMi4FF35G5/PYJ6tijwhDXT+ggprlm+caQFc1+lc4OXEe63yBD54WRK/DREFpfIzCZMVXhjwV5Vcj2xQ1ZlUexpB/Ar/GMIN6P3wZmtMBB2MZMP1Fd1CQf+MSLsZbX3aH/47zjj8zsY+YqqoEdE3ObD0iRRXvkX2JoQQ4tOccX/JFr6qr7+aWp5Z+pKgXj/0t96xraWxQXAz/BXIO/2Fm60HKwsAVLPbO2oLPLhlykvh880QGHstH/MOq7Ha3vP4n6Cn6a1JdhNF/G1KcofjyTHbv4SnA+V9SKOZklO6ilE78rNSVkUxEPS8gouv170fr+S33fO/JZo5aeubxqEdvn+mjdhIChdhOqmkfhrqCA/doyllNEFQvQH4f6bLEkhnK0kbSPkL4/kaELbGCSDn9EpYNKdx/NwTTC9NSn4dSXyw1jYJ0w+ZB/KcA8oAamAqd5qMNpAhOU2gniHCEtTyJbjuDMW91xlhTUMayJreBOnnxncOJYkX6jtzMcSgkuVymdWAOGPX6XUIGEiVTXG7R0JzFgBoOgcaIWp/m2yIc4pHExLS8CRMPAlxkgB4oJk6T1pay8eiQ9wBWNkuhgQxsYROifAPWtwT+DG09OZZBUBbE+1neAWLbxqkIRTizHJ3EV9SHReaKRA2iZ6CTmRlr9CNn+BtnxGtnxEmt5jOU38amqM+ZC6UQFoKiRdjyLZhJwRQDDWp8U8huifJhC9Ftu9oNZfg46UqoMcm7NL+Sxm97ggjS2IAWvG9uOsdIBofsNqqS3D05SVPzQL5HC4Qycxy0OXiE975CK/Xi9UPvyUIMrA8TiR2pwo1cKMKrRv9k+aNr5Kyk4IwcXXRgvviAdmTE3h5nWzvRII5bBF1C/isxJwQXv2LwbZuHj8+a9H9KGCbb91eyRq6WArKEF8ciSOzxXvud36sJGTCbAUyRRbvKRlvqQDytGSM3Dm1t/VfHgP8XwEpCbFFmy7Hoty9yA7VU8m04wyCqsx5OIkt0XpT4ZoF1tri7ZcUqC/QzecIWXsGEyjLzHqW8RhhsjFlDuE8cWCrtOw2yeT9YlbLNUXD1hn0vagd7Z0FT23k8rMPhhUQzNeiIzpo4TmMDO91Yw+LKKm613/MGPSX2LruBSxb0fZ0l3q6xDQnlvYe9z7vB1aXxBDs57xq/ltYSZyafC0+hRm6qLe56Qsc9wXgzecD70F404gvekkYMrrtxP8VT4iAmI1GtofcQ1dh32WQ7NuULXDNUPIZyYqlTGKsyaB5iE/6lbnlJjtscUfi10/pbAba/nJ9zEIRloFijLWPmD6n7GmOplkjFrpOtNgl8jU1gzXztB86p4SL2Xc2kC6lMeo0UK1nx6TdW/9B/8wonJGfNS5EZBS5BVjGCp59AF/hMYfC6OUlOdYKzEes68FtbyIn5dD12gu6Zoy7OsqIPq4ZJ5ou6m8D+af5Q0PErqH8a7V7yPmKqp8sMB7A+AhsGXbWkvv/uCHAa0mxaPLJbtfy+rpIV3LXqku94VIzclFGxn8I4KT8uBeU/wurbhAFO+GfJ80eT6/1LfeoZ2rXYHaJFtwuxU7PHbTku3oavn5kKapUFVMOtHyPGLjmhM338Q9f3ETTu/93rOldSX/5/g45J6KDCmPNY5SHEbLe3GH1ZKe9EnGqb7mwrZFgtf7Dthv3+HCs/o+M/u6FMGL+BU0Cu3PIpwOaW0fEhV/xi24DeeFmofIZYWrPjNsdPNxaup7/uv7Uw8yhDYAPz6P8JSn/5JYeCcynMQZUkDx6RcByelFNTHg9eVKkqY16LiJxP5Idp0Bl09m36F3Nv0GKk7ShtOUphhtDwN0wh13xUkrm0v4Q/VqHfxqkietsf//B60Pg0vTM118DZCHk8P/3rH2MgnpO8izHgwyb28lxjsONvQuL498imyIVY5YvmrHYse286qhi4xOM/YvfYyNVWrcspgWqmGf3kuwqrt/ujItwx+uG9OVtxJYIbnPwwnjVaOEksnVszCzB6umtYbW/4WjLHoGcDZJ9psGKowyHHH71nnc2z7WfwVACYeqBFxxxq9Q43vKsP5YutzZARujylh+DPS8aLKWKMIMmkLPhFdNF7UZDQS09gE14gjfE0KzDlD097xb8ydE9QyQDGO7AovbL5Mqo5hgrneSf2HyMBFNvJXNnQeS0Cdd3BBuDID5BOx+YrzGJwElcEjGF1ZZolsrTB3PeYO/l/32NfAGFLwhic8V9QyJsA9UOAXDP6KvW/6xpfckVlnZNEOEBJZcIcX8/dcxIzE7a8JA1PlYzP28BJ2tY3PWPa+iU1iej9XIEUMh0yr9em5POgYoTUTmxpOOcc+h614UfFbtO75HQM2Q0HMFysT9XH7fikaEoi5dhIi3FZH0bZHXZFFQDsZPVcWYgOpD3Pnx+Z5f92MFP6maMdpigoen5FrJQQDNMD0scJKddvLbPBC9t7P4C3OCCawu48uGDqP01ynYKpCUR19RGrK7nnLfWTRHbghAwMc/lxw7MdSz7Ke4r4XnUeXvKE5cfSmNTxnaBxj8EnBlHCvYPIU9Z7xjC9JoWtwJr1j0xrbMNXJXP4CkENI5hDoUuf5s/VS3rYz0iPT9vC0IzzjHvtCJ+3DA9f6SR68pTbLKLP8Gor12J+Q4fMUPqddv0NdBBv8XLCTRFtFlYLeH5T6PFHqM+OB0LIB1v0e/nY2OCkMfUzqHlXpPOjZkbAGFZ+UozwP17cAW+Zyqu6uCS+KgTnX6BLcD4aWUaF8EJFv5DM2dFkYwFJP/A3FVMkM5bSwgXW+Skc+ZoMX2fDHtPVlUgRcV4nOPQpYljSrvEdJ00lSf1yoO8nk++F0IfgBHptlwViVZfBnWVrkB/8Cd7gEXBdcct3xFkqX+mrn/tfcvBHXidT3jTv8v3iHYG329Ebv/SpUKbnKmrDN78cmq3+jgbYudEMuA8QyVaOrZ/F2Yumlec0wKWdqLdkYR4k/zIimC/5g1GdcPTKkPuP6BiLcbYz/DORbU+FZ8BMR+n4Q/CvEY4cZT1EL1lGX7MRfWPJruatnfsxU88fgvR8e+bZalPS52xv/Fm6fsbHaeBOuNQay2yngU/kAVuM0TGDRY/UxWtSJlirYAbji7T8O8vFqT72DbrUSxx2k+z3VyEWYTLDBK0x6iBeCVvBCUFsaDMN60RiwIbmhlzrxPsANview2hP+rcUeP4wxdP5MaHkGXWSGLgmDU+qW52hhdTRQHqGxgmm/H+pT4go1jlhIQznV2TAWuXKcYmwxRiyg44hlJ9GnitFb57Bj0p2W213CpgubSPtT/Kd6zJGjbb8h+X6W40YYgD3EcsefFOwt74wiqdmIZbtQGSD+g9RzgHoOkuIOvsMITquXdPHWPhfyic6pyHGC3k7M9f8/e+/hHdV1dv+fc+6MAAOSpo96n3rvFHUJVBEggToYsBM3io0NmibRbezYcdy7E+e148Q1tgEhwE775s0bF9QlIFnr9//8nn3uSAgQzQaBbdY6S2sQM7eeGZ3P7OfZW5TFWOMbrOlV3vQqyp6zamVkgrTigB+MiiuW1cjqX0bJZfeg6DnG6p7n9trzUQpXoj4PEslNHiPitgnDPOnl2/x9Xwcjk674t/7YqKV+QNACt/UPyIXvGMR9r9iD1a0lzEN9DMnyg4yYsO1P3LVZEulVVTW/XgSry31YlcoWR2EjrArkdbwiXTQm3X0T/vhZLT6cUddHk0HWDYbyet4ORkfdUShgvtiYG7rZOcfdH/PaJ1Nafq/0nih57FsZYICYh9wNvzNkVnCTyu0yqe9q1Mf15jri7eJOVtqXsuKQ++G/+fsmtb4xf//Zgg1vGzMqkQdoDybbAs2hpNBn1qER3p7CUapYy3Jbn/ZET8vmqyTvzVIfreNDkQk1Me7ZPaFGRzMaDwh7mNvhXsNl1atkpBBaHpreVrqOL958sjhCS/+RQHyEgNbesI/bQkZCCJtqRID7irzN7wUISGjjifG8B4cWee8WBWsNeWsyu1/zRYdDsTH6rwDMXfpRRmgLGCyasITy1j0pYXLCFx92P/zXdF8vbDytqi5JAZXtsmpX+rtYmw74dn/njaJB0RP9t6n8PmGTuXygo1KYdjqred3TAt87HMMXYS1vs9wWxaZfnxC+U7iCxcjNoj5Nqnml0BvpkhZvZGvf511DeI90fsGq9iqQzi5h0bnirUQmg7TiFHQRyh9Qd/3LEx319Y1re0addQnFtUW0/pHDKfQoAlcq+rmjiq4GjF4za4x1rzJ6s3R/znqGlCYCvzqidBySLKPlOavo7SNqpLlL1UEW2A6NDp6f9NMPsx9rYElunef+z3wID6S7P+n6xXuLclaaAttR+Qm/n3GfXjOcGJEtoxOh/nFT9W4B/57LOLvcapT6sQwQnWJMY0tSWUo6X5KBEnYCv9w1LG81z1jBlmTdGuRbtPAmLneobyHTGpw/feSbVfkwJJvRWdM6KbtO5DWzvFap+FXA1GRZ9g+jvh8J7/2MVD6Mi2P00grAP8uKBQxFCnlhJ6/sF1VS9KscYJl1ENNmqW9Bka/kgsdpWTwtqUoxd6eh7XNp7nJSrPvIGOhjqXot6JUb7Wb0QHOR1OtAVoipoGWftk2pPcSqD4H3qoj9fsVq9igVcebuFXVPSeo7xrqPwUAvp46l5TE9LdB6M8o7XTN1rSXgilSpxxInpBbCVaI0xgnDuj8XnUd466eCFso2v7gRFZ4sVZ5RuqyEhHOJh9Nqu/55gfTwE4Saov5VlimRJt0va8luG+q7YHhmcNTDshuZtkPRdrLQozzwKP6pO4tcrPUlXSKh+Fk9MqNP1nA6KnlZwtjyBlLs619g5QdRAE9ASPhNL0+XCiFimmuV+hcNEDRoaTuE3LCs8mTaxOWpT6TJDkCTymwe+LVA7/Knlt4b2PW1tmtMi096o6POpn1KQQdf/7ECxfWoYd0XSsVeZi0WRBHBHazrFJi847hY/xHz3CN76q5GfTav7I7zMAe8SfVdw0vT6hMm1b7mMKGdRoNIKTrsiY1mrOyDD6o1qNjLC3pf8ycmvX3TPhDIuDcx6olOOjd+wioOKS3vKL1DhY8Ma7tGPBBDJoo2/UnJqpSNlFc1GtWkBaVfgl+QFa9PqYjfteLJkh3/R6jj75sK9p0u6XmdmTQDnlyerFM1azOEkKwMVEweaXcZzFx1QI1+45uDfBjRCW9iwhedCkTG6bBh9JKYyGg+KJvfZD+kBRKiwQzbHiWjRjS9onQdXXL3l54IwduIFpnQ9k5mNO9ndpokYZTImn0pGSuKH/qIdhToO024633opNHVgzCknLqs9pcD/SO0OzU+6u/7X+fKOE9HTaPRGhL2UMH6X4UTZ9z0qsTpwCN/X+7txWFkyOhzu/StATOAeRbZNEfjXi027es7rUbO+nd9nV76EDNJt0yrhzaFUISMOlb/KvJduk8qbZ+IpreQeUYTGDHi/luh9ek1kzpzSm/Poi6eLMscFF1HeO2TMmTiklclH8x0bNpK8E9HmbAFCfzKI/DzVGOnA5ERa11MKexQ2j/Ft37Efl1/hksnEkGCQLicGlb/Dt4ynV/gi5jGV3lWNbxYURkbRuFrVj0P7uK1h3jNfrg3qTuYs0aCdEi65pQyR2hxXmPxg0NqfFiNjmmx08VbPqbPw8zVT2nxMbX/jLpn1Bef8MRG0PUaG3NHRtS+/1tasW0mv/4O9X3Poafz2dmSdCh+RrNCjGEvZfktDOYTq1n2SkFr1hR6WvpC498tpj7Ljac+urbXxH6zhZ0/Ueq7S4p+y34C1p2X472sCyo28ctchOmlZkrFT5Z65rbA1TN/DbND8Zt5vs6KObg4P5z6ls3p3LtdqC/350N90MSSvFeYHIjvy+UEM8sKkQJXsgGB19WH6e8irxwwZjahCRDXp0A3VrkV1OfCUhtHTo9leWrJvUrrh/DQ75TfIgcfmdHHiuc4dl5EU0WS1jwyj75EdjaWyHACD/5ahx/hiHA4wFYS+B2S5i6HlMqnuHcTb3iN8JL1HBXdg6zueUNmFYf7pa5AumdQU8+Fd98I6nPNnDucbNC7BfBzI3Y8zcfLYsb1J1iPbG5Z+wdWuE5JV5NmniYP/95ZDgRyJtn3aPGLNJfQqxkdVazpJdoRl8Y2rOE33O7nuipomX3tDG7deuSTOArVDrYiIs0Nd+LQDqY9wgL0cwfPblGSqqB/Rif0KgAwObt0S32zbN5LL4K9DYFfRb+o+w2ve17U/VpU9iMzzSwzCS26PAhrEOGoRoB7z0nWfoTwTNQ9hzahZH663nCoXgJ+Xt1KVAYJIvOAW7081Z9Wtt2162tPfDwUnfQnJqxNe1jhetH6rkLgDXOXY5CgbRXcmqeEd4pO+cVH95DS9gF3bWQXt/ZdUl1p8yS51yTXuAdzm8oAACAASURBVNJIU7q8qMzuofVubutzgfiYdLycUCPjwb1TGSv7jaCyoGLVija95UsMe/om/VHUtsH2MzHt2PypseagaH7b2PuX/D5Ywqh9457EWFbPW4sIcvTyOavejKfOd1Q6tgE+GSLL/UpBD9d2GCv3lTzyNx8y9MbV+H9LEOdQIanPJ498hg0supwom8EsslXP6s9b+7Q/OiYD3FGM6oX0R8c87YmPEZR6+ya02GhJbBgKXt0BgRwIOruZjjiwgY9nN4mmN3nX0aWbT3p2j3noGPrG6aztdX0yHUHVvViM1sqCLe9qsWFv35gnMV689csUT09KzhqR1VzY85o3PubvG9eik1p81FHXhx05VKCaJZDf+nQwOumOniFc9D32zzT/Rm6TFiwoDw5KsU5VIPoh1yGr5ZA/9rUanfL1jYci/1pethW1vtYyhfjTjuZM4SyjDyXwf89x1vMlb3oNNTuQntQZDgkm+83w+CZzoH5rHFI6kwkZtG7HN4nrPmBdJ5TOQdb5majYizeITQ+lkN8LXOR+iXtRIXXmoN7Rml5xv3/3/3l3I9dB2zdhrR9g3s3Gtk+Q1gAV8Sgve0w4KmWtbJhl1xmafse66U/DCUJNRDJm1cPcBZOtDDCcW0+gyKqfUKrxUS98v8RO7aV60a+wB4Q1sCSvyfPA5z6YA41riSn3vR+n5FanuNcV1EWdK/o8207SpFIjp/2RSV98GoGTsdH0ql1yws+An33mUt9qmvpxDZnTsHjGq3OJHYpf4TqW2yIK1vDMaqzUF82kt9NIucm5DgvKe5bLQNr3e9UNUfnmUt9C8d555Mu8WbA3l/ru+oki3xXxDOAHl5dcLDSzG1luK8tbI/Jb8Hajtf4y+QTiouU54urUd3Upj99W1Ifd3WoMWyDYu0SmS0Y4zH2a7J1LLaGPWYTbEvxUH+AVe3luM0vLhoUJCinzFrSw03QJvCWHm7t6WOfHjP60dw7xtj/LAPcSYZbKJLrvCq+plhIo5eGpxfiaQ9vOqw+h8qf2MK88hNb/msOiIsFc9yh1z8JCA+WOQ4aGlwT99TEVG6XAyE1FYEgCAPNNCvSTdp3pbqAmASqtTsJROOPRgqZrUKx9hxX0SAmrBBnQ6S6ul1/+8DY/syyAzKgU9S/wniGlUy6wmt9QnFVCp0RYYs7UTN6yBr9Lk/FmHuj8ltekqNu4+iDAz/+AktOYRDsc7Wyg30Ub0elRhdKVUStCu1nd06zuGVH3DAv2JXv8aMvAP53r6CpVK42vse5jqCvrOMEbXhVZNTAk1CMTksWlV4x2MEsrHWvgrtIH/JHvtBhC3mhZaW7crxS087YPUNnbjapmXr6HSAwr1NKI6PiEdX+Jbz3WfSQ899A0MBJXQLPyzkN9Vx50DLZA5qpf+RHSMO6NTnn6R7VdKPWUpqO0Gi7P7Xw1sOc/vr5vvIlpT98Iovyio467P2HVj4tVbxl6TuQ+etorAUntHy2++3fcWWNIJjf44KSqp89ZtcsPuVwuXM8Cjy6t2efb+S+XTG9Tdw0XbHiDIwePrlVQwPBDw/VH+Lv0/bfohEP/pP8N2xr3+6MjboS/jftj53xIR5yt9kS/n79/gs4xFPkuY/Vhg1V2BmLvpSIZbgHzD9H4Mu88vqT3ZBEaBWk7Y4H4pKPlMLd7DVAIiRX9xty64i0fqQOT3ggh5bjrgWOGkh6WtdKYsTJ73YsBWJKOuaF//tu+coCnexRHSNhCwlGVD3OXSfiLxieCD/91iasDWqU5qJudoNwUCBqCmY09ZKkbILRQY+O+yBjBj7n8QZmzUiFz58tw4lkr2MrnifqQZk6TofktVO6YA9JXUwVT2b3J81pI9W9uk1vhWrHmPfQJd56gn6L2KWGrRHmtPYxYPCh1l90OIhZsIVv19lDfmDc65o5NBXZ9bauPi/weDnOvY9Iw5igvH4DCCYPWMkG3r/5VfF4R+/UMiYYXeU4jkhhMfuYIopmzsFEJR3jVflZ9UFQd4r7tzFklWyuh+MFV1RZeXLTa9cs/+2LntMiYLzHu2vyucJZKsAwuKWrz7jjpSUz5YqN+GAiN+uLD6s7/l171CDPTAWgzhbjy4t9qjvpRjRTTTJyDHCkmTryRUQm3IlqF5K8R2bVsWT5SHGSPH0+5yaLfrae+a8nr+6nWdt586tP3cssJbYGp76In0Aompxl11Pmr4Z9kLwPvLc0WAD9CvqIbUNV5Zeq7U9i5oNR3YS6fNPZUlubhppd0saoDvPYJVvsML9vHs+vAhJaSiwtEbzr1Xb6KMq2EF/ey9Z9I34vjhs7P4d6BFjjpNZI603Q3WzA5j9dLkfR3kXrdsgJuKxVBAr/DrIrO+pCoPIhST1R+Pi1cHUozrQJPsvZjvOdvgh4jNM+LKwa8LJK1o24ZB3/Dqc+VrBg0uaUhvk/Q2ZUnYOvfNYRQ7/Ufi4J2A52d7nAISvT+0EEogvJXH07NXi4an2frhzhxL43GlxXwknQgRJofwEnMJa4FHf4rD24u5jl1wr+NaTuZtpUGz2mSB+yHCRDIVr34VXr/WLpqQKNjCaOlXiiKIs/aX7HGZ5TQY8xeLSPXUCwKJ0YCNksx+LD5d8g57B4S3QR+zyv2CkRUm/Vn+mfUv8scKhblPoXQK61oqbbZt/tf/iitJsdCA5PWpoOisN3Q8RFBiOgcNHQOMixwy3hqMYh0/ees5++CVretR7nnbhywTU4DWDiq1zT0C2VTFSuyyzPanlcTY2psTI2cIXDS+scI/Iz01iBcsVcU3vMOwYyvb0yLn/PGpkAj/Wey7v6UVe83tP7e2DNUuOs7X3QStZEDkyV3v8XSfCAZhypjD7WLizPnG2hvK2jj/q2GcJ/62LcBorX4GW//dNHGd42OMHDL7Fey623h+9PUu0VGDS2yFQQwhLhcZ3N7kJs8+WufQShFfFzdPYaew9jcMRGgX8YmiMeIAM11A7LelUDOrVhDCjhKhWhD3N70O2XD0KItf4VJaWRcS4x7E2OW+gFuKeL2UsWiKSacWsGWj7XotIqU9nHP9n8scrcpmY2Ks7ao61Wt/6zaN+aLTWuJMeuKXSnoH1MNjqBI14rWP4sQPwinE1r/xPLi7hTEA2p0/KjhtEvDUvqnDd6ezpYnPYkzWvQ/tIuS2L+XqZvow4pbPAZryGDzEcnQrWENL+OrgQ1fQeBa/R7LWwUjHLi/4CCl6CrbI+2XJObdbOqz+A2094Ie1von+eXFEOv6TFTsMWLalxus5VIbvOi16ow4CelM2EP0CWOv2uaNDmvx0/5dk8GBycz6KPP0CMSZHIOfTfcRJbib2atkzXCYZZYaV73Puk+KzlOs55ih7mWWWQ/bFWJ7m5aSHmDZK4wVCVb5OKt5kq18SlG34lV2SL50zbm1kj5pF+U0BbYPqfHJABr5Jj33fGTIqiUKNTrKlpR0+nb9zQuvnQl/ZEKLTHjjY77o6bTaHcIm/YFkvuId6rvOcRH1EfMgw93G0ePXxvJaRN46VFzQmjXFLBZbWUrazT2eBYK9WWvN64K9S1/146e+i9vtbh7s/dR9O6+J+jIx6DGtGrMbUEqdu0bkr5U9fgUyuy/7Giw9f4B9y0IjX+5PPZB9dlzGdfNioS8fWeH0e72djHimaB2r2CsgeR1Qqg4iBTu1EM1111vkeTOQD5BTTAfDSzax9k+g+HWfJP7huqunqUjglPUA9MtTX5pLJHdECFeM2kVaFREbEPXJ5HpWe0CB0ct+Vn2AubcoK58T7cdZBy0jTvBVb4jMFcxcLGMAiR9cStJ/5cYO6deSLs3BUUFaBEXIXAJz84o90sXhOO86Ltb8wZjfRs9XZOZ4svDyhwwTshxQU6oTXcYK3vyaIoOhGaFvw29otS3dQfwCpafzyW63ivrmwhVkTw3p1Xkt3He/ov6S+bdy772CwM+i21qql5IYNFW9a9GkSlXQTYgl1B1K7RNoBKo5zEM7OV0QQl88x81NskjS7OZZTcjuIwBrP4VQh4bnlIwVEnU8V6U+DsIEpxmgIqqp5TvUvv+DaBadUKNf2xv2scJutu593n1SNnYeV8r3MjtIjIf7GC18Uep5krW+Kzyb6JRhpAnwuzbqS9Z/qnqcmsEecqz5tRoZVhEzMBkgroucdq7ok14XfqNNy+l4GXnW0Qm4pKDCbcITn3Zs/jOr3idWv5Oy8VTBzm/osImv/PGx3M3vK9lVgqYlyvY0qKNXoT6CBFiA4k+P794l1THv9r9psTECpEBiuqT3TcIba8OAe+f/lkaBc65tx5cF7mE2Dy3ZhURxDlfPoGIvy2p+3B8d9sZGL0Q+DC06RewnOW2Stpyx6iBtVrGDshRJjwhzp6PNaeLNb/CO40s2nfDsGlPjtEekKWSsekohtrQF5PpeXZRTk3fPh/7+M0GERowV3T9oKGpmjhpjRmnGmmcD0WE1MoIE+f4JZ12UE/jBCDScYq/Mb3ueLpEamyqJTqnbTi31bMB3EPZS3AgCNrv8YoWAxxZQrGFr/R5/9Gs1+p0andIip63lWyFJOfTAgAoARmataHgupeME7xo0dBzjNBXzmoUFkYYybVwPcFeT1LcAYy7F4Z9BXtTL1/5B0EcWfYbQJ0n1E/hmxBHA+V78Wi2JvvYZ8x57WLGHLJU7KmhqRcf8sTG1b9hZHxWFbQrBZPcQyke7j7Cyfjgq2YMKcWZGraHuVdZ7jHefQNBf4ys8Z6VUPstxeR0hnlOvhKJsxUFWvZfVHBL+B1kGoJGQXs6BIF35xYX1Bfd9rMbOadHRQGyy6J73FmevFDTNHGXLSrq9D50qSYyoiAYhth+jiartHk2teQShEXpN6R3qu76R1O5mqG+RWSwyCeNSttjGMqtYYRvLbuYF6+BXS6tVQr7Fjpt7PAuEfN9D35v3hTcf+VAV+dOgvp+0g8u19ODpVyA1ky+XYe60Vs5pZgWtLH8Vz1/PaIWXlnNtoe0/FuT72RR2Xgn55qW+AkwA6YcJp5OSLl79uFL1FCvbKyoPKrl1STJcCOS7Gg7RQpmgK9XL3BuUdR/zriMc64njvLRPpOdj4Z6kvstvxOZl6cUcjYJomYNCmJ7PabkQfIyvfIrV7Ge00K86qKDfb7+x+lfM3c4bn1N6T7GuQd5zSml8mWWGBE1dsJkbFZ5oh7uByKc36cmsCNiouLiePEFHaPKmEPOURrHc7zmFtsOOIViw0tPSXD8U+XSFSl5khW4EobXFha+um19mPV8aUOn6BQLcaaGcWgw0ssgogoUGv8tLfHOoT6D1ToUMSws+9ZeKdxvzP8DUbSy3XqTLCs95thCSSqYMYDD5cUntkkbCj7IVz9JMELRGDO2GBErTBpFxbrSlpfvh7mOrEI2/xUKz80vWfYq1vEJgqViCFwiJ8x0zYE8v7aPlpoWmbmCpukGLnSb68kb+qw5MOpr38sL1spfvS4g53cdZ5QEifG7zIH2kQzc3+op3HuOuzTD+gdPMtVHfefBzG2g5S+vU1EI7FL9poju1bzwYn9DiZ7IaoorJbbBXc0fYs/k9d/+4Gh3xR//jofUuEtUmbHd/xqoO8bb3DJ3HXX0j9Esvkvcm87f8AZl7tHzH1C2/EvLpPV1WBCQwsybyWw3+B5TgLnXXP72Jc/74KAGS76EPwn3fadFhDUhMS/8Rbesgd1bI5D29x0/WkTqCwuzLWXVYNgdO+mWP3+yAyAYzRlBfKDrmi5+11e1R0oqRy4eXl9Iw6qv/jFLW/Lay4Svj5uO+yLQaG/Wi+HYku/tVaZcSlAnyyCoouPdTzwBdrjEtPhbY/e2iwmaRtZLeI9ldr6v7/+uOjHkihAfjGSseNZh8RlBNGTe58tqfBdjHZS9ldGS5t8tghlyJc7GjvBM5446QQJOY5lz1uJY4QxtRo2f8se+Maq8weQXqJEvx1YajVDiCrPld1vMVwsppnrT8D6Nj0GeCIylk3YIBgqrgeuNiXitr+xgTeMNRTjO25klhUoVtvgOzyQpV4Lf+m5DB7k+xaaml20KJMX/ktD96Ltj/H2tjVBRsTNmIjBml/UtUdZZFpblRubBX8cx6Y/MfWO+QQMTfKdb8JssoNyJcxCenYoBnVaeU7oF1WfVhXn1Y8T8ky2JL9S5TadxakZJXH9jxd5VmYHTCkzjjuf/PcoaoRmvpkoLVFYkRb2Jai067Y2PBGM3JUS06lVq5FWXDdO/sd6jv+sZsn55JEqCF02OIfna+2IY3ZF4zqj0LWnmmVPwWp8smwJtzMDc3rcF8eXi7adT3PZHvVpm43FDqu3gvC0J9s5kQC0mYV4G0zPPPmXnAU+VjxDnUww6BPqbzVnP6/ErLv+DJ82/8x4J8P2fqK5hBvoL5X7JcxrgjsKGYQIgXrTdU7+eVT7HaA6x8DxQ/KTrdona+OVofnQXUmBKxvIh5NrDWDyGwdA0q7Ue4upOb3Oep7zLgJ6tVvcnQdoTvwe4F+eO0itK2E+/x6ieg+NU8TujLag6Iir3cs4XXPaO0S9WLVt4Nr7KcRtnu6FFwvt4fSnrmuX4wumTnlvgHKOXyNzg1gFkxJJ2yAQ797RjG2vfRkGn2J1vyfpjWx8wu7C4d9i1ym26W3aA0vc56TrAOWkIN8vrnUQUHm0eNJ21dbhvqm+3WI5Qy6X4qfpHVxNT7mJ/GvcKzGbkLVv+MucvcYksvYv2Sla4Sn9J13SzMAltF5R5WuZdVDvDANuasmsl+oKcFwAwWN89uFKteRslZ1yCnhWbdMzDCnVs7ernDThqfBOTWXMKsppVtV6OI0dOkJOVcOcAKOsXad1nnSd49mNJxhFXsg+8FrSzDUU7/7DqBare295nrXlkjd30D8XHyagCcHKU5bb8hDvFBbET1GtGRsy5Kt1uRFXf53a/LDPFRPc7BF58IxCYdd38sap7gq3+fsuFE4WPDUqik/x3P2/hbQ+YKaZ1y5b4+TRo/alDtUOIYFLmrlJKNi8secW/7yhWHkuaPT/lisBL1xkb9CWK5aWK/5Z5embmnwuISWRToZ+O2sNFemrXmqQCkoQkd/3Tq8xA1QaKchNYn++sC0dPO5n0KwYlebUjTRh4tBJ+8ZkPTG8beE270lU26aaeJcXXgjGvj74WjxgCeIYpQF+U2Ft7znpqY8hFG9k8TBN6V20zLVIOjMnstod1p0FoMw44a0YACngkbbMHCtud8iVF/ZEyLnfFtP5nq6+GW4IzeJa1N8UCT/KM5mx5XI6ddsdFAbEyNfmcte9ggt8N1/0ngXzlf+Sz63LqGaD4I4pz8NsXsl9KZJmzBG0Bx1z3ohpZyC4xJOd2j4g1i7R8YHV77IO/4gpfvgzvufKyYHHILersdt4YUq8de9bDa950KxBqm+eCoH2DFXQLmXqd4x3Gl83NeMaA4quXtC/HslUrDa1Dg0ZV9ije+xnJWCQfkVkmVQZbTzEMRdHTXHGJVjytw9axEoo+tVEnKpHRzm4p/+WlAyss0c9z3vG/IbuYZdD215SUdrq0ntBi+EaCp7omO0oEFo2PpNY9hCtFebjVH/ThHiold0LMn0W6JjTvLWU4ro7dW/hr0sy7L5CkyQh2qID3nhhZ83tbUt5C1nT8J687ze3Emazt/ptQ3x9Uz+ZJsxPTB3CUHi8vsJqzyc9ew/HU8o5ItLxBLM/iyArllfWT8+Khvee4Pieb7kY20S6U53cTlMsinU58+UMkJ60sCP1H9JKoca5+R5i4NfLncVKpujOlLGsPcSOS7hlCEdJlrZ5oJXnf1MMQMDDH84f+UqbsQpQ1nl3zoMOk6qZbMvHBmC7O9fyY9xp1+etEjRyuVwA624lcytv5JXrGf1R5mNftF9eOicAOAB18efy46PmMt76LpwOQ1IPxAuoPogXtmusLF6Pf7HlWdsyqf2ZsMqzB55/xSFwDdkkbKlwQeosUT6zwBR7v1n/DCbsXkl0Ko25ju42kSfq4b/Gb3lXw5ChpNHu7QWOMLUl0cZD3HWPPLPKOapXq49M9k1mKZRKdyQmjb7UF9lhnKMqOekzsrmPceg28L8/2S+X7BcxplTIV35hLpNp663ctMQSZ+j6pLbnUxe1mKej8SPkqjrHofUx/C1/nmoLzdXr2vklt8sHOoe4Ohruxz1nmKN7/EMmqwfCdCdvg41NE57Jf0U5GCm96Mh8d0ATWDyWtU71Ojoz4sNyfU/gnnqid4QQdbfwzdgz0nefsRVrmPyZY8pu2W9hXHWddnrP1TY/EWafEvXW3sHuiH1qt1+iXNNmXhqxxZq34lyxpHVHhODqux05k1A4r0vFUcZfm9bwb6zxHPIMEsdhYWKdEJxyZp7rL690rvqfxHRwJ9xEhj7vhEXu/7KYgT8IKpzCGjWUuGrV80LFoyhW+24DOnOcW72Rjc4YsMox4yPh6ITckLMo3mQ3oQn0xVN8qCWxW9mkleorch/BhpC5mNA7Qcp1NQY1OBvnGIdbFpbzxp8gl4iMumrNi0o/lxZqO7HEA5K1EKeEMlBjM6Vpo73yPu9cbGCfyCdC8iY+7+c/bVh9HY6YB1pLCXKhkrCu79MEAbj44RRrq2/8WY2wBJ3BrOXveb4P5pH702Pl4c/Ta7KoIztZcR8BCZ5K55Sk1Mu+lVdDCPfrPM045zceq57XoBJOw9mSO4yBayNe8LD0xBX42MeSPfpqmbMIvoCY4KqRCWG4j9Gl5kyPGTsSstb8KcxiazPeiTCnAoA/2IFa03Sf27iC21ZJsfaBwgZMhtZW3vY7p2fCm6T6F3mlYXJnzXIGtQ55X+ND3GnWhZ2MOpFdtL4yNadDIAbh+21e3hJd288wskmvQOso5jxrKowezm9nKF3rzZ9bgIPSfpr4PScZI3vmB0VjFHJURaKagSGbKyAVZzWJFuXiLwIP2vJGTZ5wmwDy7Oa3LvGFLjMHfRYmPFW95jTpSJLrYF7irpdkf/F06e9DaJnQvR2yFx2tt3Oq18J95Kt56gfhpDN+1cbFMySlk+evwMuauRNL0shy02cWiDFpZiZzfK32Xhktm/H/UtQG3nQpHezea9i0fGTzmW/VpqOy8V65bpBJgNNKJ1T3YDK1grQ1OaJfghzkEGuM+7i9ub935u1IdqzEtgDLx3eeRLjgKIgUgmKIGlpwlVlLxiH3r86I8iLTRpMoBwShSaD6b5aj5vNvJdOtJ8vGgDW/chjLw7jsDfQtvFsTWIeNw0h/fmsXXR2c+FklE9gCENUd0ssFOpOYi+vhVP8Kp9rAY5fmzFAea+x9Dwoug4IbqP0QrD0PSicIRoTS9MxQLmLgUiVcKbuegaSlUvX9h52aGTiRu+F3QXbGFWsZfWNFw6JfA176Anyqpzi5dZS8S11HxetMeZfxLDcJ2ILF54MNL6MqtOaXyddQ+izY+opu5Zo1OTMQZ6ULiX6xVlxM8LDHtXHrNlnzkrmfcXzLtJcd/DizaiBE5ihhRI3fOYu0jBEL5/Eh2xWPTfzytisHgp3S38DwhHqdBZBd198uV2L89u5s2vwruiawhNpw3PGdBNFEQeYFIX1fW9yzEYeopQFJdenFrxgPrYtyp4YyqcGLE1JET+Ot76B4EMScQ5iPJ9Aj1+KupOYW7xJUTvde+zwh5ZySYhM2mUf23VnjOyJM3qjI7XtPiYPz7hj035I1PqgSn7iihBkWIJcEdZzoY3A9Fxf2KCjo3wD5JaYtqx6c9KzZPK6rcXbTiZ33cG0JiYCMTHnJ1vGBylHGoeMEYKKYEk5l2p7FPDqr2kd5F6j2vHV2oUHVaEf8VSqQvSuj82ltX5grBXwncnSReEbYQ3QWHVjLZyxV6WufZZFXnrY2pk0huf9s3EuPtk0jqBH2FkMDZKT7A09PMkN6I/MOnwke7OXfcsGrdkKaYfsuGoVH7GHE17OALfkzkESkZ17j1/oG16E0SGE4X3H1mc35RiCSiO0uz1z2t9tBdC6OngwGl77QDxhiJFJ2EKFHU8509MeyOjnvh32iN/t3i64cWii1F0uRxlUqmTwGYLWRoPaVLA9BNmxL8zl93PrRVwoLFL0057BcuoJvBTYHMyJDqG2Kr/YTmrha0cM8ruR/miTYLi+frJBajznC3aBPjx4o0MzrSDomtQ6fyMl8s4B7rg+pW8APxCM68KwtITnBYU6aX2mu3u3d8QitNFCCdG0ePnvdfQ+iGyVXuOI6u9fACf4Y6wkV6eWScaX8VXdd2nFHpLNr3Cc+oBdfZgsosyu46XR1nVfqXmMKt8Uglsk72dYGM5o0rh6pnT4rrvU/k9yFgwPu3e9EdjVqMR7Zehpe5W9eETKmbFuCwhxpcRZdHvTDV9d6jvhwzT+bE4qemxRRl4qxe0MaK+grU8s4Ytkz1+RvMNQ75Fd6jPLlMNFnAsMPXdcjy7fajv/Muzk/hHS2GAXyvLWQVrNWcNSwckK0sL2Dz+Lj8K6vt5IF/a5ajvqq8tuKAuNK1IF8p4UTureYJVHkILRMUefBGwLBdNcakXBgDeEuSTsITiTPcG1n6Ed59iHYNK+6dc28508EvT8e/K1Ccz3E1FMrfAi9h6WnxoD7MVT+OsVzylVO8X1b+C7le1l5W0i5XPiK6TTC4ylObfCnprWF3SecWbREdE230v6rsKoXlhoEJnBLcVNyf8o7VLaRT6WztIQLR+wAvbDLqXCTbo/37UpyPfDPjJXHKTlMUya3nTS7BPQI7cKd78Js+oVswQWwRhs13GSFgXXOK76tCrKwnMcpowT9x3M88m5trIMleiK0x3QDVf8iqTTwchQjuD2Q+7TlsFgtHpgtMIPar470NJmEnqitgFXSjpB+OsURrfhN6CmI2TrPklgR1JRw0dQa9QhKmn2NnxTKM1mFp6XyDyL9hOxiZouW9d1a8Udol1H/DOE4aOL1BNWrFXkTbxPPwoFO/OU6DN1j8x9yaInIQBlmt29bSev1wKUteCzpZf+wmZImg8ArLyVgAAIABJREFUQ41i5LvMuihP93JbMMVekdf7ijZw1heddsXOFMsOOm903L75z6xiv7Lqd6L7VMGj3yFygHgperpw0x8UepuYpUkjZLTLKH4XUF8QzjRZjYbirmXaQ66df/HKGANvdFSNj7slyGnRybzulxZZQ+hww3XwC5OP51RwRwCtsFLPsTft89F6PTIKp5nohW1+EA8nPYkpLTJO/2tf86SwSkdQXH8/LFtsfkt9vzt+BmQbnfT30wHQFiak3c545qqnud2L6kqa/xCyGgrv+1MQdblnCQ9KHhxMyWqQDi6hjNZn3YmzPh0+o1876xLwo7ITjPkVZ0VR+4uB2BlPfFgjqnz4/y31dtKFAk/ChDOMKWoHJKNq1Oa3Nx4MJkYhdcam1Uf/bi3fysxhHHOGfE5mgGWshKtn7yn47nZ8ylp+yzIbuV32TIKjwpJ2bom5iyZNaFRW0qO0f4Y4HJi7DPKqJ5izXBcDz2Ne8mjnPJCPhb3MYAulVe8IJ6bUPmJ4+jlmq4vzkk7W9qnShXwI1vE5q9yDme8o51aPyKlGQX73Sd45pPR+ZWh4iViaS6rk5uDi4hZ75aMpdc/ia03Ydx0yqDuZvZLrTjO4XCiRXZLf7Np6xB2fDERHaEoX3/0OIhOxBd9ST6/r0S/VxKQMmZwMRMZd0Wn/rm/vUN8PGbPIN0N9Sxx8kVnQA2clK2pj2S34DixzBbsriy9KYynpLOVG7HchYO8K/HabpDX8hKjvgl38RAP6vjf1XdK2x5c58eV0bhPLW8ty23j+WiSbpeaxpTryZf4g5Ls1HX0/D+rTeS+taI7l5qUBffPiYuEFkl16IU8rhPUFPS7qFjWPs6rHWc2hlMp9LLdmpnFOPlOnvh+EfN+DkWaZjZbjXmVpEXNvZG0fGhBn97noHuLaI2hGorV4mh7OfnnqM7tlXEEJ1Etd5zS54awQfozVPMWqH2crHmfVT4jqw0wXAD1bWOPbiG6nhUvPcVH3ukKrGZMeE+9msyaiN1Llm0toep2nVyYHuNC6U9aPBD/Zz8PWfcjpr2GqW9FR7Tra+WYeX4Rb6YQ9XvStSXCiv7OGVa8DZohqek6I+heFEw1pUIHQ6SetL28T2LvQPFNqeh6W1cQ8G1lJL3NtECU9jJYNdOuh6V3S5pesRfToTMj1X9LC1Evg9xgL7GKhx7jvHuEog+Jn8wNRrNJ2ny5XBuHxm1KROwqPjYbfyHY1eW2vXG8Jt0zpXmjxyKPyLS/b4e/7Wo0Nq32TgT1n7Q39vLibtX+oIE5jUBCBV/TD1dPigy0hrXcxDYbE+g9Y0QZwu3WGM6+EmjNOnrO/sQT1RIes9he0/nMeopHoOXdsTEtMZ9dHFZtKFCHs5QUb31MT437UXk5qcSTsefrPZm74mFc/KVreWNRzqmT3MJgKmelTWZ2vGHBqwUVmqY5eVeuz6oaWIZaxSslfa1B/4dv+D08cnXje+FlPYgzRgolvQ9Hh/NZnhZTdjLlVGetfVx/5h7bzH3nrXzZm1whnGYFc/trHES4fn5Y9fhNzLV68ccItWqyPIpU7Mmyv6xdYzasEDDhCZ2B5TnNg599keSc9H74ssOVEuyMCNjIaB2RSPJ1X2IhLV5F/7580NJ6N+RITrq1fLspdJXv8ygq7XlHRBjlMxxCIjzlW9HErvEOAH6ZgScezat+UNz7p7R/xP/bPVH+voPe1U14Hu4oJZpc1kE5EijtbDvnpdBJTnigdxr9TA5tlnSey3TnNMUepEaWezyko+j0mvwX4PctdpdilnmaVwLPw1GeXZp7WEMuu4bUv0ERVuk+x7kHRcYR+sooDMLmBzeYM5p1n1NCFoxTOumZfetXW4O5v6bYG+8ZCe6dtjVGj5z627gvWMWRAEf5nrCyBSlp7WLFU8uz6uxpfS9a+dg+xht+xzOpF5qrctU8HIsPhxDlvbMz5y2PKimdkR/cTQntIEibdmgDX62ytQUPOKu/2k1p01BcZU/vPFN77rjGjlgCS2G+Jq0N97GsfzcndE2psMkDvhejEHeq7oYOg7q5UyHq0iHdUKHltaEDKWwdD7WWZsPq8IXu5lcj386O+BdD37lDfFQdPnSny1Dv3UmWbHy1JsxsFzF1aeO56xDmk5+rtfxLe7lDfbTZmnTalG+ccLS7/6pEV83t+FklXzyJkKNfs57WH6S80rz6IVvh0TxL2braDy1VGgaQsD2w53T1K26e6nwFf/2ceehgnDsXvitRH3JgqPWB0V0+QmxdGprQ2Cm4XdLIyywF9/9X7ecVeURpn7k5lxdOs4xjUFVp/r3qdZdcbluUpaKtzzRDgDZL4ZgaUN9Nss59PtvD5WZoL1Uq0xMEK7wh+tv4J33xbvMCwa+Q902VNWdCNZvMI+mmSGqYZpZKi6UUD4hxOcNojevxqpFaGqjxuLrotkO9i8PPJWHmf1EPqRXEvkK+Y8K+b67nqNu3ivZv1/AY9nUKFfCrjMSAruTey0E4R2A7vH/cWrPzMUvGz+WWMewCunpnNvOFNoXccdR9jjS/A2vGqViso6oP8KCx6sjbddDWt7AF/35hfOsj7IsPOxgFW1M7b/iQg5hwX679QKvdKv8SwQiyKSI9BhGK3vqd4Nuvx39dEfXOHXda12jTFFsxs+bUG00vClelAjFjrO8fKGDf5pMF9WX7Pq2oEdY++uN50Bxizb/rUWL6Hrfkf48avCnZ+J38/rsamczf+VqGFMpSrQNKX/+LuPvVC6pMziqZ3xsrFuevuUn/p3fF3r27fH5NmM1ECubPB+GRG93PG3Ibi+77Q4tOu+Jg3MR6K/Me95Y9GZzW3BegN4lh1WDYijl9IffinOzblkdkMemBGVsshMKRD4ocFjLS4uCWv41X3w6dcD/9bjYx4EtOyq3DMi7o+PJ85w9yCUkyiOGNOY9EvP6L/hedNbNL1y0+MOQ10FsJekbX2eTUyHoycUVGdeNpZFxXpPqngBZXsspL2F4Kxc3SttMSYuuPkXa51SKK3+/S+PniigIJUaZESsDckpOPOuDsx6Y3821KxDZ8J0sgEVZToG1zJVrxghO3wcUPncd78OstvQTGwXtl4cQPejR2zYl1wztCZTeXhOExuu/WM9ZPwiOoeEl1HWdUzIrP2Yuq7SO6TW1BspWjJs4XslduDCemUEx0L9H1rX5nAFyLr/gg7JX2bFQkuwY+GyK5WGt4SXV/AQbTruGh4ydb2Qih+xhs96yJOi4xq0Wnnpj8bag+io7vmEEfvbi3Tq5HtaoqFaFNbnN/s/uVXquy2DSTGiu/+neKEqZLBEkj3tBdvO6n2w83Vk6B5NXaH+m7oSJFRDcQkKTa21AJDrYLVLLeV5a7lWbXsrow5z5Rj0feq+Vw46pOmLIut4NXz+Xt3qO9mUt+yO+Wd82p92eerN5fJLj49ziFvlXTNbWGEf44wkI/A7wLqy739kC8b44Ld/TyoT1f5QH0zKlwyk/1q1Hcx8hUjAS8tGwrJcjTI4W9qzT5WexiJDtWPs6xS7GiW+i5iv+tAwR+CfC5aQXI6L9RVyp/Fm/i6z9DZ3/mFaD8mwv2XaH2XsB+OUzdfKZZAVYjLaJIWjrTEDzzMap9m1U+wugOscj8ET/pJp198N2t5mfUiLNjQMcQb30DbjK6vmkskm+mKX0nSeGb+vHjXdYTswXdUVl0iMwAHLEySZHC1vaK839A+yLuOKx2DxvZPWX6bwawm5b65IuGl1Kdv5LJDcqlFIhB6/PwKcu2q2Oo3pbnL8ZSO46z5RWb3wVcD7W2zqKmz05UdPr0z4wrUd6EJyvW28yX/6YdLh4WumOyvo3VCySZW3MGL2xGIl7VSSXclD9U8e8y4LJwQjqaB1TPT5Yg+QPSSFW9g2iNcJfB7iLvvlmV+PoVukN4Xh6o8l3CUsea3IWUQHnefYA0voe0qGZbgv6zol+aT3icuhuY0H4w30v3LA3cH+75xI/h7PNB/NrPpICvsMHR8hKVz71/hZlF+SFgDdGy8NMLbj/Iu3Bql7Qte0pX0jLHM7vdaqj1RYgpRyAytKXPdbwJ6TsPuYZig7Jl01u02WP0KFsQV3i3vBaSDpRo764misc2fmLRu+VSpPGBo+e2ijV8V7waneaMj3vh0XvfrbLkqdF3xPPiplxZ8cukCoiQTHcrxaZPXvMjdC1EF+5pUE8P+6IQvPuKOTmvEgfefCsRhy1mKathxb/ybcOS71NC9NDMNtkq6d/mrH4fpKPxFx/VST9ngRwgHk0/p6jnmiX0XSEzY6/fBJdgWTnH64O9CtztdFspmltm3fETPD6LQdNibOOOLDmuxs7bGfnlVYbZpsJdyU1XevZ+qiQlv3zhdCu/D3y7KWWF0Igsub8Pz3v5JVHJGR32JUeeKXYoJ4QqKtZSZwsUdz/r6QaF0MASNS70dBpTChqTFix+9eTY6jFIZ2BByrDqkJVDjGtw1rEaGl2m9QlbPCr0hzaEpznLW/CyRFe89ybpOKC1v8+wmNKohcjB4gQpnn/PgBiBf6DIjLOwB0fQaBDd8WXaEbTiOtuTukzAH3nhcwJm2NLkF25ymvuRvApLDAX64LM4yYmlH+EGi35LotD86HtgzYW8cEO4NwEiphLOuoZTwo+gJtAaNdBMzKtjaD1jHkOg5JjacKuqbcEe/pSnhJdiOTxZEp4sf/qdSeYgT8iGi8ynhv5+bvTL2kNAxYLCpBpuWUljv7fuLGidKPBuM/6fwF3+EUxSE1sDSko5Q9H990f/6YqP+2B2t78aO2QD3pLmLFRJE/lqeuxppfpkV7K4s+ft0lmKFv8uS66e+BWrnu1HC4E1CPsdPjfqSyHerwez2RL6L8S9rpuYzlxMA5NQLmLu0AfycYfCDbo6SbPC7rXhvLvXl/Vza+c6rc1LlSyueSee76mtlL9+lCexS5Ts/sCx2scIemAfWHuRVT/Dq/SJnFV+ej0A5tM8VzvSzXTv1fe9eviuOknvE+g856utOKB1/ZsGHmckvdJZL80qrlattgS4IKiSLEeburOLBrVLog8c3rzwI33wofn3MvUXUPSc6jsFFs+cUb3pJZNagEY4wm07NLEkP16SIp7kvoT73tRZ2Xm7oHJJejL67dC93lCuy1BPaY/cQb/0fnt8hJUFCHS/gDVEQl9/UVUfyyW6hV0tm1/HGV0TXkFE3Rq//DVw9zSq3oZCSyz63Geq7wvY9yWD0G67yzSv6zaIgHV5mHRpWizuRdkjLBjp43e7Sos4YgV66HSQcCN0e01mtFHdBEFAfhMtLSSdqAgFLftkrKC0xaTu5a0TjWxBgu7+ExUv9yyyzCl1tdm/yEl0LgEm3mOUVD4eISWQ3mj86Yq9PsMIu1vq+1EyOC7rvlfsFwtnCrGwP7/wMcnfXIF/7R8W1UTc4kfgk3XeupcdvlhUJ/xylmete8knnTG98yh8bD0ZGnHVx2qbMha/I63yNIMcXIdZC95ovPq72T2Vs+jOveZyv/u3i3i/zHhtFoFlsgl6eu+n3SmaNwPZDemADpD+7rv7NDL2Pa+5jGhnVSvbKu/z3eLed9MTGtRiYyhMbI4hSY2P+xDTcWWTfnQx4mKTdOVb0obiXgMERMIfuC/efgXtnguCZruGUL07PnPIiVp7GlIo61XH6TSB22tl8SCF+0/vNrNLu3xEWjpCS0+jc/JEbz5/w6xYv8bFwbDSj5XFBfxbBUUiNT8lpzt/yfgD+MSOe+JTrlx8Z8hogxjrKMtqkdhqZ8EUnQ/0j1prdBlOI/qQabKVGZ1l++0ta/7TsEJsObP8y1dUtwyQCyeBy3J2grPaEhGVr3OuNjBKm0ukHIqOmqm0GSzmqKFE4ispDllnN6l7kvUOyAvy4aH6D1smKRUtqfTbp6QKLl5DcRfA6R0iX0eaM0OV/KUPqbSHR8DLr+AtsPLuG4HbbcwIWLN00V08iebVqH4c8G5Reo+r8LJqMdkh+ZWCv3hncdVpv2iyNfe1EnEOHaPuAEUx2DSodR5C2Yq+WE0kTmStZw0v0iW3oGSrY/bXO//RaN9336JTr4b8ai9ailKP6kALR7wlF2wEbJ+B0KW1B5mH6FxevcT1wxBubDkZG1fiZok2/X5RVB1HaFl7qWu/detyXgD3sHeq7sWO2x8+STOojHKL3Z75e6tkKdXuZk6UsF4vtAL/vsYuFM3G5LnFvgalvoZBvYahvdtxyNrvNkU+nuPNblhBIi9fcZnp/8fy1PH813m6mXPpfZVmefH7BHeq7bahvTlPfNVLfvJl7aRcOnSfTvay4mxZzTFpdY2TXwQclPU8xSdRcCPuWKw6wTSEr7mHtR9DC0XmUdXzGA7sQ4G7xgL6uJVsvvVjWebqQVoccvzAL7kR0e+3jbMVBXnFIVDwBI8fy3axgHWuQHSNdX7Devxoa3k5xlGEXBHiWIlyZNI+U5gou2Yv7ByHfRf14yTY/DaWeeogfCpmOoe+d2FWG78li1+/Fe3qpp0UPcvDAJd8sbW+s5YamN3Cdu75kPcdE8+vcVmYwIccPzIx2OC96Aq+0l3m1vhuNfPMToIbUwcIOGqJwLStsZxk1WGFDEfXPHPOFL0SZq19YZ1CWMICgMfAA890rvA/iUtukC4hZOsdYpTJjKRKOat70O4nisBpiq17lzkqsWS1+xXktBptl8Oow+RWLO0W9R4t8G+gb90Snw/0T1jWHlPzOlK5jhk4scAWtnssGZAWgqmhRaB208O0ZVNYfYSW9ybZDiEXXEONuPR8swREfrynprow1T2sJtLSp0SktRjwzll3XJ8yqkRjDGS66553wALQ+rf+cL3YG6JKYztr4Cas4oLS+Y+w+WfLYlKx8m1ITkwR+UkwLGZJ71GZqPi9DffoDe0g4qw2ZjSnu3tLYd8lUQAK/uEzkS+byyerNuK7jTWTU78cb0Bqku2mtiwbi/x8Bsz92BpTYf8ZLhxqf0odfDm90XOufAhPGzmY0HWKpJUishcgzY69iCxjsFY6NHwWi42pi2ov+umlfdCQQP+tsPMjTi4VNM1jp+UG6JoX3f6YlzgTi/3H3j7t3/suQVScsAW4J5HU+H9r7H39k0p8guht2Vj3G6XMVaQE+g72qaP1z/j2j2sBYSWxCi3+31NXGbV6kz9uC6DSzl6EG2BFkzjJuKc1cfcjb/186cXfsW3/fN6bgPcxWK2zEJ0Eoxo4wy6pmTS8BsXq/REX6mt8jaNQumwYdOCOEstjUGduSq2LexfLddQ30Xoa3sg1f8p5jsuVVfkZtgPes9Ig6ifdIzdOQVZ1hYdVp/xIcnTUFtcGth2a7vfyh8uiUNz7i65sKxMetDXFDSRdrPwbTzt6jouuICA9IstWErRLGsE1vGTqO5e74GnSNF57V6NbvOu169J/G3DruXCFKE7zmEGycKw+LwFZcbczACsiGzipu9hlz14Rw0yf9A4gDyd/8J+m8qhmd2tKi7tLoNzQJ71DfzR6EdjZOf26lFsHz13Bnte7qyRfZ2KL069vawll3Lohv5x3ku2D8RDv6biTyXSr9SfZDXnMjy12bHAR+aQViWY5IKn63G/Xp41bD2EKMgovT+ZJVnVfNaZBjnmS/+QdHPaekl6IuXrlf5pgf5JUH4JCh01F6yXmJ7ypC381BvuQo4ARsro1s3ccSgU5guRPaxdJKhKmQ666epjl5epcWXqbJPMA0WfmZXoIcdlr8hR5DeWfVU0j1rTyoVMRYaUyURpnrbt74Mq0tWPdx3nVCNL7IMqvggiNLImUAhhtiqWkmij3Z8ncjkA8bkSkOJq+QQiuMB8sH8N1553HeOchb/8gK1yXTFObNcL/eXjvd4VMWhQoTFD/W8paBlm6ynorVvQhpVEaogTORY3695i43lfTmbl9euowVSsF6oHtBOy9oQ7cInuxFGtulZaXJXkpsRDKwB+b7hIu++5h3C/NsNuR3oA7C6pa55xqzEvQGEJ2XVS9aYO7CCc+6B+G04ayFdwXx81UBDLytomDPhhiJ9Irt/r7TYTR0TQdip+31A3Ayb31P9Awh0aHrlCjbC88PWmSXJmja804Z4N76Li/egCMHbQav0uY3l/2gi2qgJoeq2MuyO15S0V5Ia+VRNT4Z7J9wroxyCLwED2V5vW8GY+PoZ0tM+CPI6/Mm/mu/+zNe+4Sy+p3FG4cKd034CaviCM3L6XpNZFTJtkMvdwSRrnaRsqfD3gX4F4BbSVYtc9bcVdLr2j7kjwwHohOe+Bl/9Iw3MQJbTolwejyDPzYRip621ewQjnLmKFvm7SiNn9ZiEyUgsQlvHGV4s9SnD3fijDc+qdFZ0II+Nppbv0cQdYOWg0Bf4hzalE1VcpszN39K9OhHcx3xLYAzGB11rjrEIfnKJAlHWUp2TfGWP2rRqWBkMhCbKrn/2F05LQj8sIazOl5WUQc4SUeu9k/Yah9TbGHkf9rDiq28kP43OqHFCGgnQzu+SvX24K5JIVFavJYmzVGI8K1BW/MhLfqdN34uGJ0KRL8xlz8ovW1wnAYzCiaFvUqsfCUF02MIFRCr3uW5bYimsKFxEdt0qBeWU15uXB/jzUd9pUjYrn6Kr/vM2PEV75RVEjBfGcL7ohvOwKLjKKO/KfJSzBR8XmnIWAu/vXJ7eNewn2A+Oh2OTTvq+7lno7HtY9ZxindK262yfvTpIdfeL7IbWPNbizd8WUATMj6pxnQFeEKNnS3Z/tfF3rUip4mHB+DsUr2fVR0yaNsYjJpViY4h7iAiDSzOry9+4KgamwgQnA9MFWx5fxFRPdTvkNnV6tl+8g713eSxxMKXpLPFdu6sEEnLwTa0mC/NRmj7kuuR+xa0tvP2pL4FLOxcUOpbqFj2nwz1zdk+J667KwuLoexmlr+O5bfQXw7uqGVpuWxZJpxg7lDfLUO+S1xYrpzGPpf38Nr5TFzmHaZ8trwEdAdXz3apfT3BKg4qlQdZViMcX2YB8uoVnjeV+jR5ai7m6mXttPA9ynpOivVfcMK29GKRljfDPJ4khs0z/IR8MHRJ15MYvND9bG4W2M5qDssePwK/Q0ppnIV3C+LJwjWs7jnW+1cpsp3iTW8qzmr0kdLLCSAtxReC5Q8r7LyY/ZIEyE2yRRCtdwEW7pM6J+IllLbPlcIOeabF87T2XS/1oXbRC7yEiOcTMsiON77EkeUwqHQMsuaXWWaNAqhWsUa3SufM25P6dIQj0stfLwpaWX4rupfpn7pxjp5SeMHwJaP5zIFkgDu93BHkee1IAnRtZCWbwWDOUpreisWXVPzSYQTKnWVCdxGkZWj3Kdb8mpJRjWK8q6GX0P1dZprfhCW4LHyfL3E6EB0levFExzKaD+HN2P2FNNcZZDB32c9NhehHopnZ9YV09fySr/+Qee7GNxFW/9X9Xc4zp4wLt3mNTo2by7nVb1/ztDcx7onrVZRniDxtKxLC7FMsAeEsL+h+IzRwTosOa4n/yOeg3tK64RNe87hY/Y6hZ7Bg15g7AS8Wd/9EPswwZEsbsukrLka+i/APo1RW/XkUZyXPqFpc0hXu+7s3MRXoH6VVe0Bm8fmS1EePiQanvRFa039jr3yYpfoMztKc9a+FE9OSps4EI2fd8f/QWcylPuS2I5hhxDUwrcbHQvFzmc2PE3UrCBUIy8LCUr2MVskot2z8wBeX2dxR2uBpOtNgfDxj9ePEbwYwlao4wsachpL7PvcMjAQj057EiHvboCGn0eAsF1ZfZtuLwT3/9UWGfZFRT+S0o2anSPcLZ4jZy42O8oLOF9X+STV+1p+Y9O/8R6pvA5R8uHoGUABpCTGn7HzDpsLWVQfL0WpIxzxVGP23KXSvQjMTwRWVQCOakM4K1vQKyowRNDrI17wpkCrhnzFK1S4xX/nh1DdPCSi8jh2yQ6+kg/nuZeEdxrYPWe8JWZgwxHqH4A7Vc4p3nIRtmBPJCvMIfRf+BhXCjjKaSLaKByvovvePBfpGCP8cdVFW1MHaP5NfSNHH8hFD2R5Zh1lJE8mQU89a3krpOWl+4P/lbfs6Z+dpX2RCowtIt2PHycUlbcbMFax0F1vxpKDP+bInme9BlqHBrNVZpp8a4f2SolXeHX/3J84hRDE6Vbz593TH8YFgL1ta0n6H+m7mQKlnOrsLRCQW27gDPX4st0Xkt0pXz2yhs9w1bWohkW+hqO92VvkWUujDvu4g3zWOC7e5NFNv9uPLsvEVeHYDy1+DRVJuC9JT0gr5baj1/UwKO+dBvgLp2HktY752visMFCsWoclTdygp7ITj9sqn0IyBUs9GKWRdS1z7zeM9DLTV0UFavAYCP89m0fYxVsNdx5SO4wRpWD7C8FMfrnlTFrguAKbLUk9zSdK+MrVYKn47Ud268hCrehK2LuHdPPyoEtqhlPTypjeUDukR1/MXXv8y3ibgRh8qTi2eC6jvxvCeTo+eWUcWae6icUIOWp6W7xVdx5Be1X2ctX4IIYtWPKYfxnt6nx6t0c0lPN0vOySRWMAz69mql0WXDBLoHuR1zxshmsmmtavvy79AhZ0Xc6Ds39PrOZ3VPE/2huS38txmfKZZpU57mddCfDPPJLPLUk+W18bdG5irA6XFuW0y4tkrTSm9MtQhCJLMbuKrXjd0Hmednyvdf2X1zzLnimviLpvKYeYZTHY6pRWYSh9Sd3/ng2A1ERg452gYYMXdou09mSFJ8/wzmpm0ECIe4OEE7zzKabnfc4K3vc8KN6KP6xqpz3pef+OmkLRgCXF7MKfjFS027AdmQCrR9pzNXJmA9wzyA8JFd78TjE95oqApNTHpjU8Svdg3fsqrDilr/8e4cdD12HQgPu6TNZa5na8LZwVy2x3Bq1If1638recX+qJwvX/7MT/y4uGAAt6Lo+aTLos7OkZIrPaf0yKj/viwtfxhBbBU6mzY473/i5KHjoV2/VuTeqAf4JdkP09sOiBrU/0yxp0IUIuNWuoTKF2WrXSA+z/mAAAgAElEQVQAdUuYE3E5woaslfZ7P9HbLLUEbYd4clSLjTkbosJeSuRGkMatAYO9LPcXH4Qj07T9cGy6YOvRpfmNir1cOEsL178ajo8Eo6Nq/3QwMWavjHFHQMCvJcwtrsKuVzwQMOGOE3j4n6mebm4p5eAK2MZIATYEEM0oV6yBjHWH/RAPR+niE7qkVjwIxEp6dQbRoJixkte/oMDm9yTvPi6a3mJFa4U1APcXm3e+Cs/rLuCcKfu8PDcSDFvD8HHFJ4NP0MF7NvHVH8B8hT6m8Ml5AsYz9BlCM7lyHz5vrXMwzzHPNtGRaPMBwyyqo3K7d/fXgf6zWmQ8PPBfR0PU4N0i2j5Flun6Y7zrqFK2hzvKjHIai5yVovlt3nGErfvM0H40f/u3nsREID4SiJ7zPHRiUVErz2vmpX2ykXsv/TT4H8InA6qRQ+iZTPdze2BR/hr3tuOBxGgodjaUmCze8r4hp0HYK0Dmtx6NfuJDb/OzIqxvaRYMXfLaRM5qlruKZdWJJVnAwkXW5DMvi3wL3M53IZvBw/N7gOIdoe/axx2h7zqpb3bL2Itu76n3+Ll5dgPPb2H5q1FTTR+FqYUAQsQ5ZMlWuly2PONWa323mscWjPrmgt9VG/lmYTit4MJMv2uhPhcAxlSEqsX0EkIjUdDBaqWhZfVhUbFP5LXMZPfNuL8stMo3ZyST2T3ctYl1fsGkU5xY/zHTHjXCasVrgCWmxLn0S0A0+Rv3jAOn7szpFWnFtGrhwR10vij+qTksyuOsvI+FIjywHauo+udkShvghzX9lmfX4FuSdD0Qwps09pQCnUi/UVqfrFbFY5nrkO5GugDtxVGeEnqIdwyyniGAaOu7rLhL6Ont6DeDZiKx5HuBn3k2/90jaGt0LpnVrPElWal1kncNGRpehQ+7TTYEogmwJAlR0gxmPupbWOTTqc/i180q8cBRRos8lrtaxpO20EpaZg9e+qq5sqE8O/0sbGU8fw1zd7PCdlHUwXPXYBFsliGHsM3UnSf83FkpGt9EnSfyFdAJybIaBGjHI/0JXRJyLkIvqfJZ5UYQo+cTlgDhXGr51mD0tESdcTU64mjsF4VdbO3HrPcU2pk6j7LyhEwPL+NlfcjChuL3BW/7QCnqBTVZZX4gzEJn3UT95/Pcz3tp6iIbWEv6Z4QlfYWdLYcBnNDWxrTItNb3TQaBH00DBxS/3M5XA3snPbEJNT7ljk8F45PuyDln78e8rJ+tfsvYc6rg0RG/TLXW4hP5mz4wOGuYU88iL0dNLOxGAsx6qdanysMOSs0NDKDYAneVdKg7/kLbIfbzJs5C5ev/jyc+6otOuvrGfNHRUGTMEz+rxoZttY9xq89oCyjO2hRnRVrpg77oaT8S2Ke9iJI/60GL4BlAIJBPesPEJ/1RMGTmqie4k6imnOuxE9IDE8nsWXWWnne98TPElmps3N1PzydIO0PXB+SGOkxUYy7Kbsz7xScBwsLEOdppyYNHFuU0ELEYbGFnx4ve/lF/hEh4zN33nb0qQqDI0cVXkeKsKup8KdA/4YlOa/2jnof/stzVAStapzcZIE53xIkIRGEvpw8BZ9N+tX9Ei49Be9z9jaliGzMHQFZ2NKQpRKFZNXzlC7zrS13+ZateZdnNXAauoKJSFrJK/JPFn7arUt+1yIOXkCQSCMN6Baz0aA3KLyze5z2ywhOWnif0zEl8kFbtnQE/dFcyvbVynjY/zAeJf2F79e5w/xlNJoVokX/bVw6Iol6l7SMUPnQR+A0qZf1GdGmWArAzG1nTa7zjBO/+Qqw/6njw3+7+s7DJjY2p2/92l6tXya5FamvVfla5F9+j+e8TdFkcpQjSQGplkJl8i0vaSrYeDcbGAvBlnS7e+I7BLk2AbjUU/bSHNHdZZD5v6Un0klkOLSKnReS2iKwmLFuNJp5iSj7hctR3ayS+m6n13c6+nRcgX8bMz9nhvOQ3c3/vnPPPjCvC3uwLbzWb/Th473IjJ7k7sF8u1jpZDXKFtFoQ+zkq2PL883CI5+TdysLO5VeMKPgpjYu0vmvt5ZuT7Hcd1Fd4vnozTTpS0oohvxt9btWHEOJXtk/Qutlcgr6v1GwBZLpFyDd3EKwWrOHEe91HeOcg3A6DcWYuRoEf7Em1a9sOfDKTjYvOChbaivNFstMTvDTBymI89Igx3Ad3kMbXWPcxo+zgMjS8ji+GpZEmt+jeoXpl6fUENlzPgHc/qj1l+aKtlJdFZE3XMVpL8bV/gDxLKxVE0nuhYV5f7eXlINCDglhakTsrDTC2OS56jiIsq/F17ghzONmoM8PFzxul3Ap9b378m6n8pNua2yRLGFaxrJXJ5eb5IIfLpUfoJyLXzYSLhe10kXn+OvQOOcLJJ1gDSemM1rsZ1UrTCzCu6BxSev4qml4UclHOzCEs0KENXkF50/RD4rTiNGnLtHvV3f+Srp7joX3n7KsP88JWpfVjIGXPcdz08v0C5aYuhVau7UdY518EYiQ+gQBu8crM7rBIJuNdtK/APCNZ7RmEnmwty2z7TQDuLBMuNERNBA+MOpv20jYVh8ZtVXm9b4XiU5LEptTd3/oSE/7+CcfdHymVB5TmN1J6hwr6zgQTE0Gw33DW3e8azX5Feq7IArkwKhhtl0h/F3m9WCSlOAKLclap204hxC866U9MuKIjqnRkUeMTnsiIPzJMu/BGxkujpx21McUEWxSoZGb/0tD9gcf+l8jQH5vyRieRPxEbv7DTjzY45e8f0xJ0dk+k2FQhZUlkANpk4xkRmrPWuelDD3BuGsSVmNKiw+HYSMbqJ7nuM+kMI2bdES7Y/E5o97SP2C8yqe44dVdBK3P4F9mrc3teD0SnfQloj8GBbzNrd9N9SXFAfxPmQMG6X4fjY1741gyHot+a1A3Yr0PKnhaPNHcJoEfUWU77cjTt90emtMREIDISiJ22hO9njnLFrklXTA/wL7OKNT1L00DpOYV23DV/Ynnr6SyEVWIeild98M90hC/R+r4H411LyahqoFMo3sjavkBoezt8oRDq0HUcxfndJ+kvi0CRqooMj4vjHC5BSvpfs2oJb9J2/ysUmfDFzqr9k1nNBxR3r6Htc0Ef/p3HYRlacYDe7JgGcPWsNzS/xTq+UDqPKus/dm79Rzg2RVPCnRj3bf9rSkEzz1ihlO5iFf1KxQArO8C993I9WMIZwhbslfQxayxodj100h+d1GLDWmLadd8HxrxVd6hvoYas5OQpxG/O866eBWt5VjWWpMnsvsvLfbeS+m6Ch+dtntZw17xQd3PGLcezHz31zUp/MqZvqYxxy2nUq6mxVHJUJl09l+bqZHjrkO/nU955CbldByteczvfvNSX/E0xTy1kBe2sch+vPMRqn+QVBzl96tJdMMkAiduB+kxusbyAlXSyto8Qmd11DM7d4QiS2a0uXENJZVeTDWdqU81uuNrQekXbirbGqidYzWFDRQKVn9p2rm1DZ9eKXyNBoetzRCS3vKtk1dMxIO48XfKDSRqEnpfLbtzQQ+fSPRL/ZJi7JcjLoij8g2XCMdH2PivqkfEDGkpPL5bdvteweqW66JY9cisNDdIwsFPWazW9zjNrsTal9WuaGwlsVq8wq7cp9aHUs5zlNoD66JMN4FeRrNKcv81Pll+adSFOtjtaw6hzLliHgs/c1SynAShomW2lCyjQytwsqxYFwHpadOcJtuoNntUkFaRrsfTU9PZCYfUaLf5l4a3+3f+noiJx2BsbdTYfgiVp2x9ZxwkDqj0HecU+GeAWFuFd8DTC/B9U2j7g7s1yj+EkTM7uepYt56U+XReivduhNzpXP+OPnPbHRgJxBKap0fGshn08XRUOwpVgTscLavxMMDpMIORCGPqEt38iY8OnomyvaHrF0H2qcOdpTwJ6WiA+Unj3n1Jgfy99UCyamOPTeDH1nf+NtCS1BhWLtqxgbeFDX3j3jGkEb5FJf/ysNz7sA/WNeyJTntjpUHzcFZ8ORsfsKyKgGimU0fJ9WfghLfqtCtXxnBqfuNjfJYFAP9qOGh8L9o3//+y9h3tU19X2vfc+IwGmSJpeJI36lFOmatQ7RUJtNIBxcCG2wdgGaZqEAYMdxyTuduw4duzYjnsDBALslCd5ktgUSTMqOPne7/3+m2+tfUZUCTBFwoTr2hfXSMycOWXPaP/OvdZ9F3Q8SwHhUKryqxYvuPQ3BjT5DYbwezwufFLGVkZM1wCEs3U8w8wBmEUo3xkVTWFT8ca3FLhY8TFnfLR087CmsJWXX3psa34lAV5GT7uiU+WJf5obBjXwQTb7YA81purCjl97BzHBzxVPuR49vsJ5D849o0J1+ASS6fcTAQU1eknXkJQHTijRVHl8wj3wT131FthVxpMnkD9NMjOHSO0vSPg4ln/DR3X1O7SwHUnbzDkW3WvEc6LfTaU+1BiR1jR6mRb3kNXvYX041gscU5PWUZCEaVzzNN6CMXPjmcu7zmBQIc52feBhJTouDYyiZ8/AKX3LkFDUi0J3+Djekus+yKqexOti9FOjRC2NtP6Xwtqv4A+E0POZafPf3QB+8VGUbR//63LxbiRDZSsJDglVMVI5lOV8ALt/9dwzyagIpoBg8C0uWV2++UvgTLhMciJVtvHdO9R3s8d5bXtYqGlii7UUOMoYxJuv8NGytxP407vULGTnaS7j6rkw1HfTMhtuceqbN+S7Q303UPFbPkNWd1kQ/ApbUPGzd5CiNmquQaJYZp2Jep//Xr6CTIrggvPYzR0ls7fz/Qjk+5G8d4Gny7lEPppXqja8seIwtzl5ktTsFkJ70fInj9d53grUB5BmELNWOFjFetL5BQ/w/Yz2HBQCCTwcWDPlzeXpcnaUozaYW8RR2cHT0p24PvY+husnWEDU/pJUDgoAftJDSINFnZr61/h9ZWC/r8nKN6lFJDlOPF1GEd5OgI3kzeaoeb1CH9cP1S1jdyKGQ2TBj74o6ztIur8m3ZjcRUt6eXueyLHwuqkPGJKrl2htkidTk0/T9DLZ8OeMc/qq31Czl+ZyFwptMe8JdC486c020HsGF9MBmt9IClqR3/LruOKXyd/L5NddpPKdTThQO+VgLZ5fz283r6GFLdRWhytmlW9RplPQZCXPRU1VpPlltu4g3h0ID5OVrzNLI6eaKyX46dwawwx96TxwfZdJG10D/5D6z7gSKV9y0twyREvDrPsLrJfDUIeDJLgTVreCVqTeKGqwfUcIN/Ykjg1EVw6r3hnMmxv5dOf9MiNaSswQhM+CdfV+5+CYOHDSmTjtTo4pQ6nClgTNE4kVSzFLN/xOTk7JsVFvYhLYSUyOueJnzHd/Sn2J7LbXhfVHKx4/ocSnxIGUKzltX/cmNYmC3p9tVPvW5m7zywwZQQWnsS9Lq2iKV8nb/iomxlzJ712xtDOelhPckT86UToAe3haSY6J/ZPO+Cmd/wGWJ2tQQQoJes8i93p3/3ciVntOX2TuAtQnx6ax/S+BeqAYHzWt2kuwuU7G1Hgtt9PUB3A3TEHdhg99MSCN0zI8M5mSeIGrbfUv8KIbKwm63WDbW/Gmj3yxSTl2BtDU8+g/swsbKdKd3977ijuZ8sRTXqznTJvrHsfraw6gkYxWKul+XkKSPI3hhDtPaMW7qVYilgDisV5hPCCeh+8FmM5jbHlC3DkuA073A82eXOq5l2WKJHkZpylIrU2k7aXs8EEsRO8+KLS/R+xtzOAT4Dl6H0xRNptvyk2gPiyUxa5Xo4ymPmW9pPMg1mLAl1XkG8xw7wE0PSTAfoZ2oS2wKXgFrU+vVpAqglbO8d3vTqY9A2nvwGnPE/82t+0h5X2k+3PSc4x2A1t+Dd/Y/NrBCakhtgbS/Fuh6wva8R7teN/20J+ciX97YmOO+OmKbX/SlKwi5lrB1098CeIbQJcXx8+Imo1pDPBaXy/MgeyCRs9jf1IS476BlJKYvEN98zhUc5dFK0h2Di5M4arwe29Y5GNtJMsK8b9mNXdZsArPW8S68zamvtu0nW9+qe+cUeeK/JnGv3xcMec3Y5FnURsr7MbMqxw737GFEPoywfG3IfXRc49nM+38cSqfSonXwXsqv+XybANAINgsTIOibhJK0qqnSNU+FtpD7WsWnvcyA3bSTXNcFP4t69V0fIQL38ifSO9nGk8/g2mjzYh4l1EL8TAxrlA1dynnIXgOXIJ4ttCafRhiUb2PVu4hyiNEvk9wbyZl3ULdC9xC5iDpO57d9BYpbMGkeN7ehtkGN6PCM88xE9zHMwkBwzAD3YlrvkASs7D60ClBWPOxUBoh+nJ04Lx+6suDdacToAJOCCaY65xozt7ynCZymN+2P0IBAm0NNJN+DsdeseCAd9kh45rBVosLQRzV2ICkv1ToEzMSn9oOp0aNo/TnQhrJb4BlNNr5wLDW8FJAjmpYPof9cljMaWsTWl7Bylv0rD9Mm18m1trLIp/6RhlFTkApTEL5VOfLDWxSot/L0bQU/7crdsLQlCAl3bTjj1m9I6TvMOs9wkI7uRGLj8LKtfcIuib2DtO1H1DnPXD5eIbEbOLe7NSn2q5IFC6lEbZZaVmz3x0/JcXPuAbGRTTBH7c1JzV4W8QrmAMFvS9LiZQjnnZyixRkocFp87qPqbeftr6RtW6k7LGTmN6OwdbporvfzbLVY/mc2nl4eerTK+itwvUWjNHLU5YWryz/+QGnKtQkJnia35g7cdoVn6gYGFUGUp7olILsdMpS148m+2ZMJ2daz/Lgz90D32Nz4EUVngl1C2nYgohlkxNSbMzW/jQzB3jKAtqTwD5QtKb0CLYGw7o/qtF/LvSqAQIc88ROm9c8zeWgAO6kVhbyGws3/EFJYj2qK5kqu++jRQU1GAFiqrR1Pif3nwBakxBZT5ob4oBw+F5Gj2Dw5nc864tPAbUCP3seOZ4jbuQqnydjwqkL8h5CD8ZIGjzahpi6Kc/AlCtx0lj1ON5uwBx5HzMHiQmOvZLUPif0HmLhw6zrAGl7i5Z04xeIiRulGm8+8uFQCD8tSFAGCVGztFNY8z5mLURGkP3CIzzO4TDaRFU9hUGXKt1dMPhvMgzmV5VtFO11oqHyIW//P9yxMan/tDc6am3dQ8vXCGv+gL3H3fC5+IqEnqTmGsEQRHMXcy2t/yXpeJ+1/5G0f2jd/NeKxJgrOqnExlzbji8XN+DNIM8jNBAjvsfhc0Sdm4i5Gt+Xi6iCMUhNvuyihrL7vxSTk1I0fYf65ncsMQrZeWSRkSw20KUGmAq0qBUTxopWM2sDLg0B/C5GvnnL6NNdQGX44EYLfYv114p8tyv1LTSb/fSRb0boK+QtcwXo57k8E+2ACkNBG7+x0sYzr6rhmVQFv/mu7bxdhT47XXH2uG4E9QHA5JRdB/WpRikV6OoJVxn/F7hIZMV9pGpQqH2SVO2mNXtpQeO8+XZebmhFChMDC/l4/l5pH+v+HIW48NfY8wbgd0WtL7eMq5rolcJbASu4MyffGqyllIdJ7a8ENPbch03/8qNE2pLl+hkpXCk0vEwi3JYg8rWm7U3B2sDyMCleo+bs3Xjq4+18uWq9pZOoVpPwGx3SIPPtYF2HcMWPPPYFKY9gw+ENqPB08JpSiXf3ObCxEOUXP2l+BXA3C6gD1m2r3iLW4GIEZnl2gpr/cUGKgzqwZQ6TElBJCyCtAYEg+NUg+Gkv6evTc08RVfTDCsmzdMT9FeG1RauJrRkZGIPpsBKPYdkeviRL60C5DBC96RUSGSbd39C+g5q29/HtLk99Rtw9QS061fsYpg6WUa2yRIp4B76H9b0nNuUZTJva95KScFb4K8543zKY6qE9TNUb5Uc1XeiPD1eHrv2YuDaRi6jP4L0A8/TcWAWb7vgBZqiPs4HOQ42Yd29q3esdOOlKTmBZXXTCk0gb23bjrQejtMhQWXL3H/yJSTk66YpPOuKwjJ6Ukun8u/9IvP2s5SUhMlK8Y1SKjyKixCftG/9A9f5sg5ppcTnq48WNbqRf9H0J8ZRz79KitsCOvykJrPN0JKdh/Q0Q6Bk4Iw2Nl/d/JyZOu+NTruiUO3ZCV7NdyJGYGslglBa7NsnRMZ7Vjq13maHyXvSkEp92xSZdg6dc0TElOW1b9RTJlbGpAZPQZQ6fAZ7THTD1vS/Hudw3kJYHx93xMW/8P9Y1T5M8CbgOnT8NfkEfLLr/UwWOd/u0Kznl2vY/QmEzBsGZvcU9L8hD/wEMFvsBXMcNdQn8zjGGBLSu8ed37fcnph1ROIoJb/93OeJ6XlbN55uZ9+OhsacfFUhD0NSSUHbBOU9L/Sc8sZMrgtuovgLOrZDrEYBUgaCsPtLwa9J7nKwbwUbTtrezbCu5VubhPjTzAn44q1GwpSZ4HEBbmpK1ZO3XvEriKFfCj6E0DRN43SFWs4+fcw54iFv+TKyfinxYHgwMGaJG3ktpDmj0vpzgQ94osPpJdxInmL7tKVYaIZ2fY+Nr1zHS9yUL7UK5G7PXA8DttPEZ1v6RZvW7ZM1vzZv/DJ8mdIUdOFPx2LeLKlYTY7WgPEL8SbR48fUT10ZssNR5Mu6yJjyri/NXiduHPYmxO9S3cEPFOUslLV7DClfi2tRWT4EEslHco9m5FJ5ztTWW1zku9e28Guq75FU3S+Wbx8yG+aztBOT7SVPfXDt/cwHv/O3PZsW57OxjpBFcE+e3UPsqXuq5mlorseBweSFdhv+SHDudJwL8LzBxmas+84ovvJ6qzouFvtlGbgWqPaU9WI1Tjf4upIq7empVTOIddJfT0+Zl5HKJsmwD7XifofZ1OLv3CFUe58hUylVBXoepZiFchgZz1Rh3B83DOAeM8UUj01+Qmr2sMkHkLUTazFz3kJJe2vg8ijk93Eiz5VUsGsyr0KxwIADoXZmCTF3FjUzwu2A4ef+eC8HPVEmDAyR8gIaPCuERvKtd2gtLdoSBPJErhOesKa9xqO+ItaYVCDAtL9HwCAsfQLP4lpdQN8Okh7M2mPLcALbQA4sYvcQSQv0NR4gv71znlXSKs4CZ/rwHRj+FlyM31qKFhuoNc35WHh/M1iw0vkH6sPASZggFCMyvwsRFg5vD2FVE6hldTK/QPPfSwINi/z9k7ExLKfFREwa4d8NVJryXCT08q/ZQM8ID8ccx3w+N8r+k7R8zxwYCMABLcAx583Lx9scNwVRp73gO3hqjrgdQ7pN2pvKbdhO9W2MIEovf3veaFE8r0TEsoYxiB52SmLJG3qeBKGt6JTsyUtR/CoW16Ak5MVUYeZPZqmEtDoCEqIl+nl6mm439LkYIhRrELHuLc/OwE7EtJaInJ6p2Miclx47v0OUlOe6MT/sHvjPW7dDgdoLclVFa7tvs3PFPJTbhTKaxkBKdP88jwAwH4jaVgZP5K/dh+LtRTW/zc9lTFswBamuwrv/IGZuSscp0TMZmv3FPbNS68mlmqeTqlh99RC21RRve9cJbRMcBhis2f77E3groojFU5ne/JMZPStG0GAVuHDXWDcFOUpOfwbvoPMVrn4PdUAbGncDYj32bK25AXETkCOJu6HmvJsp9QEGV+qYnpP5/eTDhI+WLfq8PbWOGIEwAplqAolAWZHUvkMjX8AXF+g7TlW8T++osnvXHzzBPhsDHXnpVMe7X3ftnCjIA1/KI0P4Bgl/4EO07jLdF4Puq7ziFb5KqQfgaYQD5iHxc6VXZb65h9OmDj8j9/+vpn3BiCfS4rWU3xe2/izdE+o6gxUtoN7XVYhU0nBNbvVDzDF39e7L6LbL699bNf4bLLUdTzsRkxdZjyxx9Gvha827FmFb/Y8S7nZVvZGhG6uWWpF7K1dTsotbyzZ/fob4F4b28mUQHYCcjgB8v9VzDildT+C5eaqOLTFgFujiHLLpKwe2GU5/hVqK+20/ls/7kkW+uMd8S36zgxxP8UIPi9p6wDi5ohc8XLVpFi1fiQie3hKywkRUl7K4ZhfAO9V3vmEPoW0DqO/ecCvwR9rC0A50tQ/to9a9IaDcpXoVzAM1dihYY+c6CHzBJaYQbrsDC9yDr/JT5+wk2wpXwSs4rmbvk8ew+NccPiz8xzoEoWyhS3x4GiwYAP+kBIt1PKn6WVdhC6n9F1Cq+yHFYV2ms9VTnzCQ35JVqcsu4yefNoT7MneNhcVzuQ9vDYAwZAK0+DpOuT7HXBVP+FJ4oWIwli9dLfS6smEWlES3jhYYXsJ62bwQzJFb+Dp0kdHxNicWlrplohFuJ+s4hKJIbB79qpD5L5XnNbzNPvtT6MvNA5HIZdo4h69qq0BhGtU4xXEB9XCwKseZXMWO97xsS/lpY9Tq1NXNXT4kvuK8Ifgp6ReokpnUvVjaKAyfcA2lXYkKOjhpWPkNL+7L7vmI9BykmoR2kvNSTGTws0M+6viaRv7Der9naj6n7QTwcM++MMrh+HPWhab4M5Gls2ueOjfoSp5SBKTEGlHXK2hQXdH6i9WhMtYWR3yjJSTk2KmFXW9qdmHYn0rYNfyDKo0LTi0LfkcIdKMRJ0UlXNFW+6Y/AP8RUyY1GvbxvbbY2v4uxAcMAqN6bXdoqPfoNMJuSAM6ccsbTWPCJMJwujSKaKpjhPuWIpYw12/GDbAAYdjNr1ZLuj8R+zKCXEpPuaErCgs8LqE/pH1ewWnW8HKi1/VmMieNvqkFHTSAQvGTUWp0b+b0UP+0BzoxPuJLj4kDKk5zO79jP9LIGyxGxKFSwhUrv+0JJpD0YM5iuePCoUNiUhWKdZGv/lbTz/1Vio+7BtBj7ztwQo1qJ6cQsc2W20V/Q9bwnCXvInWYe+59lrl6N3kMtfn743kzZpAn9Y+DUGRsTjuSEJwqgOF0R/S4n9CDRAhxKgo4HS5g9eG+i6TnW9y1PSz9C2t4mtlam4zQF8wo2i5PWi9u8AeLe+ZWZs6RBIEEZZUw+KO5l7Z+g3yZ8Ta3DmmQWVtnvCK16llgCKK6auE57GeQDCLcEsww+fX9gEdQAACAASURBVOXDHph7A6Pu/pQzecrWvIuUhGn3pyT8FUOl/YAmNIRFofhh9wP4sdAesuYdoe317JY3zPePyPG0ZyAF00bc/tfFFZFsa4jJW4jvUeZ5lHgfp657OHIH+RnDW0VMJy8q6rhDffM7svMycQ6Lz6O+xSYG37zc1ZPa1TgHK1mko4B88LQFob6rKu/88dR3iyPf/FHfQrPZbYx8M9SnWnpitSe6erpIQQuxr0ZXz+JOXCrlqGIgrPht84J8t2V551nemyNrAX1crmTlMtdrb5jQB08rR5JZUYKAUdpFQ0+Q6n086WgXLWjjaOTmEtlCUx+CXzFGFwD4rf2IRIDHjtKeYeJ5jPOPk+ZeRQtijoP7u5SgQWhuGc0txr/63sco+tn8Anv8QkOC+ABx30MqNrGibtL0awS/ni/xBnbbmxgshMzDAQODFlw3uM0vE+Du4hQHb+HGLHWdi2pdwAYE4xwOk94DsIpiHZ8KpX1cdZRIjngDCj4xOkIUgCH1bqZ1YHlk6ysMHfmGaeQoaXkNIArj+/TcRAcpyzl3KMLCDm6sAuBnqkR4w54if0b9mJP6ZpwwjXKG/XARH5x5eZD7Up6HfAYJlQ1DBbHUa1rfJCiKDgt9I6TlFY25lus2jitTH15ZmbOfm+bKywNbxB3/AOBxxkc9ySlz4xAp6SVrP2Q9w1lhHt5Y/SQ1V+JMCMRJ9+c0fBxX0p0fEcfdPMfPjz2HP1Lr48EAHkHvt3Q8j3FniVF/9JQYnZCfmDTXRQUgMbOfGb2O9W9LsZSrP+1ITDkSk2J8Qhw6Y1n/AfPu0DS/pOk7UtKfdsdPiNGUJzZhX/+uYAlRfRBVcTSPmS2r7ZI+MUElbZO8qKDN/dCwiPYnmLfujKdc2KeH8p3j8ZQ7MSonTnj7J6SBk5aah2DfsDcP1oRrPlq06Zi7f0wBYEsgKV1MfXEAWtj/lDIw5oqljS1PMAzx82JQoR6gReEClCLY6swbPpSjaR4kOOXCVPpxYF1r29PU6Mk2+Li9CnCaXLLhY/QdjcMzz5Q/fGxRcTOxVMFKNT/yphI9CejuBmBLjllq49yHM6DW3xasfaE8fso7kHImznj7/5krRYgulBG+1AADvBEAaBQUgHla9inR75WB75XYD0rse71/K0Mo8uBVM4QwOMFaxxpeEHrgO+GIpneYrnqHFLag7yjeBeA2oUbXDer0mwG8OTgNvYUtQFBedPQp2wDzFkskwkdJ5BiNjOC/PYfguxpvXvByWSz4nEPiO/dG5gDTelaEHlT6/yVHTzvi0/7kv/NbdgkVGzXtPMAdYfIAqUwA9qPiB/tZ0EBD+xCAW14C9svf/BdnYgKgURw45XrkeHZxO7M2EuUh6gfqe5h4+0n5OqykMKkXCO9HMIP/DvUtNPUt1rFFuXSJCW+5FbXjKFlN1DiHRblcc7sZmKfl43qQb36obx55b17LOxcaz25j6lt29r8yiQ4spxBPeB6PcyjmxuX2dmJtoLAyXm5DA5ibi3y3Me/xMRePXQ0uXqfKdzXUh+BXznVIAL9yvOilGOdA6vYIob0s9CQpXsNWlM2Sh74gA103HGiFWhEhnV+xPkwaYF1fEe8OllNM80opBi04uHo5x9DyvPU8VXp1Ym9bXjlmoHseIlX7aO2z6GhatZM6NsFiGtYE1N4Ov2ThY6Tva1i7kNY3NPlNdEUxw8xDXuF5M4IcMEPcgUeK7pquDATmuXD56NuON9H7jgH0Cms/wzgHOKIV5TeA+lTFD86Gjpd66mRmqheaXyCAfJi8fIA1vyHkN2BHKBYTOpGLbsEKz7Pgp+PJ4LCYg1WmsZK3D50lulkZ7Lziz4ztJ++CQxHDf2FAAn+glbCwVu/EQtCmV1AX7T3M+oZJy5vE1izo5HPPnGNQo6iGHGB6mF7S6H25lQ+Jsf/FSsVYSuo/YWl5gpaHSfcntPco7R1BK9fQboRzk48FHsc7EQh+R1nXp8T5M2qAS3Ylc5dzKQ5nM/Rk1TGfGQL61n1idNSVACgC0DrtGjhlax5gOZhpzqyhwvBvpKFJF+BKEvApBUjjjqUskXeJ5zGhER2A8refdEcxKt0TGy/Z+JFQUEV0Qap2f125SYxjuc4toLWJ966S1e6HDjqHpuUBAD/gt7QzPi3FTovxKUd00j0wBlzqjo4r0XFDfYwaglmWagLA03d8+YZvxPioKznuGjh9cYVnfBx11NgY1o4OjErxtHnVfiAoZuS+plq/Gh8Pp0LAAPf3JIyLmBBj467YuJhIe2KnbB3PMTMckQcYGwmwsLXovo/ExJgvBifklPP+LxcVNgmYDOG0rt2vJP8jRtOe/klp4B/mpp1E59TgfQdflilU1P28kkjL/ePiYMq57e/LXBsEvE/BvUzU+kx1vpnRSUjfGJWiY2JsTI5NOvv/pa3eroEnA2WZ/VhLbPIycxWr20/6/kTCBxnMk5W/JfltVC/ijQCcvUpms9co612o712uJhPOjB97X9EipVIo6RFWf0DWfYN3qdDfZQTYj2GG+1e06le81FO5TG1nRj+Ej61ZAarPrdwaik/LsdOe2KjUf9LYuosVoekR6QHWHcF7LqEn0G1VNTu1VWoq9+B5aH2ZNL1ovm8Erj5cTTl6yvno3xe7u7NN9cz1AN4rhO98z0MU/pSYQwjSaJbjx6KGhQeh/6qRnXfuAX/MFuUxwKdFOrbEiBOiqAMttuxr0Vh5WcG8UN+shHYTqO+Oynd7U9/8wF7m7a5Q3nnhL5HrGLwK1pf5zdjQZV9DirqwaiK36AKTFdVm8wbXfN587srs9gLh5ewqX8nNpb5LKzkvB36ooRFdOfrEoMOnk5V00do9tOoXpGYnq9pLipq56UvFBWMhqE9YXozUoXdh2KCzh3R9wnpGMF689zDac2OW3dndc8zR4FeKW0BXG7UJEKGX5rkxmMG7XQjtprVPktAvAPxI+QZS0UfLI6SwjTW+hGmB4WECb9fyOrp6ogYrcreV66U+msEtrvKdp7zxuDx3popSy/WrPKeglUlggPZ8RfsO0jDWOLGyMPcmuRHIp+e8p0drGUGr0ByJWoOk9QVN92EBeCbyLWl5TbDUIVDhO3LsWXjAu2RoRZ6B4c7gDXZw8Rv5qOOpXKdcwmDihVDH/Vd0ouqQkeHAi1+C20eJA+aAuY41v67pQp+h7MhfafOL6ChznjA4O/XlIW8I6tuhRapEclzLfZtcO/4JhOOJT3t2Tpibd5PSXqH7ExY+RvsOsN4vNKGnMbcAznygn/UcxD7P8DHS/Rl13sM1yUuC0eeo7cyUWWI9qovB+cFyYqWg/Vd+gKsYRjJg0t1QytQQQxMabCoLld77npgck/pTIsp9p+XEpDI4CeBHpS2s9bVFkZHi7WNOWJfHx+WhieL173Ah0Yu57VemPt6Bhg1aMvdNkVnBKnnbMRlz5E8B7DmjZ6T4pDOedvengOhKB1NyYtrB4w0MwYeo1pPt2Up7Phd6jgp3DzsHJqWhURQk+VCpD5BPSqRcsQlgWjk56YqOe5ITlpY9GHOn+otwaxze6+UXTCHThg/E6CneXjjhiqcVLHydNrftQq9/UxD/1UuLtWju4h2YwNbH2ET5w98uLmyBv5vZBn9R18uexKgSOwWnSE6MWetiWEdq8QvwQm1Feefz0iCcSWxB9EVP5Eh3Uz3WdmLBqprBaMK7DNQWgIlna9vnHRh3DcLOn5QSJ/Te+/n8DGGdJ8xw9KoNkebXaM8BoCzaMyK0/ZYUd2r0XmxfBKzVXX2F55V67S4zYG9RqvVRc4DPah9xbmRrPlWdPNEWq2+EqObAkcMktA9rp+fivXOPRQGmNJZ6epYH7/b2n3Qn0+6BUXnntK1tUHBsxBsi4W9o17DQ93WWf5DYQtTsx5QIa4iFdpPml4TGF1jLy+b7h/HeQTTtiqXdjxwX8luYrV7ASv6Hifww8WzF5Ak0m4Gz7cHq04UHof+qcRH14Y96/HexgWYUPz+zq+C3mlibEPwWcTxD3U934yIczlLfXOR2Nch3G1HfPMGeNTMWnNBuY+qbhf0K+Qvz8QEsdGz1xL6SwufL3o4Ce045XWany0t4HSYv+7yR/i7zQmILQn1n3+4K1Df3Xl1POt+Poz4u9/GKU4p0B6MEwI+FhkjtU6T6qayqJ0nRKuyaUyMfYMfynAuj9alKnSo8Ato5NrLOLwnwD0Y5fUblbQwD+ioo5jQgR9HcS/ezlKjHmLEzLVGjLBgckTlI5S2s5hekdg8cNamME9f9BKivrJMUryZ1+2nv13wFc0Sz8nVa0ILUp61geTxoAV6ey7PvgJlzpR9HfdrzmgMzDObiAOOaGfw3Wh6uoHVQY1W2/zGh6xDgLu09wto/IGURqr7pWVuXa4t20HLLk8x21LeWiK2ONr+qHjhGxre+RK11mHGH3pgS3yUXz050naufvBXGWf8VA5fs1Nq5ORnsLPXJ56jvnCoonnvC+QYwRhHtW3Qc4aw1mpY3VM96TDtseZUUNPPCS54PqavgO3CRmwuvODW41a1RgxMzCfI8K9DEYlQCOEFDkVFT4x5ME2l/j9vGoKKIfrNYnehn3n4UfsNqj+vHQtlGjqn8IqoOmbo5eO8cHHL3SEykwBwFWLibWn/hTmDOtQLAg3nZ31lrY4IeBV5BrxSF3/DE0yIqaWOuxKQ7kZJiP9gifxDkh2jDrzWRo/bHT4jJtBgd9cXGi+75o5Bfz1VWLgGhXqqmNVxY82lQBAP3hDR6eQRcCKZWltZ5V9mqss3DUhIDA50JdBl1I1KmpeipUqzSHK9IAsiNBaKnzHX9xOQVlIdJ26u0/cMVfcNSjMs7nPGA91yYSzHFI7zTLjiuWFrCKL9ReGDr2I9ZCGYuVamymAVNVpit1dT3vjOeEqMpCc1sJpTYqBIft3Y8q4HnG0XeDxbIKmgquO8zEa1ixhzJqfL7Dyy2NaE4Zq60dKB9C+wnFp3GRy0NCTgJgtEPJznLUlXQ+StPMiUPpOVY2vXo3/LECI9zwBA8ym80wPVFYDYrWXqvvi4qxr6XBsbk6IQ3OmaoeoxxBZXH9HF9EiZDw35ekoAzkLb9lsEXlHqDw8R7PrF8VMko3nOpedeMfJnh5bouD1DBJIYALe0haO5yGAdaEB+lfd9iqTwQYGgXtt3qfHjysRjbNwv1qb8EfDUHYYpqqx/z7ACYH1P6Aea/N7fug88F63if9B3HIvzeEfiDxX13QpijaG2iviimqtQ9RxtfRPBLADGmPdEp12PHFrsjzFpPXZuI53EibabifdgmbQmhP5DxToXnLTJUP08Yd5mZpRotYu1tmsJmAo+X2lEJXIp6IO8DvLHZfXNB2jW/8A71XVbiW2rLAMltNi7PYDdlFF4yLvNMrvihiFeMC778ZvRPwii/Vcwa4ocA1FTMqQ/wteinJPQt7Mi5hPpySq5O6FODxW9mYeesPX45ZVghmYOKH7AEqX1aU/M0Kn6hPcReD9OAGRSGrp4lC0N9FxCgC1U753ruDw7g9zULH2C+QQBpAVaQK4D6irjH5mUHqoIuTN/OdeHhm0PEu21R1W40Mq19hvr70R+/NILDvobUv0h6/4wJVH3DZOW7zBLgzAZr61KqLcMtqDWf1+zvcnkkw6otNzPwRAe9n/miuIrqPiBEjgjdH+LFsngRy/F/S2ZEwusbsBH0EcVFodD4Krn7SFaE9/itfi0LlnTazF6hDUYej/LLc90asHepLjejfV3ZYeVHjnOCnofkBWjbb0jPAXSuh2XoqrezTCGGWCUys4LdpFfYmgdZ2oT9olnODUp0VI4D8Jys2p2ytD4lFG/AtJLug2zdEQrsHdqVjbqQk8hb4Uca/gvp+ZpsOMzK78OLYuIRDnD55lL5LkzPy/T4qX1leW7Tqv3yExMSUNZgyjUw5RuctjTGqbaC4Xo6VLL+ffgN4JB7cMo1cNI9NOpNpCyRt4i4VdO4X4gcK+wfcwEmJf7j2j7quOc9mI0Ms7x9PHeOo53x4ppPQc3M0HLOySsTbB4NLMF1gayilYHH/45sGT0tJaed0Ul5cEqKT0uJcUf/KfdjY0piUopOB2LfLws9QvLkJdqAxoLZG1m9H7t4FagbU/7S0sBJR3zqbLWnCEAYn5CAxxIpT2JCt3KvBr6ozdwYE6MUeaMaAkylef2H/ti4KwnomHbFpqQBONhx25r9DD4XCKhBARjbHCr72adKdJIT5qTn0X9mFTXAucoyB+3hV5WdaSn+vbN/2j940hLYju3EZheWDed5inteUAZ/KE6OA0964uNaV0TQYn4DBhjoZF5z6OO7geSmaxxUnvj/ACA9A9jceFfgPkHrW6TFacO0Mnbhwlj5DnY7rzsqdB8g7e9h9Ii5UlBvWMAMRB6T8U7u9dLdVQ2sW7aF8K5Z1zDPcjiOlp6RgxSQLzysAVSr3kPMfoRnsz8Lq0PnwE7AP3MAh86X69vsTY4pmB455U+eNrfuZsXdpPPLRfClFOE3RCr38IOtzIZ5BVTpS5CWXwv1L9Cqffmbv5WTk+7o6bLYmLTtT0JBvWBpIK57qfwQEe8l7i20LEyMvHx94YHnv3yc3+mHv8kjSyw4cUvW0MIWYm/lIWN2THFYrKY43Fh/l0vxTH9TwtlvWR+XeS7svEN9N4X3rmKsUNmPS0+wnitoIkVriH0lRleZg1jqCSv+ZSVc6LNz3e86x0Lz2HwgXzFWTl7czldyZQeXzGvnn/rO69/LdWDPW3EnDe2kVXtJ7T54wGBKrEAvTbpQ5i4X+LU4KUAXzEnnBtL5qRCGhcUILHeo8ggei7acy31XDPTjAws13ZjIB49hJefZSqr2oKVNzVMs8DgtX0/KetDg1L6KNr3A6zzx7jVreY3ZGqm2hHEVjmFLoZvbq1RcrWXL2R+vyH5arqSpz9Q5gS0xYzoQR2eX3iPIGGs/JKU9gpZzFya8X4khr0r6w+1QrYiVnLYGOHa0z8F3PIzVUxbu6glr3zynSj5C3i2AfLOzmXyeyjebcHfd1Mf0Lky2yG9mLa9SrLo8iG71LS8TaxPTSZipcFWunjgEg5ylc64IPaL0n5CjU+7EuDs6pm/dKZT0sI4/kO6jrPegED4C4McsWJaG9yZ6D6Li0TcsdHxInJuoTrVpUS6J77sc9an/m2WUqLnS0v6cO/69G/PxUuiAEj1pbUzybjGFWEKFPW+44qfF/nExOe6KTgPqeBNn8sO/18gPkobnsiKHSx87KcZScuI07Hxh5D1sB+UGpPwkeHmY+AXUR1Uh1IRlw3jnBetmMaWA6t1Littcm790xibF+Kg7OumGhXtsQo7B41FpYNw5MOFKAsWlggOnDfX9FP0qfbi1/PrlHW9J0TEU0+LIbFgdel6bn5gA8MNIbgnVtlH9mqepGY1SUOrRqzuJPjHwAddt/NiFFjtAngAbaQmTIdL5K5/ipYw+dIIxypr8hrJ7PgaokOE58VTJA59no6uKFwPcO/ZLiZNSbJLvatrUOCigeYw/G2VYn63z2WD8jCsxCocgbvtbrng3hWmMBbc+7svq5o4seH4EvddQn3T3n3DHR33RtCd6wlCzjZiq8QkWNe5PZpYGVv8ixWADnCR05ZuksF0DJxObANUAdImZeZ/qzaY+VOowgZ3Be5VHSPuH3NVzhERwlqLRCwp0h7niF5rpGwzMUTua0SEZXNk8WVu1xbXjhBIdF+NpTzxlansyqzxM1/wRvgZp+GtND7rdMgxckSjwpK1J499B6p8Van+pqXvG+sCwO5GSYxMKTIlH/nyXo5fZajC0XX6ASJvwBl9ZB5Z6Ljz2/JePi6gP0G5RHoN/YTIVr4WLSoD9zFVkST5FMTDvRif4zUp9N7q288dS3xJTZtyhvp/K+AlQn33GS9OONaKw4LNzV097h1DSiaJ6jh29c9W+vkzB5B3quzy2zWrichVC3wIgHw9FyJuJxUMlrQIVP2AnAJ56NLcktbtZcC+1N5O8ErwvsCDdfRdSH7djAWqqoGXrSdcBXu12gPYcQmPu3BKmc7Ec52WTBnnvH7JNGdU5aK5EtRLvoHMxzzZS9zQqfnX7aWiIlG3QlPQQ+CDYm1njC6ovOes5zNreIQXNGjwPTgEWrLk8VD3neq1cZhtOXkvpplqZarl/ptapgQe+GOk9hO6RAKLdB9GSLtchwKL/OuP7ZtRFAWmqgp8WGdaLrPUl7CIDqoE11qrfC1YsxqN5igbOJJaGKreeyndpJecNpb6z4KeVMzWxhkrS/DK6F/Yep31HMT0MgBlNNZyX3QLKOxq1INPIM9m1ygr//Ur0lBT9pxyfEhMnza2/JCURsu4Ag6Vz5DDt+opWDvLSRB/1DqDWh0kbw6zrC1zIap0Yg669LO/NCn7GEOE9h5bVz/qS00BWSmxaSk554qcLG4bQ31Xv01j8RZHfKUPTYmJKSY6jy2V0wpVI2freBubUNDwvhI8X9Z8E5MNivMSk/WfvZwNywPwBxjN7ZokRx062muyyiFD1BHXfJ2Bahpto0V+UGuXFxe3KY38CeJPi8F4p5+AUD2GHcdoxMOaOn/ACEMb/JUfHtDWPUr0T0HSxwUsL2rI7PxIT08BpTvSnuTTBbxL4zRMddaL6l85f/SzVBQWjDBCFoI65eVWEm3yawu/DUWBDYyzlTo5J8VEpMWFb/TS2tpqqiL6Smr0aW6jw/s/k5BnfANaduh75i8bWTE1Bqqu0dT7vTv4fz+CoEjstxU/a6vtJrkJMQcC/bGN1fs8+T3QKjs6RHBf7/7FcXk9z3YLVxyuTMaEBS6kteOqyjEF9c0Le9W85OunsH5Vj3xn9D1I0efISbSV+BMyVFDCm8QUhcoT2HsCqhJVv04IWZvBpMHYyKJgqsep4Lr66odSHXYWWADVJ1BDEEvTOr3h330HS9w0P9PuGhg+yyAipeop7twbPpbdfCpAZj1PUAwVDUB94KDA4BazuAwhPjJtak7Skj6z9Cuc/5gSO0KpdWXovyoM8mIEGYqTu15qavaxqb9F9I+VDmOHhHjjleHREA5hnC9GKTUzcxPHvPlrafYf6Fnqo1JcZ/DdLeBffEgtmpwDyFTSR/BZmqUIDesCtG+zvMmtt52WKSG9iRh9dYiSZMV+FnfNf4bngePYTRr5rgr2zxZ8rZkpAVSpbVoCrzEIe4I6iXyfGXuXy3y/jUtU1g98CGqvMP/JhFxzvhcv8eB24ePMkPpX6LiYr2CAwhoOsKGWlEVKzm1U/S2qeFKr2YLxHnnpcfCyI6KdSX56TogNNGc2pQEWu8wNeXAcIdIx5BvCE6Mpm6M5xTtm7YAsuArCXJ2ImQe4MAebyEizPVoYB7k+Rur3MH6dl6+CDIJSuZfZ2ofEltE9EZ4IRDSzxC2oQMjOgVZ5x3bxRhZ26mU4/uBb4QMLAdFgI4ru4eZxDnKw7xttmjpCOT2lJLx6a/kdpfXNwFC678U2x6FfHNUZbA2l+CddVvSOYwtz0EjPV0BwRmUe/oMinu6Egdy2DC0Ro++ki+XWaxjcolpwdQgPD5pcBY+ilfX3nqO88g03AFSwKVXB1niflBR9wbz+pJMcAUeTBtLlpkNg7yJoPNb3HMEay97BQtZvbJ8rM9zh2/UWO0a5vSOcnzLUBp5bBdznYO1f4OvOYdz8yvSQYq2DVnt/1CpfFgJompdikNzlmbRzKAiY0ebNMVYXr31D6U0piTExMiMnT7sSEZyhlDb+rETezxucWrTtSvH1USk6KA2NKcsq+/h1Nfg3qV1g5HLxgH7CVrgbmFZ6ryFEGx9XyBrGvzuaFoJiUoFPuKmxxPnxYHBzDLIdkWoqn3PFxOTapRKcdO753oIvmf2Qs5jxhCj2mMVZyox0Ps9Uv6fy9uz8tYnzfuHtG7nPF0NhDBFKNTWMuX3zcmxyVoylr2144NHRJ4Zns+O5A1KYgK2iwbPgYHUpjky5AXCC06JQvOmpq2Y3xfSY/1eIzs2y1xRv/CHyoDJwSk9POBz5fXNQomALMHCzsftXdf1KJTbrjKTkxbmyMEpNHUCU4rauga78rOumJjgPNerb/LVeJMK2Y8doxePBwjKp6hmWf+saENHACsLMc3ih2Uh/aqsF+yGqu5oUws8FaSxpfppHjqocKXfUWsa/R6N34nWaeW1K74cPAwyqA9o0e2CtWsQ5z/CLDWfgVfRBFv8gx0jvMgNNCT/HuPs8VxUOKqRVBQSfn+X8u9f9DhrnXfzo4OGVr3q1x3qNpfw8jbXqOw+eOVu7EklfcDT+z1gjeR0jNXorjyfzNx13JNFbVJqfFh4/eVb4WA9xLwtS9mTg2YojfwmPPf/mYMfOc+RGQbwWS0iIzXWrCiW5vIfmtJL8JJ/RSK5Z63qG+O9R364z5lvhmbDavfiDInUd9Z8EP/gtWewWN6OdZvJIA/pnrgAHIcuu1U9855Cu5KtXrpzhyZoxYcs6i0QXUR29x6suwn5ODXwVVawuLO0jNTlr3FEV/lyepvTVzaAsi92W41IlpE7nFJE8m2mIBfuPYxLq/BuQjkQOs+wumxJm2GA+BxzlkEh0uiKBAzOO8J+OPWhfNcwo5HAVh1aX3Ms+DGOJXs5eXesZIYAdp/Q1re4s0vkg7PsBbyz2HhN4RtvIPpLCRn0MXg63pfoyr59UWW6o2LS7sG9RzTxfVptLgZEYv88eE7sO0bxjWecLaT9F6NE+6AdSnU3MjuHELGnvKTOek5nra9DIJH2PhI2ggCWcjv44C6+oU3KUFFPoWlvrQ3MWNUpiOhzGYKmHljaEXPcfgutDW35LCtitQH+cuqkYgGgIMS1Jhla/k+Dd7oqeAN8TkmBIdzW97kpSv03R/iunwvcc13V+Sqr2CHp7pJb5+2nsQG6gA/zq+JK4HGZ6Wq6a+zPDxjjWgJgQe88p9Yvy0hFaW4w7AjOjp/IadsJPUKFNzTVHfW8rQtIQllGdE7SpHZwAAIABJREFUjEef8MRHreHfE8f9rP5ZzbpjhY+d4DHrE67EZNk9H2RZ67GQ0iid/45YowjsGj6i6T4E4IrxbjCZ6/byIG/0IMHSPp14V0Wn+Nhf3INTSmzCnZgWE2nX4JhrMC3GJ5w7TgASuxIT7ti0FDulrR1gMBUNAWrw04LVy7veccVRHgQuRUBFE5pJF9LspCs5BgfliU3IyRQ8kAanjO2/xPR2fQBzNczcfVRXCWtLjbUxL/J7ADZvbAy1wUHg8HFPfMK2+lm8ggAkHGWzC1vKfv6Va3ACINmRnCh78EiWvZHC/uuVwrUvSIMAz0CeKVf0pK1xkK5wAbEvNoaYqcbe9SvPIFDrpATn+dG/LRXvwc8aoA6qr1LGCsjo06DTaaWhPiruxNRBDzBw7GRuzTaNVuZ5g5Xo8WMMkoJaoWE/6fsWy4x7jwor387C6efL3JswzQP4+Xi5bCXl9ZnMgOYuxBEmaz+Hr00GX9HrkPBJ5FvUw+GLq3YvsdZdgfrgDFtkBpfVFhCMQV3oEd/guDt6xpNIueLfmZt30eJ1FL79IsMUk2aGadVerC818zgHSwPj4EdqnhAqd+dvOiQNTsjxsQrAv61/vsvZTUy1aOjiupc4f3aH+m61kbF1oVzWAxCi8P1Y0AyzHJenpiq6zMxLPY0IYCgJXlvB51yEdsWt8afhu9/Ujr6bj3lny0dvLuaZYNC7+ONlloUntOscs1LrzSW9i6L5rrWj7wIwm/kX8a+IaitI4RrGSz0xLdNSiW20ywvosmJ86xz7jKvnf7vQR8/inOrggshXdo7HrsbBBV/4I5Evh49rh72yueHqkpyG8nWkZg+peRJvzYaepMA5CGAOsoL7YeoWNsbdkWmWq7iPdn7Meo+Q3mP4r7wNxbHcEso1SZbHL4r6krkcNfMyKXlZeSXEGBJ8W1kVgO4u0vQi6ztMe/gaJfIX1vk57fqI9B7EIDWuTmBatFaiucUoxKm8hHWP5SznPEvPvAv6+ijm8rnpNZZfIo9l/D9hPz3beY3fMbzB3/kJLe0juW6NlmdXYMI7r8A8Vyx6Rd67BP/4wLfTlhJrLW16HbUsbGA7wlpeJeZaHj/gyWw8V2Fqlj0sRm8S5qlRgQsOe5ey38yg1jrW9ArrGyEwQ+C6tLxOrDWCHjCmHL0iryJbj9eFelmevDS4RR74ztcPVDAu7vk/hpZdpDyMMX2woMdbDwdJ3T5YyjMEvyjtzpS6ke7PWcU6/L0WxShiVPAJl4fAi6o9dTIgkK3nZUcCS+kwoy8+6R06U1CTZGbgnGpqCTjvfltG085pV3LCkUgBXCk7p6w9bzD3Jtb4rKZvuKR/0pOccCdT8K/97rcAS7IM3E+S5wQKsC6HvykdH7DeYVRp+r5FC8rwQcQDcwg/U8ZyBst9PTqILilZ7dlyXEyknEk1lQFADphtDN66fOCElDzjQbPNH6TomK56C8CkYFSygWALGxZ1foT+jUkU0xzJUXdiyoVlooh/WLqZmJQTuDVHbEJKThhad3GDGc9iI4+84w6TAJCCtda48aOKJPDtWHkyBSjrjI7BC42NT9CZEkQMgdD77fd+6oUtJ8fl5KTz4UOL7W2YJWAO2iO/VTD6DwAVK2NzGqIamAkWQDW4ymJh535nYsKDnYHpYP8JrXSPoA+QTK6dh6IGK6pJJBp9wNS6R46fRnuS2Lg8ML4i8JBGh/EJSKqmIDY92WqExt/QvmPoKNs7Iqx+mxSt0qjHgo2CwYy2lomqnwf1D4tUacU62vkpd509hlofgB8+OE56D9MQN3cxKVQ10rTMXe2pDoNXF3xY6v8Hom/yjG9nqrBlH624J6vzI2x17j3I4E9AaAhlZDMPzIDPo+8RjKIN7SRVO/MfOOwenMK7ALHJii3HsoramaWRuHqI847Wd6sN1clTRazFXFgDzDP4SEELtTWgvSd8TSwr5P/LlbdrzHKYC9Ku+YU/NeqbJ5XPjOO2ob75Rr4bVOR5MZvZkeXUnAb1R1giFzahh6F9NStaTSy1KPJkevzyM+/7X09958Fb8TkeO9fOd5UOLj9S3Js36sPMBpmUhUn1EKl5mmDp425mX4UMkFdGcwvp+aKfKsflzmfxp9qhB3hTwRwbSPcBbKzqGaa9X1LAoTw70kjGrnPmJXOJb7kVaKiQ50JuyXXj7WplC2nYR7oOMHSiO4b3qru5lWX9i6T+WaSs8BG8Y73yt2iaZ3RyQ0t8C+Gsq+d1Cn2zq38OHs8A5FOBP8JSrzIO4Ed7DiGMtX9ASnr4Mz28D7Ccpyxcvco3O/XxjG8XUo21ijW/hvfU+47zOIfXYE2M5aboxChjpryOl33qbqar51U18i0c+BlcxFbPml9H8xtsvDxCW1+ithaeCeHmBjNXSlTnyQpUJwlGKadyixT93pVIudBT5ISheRct6yOdHwjhw6zvKO05LMCima+MmW8HcmAE8GmYrf2YlN2HPXJGCQ1CLhTZrkx9aCuqAJgZ1zyrxMcl7KabdMXHxdiYqXGHAFPL4GNmnz3ymnvojDM+riR+AHACHgOkKeh5i5RGhLpnNH1Hih87BSSDzpmJfxfe+1l2Yf25IA04QEslW/0eziLAgL7jtAcbR2nXF8TaSAwBtPdEt49awp0tl5avFbd8A6ylxCcdsZQrOS3Gp4ED5fip8vikFBvzxk+5k1O+2ISxbgBD8DCGoZIU1i/rfsexfUwcnPZEf0AL0Pj0WerjA4A2JSVSCtaOTtjW/Fowh7ivjAeBwSBjDgGAX36jPvyeOwaUiGKjA5VGLDS1te0TjLLGFGR6WWP0LipsKr7/E29iShqclqLpks1fLSpozNK5mdZjXvtrkcdduOOnlMSp/MZBkusSuNOPxlJl79ivPAH/m0KEfvTPy9xhmCfUDBelkvOeDx0v8aB8AIS6hp1SNCViiDzA9lhe9Raiq0WVGAZ2J/qZrZE07cfp0TvCekfIyreJvR2zRiy8hNUCpIqKKJkf6sMMdMz0wxL09k95D/YRsu4IiRzW9AzzWL+DpG4/sdTBM7Gsd9a9Oot8uMGAoFUMVY/AVQPwkzCK/ZSpdScpCZOOT7DIs+8gsl/1k8wUwnc3BAVLI5MfIsE4DSQ0/pjtZ59jnEMSTXpcj/xpibtXMNWzsg13qO9WGucj31nKWqQny01YkGBtwq+J/Bqc0EttqPipr7ox1HcTfDuvEfnmkfrmqbBTpb7bq7xzvnnvRiHfjMq3nCcr5HD2g8PRc3OXonb0dynqwluJuWa2rJAtKyMr8mf48DKwd1716YJT2U1HvvPgLUd17Lwa5Jsj2e/mFnZeNVbllFHVFqU0TKufIjVPsqo9tGoPyW8kecW4BM+5cGvzTX0Vmea9XJhgDloO4Ic5fqRnBMiE+vrxPoWhghOyg/PS3OEKqk8mGnu6mc4pwAWFJZQ/IUSO08gwJ8kjmIYcPiSs+gPNb6aNvyKRPwuwzu4+RFpfhjW9gKWnEiCZkMuLRdXs9RvIe5nh4GTF/TxxOPACeXcAjqLPR/eBRbD0KVpFdKWEQ+wc/i4/kvq0Lg3WjrqovhzXiy2/o51faFBMOEraXifmaixLw+LYcmQMrYPejAS/W1PluwT80AhH7yKmatLyCl13CEiMhuEs/SYLfmPgmXVXpD41BRHlIyfViUu8P3dHTwDyeQYmlZ3/MbfuISW9tOcrbIfr+QLAUgjwDHGdW/AnSfdB2vdnHvbwOXFvQnMmY5Bp/VemvosqP9FPxU/yROva55XkKCyv5fgowFVgT8pS+wQFnsyvZcbK0o3vywh+px2JCSfQV3zCMzSd3/sOLVsvNO5nkW/tsSkxOSGh/eZYycZ3qK4SC/8w9S4AJ4pVPQPIx7q/pD1fksgBikWqh1hlggNAUI2UEDDAIEDM8pLCVb7H/+ZKTHmR09KOGODolCc26RqcdvanlIF0RSJVnpz0JFLGyoepVsJyMEOQ5Ddl97wP/+WOp+X4mGNoQuU998xwJSadiSkxNqFEAef+bVu1j+ZxP08zXCk/tfLOTNSgvPqNHyqxUTE56QR0TI4jD8d/MLfuxYtlrhRg/psDGr2v9N4PPQMT8lBaSU67dvw1u6AJQx1NXvu638lD6Pgi7piSEhPamgG8zYS+IxLVeuydL8iJcV90Uoz/2z90Uu+OEAMXM4Bb0KsziBMMJbvKbKNiaNqLVY7x8fLEhC/+r1z5bop1rZXwfAY4ba6mxkrW8j5GvERGWN8h0v4+sbfRTJFnFToPqWd1HqjPIKKoa0SjHVKxjvV+TdYdxu7o3m/5XTOYw4dI+JhQ+xRPdwygOf9cpZ5nM/3QysizwnOvLz7uiY45YNbt+n/ym55kZXdrug+z3sNC37eke5iFdiNX26qYTqLWWo3nERIYXBRIMO9AwQMjrqEznjia/bi2fisUNFNzzR3qu2XG7Kqdniyy4H8tRfAj+XXMWkNttVhSvNTGMqWe1099V4N8N7Gjb2Gob/6Q73a07vxJU1/mMQc/XueJtAZLGezxW02LVmOiA3wp55aQpYVXFeRwNif9dqa+YuxUvCha/SoLO3Pmv53vRzKVthytO5Hl3Ky8G+P7qneT6n20ei/mGeRe0zZvxoAlV26ZBujOcQ/r/Ip76I+wLu7qmVPKYCe1znN1lbODH6IUT3tXmQ0DDKitka39gEQOk55vUOCK/AkeC6veIvktpKCFNO7HNXcvRlHR5t9S+JjkIV4iaOkrZonvuwHIp1If35pexn3OgyMScXXrGyCwdO76gnZ/wdrexdpsfKbzWnnvouHiZpUcvfQSzW8Uml9CO9PuAwTwo+nXLL8WUAdjx/JETNzOc/wXqXwXgR/6QPrxfllBPWv+DReKj7DwEdLyKstvYjrxyhWePAuRO8QoVCcLOs+KwBY5mhaTaUfitHfglLF+Ny0Jk7Uf4KK5b4SFD5PqPRRpyssC/bT7IJdQDpO1HxPn/dQgqT2HV+a98x/oZWrEojvBVG1d+womm2NV4SSAlth/0toYA6xCZ05jqDD8ugc7677nmQ2whxPyYDq/+w1SEaF1exdFjhTuOOlKTHhiaXFwvPDuPyzKb1Tb1bA80lLFGp7Dk9N3VNNzhNs8HsjqGSGhQcHkR+VHq55MiekxZ3xJeZfzwYPOQeQ37PHD1PUJN/Z3TVREU24u2XHCPK2vG8iCiWrCkDpmrV/W+U5FPOVOnnElxs/2+KkDkM+ZwAB3EVsExzyxk+bVzwimKuwNMwUoD0Pn4RO+rIIm47oPMa8iNgbYBpuC41Wio6Y1zzD+RtSA1bmL7Cvt930CnCyiTDpd8sCXi+zNQFwas8+69iUZVVOsmJUGU6bGQQ1Cmo+a/BpTdVHnc55kGk6jLzFVvu3bZdIG9BQ1cn8UkyLAGUDHSw8ahBp8usYhaeA7KZbyJKZcsRPLq7Zmoa1LpcYQQqgzKXBuacN+ikkJw2jCtPJ3tGilAPuJiQ4hjnzXn89+5YHdkrj/Ht5/GKSOXrrmA+zuCw+TyHEaPoj2M7CT8DVS/RQ1V2Gd51xby9TT+qi+kpj9zCBpK7fK/d8Dfsv9o0ritKltl6a4l7Z/yAsxUAkn3PQID9bgFywhKm4m3u3Ut50GduTf85UrMa2gy86E45Fvl7rvaH23zriU+u7SZ2o4FxnIIiNZZiBGh4ACcS2xVlP4Jrorn16jpeePLeycT+SbF+qbJ96z8nHbId8CUN+1undeCdjo2bJPOChYLBY2C5je3k7s3cRaxd0+7VcGv9uc99RRch3Udx05DfNDfTB03OUSEAIYr6QHM3brfkmCT2RVP0lszSzvwibAhRorSjFRUO9iuQ5cWHR+IcBqu+8I7fmCKoOAIle2VzkXpqfaurixazGnRFM5xMLfkM4vEXLCI2id0jtCgoNoIl1QSxpeIZ0juFSFRXbrm8TejJcV3U14x+ONRz5V75rpFeTIh+vCPKcAqOB5nHZ/Sro/Zu2f0c4DxN6Oy+uLE/yumbicqJ/kOQQDZhVkmYOs+Tna8QkF8Ov6DM0DbbVo/qmTGcYG3IQKz1sf+dRhdBMtJzeYAPpq1vob1nmI9B2k4W9Z2++ItenKWh9cWbimqDlL2AqIvO1Y4b1bGjjljZ5xDaY9O6fNq/fR4m7W9aXQi14+WT2fEyz1DDKtj3gfxqYpXoVLu78gzk28zu2qqW8mXo/qlGyLgg1XuaJ5zfO+xLiEil9aGhwXB38w12/Hi2L2ZhtD9nvf8g7+xxmdknam5eiEB7hocMzW9QYrDWsa9y1a/23RoycB+RyxtCN5pvyedxmu1iq502MlClkVYUHpJ8oW0vs5rtTDhxGVq/cRNLH0YXi6MZDFI8uBMzUlHcH+v2OWw+C4nJwAEkbtbnDCERtzRMeVxBkpkfZEJ93RSV3dVvgIM0AOS5Vgbcnq+tg1cEqMTbuBUXFkqE+MA++dcScxE0JGt084wH9bVu9Fs02McOAnROchNj8xywCixns+lhJj8ExvfMyRnESb0MSktXUXy/NQg19jBkaVs/TV5Q99qCTTSuKUOz7l2nZsua0RRU6LYu9+URk6EwDIHEL51FwTI1oR6dTo1RiVou7n3DsnHDu+Uwanff2jK8QIr8kMIjjZYBoEuTboJdbKRXq/qXmvYzCFJa+J01L0+9zA/bymNwi4LsC5tdVjEVzLO5rwAdL3Z6HzK9r2JiluFnALMvehuflCnwmJHSBT0AVJfhU1itjb6YiQtZ9j8mRELfX8E+n+GlNJeg+ih5a19nIqn/qjTkSTGEslXFyd734lOSYPTonxEzAfLCt3s5LurO4j/IYU6n40NIhzGykxiJKs+z7i2cYC25n8cMn9hx1JoPc0RjJuO3aH+hZ6ZM88OJ/6Fs/8qGb0YZSfBZ+z1Ixl4tYqaqkE8EPHWAAYtS703MuvpubzVqa+2ymm747Kd4sJfbNWZuLjfA54hXibv6AF15FFK2nRGgZ/rQF1lqvgp5Z68ma/S3sFz+ec24cA7ecO7eKOO06AOVdR2zn/aezXQH3AezmlRFtKcyp4kWQ5KdtAqp5Ara/mKVa1ixS18bS6Mvw3R33JQjh8ojRXBrtKdXw3nD+jnZ9SHhAs9H5NvNu5xYiT85hLTb27hPpUSHPzFHhAXAcsdvE3sCALxdjaT2jPIaHnGC/1PIT/endkmULo4dn0Kga4dx9BLGx8lRbUMK2b5ZbTzFuImWQIrZt7Xd4I6tM6Z0Q8vmUkcxfW8um9zLuddnxM1r5POj5mza8x+8oMx6LCKfKGwGsBP6oWWGKXoKy60aASZWugzS+jvc3aTwTAv4ZfUVuQ6dSj5m4umXMrnavPvE7qW3Ciu5qhw2BA9OTk/oq0oFbT+ja3KhnB2uPml7A6GgP6xEzohf5SfxdPpkWQh61To8yMEskVcysfkaP/kmNpjA5PjBmahkhZWLP6D7TvWxbGvlNStZNaq7GqzdfP0yMwx492fEQrNnKo81JsO/RmnCEvQ32ZoVZ7+phBoeYqW+eLXEybQIUtkRIHpyyNQ1kYvB7UmKsK+t5APXBgSopPuKNY1ekbPGPp+a2mrIfW7FscGSntPy1hVx4yUv76tzSwTkMbT4npglh5aHAKMIcr7hE6PmORYdJ7RIhgqediY4iYZFSutJg7RywKkPBdxSsdDx91xibkxLgzkXYluAiZnAKWK42dciVSUvKMM/qDLzZqrXmcAuQYZOScwuZlXe+4+yfQ1TPJOxUTaWdiyhWfkpMpZxxAblKOTbiSk3J8wjk4bml7ehGWmAYovNzgEXRYfygAmxW0WjZ9Ae8CYClHU/gghqKfoekJwRzAOHsD1tNqrI2F934kJ3+QYpPuoXTRA18tKVpFDJWCpbqg6zl4iTM6LiVgt1Omxic05iAzBwVDkOoD9s7nJTVSPJkSH/vfHPlnGOZhUotOAyrAEK77Mb0HLoE7fsIdncA0i4HT+qqt1Iw7ydU8GXfYHKJNzwNLsz6YIcdo6++ofRUik5kHqRsDHKgC54DqhlOf2cvtQ2EW8cBAI/YfokPY2j/S8CFsQ+07yrCx8yjepwgfhS9bYq3htx4wcw8FyUs7/dCf0wfzAWeO1qcNPSJu/6ccTynRKe9g2tyyizruZ+1/RMW7d5j2DGuCMWaqwkJTOFJbI3NupOLD1LuNerbZ7zsgx8dFXuh7h/oWesxKfeezXwbqVFQzonYE3xpWuLTVDD578GUEv1mk58KgFkP/7ro6H84fa+Jy14/x7bxG6ruQyn7yyGe9Q30LJvFdJfXByOFUs3zG2WV5Cdat5TeTktWkeA0t6mCWEOJNxvOzIKPszUJ9xbfXuEivu6Q+82pUPhzXUdg5n9SXYb/zBixnS/po/TOkZi+re5IFd5LiVpTagJQAutC/dKF1Py3nN0c4q/cAyn2REaHrayyAzCvFvxG5FSxXvJj6zgl9F/5SJzJ1awWtxBslTS8JsM3wtyQywnq+pv4BLDDJb6ANL5L13NITFb/XmKUW1vRo7qItY1onNzvh3pv6S+str3ucjXbgYAmMSj2Pk7WfsNXvsfYPSMtLpLgTl1DaCgZPzi1DNeBawO/CN9U7sVIRZoI5oKn/Nen8jK59X2j/kDS+SOBrQYdhD/xpHtQxMHBCui7q+6nw3vnjXPq5m5hraNOrJAwz5xjt/oasQbFLMGEetwBQByx9RfUPCx1hmetdrGxW4ifFoe+9A/+RkuP6NU9pSntJ71ekb0QTOSp0HiSh3VkAafBk/8Ow3hVgGR3+H2HtJ8R5LwZLABBqvYLZxwPrr9jmp2Ry1U0cFHV+85r9HhTHRt3JKQlVtVO2piRqkgAtpmr7ujcCT0w7gP0S/0fsPy0nJqTYaVvXK8Tepal9enHkG9v279yxaSUBcJUqvfdjirlqqCjyuEIfhyUvKVtPur7EGysb/sJ6vkDrRUz9RudGmHIUKwZhZ/xLytb6t/+PO55WMD89XRFNSYM/OBPAgWl3dFSMjUlDE67oZDD6T31tP82TqVonWdC0uPv9isQZmae3AzGK6AEzLZ4n/aE76OCoOz7lT0xY1/wy2yzzAkUcWEdmlNGO1VJt2vCRE/gQlcMU2tXE095EyrbqlwiHeh5doFcEe1PJ/e/B8QIqY9/jgyNCUZuAyemV1q5X/E/8X6n/O1diwhv93taQwMwJODpTiFpDpZ37/YPTYjTtfmLcu+3vy6R1XHLkSGaQkJrM6MZJDQHBUmlseVLZ+X8lOJZoShn43xVw3RGZMM4BsBAIihY00oZXsScZvgm7h+nKt0l+EzP4MQQPnmCq5DzmmyHAm6/+GfwaeC/MWf2Ch08eQ8UP7T2/AdrHzIm6Z6hq0GjyCedD6SUCoAATDzDSWGkMPeJL4GRwRKfl5He2tt2sqJes/RQ+FBRwt+sQCe3kOZCoLVNzJa24h0hbBOnnGnlrwT2fiDunPdHxO9R3y4yLfVzmEtz0uPKG71B0a8XYSgZ/ZZcW8pg7vp0rNOndkj4uakzfPEh8d6jvDvXNovidpT61VrMIl26FTQQb/NrRMcIcJLlFdJmdYn2dHR7/F1DfhSPnEh7LKb2WV80T8l1HD95Z6sNcOwcti9DqXbRmHxp7BvfQwjYUgrQlDD0/F5r6cDiEFWWkIozFh7CCDB8Weg4T33Ze7liWUcbUwAa1zW826mNY18rZJtfJciqoybfYt5W1vMZX0sh4GNnnG9CYKvFD0fomd+ofppFvSetLxBrK+Geq0IgimwvdHW849akFnNqz/YpuXKB7+2n7+2T1uwAYpOEFtGJC7YinOOQ5rqvO8ywEItNK6CUDSFO/n6z5mLa/Rzr+mFX/C1gWUzTz5HEOKGTJXJm8ZuRbaH67FuSbsWzJVEs6SEEtbX4dF7jhYU34K9ryCjXXYbsdYqHvKvxd/Cjk6iWWV7E0uNW1/bSY+F5MpuTBCUPzblLSmbX2fRo+xvqOoGsogJ++VtBVkECS9n2JwR7ho6zzU+LYiHcfTJwf1De9KDP9/HEW+dShVzSwsjL48rtekaMAWpPKQErEFr5JW/1QtsHH9AFmqbTf/ZacmKyInlCAxOL/lhM/eHZOWLpfFErDrOaprHVHSrdPupIckxLThevfyobFvdm/SKcmFmIcOTOIrGwdgb1FlP0G77D4Y9TCI7+NvNgVhUEgQHlJyUr31m/cWHealganKrDUc0IE+Emky3eMI5rGx1yIpmPm0LYsfaVg9DOzQgqbl659xxmdhKcBIkpJVPwuoj5XfNyThAfYImhp2wtHjeqZ3o/OpSijeYEhhYJG68++kuIpAEh3DOgx7YqlPLEpU9NuhpHoCuNB89RSVXbvx1Js3BPnO/bzw3fZW6gxSE3Bwq7X4F3kKGqV0uCotXEoC/DG6tcYfFTrt6/9pZg8KXNXT2//qVxxPYpmZlnQcZnLWIWVn2YfnBON3m9Z+ZQYA9yddibG5eipPN/9wHKCGYkOBS6YPLYQaXyJ9hxBG5W+o2T1B6xgDSdDVNIYxutxb8/5SXKH6WT2Cno/qdhA1x7IZMpjnMMwFk3AFV83Qqr2oaAH59DIq1vnoL6ZAZ8OJS/4gLz9e390zB2b8g+Om1r3ZjvvJR0fYXxF7xFN+BCpjAtmVBGBFUl+o1Cxjro2E9cmQdli3/SZEk/dob5bY/yIAAbs9KNLzPi9Zq7C6WsOYm39ElT8MOUvO+9HwttCIx9Sn2lek9nnk/oWHNL+a6nvKpHvAlfPsz1+BbiKLWzFBr+iNaR4DbFUAYfQ5RwRc2at7VxoMPv/2XsP76autO17731kQwi4qctFrpKOzjnqkivuYDDuhhAghSSTZEKwVW1IAikzmZlkZtImk0meaemEJDQbSDLled93ZhLAlmTLhMz6/pzvvveR6R1sCMlae3kJI52zT5G8f7ru+7oWalReHN5uX+S7YWtNTn2s0M4PoZpW9WH6bcPzpGEnC+2iZZ2ofGYj0W819RUA2tk0RW5445/dAAAgAElEQVQKK13M1kPbALbuE8E9guehqIYWua6i00/iW6vBUHgVC2GlpTxGOl+n/fswkK1vgvROMPdPmNGL5Y7Nv8oBGuzfj+4UnW9y6w6XKhiSIoeAZ0ZZAOpzkGxEHlqPqhCISd/ebaTrf1jHW5qOt0jzK8TaRWEmOi+7QdlNHUVSDlp6OrJEZwmSpp+xrj+hjND1P/yr+kZ0+8jOzZ2NmrgmcS87bjW/XTPsKedRH9XB6l9BibW4mTS/iqmP/Uex9qz9TaGknaiEfCXqY1jqib12DOMf3MsDWx3hb5TRjHPshDtynPcyASm9j+DXfxDzS+p3EEMdWoz4wqR3H1qt9k1QWAHb7kEbfYOHFshXS33qAx3P2QPsMfuNq38JKOUNTwHqKPGMNPpvS3Mcv3TQBzTmutKBN9zxjIxBf7Me7JSbdcRSxT2/IdY1mrpdmoEJ6xNfO8em0M4k/m31pr/mlDYRzIX3on6FGMzX8baNpGcv6z9E+z5nfZ9TX5SbmsBkfBjlp0V/UVagLLX32R//CoBKjk070FEz40zMivFZKTZnG00BAsnRaSWWdkSm9E0RNFgyenKKAvBeyF33jj02J0YAutIyz3A/m/qcY3OuyKwM0Dg27YpNl3T9nJnqOF0AR0kISPpaFMpKmnXr/wIH6IkeR9pMJIHD4fnFq5+jqKb6sP7QElxibau4/zNnPOPCpsFk9dYDOaWtuEDV+ku7f+GIzLoxeyBti04XN4+RfBexBIDlcsyN1b0vA80C08L0xJ9+lSdtoFoPL1NEgxnMdeCNkYLek6sNGNqeVsbgkFNuwMjwf1aE7icFwKheZEUdp7uSlaTt15qez+jgISBq1vlHbEI2+KgpyPsn/XgJFkfrM3iRe7FuOUDsG8jaDwT8vuwgZjaiywsGeLD+A/h9oqUOwdVwMX+Xs6kPxcCQRu/TBh+Wd8KFS2EhcfiEuW0nq+wh3R+iHRfuYpKExhkPV2Sq7mcbIsrD1HEfcz5Qsun9H6nv9hhXi3y81HOJluRqyd0l+A2ukQc+wqcb/NW5uxR9X66tN0/L+wAvP4FFaOdbRORbTOq75YT2Q6C+vOsivYvj37m7hlWjtZNWriGVqzDOwVxPCvAM0LzqH4rEl3ex+sxFUPmun/puHlAVAe6KmIigtZGq9bTxaVjlk+BTQu1uNDjBSd6Svr7zB82XgdawN6+ql/XuwQqioa9gtS14wuhAo7Vf1s9zvtMPm/0ctMhJiwB3q3O0uA6mnsfJqjfQ0nP4MDZrDX1B3I8QYy0tqSMdb5KhL2k/fnuNiW0WH4UTgp4cgEC2+ba6m1vhqZKehPCgFnkW8nrI/ErmeoJ0AIa9g+EKbb9gsMjTnsbOG6I+3uZXCSTDUz14GD2sYhufzwHkW/0O63xTqNuFy9MieKaDG41eS2j798W15VL6nk4+l9lkLEJDxHLS4iba/pYwOEkHuCjX+RZ+Q230Xym+jw90bsT+NKpz0UI5z/+QPPq1e/Rbe3RKif+3cPW4pqpP6P2EdU/mbODr5kBUowsIRtcSf3zZpsNFj/x9xcZ/5PYdIrZNDM05L817F5P7sK7S4NKgIuSjOq+x53UpMS3FZsXRtDM66x5LmVoTuQYJEEJjCVZtel8OzwGDAXG5Mc4h4x5Ll6x7lVWuEeAmGZqs2o5+pFI45UmctG78I1UTugsduMrXupi+FgMwqgbI2o/wfTSILZEskOAA4GLY3Qe3h0LNPkHrWlK+xr3tK0ckHUikxEjKnUgr0bQrdlyMp2rQDxOwM+0ZTQGM6RsfFRBNsViUlqzU9H3gDCfhaSpWnU19NrRISbtHZ8TYFGzBnpgzd+7Cd5bJxStj/ZhYiAaYAVpca9y4B1BTiWTgVMDzHaOz/ljK1DZGtB6NoZYUuQUDlimWb/lQjKddPIpdfOzwsop2ZqkVTO7ygf8BeHaNTovRpC82Y24cZXo3oDXVheCNU7ruBYBnZ3RaTMyFIski1yaq9RMzv2rGIK5y0Ts0gCSs9xk7d/nDJySYTDgjRZKF7k1wvTj4BdHV0xwgxSHa+g7tncTshN6DrP1NTdkqphVRROXC2uJofbw2FYtgCaqRAYYB7p9gD+rQEe7vcpSzH29ErH0GC6F1l80V5ODHsPzVDzf2Mu+9yujXHoD5kaQ3MVfctktwbFmy7gM2cCi373MyuI/5dxHM8eNJb5YAgdvMcR8RNxLHxh+p7/YYl8e8c8Z8nSdWhJqxk96kgh/GByFsXLxS9FJ2LJeiPt2VXnjTqc/yI/V9P8b3nfrOkfXUMb871bwEN2VlK8rRvRP+Qpe1YuVYBW/zMzVwmav4B019V0a+G3PsPI/6ro0Abx5Q5duxPBIpF9hJYlXr0EOicTep20XrdpOyzlup9Z2OCixyCDBPWIsX1bBCidrvze3+iAwcJQP7ND2fEc82VmQ7h/ou2teHSCOi0KcG/RU6aYEDpU5YXrgepR2/Y2iJfgjBr3cvVR7Fr66LG2jLK2QAa0rZwITQ+QYpbUc0KpLxT5Lupgt9Z9V56lWnUBdD9sOUBVjwCcqjtP110v4aaXuNNv6clK5CoLrxCk/AYD23h8HaPDtPF8D8JNLwNO38A2n/Hel8XRPaSUpaaFZXvBZLz+8j8l2K+rIuKRLX6zzY7VnSApeDDqL4AOzH2l/FZunLIZ/KZh6mWrwYsZiN6YD9pILQT33hY85EBlkiPGVoS5Ca9cLav2I2d99hYfAgDcWXVvfZH94nhWfEeEaMJK1PfLO092Mq3scFq2ugvmxWOGCn1kvNHsEYMK75pTt63BHLyFHMZ3eOnrC0JODG02BsgLt88DVnIuUEFkLRLy1FMu74VMm614i1VajdlTtwwPrkcWccvTTl6Gz15ndpaQtvvVPUfVG9R4CTZt/Iuj9GD5K+gwyW7IGEgBb8bgpzMCi8vtGn0TmX1PRKD09IkRklPi3yLD5bXM11SIqRaSd6tKQccbR+KW5MUCBYwCq9i5Z1rOh+WwSm4i6gTnhwekTTQIPO+Iwc40HwkVkllrSsekEw1iGrIHG5qCq9GnysrE2/4QPcSxgx2BFPSrGUOzJrWb2LmkJcJPQwvX+JtaPyvvedsTlXBK7FTOUDn2msTdTohzNZ0v0inEAZA8dxJuaWnZwqfXB0ORa0fvEm0qidRpOOn/49z7UZbySTKnB5sktc7H/zU63b2PG8Ev2PhHWnGWfsX/l12+DOpEa1eY9rj3CeV77Ihr4kfYfo0GF8t5Z34Zk3+VBCNCy80IcDbqQAb1P08PQIL5q4rn4Xu/swiYT7Eg1N0v592PXX+Bwpbrwi9fFNYabFXVq3rvZx18i/0co1ckyKThtWJphtPVn7IcN33EG0kAk9xRVOP0WFM0Qq19GaDYJt+Efqu9Vj6TWVd14wlukwLNWg3sceXKYs4+C3xEiWAYPlkzPRDpfit0v19V2Xb+f1lHeasuWdKix9f2EP92JGfF2cdj51L4tZRHq78d4NFnZeFR9a8Vv8sk6mxjlUrEPTsLwaAEXNCh7yni+SFVV8v7caz27OUFPXrfOPrx35LlURurBdfAscmK4CXtV6Vv8iOq03PUdrExpLE1FT74C7ChzoZnF2bvuCM+E58HaG66oHBFhG9GM6MJoEup4kumpkv0JkVwAzehHqO8/uhet++XIO/DUxyYLrUdLxWwGQbwPW7NGBI8TzOBa5weIDKGtwQtM3gZ0qne+go2MBUB+AOg9d0LpIvpsHIfDKzJuMf5yasgeOukSOtBGpr/U10vwiXfkrWORp4KYywBHxBT0e/o23+XF3HGRaGcCPrP690PomaX+L1D2D3+XjlFwCQFGhjIWOWPLqvtxObzm/XQPpyVeQ6S5U7QxKri6I6iuA3xAWttG23xJLg6D34zvFGCRXka1HjbAdmWl9Oe4HpOiUa/S4Ep6VdvzX3LkT667hPh/cr8GmuH2V29Be0h6Zw/yA6LeOyLThoX8vGfiMOB/kzple/HIcbUI5lOodvJDSi46Xet/laJAbjZas+407lnFGkp4RAKS0d3yqZGUC20dNDYLJa9v4rjMxJwFtxk4AcwI4KYlvK9b+ipU25dY9ywYPV21PuYFkAIRiJ6o2v4sSHFqnBBg2rbkFLVc1q3ppz4c8fu0rTR9W6GH+mw6mGsRYCwz1xiC7uyvWeEf/A7TmiX0LJKlE0lJ8TonNSeFjVWEAqu+UaLoynvRGUtran5Aie66eH2Z5Axn6TB7FOlV7NAlTdWKJ5tw5BMiHDd1rTpVigLtdMIYovH10qj4mMR1G7Znu3SPFT8nRE3YUGzMyTCBx0tS5mxQ4Eaj0IfTMNNZXPPiRN/odZgzGp73b/3eJpZmU1FOzq2TodddTQClpT3jGFZ8y1o3C+4VafNieV+Sq7vmFNH7KEz7uiH/ri08VSusJ5vvxukfUir052HjpJ+YALXKZup71jMH20/L2E0r030XyMJwrDdbN+lFhK66DK65p/zPtn1yCSZKH6eq3SVm7xqBodAFm5PEGKP0p3EJTWRQIDObCrVjTy9B86wAPHZlEM09gv+EjdHhSqN9NjHUY2KgLYUOj6UplqAZvnu9Rb2zKFUnZ0Ztnprg1zKoHl+L2J3EvAwc1wQi6s5priVakcA5tGwmQ4a3Hnh/4uEHqw1GCf9HV76v0vENjWTHPeyjiwuBpKe+iFHcZK5dFp747QOJDxfIONXH5XlDfzYG9szaFjyuI6upp7eIZ7p0IfgXV3Pmzgk+1fB6W7qCRz6s0L+S3HzL1FVbB32xS+wwLPUPrf0YadpGy1dzcxcHyyxH8FnQOl6G+sxQ8qpWZbYj0fJJ12uz/nLlGYP3HtDXzXWf2y1Efz8ej3CoT3fbgoEx1THqCtsHy/VNAvtx1R2jvHiptxf6r0gbS9iruBcFvknS8ToCEDRJ3QAXmqWGF3MxTv2DSn0p9MM9CmcIyWn4M4yVafgs/ae1O1GOLZO7swlGt6FrKLy85AGsllDQtdULoKTzktldYy8s0OAZLSY6gvLcNy0FdvCr1UkLfrQa5hUO+LPgBqzhJabvQ/iq/Pb6i/YdI64usuJkraQrFjV8R/LzY26aVBL2yIvi4GP4aLRwjGXcsrWsZYzWDpOsjzcD+nOHJGuwlS0uRGWAhHlFwrOLJKdozoVnzFyZuoQaPoLVTVTLCMIAgKfQKqteLXro09alynFtjDFrWvipGU1gnGZ2RAJ+ip8wrt2PXGRyCKWAdfF0Jn8Bsvdgp90gK5Zf4TEn3r4XyLhbamTNwoHz7cTk2Db9XIpnie9/JsbQgi6Ic54IDZGj376b2TcK6PUjIQ4eE3s+IL0JUj0qth5Mqln0SnXJX1RrbTyYVtIqZlqIpOTIjxWC/c/DT/mRKis44gevCp1zh44bGbdTkzkGZ2ptb2rSs+6/27d8osVkJTSDR2PM85IPXusIw+SkxcqJ41fNsni6wXVOn+osGNOWd+k2fStGMF3YUSzni6CfpiSbNq3Yxs5+XNfqpKZhb1la5+T0ZJdDZmsSM7f6DmooOjc4tGGqLu19xRmDXGWc0Y9uRtDSPM0MgByU4f44+aF33S0/iWzlywgnn+Yl/Fsj30CJedotb5jKsGWMYqMUP50TX+awYngLQVSInnbGp/NBD2IjIrS54qbBLY24irb9CYW14Ah2GVr1DKtbgPYAll2qRpws9VAzBRaE+wFcFNTe4b9d8hC2vWDbPB8yQV8uT2l0Uoz587PLJ8mpfoskvFCraukfEkW/ckSn8QiQxZVy5g9mHaPfH+KbDze4jwR0MmTnIgN5hDhVdP1LfrR43xHtqCagO3VBg6QMfo1oZP1ILashyEzd90ZFlhZemvsu7dy4i9d0ZyKdWdd6pyPfDob5s6eZZm0VzFyextpPKtcS6ilT2YNJOfhVdUT5fEXqrIe2mI99FQ/byrwJur7u88/anvnwbAm1NP3d2eZYEd9O6HbR0FS0oQ2eRIuetQb7z6zarUVuzDZP+z1A66D3M+j+lnu04cz0vWSy6UpJ7gZNH8MEVkYRCJwPWLfJQ908B8IS+fbw8aT/tnyCunwjY59YE2EOGD+Pu+g6R1W8ycwMtdGU73HBuvCzz/Aj166rtPG8jvIaTccUPFTYAPFgdOjexlS+T1l/Qpp+TuucFaxvLF3G5DNcOMPXGqa9QFLBoFvEP22yCT5GWX8GgTS+j+T6srtSAQXQQdWHnodZ2Ed5Txy3HuatFPuXaqQ+9XjSYVQCL73rW9io3sfgci4RXvZEDa3GDTzXMvAL1GRS4XbEwT+sTDMpS34PeMFYAOqPH5fisoetnrKqb9H26ZHDCOQqwl3EkZqR4Rop/J40eK9/2/7C6r2+C9eyjzgcFTpiCwZNb1oi55FqR6mCtr+Sg1HOZ4k+OHKYgK3IUr3lRiU0DY6DuF5uW4ilr6xj632KGVqjinnc847DfpIh6Y8Yem/JE05Z1L9PilTl1T2n6JiqenHGEUxLWZKasW96n5kZBH2TIfgqvjcRv7Wn1BtK7lwzsIwOTdGAfDcVxcW8JYaGg1peDPYeY1byssscz+m8lMQO7EGMzjsRJEatPZ+yxkzbkwK+V+JQ9PiuHT+rrn4AbEqUt4Jyy9mV9H2Ccw2hSicCrZs6jPjmKIYSO+AyAnBw/ZVy9G25gBpyAMmmQ6jEZjxpCzOg2bnjPg9l9aRnDAGcxGDAyW9L1c4wALa7F28YcFIqbarZ8grJk/KQSTdb89IulFStpcUhT7LL2/laJp32jSedIUo4cNzYk8IPCgnadGmOttesleUfGN3rCEfnOFf6P0TlIdLyQDaZh8gAnY06jwUvNoVyYSftz7h2zYnRKiZySR/6j9T6MUY3wfAtvqLOEmLmFtv6ODvJsdDixXW/T0ibeHRfgOe9eXhfqWgTqQ7DHnAbvUr2HAvj1fEyGDnOt7ysydJAOfYlGLEOHWP0LCNioctdejvq4uQvFQlyf1veIMp5Uwscc0TklnilujWmqh0jP58IQD8/sO0BCCeBDPGQ4gYCdtx57fuDjhqmPqr1/gByw+sE/KvAZ7aQFaqln/nwroPYSTX03m/puTyuXRUI+8y2ourwDke82qO1UyzuXz08mn7t6wmKurB2/LERjz1XZHr/lqtB3p3h45s+rfOfz3lWrfNft43J78t7Z1FfIdTAMcO9HKaluJ214jvh30IouLPrlEXmLwXtXKNG0YZ1hvkht61n3R7yB5ICm7yBxj3BLTzu9MLf9IsPJm/1qePA69zKBFYYnQjvfJL37cCWBucCfMfFBmu8kJU2k5TU6AOC3H/+r9RVirqVqcAIiGZrELECF5+nKSR43r+W7wLxviUoPEEC+xp9jg1/tGDaYFchoMVJw40KfxPMA5ex+0e8xRIMJ2vwyaXmRtLyMEYKmEFHDDwslnuN3ltz3fWzkux7ky1Z4EjRTkbHWt6SZtr2CVvUDXH9o+Q0zNZGr0fpQEuRdcPATHhd5VoS2ukb+pYSxkNIVTeladhB7H1nzgfmnXzuBQLCDbtqOYuCcfXR62aYvGaykBw7ACpvat+gD2+wPHvBsTzkfnTQ1RTWYo43dg5envuwZMAaYMWjufV2JpMRIWgpjn54ynjK17oQnAEUIxpB16A/OeNqWOK7EMQvBFZ5REnPWtS8x+KtRN7Z0cKJyJOmIT3tHM0o0Uzb8tqakDoUmvcJrUDHZgsGdY9/C1n6MQv3gBAP280WJmTe26Xmvo1GGOTOdvKSq0/HQhDORlmJTznhSjH2Lh88dPh2YbTDtimZgku7If/JXRjQ6VSr0kJL2u7r/4hidccSS8gUVngCQIjAzYG101jECGHlc2/o8Q6dND/q7FPmpWQ3082lK2/WbP3diDOCcDHuPY6efO4opApQnEMAkBZ1HKG6u2PSxGJ9yhVMw1cqHPs+tXI2Z45aGsv5X5ETSHs8okVl3ImlqTgiA1mZ+RbT+sp6XMEo+Nu2MTykj/1ru2sSK4BJg9AK6ceII8k45/Keh42lX5Guu9M4q4a/zg0/AtSC6WgqnS+smFrg0taz5F6wfsOoTVPxWv0WtaxgGOXh4WILaLLfwWh9MW8e/YjBjtSezr4f7luFn6RF09RzcD+wn9B9ESTz0FDAwvdBodF7iI2oqIw4+c4OoDzwuhU+4R6eV0eP+Hd+ZWsZzHRtJ98esb4Ki4neQ1o0xNHcJoZPNrceeH/K4ckbfVYwlXNODTQHeIPippS9OXH7dZUTkW3op986bR33qXq4H+e446lto+rolVPkDUvnOVfyy2+dGL/AT1v2lrULFah7n0E3MdVeHQ9+fkX8Jse5qSlhvBPmuk/oWBflU6suHj9Yakl9DC2DYSdUAbXiW1O0G8IN1P6lci86uZ4e8L9BMrgRstMDK/wTImiKZ1awn2R6/CdLzKfNs50kPl/XzVLkx30kLnVi8Wsi75rB9UUGm8oyQ5lc1A4c1g9hShQlprq24KLf4Mbi89xAZ2McGJ2n728TaSQoruO2Knff4LQDvnQ5mUI1bihwMFnlFbmp0s5r7aNMvSCOvwg3shPcsd/W8CdRHOfKhfqjj8KzjLWq+OGl+nqx8gTb8LMcD4NfAiiSsi9OeVVb6w0G+ea0P++i0GLxODU5iaSBoC3QQGIwNHSEdvyfFK8/1cbnYQFsX+OnRYJkirHSdOXrvCv+j4ug3ytg0uj7Gpgytu1jNsKb3r8U//Zcz9q2SSDnHZrHuMTIjJr7N3/SP3L7PNYMTKzYdVcLH5FjSHT6F/iux70xt49jWZZQvR31ZrxdPDiAHHpTb0PVLBZMSko7YjDs844oeK2vciXc4qkahquHfS4mMc3ROSUxLkZQLwxVSZWt+KZgaBP9Y7uCEdduUHekU4xyq7n2PlTUxVNJg4e7gNZ9+DKZz3E96Pud9XxO093MSHOMqjR/JTefPxTpVD9O6ltjWubb9wxVOu6InxQRGREiRDLCoLZy2RdIAYy5Op+7IlKlxFN8sWB7pEUobl3a/6xyZBmyWzk5x4ENKzDrhvKG5yww+SMwUr35O0IeY2lyn8yN+w4SNLlrcYBj+AM6nCPuNzjjjs67oCWdsrmzVCxpDiOpDFAVMSVPWUfXQXsxsiM3J0ZmqrQc05c34XYkxVNb9ayU+50Jr1pQUOWFpjrFCnrynd+cW15V3/9o9Nu2IzSrRlLTtnyukIUQmM54iAU9ULSp1Rh81+ZjJb+x4LjCSsSeA+VOu8P8pCD6KXZfGOnQWhdNV7CfWNtL6+hJsAd2Pfcidr5Oqfvx2TDU70V8sMuHmU5+HcujCLjuDjEdRM8zWfMgG9qHpESadHCbrD2OA++AhUv/iRcxdDPOZEwZ/lvoMLg2cFowDCWgbHvZjue+svB2wP2VsH2NVQ0L3Jxpsfz2M3s5wIwGTmwM/Ut8tRb6bQn2Idir+AfiZKS6GHLx5w0nzaugyI+c3jmTXgHx3FvUtAvhl97Lwvp0XUt8icOBtSH3LF476SuddPfleYOSVnyn4xAD3DlK+lqjsZw4iKa04bebJRb8V32fpT6W+/OpsSefVCn03kNZw2xZ2nk19BXaaZ+cTriF5qINR22Za9xSpf4o0PE9rdzFrB37wAlZhgPuChTqcD2mO0xWemLuAFpcemCQX9OyIHNUDpHsPGTxEByax1Mc9yt0mVcFQxT/HBbkOdlXV5BtXMJKh0CkA6OolXDEEwrTjVbQJxTS2gxQWpuLWJXkiKa4T2l8nQ4do3yTtP8BWvgK/gWUcRWvQmqzWVyRmCzULpRsQ985W3vg2sXNPNc8Ucf3N3WiIc7MAyFe3i9TuZL4RUto0r2FK2f7Gogu2eTX5fihdqkIfOrUw3gCJDTbeBG34OUJm488F10+QFtTzr5O/Z9R3ugD1+pGPU59OpkDacM+gyRwu1klpHet4ByuEeyfI0Ge0Fc1duKfLvDyIktR5FZ5ARCLNzs3LjAo+rUhcHnjY+eQJV3jaGZv27Dypb3mGVt3L1r23fOMR033/0j/0v5iuHkuJ0Sl7fOaujV/SgYPWJ44p3PfSEZ9RItOORErcelAw1mr40pnTnSq4XSD9cWdR7FbV+yhP0y7recUdPilFp93oHDPt3ZEyrRxfAoRjgDV9wLrpz3Jixj2ScXAtS4zMuuOnirt+Q8vqSOC53IFD9u1JKTqFwQbx2YrhtzVGzgDGJtyRSbX39JGaIbruYzJ8EPPcBr9k/kgucpeb8pZILvU4BK20pLzL8cRXjtgJJTwDR2qLz4jRpCuOUFo9ehz2LkdPOqLH3LEpnfcJYlAEdAoJkNK23N4/20cwvo/3AXLew9D2DCYBwslBWJ1BoovDSZ41N48TLRYHMjUoHGMPagWYbWln8ZbP4PkyIGI4hTphbApQXN8RB0qksC8sCvUD01q37IFzLoVTSJUPTdxV3poDR23yVwz+2Rk/4eTlqWJ8ztgcE7D3rA6NTLRu67pX5OhxKYIg6o4eyxMH0QrI5OHhe4BqHqpmMAD46b36Vc944JSOAujOuLcnC/wPU7iUJbX8ywIAJJemuJa0/YoOTAiDcPsdJR1vUOtqvFHN/LpzLW4+x8+7ICafJrWaVzWPUdP5/LRmPe3BOIdc+Hwe4lF7Q5P4Jd3wJK8YD83H9Kmz8s/PM5Ad5iCeBC1SH9O5tLXb5O3HPNhBmvYlps0tCeLcynr3CP3Y1kiHDub4R9iPFZ63DvluRkdfdpxXY2mEtRrlTfn4VxBWY8h7umzYQ1b3u5YNLlRtp3GReO8Oo75bMn5Y1HfRgs/5nQIIwSq2tBW7ooH9ylerAe5Zx8t8tSHwe2ruclEqq0Ss/YFT3/noBQt6O80XSVUPqXuKAvU1PAt/pGl5F94GwFR5VRyW7Dd7vxcNXVB5z8HyakhJK5V/gj141b200E4L4Pd24thC+j7ifnGHWPdeCgiE3wliRh9HsisXfPJIBjUoz0aKVzLXI7TjddqbTRxm3XuY6w9nDUAAACAASURBVEFcjBbXk9Zf8+jhQ2RgknX8jpU2q5PEpketSAv4vmDBWiDfHOo7h8d416La6VfIlQ1xIws9Q2rHSd0O6nkSv6xBF1NXlsEwxv0Chrw+ARA2Zaknvm20/jlW+yypf5ooj1NjUAAE1fFme908/t1yqFtAfe/yNZ/oXEJLulj7W6RfFbIOsvbfUfgg5akJ2NiGrgSX9vM8MxSqdeUFH/fGvpGjc2L8mGf0hL7tGVozxNZ8iLdf34G7N31lj6a9SDJpMTZbdN+XVdtPAApK0aQ3POWIZRyRKXHb35YUN6Cxh0EFTkzqo7ww9UKtDyEfQ7fREpOZgsVdLyvRaU8kZYvNIu2MHjOtjAtaWUDfkWDx4Ju+BCYcKDGgPliCYx9daddLxFTPfOGcDROW7cclQJTYrJRIV238ILd4pQA3JHqQ8DYzrvgRx2bS9zk20A4dFXr2Ml9ErfBE8099lr7gVNxtGxAfO+yMZ2A+QF+Y6DCWccaSUvxkTXhKGk0DBMLx+iPHjY3bKUzeEEB4K+tYvvYvjhiKogBdGN4Q5Q4r2WpPhED0rUkAoM64I0lD13OCCQU6nkbg5444PiyhLOs03POhHIW9wMthOyed0ZQrlizuekEwYuAhHBTA/5LKroot7yvxOZiYPZ62378vp7wVtiDAmVz7kpKYcY1OOeNzcuRfxS07hEKRAQ4ZPYK5vnzdy9L4nMRlTOcTR/Ns6zHYQ4U9vZom78E3GhyUMaBve0rG1MSkgtWt3+TXPobyGlxZ5Dofxv2VtpDG35D1h/Gs9h1knX8g1tXcj4eXvxq9GiyY9ABGUv3ixLhzH1HbRtr1PpIe9vhN4Nciw4cpvkH2CfVPU0sjzyr0c+QOnDPwC4v5AUeHcYUBY8N2XywlxWccsWl3+JipJQbvC7L2w5xB3Limfz8FmLz1/PPDHDeT+s4diHZGXIRhBJMDv6IurEQaWTIf97f08iYudyL13UkVnnc48t1WFZ4XUB/iDRAd/1bF2olaX/lqWtHF0NWzkiy3UvzfUtSCbj3CXfu4aDvf1SLfnWjicnnwK5Twp209rX1WqH2aND7LQk+Tig6S7xC0nJYLqm/qHi/ht5nvQOuU/ApN1TpN1zuk9wsydJgNHiDBMLre6Zw5BTZiv4f07WUDBzAdeOAgcceJtpLofCxP1fSuYiAUyYznOlCjP8cbJu1vCP0HSf9+jGtff4SIW3PynMRcT9rfVIvT8Ovq9t8xDKSWWBGX4DAGkBOXoWYBqM85r16KyA9F8tJ8O0YSB8extCk0Tn2jpLSd5Vejx6b6HK18fZg3L99xRipU1T8bNXmpd4TUP0WDO1H0Ux7jQChyjlKyRY+3ueh3fXadV+K9+YEe47SkmXa8LcDtgXfIp6T1NcHUhJBT5EZn+StlOXCFxMP07pxC21Jlq2vkP1L0O2wqGz+la32WVvULvZ9qBvazoaN3P/jPqtiMh7fhAdU4ohhuDnzijs/WjKWkWMb+yJGc4iYBY/H8qFyZuGEmnodLd/rxOTA9XG5XcfertsRxNPaMpIHupLGUqXlUY/AJRZJG56/c9J5nbM45kvRi69qcM5r0jKet3T+DvxQ0NL50cKJqe9IGFBqfdkZmKza8x5nTq8Fd1FITCptEZ6NVw6RnL/okrT9KBv5O/GO8Cc2PvY7wTjT6mAFzHZZUrvaO/sMRTimxKbS0GUvbAduiwFEz9vAxKZzyov8N/O+swf8oLXIIOr+gC8En1V3rPpGjxxyjc+7ojGMMCHnmbOpDXTQMG0nD6VUis8bWnfh+MSH1adSSSEMwBzCyuE635TNPeAbI1hbjkYCjKTkxZ2wep9oaoFNmdDNsnvRW3rfXhYn2KTF+Utz2xRJraw6Ps7MO/c49PiuHpwEapei0uRn42UUtIQA8IEbr2he9kRnXOPDnXGj8+HLHRswLxQxD1ezEjxyIMpo3RxcwrXrONfZfMTqnjMCJ/brIuYEYGolBRi6y+KjZh2WTLa/x/tIvgf1y4AOzrEOj9aLGqFdyAWv1HL8v7Km7MsL5z6eyKw2KIp4XmxWr11Osw9+Pue3DRwi6sOxHQXLob/DHBbVBs5cW+Xj6n1rYOU99+vN26md6lyG41TuatMf+7Yx8590xY2p/Kte2kfR8Svr2s4H9wuC+H6nvFo0FQj6V+hDwDFhmhssF7ieeV47wcybn/WZT3/UUdi4W9S0S71myBp63HNK+38h3u1Kf2uZ3GnJgj7BcLmtD8LN20fJ1WOpZWEFXVNIV1SSv5NYj3HVSX/U542pNXCrPf+FVDsS2C8dV8t6tQ74shmHlJ9ZS1gxinEP9LtLwDAvtwsIhOG+qkeNN6/G7hCJX6BAKsKyRmfy06z0yeAS9KwYnMe659yCxb0L9VoeaHq3ZRNZ9TAYOo+LXu5e5t+PEdCq7XgX16WxEa6cAfkUySoWwSPJsp+2v8wo03CNZ95lG2sK0TlrcnNPyEh04yPoPsYEJ2vEaLW7JllZyv815Q86bTX1Z9lNni0RHtdW4HLQPM1+M+KIk8ChRfkLKGuEJeBRqV96Ndvo5qVolq/Mw+EDgih8JjAm14yQQJ9IjWBOrlRnsSMfdX3Ty7Ut9WTpdMOpTD98gktJO0v4HbgiEdyNtf0WwNHPDEvHK1AeXlSfsMRTofAWhx5VRYKcpdzijjCQNHXGsjVzzvtC/nw5OFN73D0d0Vi0gxCrEaFqOz0rjGPDASWa6avPHS6xN/MsRH1V7CPWey+a5q66eXkwRNNebul9yRVPuCBp7SpiWfry4OSbAe8To1uiD1oFXAYSwLS2KRilOzNZLlXa/SAHV/NGc4SO2J04okSSCX3y2YuNfNOYmauLm/mjXwV069B7m2ES6PwM+wTD6bJyDD5VJYAY9V63NAQC/ZVU99kcnJPTV5LWaCSC3NCCWHJutisAZmHYDEMbnvOFpfVOMWAJMH0JJs7Rlxbq/2jCcPe2MztrjmfOoT46fRC9QQFY4ddFpY8czWBMLcG7yoYcNtpPVY4WhtdO48X1HLOOJAV5mJAxwn3WF0+ZVzzFTLcYSAsRaajXWlorN78PE3OG0GD9RtXUfs7ZQABVdrWXdKw6sL005Y1PS2IylJcH0QW6z6dVYgiW9v3HFZ+BVcvy/9kcnV0gDpMiHORyobnmyDW/GgABP1vv1HbvE+HFXZNaNhPkfbe3j6BBj4lSmkyl8IFhWCs0vYpbp4CF0Oul6B2s0DF48+WjuEiJGiT9YcOrjMZIhdJSF19asJ2vfY6rchwHuKP3BdWdwJ9c/i7XQcDbgnJxHeudTX4CYsSjU1LDNF5mS4LLCHRhO61vjxDbA1n6EciIQ763nnx/mWFDqU8HvLgOuUwtVKwIeJA0IdNfCVHj+0Knvzg1suP1hbxGoD6aHD8rxm5Rsz571TI9fxVpe7bkOzV0KKsjycrrih0R9WROXm0h9VzPst8GoIEBc+U40d6kZEBp/Rpp+RoJPk+BOUtlBV9gpprfzcRP2dSke4x16+UCeQ2ToMAUAA64D6sNobFgu7GJwu8JCmSfaEfu9ZAB7/Mj6SdJ3SPA8iekjhZVXrvAs9PBOtvl/qjEVsNDxhknb70j/F+hBp6qI3kdIkScHFscdr/KItgNk+CvW8TtaHBTyKwVsOpCx+bDQOY9/N5X61BJN3bzuB0hWqAhwimwDSGLAfjBh7zb0Eckm+N0w9akxGNgu5SAmF1bMGmqp8iipjaHG6B8h8kPEVEfyHFgfe1rxuw3HAhV2nqf16XyCzo10Z/GjJrx+Am/U4SOk8zXBUqeBRfCVqA8DGDDAwIOEZlCY1nW3MiBG077wN3Ygq7E53apdOVUDDGASYyQPFWz5yhFB6lOiM2IkZR9NOh6ftsdmpfisAy1GTji2TjDryhysGuWdV1pez4m7uBz75RoVpgvCbWxZ+7IUz9iiGWd4xh096YlPGTt2CnDUFp/GVFe18W3n2Ekp+o0jOudEu8uMN54s7fkFfu9QGxGGjlY8OavEk8poyj2WqdrwJ+RPQCmtLJgCWGRY5KSAo1X9KNQM7UNE6T1EQ1zx0/OBae+IwVTnWVbZ5Qv/2x6fc0fScEIUtVtv9IQynraHkwqajs5J4Sk59m9d/U9zCkRqrAX2o9bmnHXv2SMngRDk08F9HPng5crotDOWga3ZeOWkM37K3P4MvPcZBojL6E2iDwjcaUZjCmo3fuRMnALKtcOTI0kxOu2JzpR0Po3tr4hnCkCaYFlZdf/HcMZccOajKXHbP3JLmwAIc4zust5XlPFvgZCl0aQSO2FaGcM3rwlrRDV6t7X3JSVxUoxMOxOznvC/8+R+oGsUHnWc/VABrsUqRw5vplW7AB3h+lbH5pyRE3e77qNFNmauE1R5sLgRiJ10vk2G/sYG9gMF0dV/zCnuYFqHcDq474p9fWp/4/njGrU+fT1+3YDSpV8wBkn1oLB2LxagDqjUB/h3hA7xKvqGX8DTmH6+IfBCoU/9vd4nYGtoPZwZrW+rJ550wWUdOe6Np0taxgTbxpz+vQJ8/t96/vlhjptMemeVjGbLOPkDICtYrZ6p0eLgd9O1vus0cVkU6ls8oQ+oTyWlO4j9bnOJ73Tt5fl1mAtBffNCHyyjsXmPpzWssOLCsbQVu/swzqELQ4cKa+j3sa+v4GJ63dVQ37WSXj4fNwp+txz57BhOUKAWLlYhC1UPkiA6u5D63ULdc9zE0nFzqO9yfpsi4VofUt/wl0L//pwhALADZPAoZug1v8hW1JCiGgGQT88DGMR72do9+L+D+3L6DxJ3hOqvYOlJVWkuK9aJKvvRAgmNTMzBHPcI7XiTDE0yWEzA8n3dpxQ4BxDCgqWe6EI+uB97/FrfINZ2hocjIyChtaN41eB3TSQmqw1+WF3JLV4wqMoAxDssuCPE/SQesrwVzV2uecsX1/r4sUhcypOoTtEUSMRcR5WfEN8I9Y8SzyhWmcKSVMdLB29bre+mU99FmA0rPPlqFZhBpGVdrPNtCjfh4GE2NElafkmKWy5b26kObriCy18UD6nBRXWO/MDjYvQEgJyEqlTS2JIg9ntY97tk4KBmcKLo/n+KQH3xWTmRcURSefcdFYa/qNh2TELbSSCcTMXGdwUr37U2oCYo8HEW+PEwvWzlJzp/eEiRwoxuCphhDJb2vqrEppGU4mpb3ax55RjRonskEEjl8B/cMVT8nOixkZFjM77EbOnaXwnGWhocyR0+VDGCCqQSTQPPVAz9PqekGUP80ADWRY0Kj3NQiLgJc7cHuVDf/znxRVHqxCn5ePwAAJVP0Co5levEh/eLsbQrjt2McnxGSsy4MdQhY0ezzbQUS3liM65YUte0HeMNsMjQQ8o6l637I5a/xlIwBymuUp9KgFjeKcaBnTAqA7ccSWnbdwJBYbUhZty7eC9igJprNWWrTJv3OmMpN25qVoyl5Oi0HEkVt8WxA8IQhIvFDL6cktaKzR84osfRZzWernrgsyWVq+BsC+ZA2brfOCMpKQyUnpHjaWPLWK4pxIw+ICIAnrKBV/0YiZFSohnxsSPLpQ1M56enu+MMPMYA8+j8AM/mVS9gfl0kiSc2PF0Q/KnAPWCAr1D6Q51wJWt+OadPjUY8LHS8RSrXClw2xHNyIfVdh5R3xYFybpDn2ns5BPrg85l2vU8HVcVvkoejHtFgIf0hUvcUMTeeBXjz1HduwSfDdsoQrEMEvd/Q8ISy/WtpLKOEp12xk4aWccF+D+1+/0fqW/SxEB1951HfGSTTkWV6mn/aUbCcLC+lyyzz3qHwqsJzN6W7npi+6+E94x1EfZY7lPrORjIgwOLblPou0n13c0f5/Kg48z5S89kB/wD8tCIt7WBWNc6hl/IAd35ENfjMfPX5Zbee6y41zgT0XQ3ynVXmen0q39nUV3it1He64vHWUx8nOnUm2QpMVj3AGp8ljc+R+mdJYCct6yCq3Af4AQ901yH9Oa7Qd1cIAObGB6Za0vU+Gz6MgVTDk3RovzDwBV23F4UC3AhX2DA7zsUAQnq4kV3fETL4KXFt1xTUcD2wGiU4hLqzegiz3CVmwe/s4kwEQgexBDTux0j7a5q+w1jqOXxI6PmE+Dj46d1C868xjQr+q3+SdP2RWBoEncJhDE6XC3cHj/VwmE56OVfPq5TdLtTuuL2nljt8wmSsq4h7FIs83Y8x5wOspBGjOLItixLO53qkv9MvOd0iqODWYB0sbSGBGFWeRCMZx724LNPyREHV4kUFRcBR/a1Q/3TymW7DM2NBkU/NZD/t1YlPE0yNaO4y+AUZ5l8NYJxDC5pqwgzRwV/ilKXMx/pxT47TGJYFMAzjZjp5ReBxOXrCG52SYtOueKp49QvoXtu/F5bOrP/wis1fKuE5KZoWE5hJUHjfP4XeQ6VPJp3RGVd0WhmbqXros9ySFlSWkLiAHGRicqPOhrQpXaD1ebiVCJcE4aCMfmAMQCwxAfyWkaLfyvFjlsYdDG4GY1Bjqq0Y/r2887+YozCWkuJzylhGjB2zrv0lTJ6FYpr+oxUjx73RaXvipBxN2+75Ewp9Bj/FdjUkJThMtGCx3UP79xAAgKFJoXeChOIaVe4DGimSqRkf5Ohdd1f3eEa+Atizx9EVE1ANWBdwVE6kHeE0F/TSzvh/AQOMTaOkCLsZgZ1YeWdO33tSBJ6P5Z3OBLw2BS8X4xlnfMaJ5pwoHgKJAT/LO/5rXP0snAQg3hwjd2flHEJ1AVZcb1j/vjg2q/CyVdiUGJlVxk6Vrn4eL7qFW3oa6jSlTaX37XXHT0rjScBI2+MTS8pbiCmUY6619P5a3DnnjnDUDE/rGiKYYWgOElMgxxKyDr8kxU8hVcYzyrZ/F8j9VK/uPYg1nNgj5+IUFFxiDOg6dgV2fuuKos7pHPkmz78VLiVAsoCMBKzbKBQ30fZXsSp+cD+6p6x6k1hb8a1hcvM6Tw9iGGzc7MOa3gtrKW/C8J+mNRXnNEVe6hgmPR9ggx9MaVgdf0MIHDpMG3YRSxO3k4V3Ry2v+bxA9+O9jvw84wNj7ZPSWBJo3xn/1h2dtrTtojXrf6S+RR8LV9t5Pr+pSKZDMoEVPC5AK3GRCgt6LPXk1HfXefNZHB+XRSnsXDzq+yHUdpaQvIWjvtu2kU8dFyOlFeXz9aVWbJ0qkklpmxrgzsrXYCAPrKHzVHMXK0fE21v9u1rkO+9V11XVeZ7EV/Q9k/guR2hADrb1pP5poX4Xqd9NMM6hk3JsY/nl1yX9XclgEyMWaqiumuU7SPUwXfMXXBxgqecEhigM70MrCPsQGrHki3iXFqKximAbIr0fY6ln/wQd/oJ4wsCEDElMIvkKPcfE5WKlmOjDib8UMMrPgQWT/ght+z0Z+pwNHaX9RzU9n1LnA+jXX9xMVr2FS5b+CVxatb7BW3EUVoDgx1SA1DmzEuLN0fouhmSIcwgPtHod9YwQ5RHqeoQ4NqC4pOOGK2qsXDb+4caHjEBrrqPiZubdDpBJPE/QmnuoinwGBS8EIpCMx35rlL0FcG25DO9dapg8tLSTdb5FBj6nA19ihXDbr3IMDZTTFNPL52zQcLHCS1jsmhU09ixyr/A/Jo/+R8LsgVnPzrSu4ylWNazp/ogNHdIMHsp/8H8xVx31LkCRmWWb/pY7OFk+Mo38EJ4FFrJufn+JqZ7742MlKhIRRvkpzOC7CPWdFgPVulPEldfFeJJvH7Z2Ut75nakljsF6Rhc11lnX/96ZSIvxaSU2J0dS7kTKlZi2rPmlYKljwVju8GTlSEqJJj3xWeA0w/CfMM4BFUXgRoUV8TY/4ED7eqH7c3RAHT6UM3CY+OMoXgF9YVOiwgs+g9ToX2rtFB87LMUzWOoZT9uB2eInsdozPuWIJGWc4QlnIhUcPa4NjQq6LLMJpXV3977rGJl2js25YifFsTlu6ZlBeItzARAfzIhjKU806Y4m9S1PYeIcnq4AOuLAGTO7qbZOY203bfociTEGqJlxJmZdsWkgRkPL0wJgPMaUewSdl5rryrd84No+Y09kZCDMhw/mVnWiTZSprmTD710RIM8pN1ypp5IG+Dg1ohEL1XtYkad68HV3LC2Gp1yJKfnJf68ARsJQBLhP6tTAQwxyQPgJAbPpV78gRWblcWB72NE3Rb6HiLFRgGtqDDLenJxjbiItv6VDB+jgQdZ/mHX9Bf6IUzXR3hCiqoqoD/Fx05HvgqELkhIfNuaJm0nPJ3T4MBs4yv1d9pPBSQGr5Sdp3W6sGDf6uEFO8IKN+LPIpw4eBWkMPaY8+Y0SgzshFRxLG1rHfqS+O476zuh+80iGpZ4GHjumyg6luKa/S83xu7Hazuss77zjqG+hAeyWUOV51Ldi4Qo+b2/qu1T4HvBevirlVeJzYO1Y2kwqu3mU3zo0MyzEo6MrasiKinOlwtts5F+M+q78wut1cLn+ws7bQ+K71EC3ZActstGqQUS++t20/llWu4tYV2P1bJGd5DlIvm1eHry6cRWxCry1Dy0rMSSwpJlIDzLPNlgcUF4dlDN0GEvdqvtQkS60UV79iMEJ4r3cJu4gWhr0fkY822FuDDApr4YWylemPi1HWa3MCrniBytj95PYqdWP4IcedD2fMZgJPNMcoM0vkaEjtH8fGT6S0/47WrKSC5hqcIIqIYqX9ne5sfLLIvEsBY9LbRUDVH6YSA/AiSL2jaSkaT70z8lTBG9gqDF3/DEFsi2qQQFW3IJBGspjRNkq2IZxoZZ9miphyeyWFHwuEPVdE/IBLOkUDKArbaPtb6DkMrwPq9pWvSEUN6H2aOCS2uXtVTCszIUOKAaXRu/LC22TMSkhhcAQSZtXPYvyO9z/+F44WLjlH8B7rnhGBGyIpPPv+7um76D1SYxVkGIZ9Pbcuie3rC0HNogijIzr5osm+J07gFGBfwSDz7z2JTk2LUWnMQcvAtD1H3PLOFKZKSCY/eVDf0DZDV0u0yjrxac90dnSNb8kOknwJ4Thr6qfnHYmMiImDSYr7vmLAG8Tsx+P3QLH6Oaqo1cQ7ye9n6A7Lpqgfkb8YWrwYZ4Er0hkRg8yqilwt71P+ckRJTErxYC+TjrjaU5uc2J0VsQuxymgPhFwdzxpaI5SncRUwinrWN73J9tYRorMeGJpZ2LmLN7LDp42gSWg8KAE4xxqcdcmPkMMGMA8Ok3JStOGD90YjTiHrxpLA9cpkbmSrhe5sQp23xGTN6eys+L+D70xgNIMBgw+fCjX2kqNvhyLv6T7ZSnxnRz9xhWG//ra1JzASQKq6RShpKls8A3vWNoZTYnRU+K2vxWKg7B3vFtMOBOMXNd6NHjqfDlGt6FjtxJPwoFL0W+l8P/V1z3GdGoCXoChNhgiZQ2s5VUyfJT17sNy9FW/J9ZOPBuqewoWwboXnPdOy3QGNTXeheYu3e/jfTt0BCvnByb4Z/UR/H6k4SViaWbG2mwixUWcPAOnxUMByNYUMtRv9yTwKw+4IlJk6kfqu+Oo74yCd5rNgAN1WNh5N1+4q4VwABIY784Rcem1V3XeUEffnYR85sUAsMWnvoUt5vz+U9+K8jND/TLl7jJcxaKr52pS3o1tfhjnUEWW8w7A/Nu2wvNiJZqLJvTdCRLfmUELa1BSA6SxrScNuzX1z5HQTgxwK+/gITrnan0FlyfAq+E9jl6FYk4eEJ0jK/3lO3LySkihi/njmP/bv5/7u3xOanp4OagNJkkMkiZPIgAhPZ8IA1+RgYNsYIJ5wkRrE/QSBv1dvtGuSKIIOWgByjFSRJXM6GfuGO14gwx/jo2FwH6DRzXSfaikWRqEtlcwT6IXwY8BHJqCrNCuwY1g9x3akBZeSH03rrnNbydb/CnTIjcakFZ1C9JDRNxMYXq2DaS4iRbZBZUJb2R3KlAZFP4YMzPwNJpqBfs9xP04ke8n8qOkagBNILPkzOsqtYtLfbcH780bcgYQivROUtyGdw7cM/2H6MBR0v5bZqk/U0V5OWMVhTe/cbWHN4uu8D0sjh5zRafE+LR/Z8rQ+iyx3cv6PhUG9tH+ibvv/z9ifFZBekGfybs2fSUMTlRun/JGTjhjWL5Yc99HgsVHdG4B0xEknod+WeZUI+axBy9ItbKl73XnOGBMWomdAi4KjH9b0jiKviz6EEBL5YN/8SZOKTuOK7ETcgymMeMa+66k6wVqCOaE4jkbjoqAZ7EM5kDEUyXDr2KDn8GHqRIGlwpUTCvRmmHaswd4gPUfoHDGAgli8lOAHMz+9uEpBVzRKUtreqTHj4hjWNHqigKkcbgCqkzM2EfTPItvugYZ+PiK2oc1ehfTNaA5SmnnknUfou0NYGEs5YypyJfJjhj/GU5JYzP2HXOu0RPG1meozoXZAxYPCqRoMxMgllpa0mLauJcXeSZdGPiOHYawNWPbbgpoijP0oQVoUbDy/j1qOIQ0Pic+9tVS+OtprBXgXPW/IQKixP/rAIQemzE2hTX6ECnxUXiVzlvZ+ypcx0BsypFIByPH73aux7AHUwhb2vSKhtufYommqU7QeUyrnlfGsGtRHoGTcHyZ735MnoC/zuhl2oguu5Zm2vqLHGxC3ksGP6WdfyLWZrgoWTNVA49KX5AKz/O0vgCnPq+AfqQBKm4kfRMM7Y5U9pskQ19gZf7wQVK3ixjxeM8wnt5/0QdUqxaCOnX+R9zRpDuecod/pL47kPrOrfDMPuAxfUv12IF2erW93IK/Waq9nl6+25/6Fgf5Fof6Fn/8SH2Xr/A8m/3wMa/zXF6BwktZKy1fRWBYe9HFoaCCb+T2rPCsPKcxL5/zXv5VTPW6TTvvZOqzZTvoMNFBxLaiunGh6ReAf5jjV76acjHwzPMvT31Xh3ynbTwxkB3DD9Eek6EKJ6I4EIhjgdDQBKYSd39IqobgCQyfD0DihkkK4gba8zE8RzMwQXv3En8YoZRnnc8LZReV4MSsTIdxDijZscIaWujCbC73E7T1DWHwCB04am/9/QAAIABJREFUhNb8fZ8T51ZcgcEivgX1HNp/gA0dIh3vEGsrK6xGGIPJa8WzIO1mId9Z43TLH5aS2hEPKtcI4n3EvoGIWzB4w1TLqy5vAPxOS3bq5HVcysNuSQdmutjXM+fDRNpCpM20oht2R3X8OVruNLOo1HfbIB/CDAc2Ho8OH5us7Y9s4IDaukbaXyGl7byQ8krQha79WBFKTW4UvvSewrrHpOg37mhGQjfL46aOHbRqmK79iA7th9uy4L6/26JpDn4zYjSTv/nvmuGDJdumAPnExJwzkam4/5PcsnZiDKEohBaRV0F9BlkweanRz4whQ/fLCi6vUV/yjmXE8HFL8xgaThrduXp/2dCbAHsyoF0kLSWSSjTlS8yWrfk5g9cGE0uGj1RuSwFoAZs50dXznVxLE6AUdq8ZFJwPWqf4BedG0ruPp7Bgljfxx3mVJuwdF/q5JgwzoAbvXbZexyOTLmCq+BQWW8IBxqex0BTYb+SEEp1zxzLuCPDYCf3KCENRy8dgI2Wty7v/AsTlwg7AGefZ1AcTwxbBWSk66+L/VGKz5lXP8HiGENIFj77AYzH5aFmrfsNHeLDxDNCslJiFQ4a9l63ajVSjC2LYjNGXW9FZcd+7MuZDpEWAyfv3LintYDos6Sxd96IrnHbHjuP/xpLmxgjTwuUIwCSXWuoq+n+LPiWRaaBZ8dGv8sUBCu8mI2cns5do65Dr9C5qxuuob98pYRh9RoJjj07pQo/zis0g0cFUvUiSZU2k6RWh51Nh3V6y9n3s96vugVsU3UcNtVh7uQgVnnDyDXVU58dPDL1bwAD3IdL9PgMcHVbT2ycpsN8wfIruZw0vkGyA+1l1nhdL8BNg5uYg0/uM9U96Esfhqv1IfXck9Z0GM/WfRozvW1pIlhSSuwx0edn8aruY13/q7kCtb9GQ786jvkXlvaugvvOVt9uJ+s6wXylX87DZDwPcynidZ+UqWFxiJzqWgN5ywLuQ3C7I2QPqu0o6PUN9NQtf2Pl9oT4HyQd6qUDhqwBIxkltW0j9TqFhN+b41e8mxQ2c+hxX3tTpws4rRqijfOdA/xVMU5DUwkuqGnsWOYUiV44nTAdgofAFG9gn9H1Kbb08zMAKexGA2QpcSD64zj5IBiY0g/uZe1QosF+B+nQOJMNCdzbFQevgOGGnOr4E90UIeiQcwKrOwQkB1ivO+5bAfEwhof01Mvx30jeJnp8db6O2gHWnIlOFr/Op78aUt9Owl+W97NYQiYs8eGIr24lzC3EME/tGLMqFNWiReJ3UpzuDVRRIRufGYlosfOU1inDCgXDsw8T5IEKm+CBmvahha3oFQfR7Sn3XDXvzQwOXWI8FinhFTJIG+KrzD+TeQ2TgS+wRbX8TM7XPSG2ei0CgEW9CZlTT1UPo56H1wRVf6t3qGv3ajZ6Z057xk+bOp2ERL2CiySQZOFS45e8iAANSX9KVmM3b8I+cdZ9UbMdUOk/0hCf8beUjh5hZ0WBtZwjvxvNhTzlj7Ml/I+hqiUkmhS61GtDU85IUQ9RxRlLy+Ix3x1xx8y6mdxJ9MzUq9nvfl3dmHMBOke9kQNNwWtlxsmztz6nWI9Q/pbnnsD18QomcdEVm5LGTZRveZisUODOAOkTrxTY/vZ9qfUL1Btr3OVl/QOjfRwe/IoEdS9DGo5ZYfNzkphbPhsG3vLzTO/JPewIQLmmPn5QRk4D9TgG5VYWPiYmkM3FK3JbxJaaK6h7H7Rt4t1hJy5Khv6Kzy7nUJ8IAjo0DhmU84RSKeImkNPZfw6qnWJ5Dg/JakMt9cF3Q5FMw1Rs2fSKjsAmsNSeOZ5yRpDT+rbF1Fym0CdyMBOP+tP6Khw5IY3OukaQ4/q0Y/ftSaytX/GpLhv/kHD8lR2YdCezANNY+QbU8MQLINj9YNviKZ+wkkLM7lgokUnniPVgbaQ4RHTxBFhAdeaubpYGa6oyrdrvHTrmiaVt4yh1L5nu2MINMLAFMezcFsN+4uI61vUz6PxV69pLuj2nzK6ykXdABSdbzFPiF1/qydcW1jEvH2JpoClHbIPa7Dh0SBnmp5+BRuOhYTDH8N9rwLN6fFxUhT+MfQC+8a3R1GCiq8xT4tgbicz9S3yKOpQtj4HlJ5DuP/c4aqufkshKyrJjcZVpE3jMgJt1RWp/l1nPa94n6zraEuS6Jb1FrOy/d1HcR8OOWnujdUoFqT2k7t/Rchz/hrxQAVVYYhJ+3ge6Xf7GohqvNZF/8gL5bTnTXNYCOagZoHTq70MbdNPQUKe/MKnIFdmzDw5pP8ZyXFKBpJxKj9gqBCpfzdznHjkWivhgdPIRFnoNHNWs+YjX9XJ2zY4hfkQPzyh2bND0foJ3G4D5EMs+TMHOMedCqW7BfOWJBrfPEVj07LJ4E909Z++80qmgz/IXQ/RED2tG6iKWJtf2aDB5iuI6ZpG2vsOKVFKVFXqFqmEc1ncSz4G+q3HdGS1R5UkYttKyTwaLKtp7UDJOqbrRJONMEqIZVXDAN/A0cqepA485uDdMvFKxUvLBJD3/DsdAYFGp6iLiJODYT+z20fA3qEnB10NBFOufJC4h812LUqb3Sk28E+c7eSPaBBxemZWtY++/57YqRZbTlt7S4FY0rAAjxzFzQYqd6e6KTpBtNL3Ue7KgEktQ68uoeU0aSnvi0lJiVo1OGtjFaPYS29UOH2eCBvAf+V4ykZXRYmXFEZ/I2f7Vk8GDFE8eVxKyYSMnxGfvGDzWlrRztYN3vYno3FmrColy1FT3T7MdjHvTubHgAio1uag6V9fxGiaSVWFKJnXQkZjyxaXNzAt/URj81esuH35Ric1IkyRMOsNlPGZsr6diNglvtziXDh6u2H3cBEMbmXPFM8fAfNMWNFBsI/VzQ8/AHLvz6oGcP5aHemr69gjdMTfU8yTCEfW4APMDAOvey6h7x4YMYuoAUh3qXMzEn8cgKW+RrJZyCk1ATmwvGjuvrR7D20sy7BMsaV/S9Z49mlHgaYQ9OCwpuc9IZ3Q+HwiMilMgJU/tuZlbtTzzc3hNbzhjQlLWjeOOn8Fq1nVLBGtGkKzJt6niWZjPWg0zrFawt1vs+krC6dQZAtPLBvbnlqwS9TzDXFvf+Gn4vR9JSbMoTz5iaYhhWYQgIcCbNdRUDr8hj33GdNiM+/kWeOMy1X176qBrV4OEENIYg1dcZOneLkeOusRklmnFFjhXWbsPgB1TzfNTkQ5wuaSSNL9Ded9maPaT7A9L6EilbQ9VovmxEhNrjVwu3xMJDIAwMriDiPTgZ+CyFN8XQBM91OEKGviAA/HXP0JIWynVLnKc+dMlNGdEHFY5C3zD6I/UtLvUtqtB3aepDLrIg8uFYNOpbrLSGxUS+O8y98/aR+G458uGwXi31qeB3+kF+Ja4vrZ08xG81FnyaalEWAyBE0a+E5F2NXcpCU98FyLfQmew/NOoDAMsTiX2YNTyvqd9FGp4jaO7SQfKrNUXc40ft9DvvJVfU966J+opEQechnigZ/pwbe37J1n1AqntYoQSXgxYpRG+jhS5WvZ4M7SP9R8iGI6RnP+p1hTYGGJZ/rp/nJamPm3AWAkzyilNTiHoipPV1OnQAk6b6v8CNux6mBU6MNGj+DemHNf1BMvwV6XgDV1p6h4BOKoiX6AsKG9TfLDvNiwmAKqoVcYQr7QAyJ1W9rKqPVK1FjYIfERJsNqbivJfDzwArlGlBDctDiRLrygwSf777bNHvnKHlJqKmOgps6dgInIlf4VtX8Roz6azghAWLcV+0eIbroz4V3rD/TSHmOtLxFhncpxmcEAb3k47XaEmrgEwIJNNwgeymqn+qxCoj8mERoBOgSFPkz/Hdg+YuYYwxcMczhq7drHo4d+AwG5ogA4dWPPB39NuMHsOcPQC/e4/Q7j3lT3yNRibRjJyYrdn62dLSBnT+0AVQMDFxgxmtcgY4s/LjPPUhFno5nrlZkdu85kUR/TOTwHXOaFqKT5uaEhp8uU8wBarufceV+E6KnHDuzHCgSrsSMyUdzwlaL60d16w/WjmaEhNJN2qGmfJ7/4xSnqlegP2a6hB7dJgHyGwbSO+n6IIz/CXpmyDBnQg5FgAADzqgAgSizYxnaU1PIHYMrVkAaIGsxrCQlZd6Jh2jaG+jRKbEKPYT6uufpFpxCcJDiFR03D34IXpgYnxfSkmkHRgCcQ71OSNpcWwWtxaZM696AS5BbtZAshZFP2MACFxj9hjX78FOwmgGYyG4T6kr/q1l1fNY54z+K0BQ9RpLfeUDe9xjGR8qirPOR7/MqWhDDNZ7y3p/o4ydVOJJR+z/c0WPmRpGmRbQGt1rcg0Afr+WcQ4puJqu0RP5ziFU+YoxTZG35AWxZtIICBoUdCHT6medsVNydNo5mhEjX+vcD1OtX8DZ8itoamDFzVg8ufZd1v0h6XqXtL+aY1nJ8N6DTdVxqvdiwafpQv/MBRgYIAHnp5bUDNO+A1hAgSF+KFnjF2fDh8mGSVL7IrXA+wJPFHLd5baG1IeZhLeehX44YzGQ7+qoD39pwMpPZCQjItliUN+i8N6PyPcj8t0s5Lt6iDrT4HeW0QusEa1c8bOuJtYuYgbws7PlVpYNeb+11HdhVEPlVc1qsVW+7zf1UWx4s2PnWO0zpP551vAcq91NYblfYENMyr8gyOFGeO9SQ2cXgO68CVw0DBzCFUPPPmLrFbQ21PoKsT0PBTf7vegSMTBBBw5rBvYx9yhKE1zFOodFL059Th7B50C3CXyODcHPPSq0v4m2eOu5U2jfAcG5RQNPK2kina9iWWn/flh/09bXiLme+6zIqOfg1hy404XgvbP9PNEIh6tzJe2sepBU9ZDKQVLeicq8VmY6ef64ztkI1QNaSMSxngaeonVPE8eAYPAxtUrToAp35+GWnE1mV5MDYVlW0UNsAxw1B2n56ixIaKXsc24+7y2Ag8sN13ae2913OgTPgxWScBtYV2F23+BBMjCJN2TLbxgAjMmHB3Kh1mdU+Ha48Qb+E6fHYJWv98EVzA89LEX+A+wEVOCJpw0tO/C0r/1Agw4ZEwUP/UMJI5JhgHs0tXzDodz+vVVPnFAiQDgzrthcxaZ3NeZWhtv3IaIA0WVjA72XHHoXrzh1C6b64v7XuVfnDG+uOymPpS1NCSQ3c4Ca/BXDbyvxFGeqk1Ik44qllcTJstXPolll7S7N8GT1SEpOpBQ0w0yWDr4lFDeiZxJqjx5MF8A8bheq6D176MABBieqfz/xR7m3jQoAXoqNbbWC1pNbscb22KQcnXVjWHyaF2rOuiIZMZGqDifRySZ2ApsJ41OG+kcFI08zx1LPzrv7PnBGZoH9uJXLzHnUJ46dkqKzYjzliqU80dnCtnEBLSiDWC+t576jxjrAv5yyVYbNe+R4xhtLAvvB853YyJcytu/iliRuAYjF7NMUN1Vs2gPwKcfTjvis48FDOVWdxFLPTIGKwbec8SScJaBTmLy5KawxBzEhyYhtfuX9r6NOiBY1s8oTf8tHV09ea2qsF9CxM6AmTGhMIfinftXzYvS4CNAby7ij/68w8BOKFZ61XM3zwZ9pamwkjT9nq99ma/7KVv2ZtPySWNfibW9UjT15MoTOtwjUh4EcZoB8vJ/h8xlz/IaA9ybR9wjLKA6TgSNscB+pfRo9wzG08BJlqGrBJ7+seNJuPQv9cMZtRH3zz1R5bJG0vh+p7/YeP1LftRZ2nkd96quyUX5cJ4QVTFk7qeymFV20fC01h3iAe/WtDnKoPB/ebkcHl9s+quHKoxrVpAIHg8OvGcbo9sbdJLSLBZ4hVatIXg1DQ5dzKHEhqI/7bVYznZsFxtFhZWiC9B+gaz8kNT0U60truEwns0KFiOtZ32foETd4FLuGPGFaUIPlyhinfhlzFyfNmrtkN4U1kDoH0Xmp+0nS8irrO0T7j6L5OGCn/AD8HpfRLa+Qga9wBTM8QdvfIqUrSX415vgh79lowcKofGdTH5fysKUQllYlzaSil1asJRVdTJXg1CSJogu346b+MCAr5l4MH8CkitAzsAWmk6j2Yvl7p6kPzpJaw2nyUmsXqR4mNX2kcg0p7eRqktrgJ97kCs+bK+4tAvXpAmh3CSehrJG0/Z6f5AnEv843BUsLNV0QnWfI6oSI4kUKM9bSqh5q20zKmnkdoEL1tXn+rXL8mDeKFilybMq8+ilaPcTW7aH9E8LAF3n3/w34R0QtDq1K8jZOalZ/bH3i/7mjSTE2447N1Ty0T7C2YbSgPoAGG6o/5Pmkd7rnUA2gl+GZTOcRDEFD16/QpyQBu5h1xU+KkWOWljgrcmoMAcFcWz78tmv8W2c06Y6dcsemFIDDaNq86rkcOKLa+NKhLyu2A5LNOWMpaWy28t4/azBRMJQt40Q3S7QGpbZ7BVj6D+1Dt6TeQyQ0xssag1yfBBLwMJNPMPlXVPd7f/p3cccsNjTGATLR2FNOpIGXMMA9mnJFTipwlqLJ0uYRdCXl/YFCWdvSwT2AWxhsGD9f65N5YLocS4qJjIJ64ClD1wuCwZdj9PJ8eR8QIP7VA2gpaTFseA9zIGLoUyrGT0jxGV8sbVn9Aib4GQNU66XG2tzy1vIH9oljsx6Ew+nqhw/cXdEmoFtMwNr/qmscMx7gZMqjxy1NESwNsADPhHLNDRV9L7nH5uTw/8/ee7hHdV3r/3ufMwJsU6TpRb1OOedML+qdqjIqVIMrNm6gqZLBBuMkN9+bxAUbG8exU9xtTBcC48QpN44RkmZGI+Hk/u5f81trnxGIXqyCMc+zHz2DmDllnzOj/Zl3rfdNCbFR4am/LLOtoypmEyrHGMqmnXoPp0fXGU3jTjseybgtnC7f8Q+l70mFys7Dk/UurJ41VFJjFVe9h289QFb8nrQcoFW7ialhKg0PjWdxbueiwjOAeCkreEC55T3cyj+RXoZ8vSfZW2OIdp2g3WjuwsExq6+xnQvUp3Px6nta30+a+lS36eNym019RjbuDuqbw2T2JXn3qO9HQH0yTWWi+fIz9i2wKRULcC9cweIcWrB+CRb6S64tJN4MgP1A5LsyreHGO70CFOdC5ftxUx9dWsY8KiuYbaaNmLto5U4S+BmpGqDe3aSwAZv6LlAfClzWq43bKvLMmf64gi5DCxZkPFeIw5RnAL8TWZ3HSXkXUYlcTomMQPwyM6no5to/R88ATII+goWaGonFM9imUd+V7FfBaM3MwtZl6sPQP6oLENdzfOObJHhEgV9OD5H2I8SyBWnE6Cctb6FRASBocJA0vk7ym/lsWeWzXCmyzUKRp22q1NOCMGaspUUrsOqysBWDN9E8w3YVN9GiJpRWOg4zGQrmcIiHk6roxdZElf3a9CXreCJzi6nAjee3YrZn0UosAs+rx99c6AC8VpnoD6I+Bxt3BuZdiXzaqRB2DdCCl2gFDo48HwPcFe1H4SahXadI06+uUuE5ZamC2mxhK1fzS9b+dJTr+JiXnoCLC/TFZ1cs82w1h/4uhtNCJOWKntc2DRDzugVtH9Guo7T7hPKRv6K7I1BfaMwSTt7fc2TBqg9Kn/6XFE4K4TFL7Hzxxo951FJYjnamt/AyiY/JjBfbDh34FtACxKLlZm7HKw4WCWgJTwIgif3/a6jbySvtGMWu9RQ9+FtbfLwsMgq7E2NpITpmj4+ZWl6iem9WoH9Bz2DFjhEJwC+csMbG83rf5QzMuVHrguuC3p46oDuRVKzl2j+FtxJ+p9N1jHgHUPzRyAEGkkykvFrki1cLTw5ZQ6MixgYmK2Lo1yJill0CuNcSSgHCSX3wmxEAIYps6QIWovkrFnX+ydp31ha9Sl+fEGfemEyCs/YlxOiounYAYU/2XIFd5zg5xhucqc64CQAyhckWUTgAIM9RazSlrYlRFq/H6QTs/lW5i7d8IGKWfdrSnxAePbqwqEVhqOQM/tJ17+BFCaXEGMzSiLoyjNBrABr3widPccc+a2zYEkrY+xPSs8OLLWsztaZaGdVccoY72kop3dq2X9hDw3DuYmRC3PHtA65HAeQ44D29J0spEX0l1VWSqpdoyz7S/C7X/CbacRWtZukUXjJHyOfBeAaNHz1vsCXPrdDYOcs6fuWnpHswY84M17p3KCuIEanE049vkKtm92Xi+zysivUe9c3ZmPWmPvW0ceE316c+JcY2LJod6rvvyqa+H7/Wh9ufQr67Rui7cCJ3IPUtZmMuqU9GvtujviXyKJQ9XViAOxsqkeQ1YDUXrPDgLwe6epYh+KGtC8M/fGbe7Et8F/jtpk1cLkzFsh+Qyf5TpT6068xmZyGH9anMtDhIqnah6Ff1EvHuooUrpiw9zVSuNrw6+N3iyFDfRW6kOSLbhYCLRc8Ah24ZuJKmq39HK9pZLLuVVWYKWO1Zvpl2HCU9h7nOM6QDwO8pDg5SbaUAqCgbMoK9nMrMLHX9gl0KS13PYU1xBjd1PE2b9mN6e9cgkBLf9hlxbcXiJZ2Pr/tvNO1Al4KjpOW3XH4tB5B5UWQT0GUU0QX2LsguLDMwlDLsCZnSShWLH8SOMj/24hY0A38SU628dp8GfjiZCusmEjzO9RyVAwYorLMBWX1xTkYj7WVa3zR3FrVwMcYdFT83zWtCM8+C5ZjwCbvTyIrfFPWphdvv8bvYxTdDWt9cUJ/8G/kU7ARTE5w0t5Y2vcVMLA5SNHd5lSVou5k7jhPLjzVTrp56W1bVzzDWLHgYi4p7TtC2I8TSy6tkU0RXjnebLTKCZIXYcE7XtIsvW88Szwf54PGcLV9XoI/IKLCfOZzIXnc8a9Ufip/81hZNWrE+M1W++YuFRQ3E6OLQOYNFTeABuFl4ujR18CzSXSPfCRIrB8Uz4vR+0/I9UjRp6xsVwyzwIPxPfUMETXd1LoXOXRB8U+gft2Cu3VlrNI3PiYzlNu+lWon6nl/Yc6Jw+7AYSVmiaWtspHjjO1mmeubMwWxLsOAQpSeFBd62B0n3MRhc+5ecN4SoYHBgJDqyiosYnLzW/kBZu/DkV2IkbYkB0KbFSAI2K0TGzJGRCsw9B/BLmYGNwwlt9bMcUivwmxOIenHXB5bQuBAbYwnvCTOr9rQg+yWx1DMCx5yyRhICPkjmLt/LGbyAZAo0WYW3QACLD4Eh85t0az9EkRC9akYrcCpgO0nj8peIvpoY7FhpqXcsLGzN3fKpHVVEwOBE2UMHFxc0sQA9r7F9ny0+ghcxArD6na5mB6Ya6l1UF8gy1ZYEXxP6J6yhcZhty7ZTyvI2ij2KEu5d75V9WTDCTu9TqFyalheA6lFHBWTt+5fKv41oA2gSI1fPGgIktxLrI5oPAPWRpjepfycW56vlafdkpD+tHObuvrrJ57VS/m42/Y9tVt6XxpOh/dIgM3c5xnr8WHR7D/q70K6jisCLxFDDUF8uQGXHeUmcgwt/M/849FMYi+ZA4pse0HcZB96qNjgbPi4/Zti7hPr0dxXyTR93DuxdSX1zo/Ih9d1KO9/N0OASVhspl3oWrsYGP1hZ6jyY47e4iC4pYZEP+ai/zQHyLbtqR9/NZLLPvYPLXUB9lxKgTEplvaRmD+d/iVTtJb4XSWET+l6qHcjVl6DarA0gNM920oNx2LTzVFbHECnvpmohK5vlXKNeZ+Uq1mWtOcQMVw7z3YPENQC/52DxlG1DGxhl+aXVklcT04A3lHbMkIATN1YT1w6u8VXSe5isPZHVeQKWLFTcih6YhmrS+C4mUHUNYcJEy5skmznjqzBUEAiTU1ozIthMId+1hoxbhkpU5vOasebT4GP4IV6SIWHeApjHB79E/wzmM0nWDqH5TUZPkzKC3oWBDCNeZWCbkJfkNbBgzxZ8oK/E1bm8r6u+5GZGBvPsMzxY+eUMDO31x5RQhoYZTiZVuThDJdf8LukCnjmNOl7z6wq9l8Wy2dmKFvhZxHV/YTPfBnB4WAGLYLgunccWBo+S6v/iYWtKiZjcnFLMsm+0hIbt0URFZNS78z/K+vjC0m5GSicU3aeXPfwPoW/cGcNkOWv43APBL7nWd0uf+RcasYTHXOGx8kc+4w1uzojNUXillE6KzqIOXm2/+ulkyJZxl8pt6HwFAAl4SQqlpMiEY+f/mepjaDeKYp27ZMP7juikFD1rjp8X+75zxMa88aS+9SVEnaoXF6w9VRQaliKjYijtiE7oew8o1C4eGcCCfIIb8WCRZEk76fpc0Q7gB+/rQeLZyVgLk9OxGxDLUz3UYF9UtFLa/hdmFTNqi4xhogPwZGjCGR+xbP9OYmWc5u3nXX3DyxwPITfqPVQbIKb6rJ6PzaEkHn9sEglZ7khkop+NiaU2dGpJSpExMXJOU/8CVZrRqFPrRgcRuJoGJBBqqjVs+sIeBj5M4Kvi41J41BVO6lteoCrM/JRbAYHVS7d8LO1ICLHRitio9NTprPy6LL2TM/kq1v7JEp20xSfsfSlHfFTr2UGxptSFJ7vMVRx8BSjdjFJhwt2fuF/sRLMWDevEw3eoh+R6MMs+HwtlNSt+IUbHxVgCNmWPpZbY1iLRwSVmpby8voaYajASveGVBa1vkLpf8YHdxFiFN5WOldrqZG9PN4LftQL9rpKh90OGC8G4Yh3XPoh9fV2n2Kc0fBwNUjRGHiL+XQuwtdWzEPtgr8Gi809EP4Uxp9SnuQL/5pf67iLfzgvUN++E9qNEvtst7PzxUt9SWfdjQy71xJqu5SzOoRKzE9Dws5QphHNFfdP5LePbed3yzmWy0HeP+n7YUDKiwwrGClLaxQV2ctjm9zPqewEVYGUZp7bQnBnS+m6gBNqw8MwVJb0nZB9wuuqP6DfDAtMzAtHScmJdT9Z8TNkamus8SB3PoTmNUqKqSw/ymtRnkfv9FFgaagbCoc6nSct+5kSHcQ607QtqexzW4iS3mta/jr/sPkq7T5KWt0luI1E6MPZdLhZFKVLMSH+zDX6w7jR40W/GVE2MAVRLgECUDPzYzPBpLUd3AAAgAElEQVTGAGl9h/SepsFBbEpEGWqQtL5Hi5qAUXk45ss6+q4OZlMOKzo3zavGj4XcBpJbi61HqHHdLvJpZgH5Zor3bor6HBlXTI08cJnO6xwkr4VveRenGpa23cdo/WtcfjOeqVyuprahb2fZKkXnYWZqP4Rr367jHDy/9X0sGTW4sF4UezWt2b5nxdi/ALqk2AjAlapxgJato6s/hKUzHzy+9KG/WcMpITImYLXnaPa6L7NWvF++7R8oK0WBZCbKNn6cVVjDowLmozDbsHdm9HJj6tM5Ob3H0LZPjAybY0B9KVtk1Bo5Z6rrV+Rgkx5n8BasOyBFJ8TwsBMLQbFNDuDKuPxlhdbFuwe49SfLnh5FHkM/0mT++gNcbj3R+JlxC9Z5Ilmhy/8W0naQwj3ZMch1HKHuMN5UiAoY7Ea1bg61L+cic4ftsVNCHE4WDmYMDskOJxiesERZj19kVMC+u3FLf0Jb9UyWBm1ROLhXC5uXtL1vi6XFaMIRTlr7Uxf8XWxT4AcbFGOYOQFP0C1/mZq8qDgBh6gBTTGbMQsYtaBJteFjKTyO7BcHzIbnJ8XwWC6crMFPDH5O7+Z0TkVhc/GDHwrx8xKGW6SKNn9+H7ZruniDJx/QLpyQIsNWmKvYsLY6ymMwjBv+d4GppqTjNWkgLYSSQmTSvO10jmU9A2NkY6b4MXbS2oFIObVL2/yCre8ck1LH7QCrvm0cIBwAKlxcFSqxaCfjjpLGfbThFVL3KvX2k7x6lBD1THyTwe/61HcL4t6NpD+8ym4etlbeQ1Z9wBS/Y7T7axbjfpL5uxwm/j34bRoQPr6VrvAahdfOPxHd9WOOAhtug/rUV3vVjFPfj7+w8/Jxj/ruLupD0ptW3jkjfJWJZZd3UYD4B5MMK+CCZgxwL1xDC9twfZldhNWeGORgmmXkYxadl8Hbspt4Ib5k7pGv/K5CvgvUp7Rx2Vay1EwqukjtHhp4gVTvygrsIbktGN+nnBvqKwPk4DQScW2n3UcBt2hwiHQcJGVrmBdLBVqqwJIoR6AVvaTzS9L1FQke4zqP8NJ2oizB1bby0gD0qww5zq4Mi1rRAlTAdblG5O0x0nwA7fh7B3Fp3nuCFzcj3RmruPpXFIB8sHCHn81vc7keNBdVMXtGmDTcyNzIfVY8QVhGG/2w2ss4+6ntlxRMVnRzq9/nuk/goXYdVwTPoJfGit9jgajawehrGvhdCWYqMVO9Ke8RHR0rEfkANXGPvoua4bV0wutR353Ke7dEfVrmpojVmz6MvMcCTj/XtJ/2HmXhIqfwDjHUIjNrrKx5zA5Tx7f+nnYcwn7Lzs/RBqbrJFnzPmdqYvnmLlbdJ8JdvdS+zRlBWU+KpG0DSW1DhJRvVHQdw+rQ7sGlW74R4hPAftbICMBGds/ntO6tkqf/CTDGzD/OWx49tCDPi14pAHvKcowKVLuvznvTHyuZNJct6Nt+aY1NWENjFaG0GEsCPuU2Yo4f1VVm6QMlW/4o9f+fZWDMiQR13hn+lxgd1S3/f1Tn513PL1r/VelzI9ZISohOWPuHC9a/B7cKnh1MlNHDZhiQxs6XryNtR1iiNyIBccU4uDPR3dGOf3FQHvTDwd9f3ube8T9iJGnvG7ZG05ZQ2hIbtw4kbNFzFaFRW3zYhS4v512hs8v8TxCVRYHmnJi/x3V/ATNTgb15AK4p20XkY3JfbFwIjwmxUSk8CVSma9lNlA4FvIngDaWShccqYvTyeqd+w6dCJCH0AcSmhPgoa/Y7r2/dC5/8mJyucnN6F6evLHz4kK0/5UINNmF56hQpqGPEVZW//i13LG2Pjrt2JMVIAusz1U4uD9MOgPEqOl5zRiZdIYyS928ffsC2nuY4icmNnZlauUwXIYrqq3mNV9PysmtgEpDbtuOcPfLd/a5HaI6Nh2Ng0YW82kdyq4h/gNb9F6n9Dan5FZr3FjSwiEgAaab4adw3pr7ptp+3JwDiq7AXFG1R1X4Cn8/tx2jXEbx1e0/j10/woYQd1KeIfzfHbEuvclT3qO9uQb5LqS9jy3l96pt9H5eL4RA/auozXvHP2aS+uS8fnSPeu13qmwt9r3AK/GZW6CtiQp+8WTYW52M3UUEz9vgVLaeFa4gxgGiEvXazjHxX5uzd5B7nQeIrm39Im/lhZu12xUhKAHiARsW9JLCTq/o5CbykCLwItwRmPMw+9WEDITYZ2miOg7r6afAQ6mxdg2T1F/j9MdZVSvAczHLIEYl5E7/6j1jN2D1Egwd5+5OYNqFmjXDXs0sRCCp1WKKJQh82zpWz3AIf73yONO9b2HEaayNhSQrLdOtDuB4yVdLG10n3KdgLfmPduA+LHlUViGHotmLFNLzZRj4NUxSBaVGFY/HNciqXxnFBo+NVDpwcUwOp2IiR6w2/Ip3HOXTSO0UBaPNqkdlkrrsBnk0rAQUgMfrQ5wk+DWBxrHVl9ihT301Kf+o7GPluCvamw9KUP4pWYMDGcvwKm0nze8yt5ASOhtdQjJWvDr7ETITHafuXHLY5yR2kp7C7r/EAzavDAAMN+wZBj8rtEv+T4vbvgLic4fNSZFRT3UfNG8jqD2g3XMpj2Zv/Zo0nUbYKj9r6Rhd3f5y1/O2SJ/+FKQuxhD2UzN/0SVZuLdWxdTywH9qlXP900FKFx/R2N6cNGNfsk6IjYixti4xhSWRs1Fgf57QetDwxVhWv+501BMCJtZfOWFoIpxz948blL3JGL/XvWrT2WPmzo0IUYGlSiKULuw/wpiqi96CTkNbDa1ycmtGdbRNt+xjNHmGiOo9gBTIep5PFizt5GVHU9sVFq61bT9rCSRbFjiHsEiBlCLZ/vnj7iIjmLqMipjIMa6qeZoYifk7rUuQ13Nf5iRQas0cnGfUh+AlR+QFsZBRLN2PY4+eIJGFr+qaBLF0AYUP2otR7AICpzkOLWnSbDgJ721lcoRBL2SIjYnjM0PASZ/TxGEDnUsDu8huKH/yjMJCWwqOW6ETplk8UBU081mHWlHTvK4uOO5j3KQxdbSiL6XgKLGR1Fwdfl2KYEgHnZdl2ZpnUS5XYpig7svB6Ob/OSw12uIv0LTst4bMiBnhMiJHhHO82LGrFGk4PwTQ8H8mr4ZwhvuYXpO7npPpl4omS/OVYL8oMdViD3436+nQzE/HH4geBe114w5h7uTWfIOxhlsNRHoXu0yR4lO8+TDy7eX311dly/rno7h5zhHy3RX2LNMzK5VYUv1ujPh25b66QbxapT/ZuMWZ4D37OKoPdo755o76Ci4w0I6x1iWwI3FUgQyCsp0l+CylejtWeBavws3tZMYtzmGXqu6yX7x71zQP12bCsV8li+rJtXFkvqXyRVu8mgReIf5eisGUutD6lpFDB1RGJrgwBzxtnRXFHsSRszZ+IOYgVlaoiljluViD4rVOg4ncSu6raDxF7mMDLgQkvz0KYPiwIbDmyQCcnm4tUVcGhOZ6XOJ9BrQYzJNAGU9F5hEpbs2CneheFpXz3SbT07D2haDpAcqu5HAFexanLMxYssw1+SqbCAfrCP3G97s4EwU1BGmay60SkWXgC5stVkabX+O5juLbuPUmaDyiwG5BVaWqvzXuX458NFS29D9VCA2taw/pG6WKf3ly2882bxHcpJskRCBrMpoOrsAAlGjHLUM017qMwz92nsB64aT/Na8SAAQ1QBLNOKW3n/btIzW/I8neBDxWdx7E+GR7n1aBIonYBevEaCdDlAfejLHVgFF0oY2OG+p182QbcZvA47Tq89MG/WLH0MQl8ZY1M5HR9RGt+Vfzk/9jCaWtk1BVOlzx6TJFfq8Cr7GbGLdep8LRnzGlkh1KDm2pduuX/5QglLdGkPQLENW4Pnctt2MmpRU7n43Mrix58zx77txgas8TRVFPsS0qRc3lNexEdvf2KdV8VbD8rhifFUFLoTxeuez9L7+OMrIZTxWw8dPiTK1+vaPsMTT5QPz9GfDuztG6EZIP8BCAHB6d3LC5vsz37DyEyLkVT1ijmrZtjGL7n6R8v237OFk+K4e+t4bRzx7dG7zNwo/LoHeoiRcsXdXxojqARC+vlw8HAL2GOAQoC+E3YYuPWOGBtUoqmc1tewpxDPRNIWXYC8OdCmDpTo3rdR4B8Iub4AblNsEy/740r9wL580Y/o6kqPq++8OHPpHjasSNhi6eFR48vBPDTuxZo/YUdB+z9GCAhATSGRrQ1IbSJ0gd4A7BfVWFwvz2edoZHHaEJ6bm/LhbX8ionvsvQydPJqT1UjjqAe0NXqWvc5RqYsAHH9o0Kff9c5n4Sn4yGNE40y1E7iLGOuMKk5r+5mr00sJd3hlCi19nZd0NX0+5kzJviTIWp8sJjllJ4G8gnB0UGqNrJo8boRa/Usl5+9aekZ5CDj/HgKfxQ7R6UK8+5ypeI7D17j/ruLuq7DrDNtI/LbVq5/Nip71L8m0semwOYnFPku3XqmwPkw5HHfs5mhh6z96Ryj9/SIqoyk8JWVPwK1mBbF/wNWFbOKLEwk6ywpGDGak2XXuHgcjPtfEvlJsDbRb7bpL67q6rzqiO7/GKyQo6ZK+/m/c+js0v1y7AyowXNwDkYeaesQOkvZwYLO6dZxVwGaZ4o6TyE7Nc1tLDtGFceRCMWfCbwiYWHY7Bs5Nd8hN8id52gsLyQtuHCMacCGxEBhJiad/3BDEJRvOKABo1VvOsJ2vI633kSPei6TyvaviTiI7Ae4kyVXOObrFQJK+5owz7e5IXD4GSGVDP7TTgqrZnPEWcfAq+mzl2KW1Q2gKn9fzR4EtMIe87wy98mufUUcBo9Qm1yetuUE+bVNzI17MzKQjblt98U7N2BhZ2ZjVzD4OSWx1S1p25q5NWS5newPDh4ku86yTW8SvTVFO1/HOj+D6thFYazYy9W3eusFfAI6fqaaz1AcxuZ3uVQqK1Y2pddscz/lC084sTuLwC5SU1NBBM41nxGUYUeXPb4X4Gs7NGxCgCb8OgDHX/Iaj5QuvUbOzqyjAux8eKNf+SMDRzAAKsdZfV7fvwaRcfi+zIpDvJZsCNnnYrYHad1Ub3f2Pk6MJI9MmFFQ5Skq/+8sSpETfi/xFRZuuFdVyRlD2OonRhNSeExx8CkqeVlhaEKPi4W9pwoAVyMjQuRpBRLmoLvosON3snYwwUsxwQoF2feTFZ9RPG7lVOK7hOcqw9LiOFQARiULkxF1/ngBl5Ytsa6dVBEwW1ExODyJHbZRRIAgSV93wqRtNiXqojDwZxb5n+CdQ/6MNShaOXS9g8RkLArD8U9wD97OD294FNEJXDUEk5IoYSyoZ8YPZzWz6MaiRHq2Gin8XAFTYYHP8OMdYxuBwweF+D5sTFN025Mq8ep82NevLG6+KGDNhTuxoAnix/6IquoEYCQ0/nze98RcddoHyrGR/XVz/EGjGrgDHiaJcF9AkvsQBDd/s0y2zrCLDrxYml8KNhiW6aX4l7c2uW7hdCIAKQKMxAaXuJ6hNf7sYIXmA35zUXyKzl7mFTtxhqNyt3EtYPkNipklEX+R+2Xyg90ctefk+ortZ6tZY8dk8LflW49o60McwY895mR/jBD0kUt60nbxxS/RxvCsnPMyDnJjF4OU0+YGOAq+1nM41QZ6vxz0d097lzqm4OOvjmkvnvtfLc37mTku6uoDyMQMtS3uIC5etrQIL5gJS1cQYtaqdGPctDSMnzOjPf4XUl9N6Nn/pBY9nsS3zWHeRqACRjZVxYklS9xgd2Y6BDYhaGOqnKaA2BTQWbJ3+UyJNO6OFc/6fkMA9MB6lb+kZQEOUS1clT8lExtM6/LkGFwkLYf4uzPkOxi9NzLuclgPRaGrhTRrV4p4rf+ju204R0+eBhFv65BTIcXHyVKJ1Y5Nr6OdhRB1vvX/DbNq0e+ymbJELKrp6zLzYH0dyPcwrpBoAhTJan/NYsNOEq6zpCmtzGJARPbrUywurn2vEz2A8MDuZPwBsre9HFnIJ9MfTOGfNPYTzc1NHaa10qbX6PB4+xriKNc036S24S6h5qZu2A5pchavOpo06vsjmUFzM37SP4K7GiVJVx0ZPFkV+6wRoZt6CmSkkLDysbd6I645gjPRL+lD//ZHEoAAGDSQHRSFXxvQf2v87f+zYrFn0lHJF328JeKwnos1tBgdSUrDHbCW4ZeIloyas04+18Y2OZnWPlrO+wdaCcyaY0kbTtGNIFneL2H6t1ZprrC3nftAxNoiRmdENFqBfY4Zmx9EeCEep9f0HW8aDu21Zn7U2IsWbL+9wuMTM9EnMAiYU62ugEeaD+EZbFrT9G2o8QzgLChl8PrkEyozsurHQ9UdNieOiVE00J0xBoZt8UmhFhKwkiGtDk0bIuclRh82vqGtYFnqUpQoHuqnRS33df1gbRjWApPottNbMwcuYT6BDZRUhSNVWzhceOKn6FhqQELp3ltJaIpAAmwX369tvcDfFo0LTLBEJ4P/zQufxmojzN6WdK6e2FRU+HWQQG1u3FLeKzk0c8VBU0L8TTdBcFXpfionQmzUt//6KpYRasB6Np9n76qMPiKEwE7aYWT2va1ytyBxjYGzDCQsxw4NhsUA/H86oadEqB4KOGMpcp2/FPrfYIoAxTdZRxEH1CoXdTkJ46tXOBl4t9Jql4kjifxuyqta1oNp1sOdeABJjUOje9J145/2aOTtsiYJZZ0Roc1VVGidtCZqPbMOOUA0ZV2k7Yv8YunruNk3RDpOcF1HcM7Hz5I/XuxgsDoY+mO96hvtse8WXfeTGDD3FDf3GY2zAb+XdzFHFLfkjlJZr+TkW+OeO/CmPGOvquD31T8XQmeI6wsYYlfuBKzoYtXswD3Mm4pwOGMtvldFrV3D/nmeVyquakrEGPMG4gfqA+zHPjATpJXi3SUPRPId1l234Vo8kvwppjmOPB7awAw4BZYKHSeJCVdnNrKZVfAEZLscg4A1bwJE9478RtloDVifwZ7/7Q29H25yWz0bAuAIqcSeGUZrJU59w4W1H6EWc/BGOKEh7NUFURfxcMavXuQ9RyeJM1vwhoOo5NhAIVmi1yOncXozTLy3QT1IefkIKrxWh9tfI30nOQ6v8BkwlXvoQuo2plxH1XbMuynuqJPT33pby5G5F2XD+8cce+26zlva/C4fQvNq6XN75Ag+q9gUHXTGwq9H1fA8Bw9y8oDJtHZiaGGNu4nHcew2g1Ww6s+RjMtlRN9QZEhPXChl7m3ijuGheg5SyTtG/he3RjNKl9L2j5X4JcRJ3Ie/rsEHIIRBWhWef+adxR1vyx54h9SbMwSTkuxyaLNn/K6gIKBOqe2ME1Pmubq6cxIlBfK/2QbD1SBPJzOZWp/RYylHOGUAw0kE67nJw01EawcNlbyhkDx5vet8fHyvlExcl4MfS9E/2XvP69r+UWW1s1X713YfdKyI2GLjcALK6JjeT3vMT0H4/uIwUOVLsbAdmpeR9oPYvCm/E2Kd4B16LFaUL2d0zCbR4zIWy489WdrdMSJslvKDCCHvixJMTJe0pewhtJSdLg0OuGMjGa7HmO2MUzRyl95X/BD7AAMp83MysU21eCHPX7RcSk6acEJHHf0AV2nlA3PUyUDHqMLfuJGmJRHc2v0mz63xZMuDFSckIlRiqR1wOGsZZFTebD1UeMq3/yp2DfiDKes/YmKraf4wjoutxF4rHjDHySZM1F4TGr8z/GIlz7mxuQsDb5VHh21hxNieNIZ+tdSayfRVCPy6QOovmqcFCZE4+VMcCkd+lW/dMaSEhB1JO0O/TPbsYmH4zRUM0724x2e10jFp4j/eaRo+Gl/Gq2Y1FNIjxeXKfZGrIYtfPADcyxtxXLiSSk2KoQTjmf+tSCPte/OgNYn8oZKuNAL4KPGvIlgoswpXrZ16R7k8Q1ynHScIIEBJGf8eqLqHvXdrdT3A0XCGUG++fBxuWuob87Y8h71ZZBvNoW+y6hPBr9s9htY8BU0YXQ7sF9hK3YILKtgEX8z0lt4RTtf9s2l8918JvuyqfGDqO8nUNh5VepTVjDjExv+vrybBnaTqpepf4/C+yIpXkWyy+iFZLwZpr7LeAyAyqrQuKg7StG45TBpP0LXfERKOwBaWBlnOVUK2HpneZB2fcmcP4/RjoNUepIsM2Mqlxx0fm05kSjtmTB3pvhRJfN6MfiIYztteot2MtvxzkHa/ikvPMapHRiRXPcr0n2aIhOe4Jv2Y2uWspyirYuYMYyZV5VvatiInpmawvLaVEvqXiFrT9L240ylfCMrt+EiY2NlnXQ5411JfVf9zY+F+maT96aa5WQt1E3yW2jzG1ww0+NH6l7j8ht4OSFdjWV72IEJC9y8WtLwKtONT5DuI6ThNZSO1SxRHQ5YF4AFfXbVDktk1IndZSlraDi7qZ9UbODWfMZ1HaXBwSUPnTGHsVLRFktVhFI5ne/fV/vzgif+AXRhhRV8JFX24Md8URNel4zvqOsi7MlDOzV07gsJb7zOSTGEwG9Y/SsAJGTLKAplzh3/NFaHMSNED/9bX9j7jnMgbQ2fk6ITgGRW4KLIqGn5HlQXfdGs3jOlz47Y4ikBoxcShRvezcqtY+xhz9QcImQ6qeUhNOntwQB32v459cRYJh6rtET7U6Z0ab0PlK4Ut560YVJCSoinMYG9PyWExsVY0hwaEcMjthBqj0J0RFfdRzU2TueF2ePyl9/X9SfAQkd4vCLGuCuamjJ3AQhMWiIT1lhCjANDjtojybzW3VnAWhi66ESRTVepYJ5JfGGzbt0nqDdGxnFuIwns8QsP5y7/BTX6OEOAw/pY18LSVQWPHhIx3h2fULLl8wW5zahY6ny5na/aY2OOvnMi8FXfME6jUuD1aD3Km+pKOl53Ys/huNg/bn3yq6VCL69hlwnTz32c2sPMZhycPgD3j655pzl0VopNwMELcEv4n+E0Xl6u28TyVDs1VhHhcYUvQt1x4osTYSsx1qOEiNtk1CcX2WpdwrZTEqYsjkmRRGn/97ZowhVJ31e6kkmyP5z62I7UDtap6KPmtdyqj/Ad0cUMjbrxKzwOPlqDh2jgF8RYhd2V96hvdpHvjqa+y7TBu4L6ZnXMO6T9RHhvHoS+Wea9q2AVY79sWfETSX4TV7QcwI8WrsBec6CgmdH6roC3m0G+q7LiTVLfPZXv+kNpns5jNNvMXN1hHV8Gj2n5WlK1E/881+wk3l2ksBp7w2anqnP64HJKMWhBaeaXmXnfAK4Yer9mCslRrqwdGWNZCR6JxpmVU85ZelmQwxAJDvHBg5zzOaLNUN8l4HfZXqbnLqBjih379Ficw0JnhDS9ynUfX9h5guUO/5kTt1L5m/KW/bSTJVD1nOSb3sXvR1QlqJsBPc6SpecNievKZrwcKxZZIdeVEaOfNu/je78GWOV6h8jKP6DfA1bJ2q6X5XBLyDeD1PejUvkyg/WVMUsMCwAD3/o+1/4BCR7nek+SlgNEW80a5xB1OI2DQ+sdF4UFccMBfu0hRecRdPhs+5QCjQMM6JxE6cBFfHbFEtdDZqC+UEKMJj3P/5+2KU6K20nPIa7rUFbnmZyH/iqGMJTcga10ifvXvMV5dxU/8Z0rlBL7xsyxZOljR3hDFbPhQU9Rmqn3u0B97ksgUMdUOLVzoSxG5Vhz234jYU7gsNiXEuMpx65JbWUf8m0uNqeVPP6pN/K9NTzsiI0JfWlAU1c8nb8qDit46gfwO10WHrWFz9sAup4fL1n3O9y1vgqvr8qBDXhomOmgpe1Yod3B2r06jxJvjBhlDxLUIfGdq0XDTK5olavv7wLuawLD1kNjQnxU6J8sCY1ZIgCcSWt4XIp+646cy3Y9gWW0WC/qJnkNC4JfWPrO2pnaJsbGMbIvlsLKWIA3oFZMdYfHKUs4KUX+o23oxxZfNK1lgekqlwKnwqnQenI3fiFGhgFxUWqLJaTwWSEyaWgaIDoBr7uJldGqnOathx3RUScgYnxU3PZNVl4lya3htYHS9b+zPT8p9iUccaxW1fl2UDWAHIAlIK6I4BdPW3ck7fFxV2TkfmuQamvw9gAGhp9KH0u2cJE8n0Jp163+jRhP28KpiviIIzxyv7gJ3pgLtKyGU8+qJU11vPgEFiw4o8S9ndgeJnmtF7U+bEr0kaXlxZs+FCL/MccmLfF/i8/B5CSkyOgSaxe7mae19t1mm58DvUY1PmKsxIATAGPzFr7tCw4IH/23TpLer0jwKHP4HCT+l5Bp71Hfj5D6lGz8QOq7siL0R0h96BGqmyPqW3x3CX13CvVd8YTFcwB+eVONfPlTmQpzQHqF0+REFt2+tCSjqsED+Aud18jS21mAu7EKPT/kJy+Rnwkj99bZsuRyMJNrOy/ojdd61bKbQ7571HdrwzyV2ndBhbORZWbseQMaxP+10rJeEhigVXtI1V7O8wIpWM4MXcwkmyUuzA71AbGgbydmJAjoTumJYgFnzwkueIau+YAvC1Km1GGOH0ALHLbtIYJ24UdJ1yDtOMzZn+IR6iy8UszYz2DU3pWuniKSnuxxosKnUUxytwApcY5nOIAl7L8aot0naNtBIj3Gw4o8t5Krf5MGMRkP69MaX0f/dKXEal9tmfB0ZSZugemHM0F9t4B8DMBQwbNycsieUqCw+m94lfQep13HUYlqfpPmNVEl65/EhfhlHp5XlJKqpUuPQbjYFjg9M/AnS30o99kz0Q6wws5t4pe/QzqHaM8gD6tbmHlTPVM/JHQ3AfDTeFB+yasm9a8r4H7uOo7fLDS9TfLqgL54tQu4CA0VcyRN1XNC6ByiTnjYHjqnqu8nZevImg8UXYNc11Hlw38TwkmB1XnadowtW3NgUe3eom1/t8XSllDKERkr3vzpgrxaTuOkRtmv3wkHQDHj7lI3movmNAwF9cx/xRAwdLxqiwAyJbCrDcgqfE5XHc5S2ykcpLa6sPeAPTYhhFL2WMICTBVNOuLjuS0vY+uab+fCnsHSZ84JwB1sW/0AACAASURBVIThSVs8WdjzlsJUReW9IBi4GA94OfMmiq6egxy80TqOcK5wFlwyvYfHyWTwZoCjddxX2mbZOihhUHvSFjlviY45Iqj+maOjpYC+0bQYTtgi38MxaKuepPpKoCYKCJ3XuiT4R2t4zI4FlizIIZY0R9OW2CQQoDWcEqPnReb5CS+0hRLa1pcxpETn43V2RsuApgE4Wa6gVbfxc2TF8KgQSwhwsqgQjutbdqOxis7B6/zE4FtUsCL/oYMwJzY462iqZPNn9xU2YNGs3p8bfAt9WaNj1lgaEEtXG8Zrganr3gXG2qLg62I8IYQAF1OWp85kA/ippq6LzkMBQbXo7YkHpnHpGndLoXNiBL8LECLnlvqeBsSielbaqmc6oamGCI8RT4g4n6GuHcSymbl6smQImHmDh9e5lrkedmz/VsLYjzFniGFwfMKybWiRuIF9O+DFFEQ0WXFeM/HvOkPHskPkmxy5kVFrxQay5mNUtjHF5AQLojzN/nkCI+aNNfeob3bGLIp706nv9qw7r/XCe9R3LeS7J/TNktA379Q3txLflSObUR8GuIk0rwFLPQtW8IUr0Nwlm2U5LLkAirdY83lBr0MqK5+ivpt+1Rz18v10qO9S5LvWULtIeTepepGr3EsCLxLvAClsoPBatcBPkeGM8t7VBqw/nNvRXRPNDI9nrT5IKrqxjDOHcVEO6zqzdWGDX9dRWHBzHUeI9CxVVnDKCsZ1lox95ZUNhJcP1p4H02Kqpa4+rnEf6TxO1g4qgsBLGOfAzBjr8PfdB0nwNO04yjW9Q3L9WFeJk1mRSYFXSzPW5ndLyDd9aKWLD4x1pOH1jJVC5xHa8j6+tdWCArv1LFehvutt+TLqu/MKOzMS3FwhX6ZNjg21U85J4+Gu6P6SdJ8h3cdp837eVM18X7AgkF1TOy6I85pI/a9YlN9hRecgWfEGMTVysOLXWrAs0+DkNc5FjofskXPW6AhwlyuW0DTv4irWZWGz6wlF9+Cyh7/BpiwgmcgYrN1zVh+g7lDB1jP2aNoeQmWs9NHDWbkNC7TMKx8z3N1Y/atF25jLtb7pxqRa+VzcprZ9tviYiHLZuBSfdEZT+voQUTkVOic11RQ/+LE4MGqNYaOd1Dfm6B9zhRP6FS+jlOeNZ208WfTMsITiWNIRGjVt/BPV+7F/Dy60jmUtwDB6+PJ1tOMQbT9Mek9nBQ8T3/NYWqKTzSdFVm8Jk+ZbXN7hDv/dEh139CWFeAIj7OLAV2l7bMTcN+KA34fHLECeff/Q+J8gOVZqBGisVuStUHQetKGhy4gYSVmiE0L4HFCidbq5SxTwDx0y7eExbeveLCULLDGi0oUXC9hP7+W0Xs36j9Hehil+EiZDJFzhcV3TTnibA0VTYyW85bnclrJHDoqhhBRNV8RHzU8cU5TUcjrvgtzq3J63A2GA5HGhb8IRGVZ5wuipawS6Rh4zd+6zRxPm5xL2/qTvub89YOuRsROvmlqkKjcCMCb+eRU6AL+99v5/O4DZQqPWHd8qHZuJngU/aFmpp4al+UmPE9d24niWOp/GDE+01cGOQSxbRSR2LbFvtm7+TOr7R/lTp2B+7H3jWPX67PAi4UGFxonUBweg9rF20B9c86lHhx50Xe44ToInOUC+nmMw+OBpIn+uBnbeo74fHfXdEN5mmvpu07pzrio856K8c5aFvjnOhLiTqW+uizznEfmKp5xdihnRFePiNb+ZFq7ki1Zghjv8OZQ5bVkhO9SKW9v45XJcyU31Cs61g8tPhPpultYoZqBX0JJu6nuBVr9MKvfyvhdJfhPTA0tp9k1w4w+nPgxwt2IyVfAw7TlJuocUqz8nZZ3ooaIsR39ClYXPLuMsD5OOT1lq9iDpOsLZnyLKEoQTlZXcBPUhGaIPJ5MHYX5g9eneThrfpJ1HMfsO1igdXxLhEURNU7Wi+S2KSuBRYEJav4/k1XOZ7dhYEDzbESqHcyXxXXvwzFw0y+DnG17BjGx0xxkiy9+muXWIIpjhPkV6N2sYM7348w5DvjnT9y6X+6YGzqdE4Q3Ssp90nWbmLidIw695Yy2qH2pm+4mamwtnL7+Sq3uFlTjCUvhr0vQ6l9uAG9HDnNiwLjRHzKl8zhI+K8VSjlAKyERVM0AqggqMLTlOOk8oH/0HIJ81OmGLJM2h0aWtr9xfvbN061+sGEo+BpRSuvGjhcYq9FPR+TKCnl5Ocr/eQGcjrUuh9+d1/VaIjsDGAd7MgDrxMUNNiFezjjK9t3TDe5ZI0hlJ2KJJIfq9GfMekrnL9/CmGs67a9G6kxXPnrXG0pYwkNK4qeetLAASQBcMkHBxeieHKe0CZ3mQtH0CGEA7hzAfxR1mkONgUe+yuagdSxmLVjqeOGkNj9hDaRsgXHzShknomCxftmPMHgauGzHHJl07zir9zzKsxdxw+KR6oON9AEIxPCFhdh9WdU539bRFU2aU+8bFUFoMJ9WNu3isEfWjNSsz6qQYQeFRFDTnbjpkjyQtMTS5scZxeu2hUV3tToXBS2G6NG5eKykK6ss3f+GIToiAmrGJ4i2fL8pvQHU3t7Kk8w2AZ1doGPvo+if01WG0WjV4F6ldCq2/JPiGOT5qCwG7fl/xzNfZtvXI/zqMj2edez5kdaOLJdp7c5e/JPaNwBWpiE04Q98pXY9S+eLqA1Tr52B6TTXUsoXYnyT2bcT+LCnfRHNriREnJEtbqUD9DftRs0wNnNZv7H5DjCWZjjpqeerr+8UNHFq/MoCckSwHODADzg+xbCJtcgwJk/u6jvDYPn0GP0XnH5DuyjEXyHd7tZ1zYN2pmxp3B/Ldo745p745Qr7Zd3C5KeqbOgx4oJa4vBZMby9aNdXjV4LHiXF/t8KoVzFxuaEvaPEtmLjMGPWV/ySsXG6B0CwY0wd0V9FDavfSyj008Dzx70LwwwrMW3f1vHXkw4JSlUTUHuodQA+MrmMYXb3mQ1Lajs4uOSWYladxUqWTmjejT0AXCwVu/5JI2/HglXK4wk0IfdhMaEGxTj5xrUgc20nTfsxY64H9fkWCR7LEx9A+1OCj9b+mXUN8x3HaM0QAAnOruByRh+NE3Y/F9yl/QILfDCFfhs0AJIBmYc3dtB8mh+IEnuCa3yZ5Nbyc/66+SaFvetnnnRTPMI+8dxn4oUiFchbNa+AaX8d2ps4TzPd1vyKvmXmrSGjcglV5Tlz35zeT5te57lP4zULnMdL6LpFz/DR2jlmbcCpHjmebNTQshYct0YQj8q227mVSvpl0HaTdx7OCx5ZsPiOEUbayhBNibFK18k2FN170xNdiBBgDixtLHj26qKCBytF8mOZ3hdB35chIfx5O7TO0/0oCqAsDk6TQTnPHsLZ2ByvX9CqMdUUb33XE/9eB+QrnAE2FSNrSN2pseQkTCL1RvvdU0XMj1nhCCKfssVTJune53EpiDGCuAMwAJgq6qcGDhYhtB1EF6jiK4o8nhtylk9MLmCpo8AHMLLaus27/pwNoNjJqjY6JkUnMZEcCTJWHkyhIRsYqwvD7c8rAMws0FrQi0/u5wtULOj+yhifN4aSVpcwL06jPCiM2YWMJhNZ42h4Zy2vdC+yUBZcGMEnjY1NRjVWjBfWmtR+J0QlreJgZqKZt0VF7LK1veRnNP5lbKfx9VBQ0lDx80BFLO/tSYnTU/MhRRX4TADynd+R3viXFJ0Q8znO28LCmJkRygH79PNCdsbq0801bDFP+rOG0/ekzD4jrqcqJqQyo4NmZS4qHxa/DVPjUTbul/qQYGkNpcce32d4n0Z6K8TyHuX8AftXU+iCxP0GkJ4m4lVT0YnYLApgHv1PAhMMaXu3DD1VjdW7X21IMIwRtkRHLU39XiD3YUYlx6rel9ek8U9mAU8hq8KE7q9pNzBvpms/Zd0/HSM9XmNzYPYSRJ/MPSHflmB+hb0YlvtukvrvOxOUS6jP96Bv8ZpXxlprIkgu7uBnjlqs9c46Q7w4o71x6WYsd40BYCOa3YHdfUStmuMMfAwC/JYW3wKhyCPutUd+tOLjMGPX9BHgPx60IdBiT4GAxfWVYjlW1k1T9jFS9hPaeec30ZmpEfwjvZajPRlXlRF0CuMW5B9D7AWvnBrm2L0hpJ59tBnKgywQKh7pUINZNtO1zbBbqOqHoGKL2Z3iVi6pviHxIfVRlZWckm7tg1BvVVaI1QvNrXOdJ2o3Uh+wnPMY0k0rS+g5+V42mL3/GmASDl88uyyhmKPTdbpHnLQluNya0CsAMmmNFUdRQQxpfwTrPrhNc8BS3/H2sMwRSVU0JfTdp7nKP967JfrCkdrO+NSC6etLyW9J1HIvZOgZJ0yu83o2OGkB9KuarqWWilsHLAiGPAhxyHce41v3EWJ9lcGLnqt6GmQc5FUu8T6DmFhqVooBPaW1thJh76OrPSPfRrO4T6oe+cYXTAHjm+IgQGlvW/EqWu694699tGAwwZo2dK9v8MeBWltqDWXDaGyHfRcXPRVHI8hp6fifEkrYYaz+LpKR4WlcXWaQVgYsUBk/pxg/FvoQLMCyEEe1iPOEeSJmWv8wbAlmBXYt6T5RuH7XFJ20hxKr8nrdYGJ0bbzmdD20w0eDUTioeZK25X1Eg5K6T1DNAtT4WegH8UIm9iAaUsxaWrBGe/lqIJ+0RNLPB7PJowo7J7OnS7WdtkXFrJA14bI98p3I9DvCGljAaFy1quT/4oTUMxIVtirKZp3VK9LNExkSU+xJAklIUN6uuH+CwwdLLzFSwRpFH8vQC+Oke/AIrS9FbFSbknDU06YiOqusj2O4I4KdxKHTAUbXFD39ijZ0XImOWeLr0scMLi1YtNFbDZJZsfE8KjTvwADB1Pbc2ioF7BnhtAN5cxR2vAnyihhmZEPv+usy2ns9h+ekaADm/giX4wfFwegkw0rD8RaBHa3xC2JG0RM4tdjzMaZ0K+LzK5DR4KbzZzRuJ9DgVtlDbQ1zFevwNJkNWsiJbG8VyXz92J6oEU8d+MTQqhJO2/vO25/6+SFyHpyxbrWQKNb23M3TMH0iNQYjE6MHjN29QrDlIuo9z3adZqedp2nPqHvX9yKlv0U+V+uYO+Yz3qO8e9c0i9cnQtZj9zGa/hJVoXhMtXImiX+FKCuAHq9ubst+8Nr8B8l2H+uZB5fuJUN+tdeJRltEHOIQv1NhpGYDfblK9m1buIb4XacHyOaE+keSUUJUD9TdYTHtjrEYIBT1+xZ9IeRvWf8q1pmorD0wrPMJ1HKZdp0jXYb79SyI+RzUsk/0GuGVliRGsIhT3KxJlOQczBgsyxzNc01ssswGWpMe59i95cSvOiaEKW7OCQyjmdA1SjHOow03liDzcS6rb0vpmFvlgoIYpYk4DzoCDmupJ3X+TtdhUQ7rOcE1vcqY6rDxU3VyF5x3YyHenUR866Tt51pnG566gTW+wquOTBPXVN2leCwog6OzC7C7UdgyLg0/XhjeYtf0xNBBq3EdMjSzkQOJYhgGndSyt6nOGzkrRtBgbs0XO6mvj1LyBxy84TnNdg9kPf2ONJB1AC7EJW2RMvfKVBd5o8eOnbLFJZzhpj06UP3RYUdKkQJmxcsq75doDD97HnF0cWLtoCuSvekWMjpj7x6VIQopMCOFhXU0fMBuvdWflVhf3/s7W/z3rkRuXUMsCLho2tL5M1D7O36/o/arkubO2aFqIjdnj6cL1v+Pz6hWYzO5B7VGHM8BjBeBmru1LfIt1H6EdR4nrec7INDS9LBlVUoOf1zjut60Ttn0txifFWMISPW+LTQAJW2LfS7FxS+icJZZ0hNJiZBJYV1PdxzxsPAog2MK2Bzp/b42lARRt8XHM8YsBJ2OPnzXyvTWWsPan7XjkCWt8HNhVu/xnnM7HGzDMgENnUQ9RexFT8xq1az+E7QAuirG0yKIg4MSNzS/B03hEU3iJc0HxiqJHjtlQPMQAjOItny0sagCOpUZvXsc+azwpRpJA77bwOW1tlORI1ODjDO6Fppritn2OgRTiejQlbDuzxLYRRXWDV7ZXQVERWw3dqIVqq7RNO2FKJZYYYQv9M9vzNOa16D2czk/VLPDdUE3K11HxCWJ9CKvTSztxUyhLIo8pVPDTj66qmgBnqtd3vSb1TwpoPJM2b/tqobCefSvhY4PB2+0M5sqjY4ol1qD6OL2XVqwjqz5lySWD2Nfae+Ie9c3CWDQH1DeNyhZpb67Ccw4cXLSzz3tTewESu984F9Q375x2U8NIFuvJEuM8U98S003Xds5fZgPu6LomlvM2WI0ljhIO1riFrVxhMylcTYrbEPyWlMlPoEsLmTvLleBanEG76e18F5DvOvtdNr+Z7Jb5BrM7BfkY79ku/aeVWjYSQL6ql0jVHhLYxRlrcMvo7GIn2VZW9nnpuCAt3jb1TW/wU7IGPE8f33WMdAyR7tNZbUO0tIXF7lkpcouVh30Jm7j2g7T7axI8trDnNBG3oV8lUJzSjkeosUwdz7XpC4/ZDq+iqjJYKC9yPk2a9imAlLoPkZ6v+LYhIj4OT+N1br7pNTRK6cnErxGtVaF04vsFcwWdnNKFdbBqQbFMuGamX6YPcEZh7xoDpojqq0nT64wxTtDgGYxzMNbwajv2SWpsRCtc4tuplk0+Lzi43GG8d0chn/ZCd9/F08wy+kjLW2y20bmeAwg01FO5ztPAqhzhougkDtbxzW+TnlMEbuzeIbJ8P8mrxygR2I7WTAAYsq1LfE8I4bNOzMpLOV/8j7o2lFXRw3UcVXSh2ezSR/8sxf8D/1UcS8PCPbv+57zrmZJtf7HHJywYKvD/lW0+xBtrWHWlndegWagCJSYXNfmI0nl19kPmZGGDOl9+91ti7HshnnaGkXnsO8/nVkV5tRMX94bK8oc+t/X/W4gN2yNJc/+EPT4mPD+e1/hzqvXTqt2KtUOlfeNCNCmFEYSMvX/gVSXEwKo3tZWcGo8H8IAr7yVrPuGABDqHFvQOEm8/lpbAXOkqCSCKAWsFAfwWla507PhWjCVd0TErhiWcF6ITAKVCLF2yYxhT5mOjZZEJe/TcEvcWqvajO4veSQua7+v+zBY+74iPASvCky1wnJEJW/+4NZ6BQPilPZq0RIeF/u+Vjc9j3bg2QI1wCRhH6eCBW2GqN2z8wtL/b0dsBNMCsWp0RIyNq2oH8J2CZZbVnAZ43l38yGE4ZXt/2hVLljz1FZ9Xx+vriNFdsvY9cSDtiEw6gJMHJkz+7diICEQHjKRx5Qb3WeJJK9qfAkInlpq7pwL35JpJn2zXuVDv4VUe/ZqfwenY4fl9KXt4hLduZM26aMXJAbcb/FQX4Ms2EPMGzryZWB4k5Z34XZXGBwiNeYAyAepZRITaYQrux6zFcArm0B07t9C6gcIBawJw+sQQ4DUX6jZvGwJhR1VZcEdZNvJdh1nZPPPznH9GuvvGnAl9t9bXd3dQ3wWt7x71TRsPTA3857UFydlFvsvGHYl8F6hv/hnvirGkaNqBlbJSzyZSsIIUtNKClkyOH7qPFpPFhVPentemvosqX8mNqW+uazvvUd9N6nUo+tGyHlqzh1bu4ap+Rvy78WbAwDqBZJdw2TMt9F1OfTg4lZt4YkwWOMZ1nuJWvk+KgxywE54gphHw2XZi20g7DnE9x2lwkAa/II6nWH+gBQ1IsenuZiw9MdqBwxAIWKBXU2eYa9rPnDBP084jXPvnRHiCqDxcbj1t+DUNHsPitJ4hvmEfya1jLYLWjCOoknGU5kacOfvIxwYT9Ey1XP2v0dYFD/sMAC0mtSCrCDTHffFp6mkEOFMJDTOLfHca9WXAz86Gg8WjV/EFraTlTTQwRMfO46TxVUVuPboyqp3sOW6m+/lobj3X+CrpOkODQxw8reltzlTDsXpaio6OTqpzKCtD1tioPYbqlhAeVjU8z1f08Ku/yGKxJaqH/2qOpKTYuJ2Zc6hafnO/t6/oidNSbEJEqkmVbv7s/ryVPLx9jJWyJol0p2LtXldDvotJ7kA7+srcjjexxy/CmuLCSUfsnLo+BOBHNc4FBn9R7wFrNAHUByTGvGQmXfGRvNY9Cq2b+p5f2DtYtGPUFhuH45ei44Xr/qjIq0X2YF2OQJUcixagti20/aAsBPEdh1HYx2gEVIoQpQAC9T6F2rvE3Gl9+owQG8fjiaWt8bQ5nhKjCTGesIRS6E0SHbHHJqRQAjVJnUehr6ZaJ1/YuqTrT5a+hD06bsHXJqz949OlPxn8rDC3sZQzNG5q3cuZvAp9gAOIQsnLg2HuWq+isEW3/nMxOmmJY7iFEJ90RFKOSFLf9BKFJxsDTE313FfcUrjlMxfKreMV0YmShz5fZGoG6ua1Vfmdr4vYFnjOFp1w9f/LUBeGTxIFwJXevTDXXxTc54hj66AUS1ifOrPU0k00Hg7BzIMQrq2igG0Iddh4qW1+0RYag6lwxlK2yFml53GqCVB9Ja/FGlrsETVVkdI2YttCKjbQ8nWkuI2YKqda76ai+YDHtB6FsTa38w3bAFrRiLEx87avFonr0R5G5yCmALsKXlknvH3q02HHJgfXvXwDt/ozZss8eI/6ZnQsUs5JMvu1EG6myzvvcOp7YPap78dSz/lA3jTw+3FS39wVds5NQN9tUB9TIDOExuo5YR2c10yKVwH4YaiDwcfqPAu4pfkUn3CZJyejvuyrdfRdf78/hPru1XZeb9yW5eY03Y9JbfDTSsrX85V7SPUuUr2Hr3wRmQEu9IV8vNlBPnIhe11VzsFy2bcH9RMs5vyKdBwiJW28UuRY7jyP0GUj5g2sEw8WxGcUnUc5x3YK/6sVp23w2gyGSh2qcJxS4OGU1RVoSODaTpr3oyvj2pMkeJgPDimkxxRqG66umt4gPacwNKL39ILGN2D1zyvdGLrNVDLWLnhFwafSNqXyzUJh5zVLNEUK0Kv1Ur2Pw66zr2jwON91kmt9F+vBlBaqmhL35KNSSVPeLXdeKN+8A94Nh86Ji2aUgKq5lv0kOIhmsLDMbTnA6aqZegNk5WD2nnb0bjHWkqbfMq+LY3hvL38PmwOBB7DDTUDvE5W02LFFiJy1hwC9xlz9E+qml/jSbtJ1RIHfRwwt3fJXsR9pxxbDNHNl/c+o+aHCJ89YYueQ1iKpssePZOUFiAmuppcHNMWFuMQS4a5d7cmyHAAkSLbV1Pmqc2DMHk65opNSH+wlZarfQdRuhbGRN1VaH/7M2f8foX9EjPxHiE7Y+r9zRyb1q17G9MiaFxU9XxVvHxfiSUv/sC2UKFr/e6wZgcPAGk43SknoNeIiZeuxmjp4mHafol3HiK+f1cQGWHubh0cT1Cqqd91X0iaE/gaQ5sT6zKQYwTA9SwQD6CoiY9bwmBQbK4imAIC1zkfxXWb0o/aV37yw65A1Nolph9G0ZUBGvovUZ2PVmxbganTp/F7fslexxMZYxYtVr6wkEjAyy+QzbfrSje6XaWwXjI0DKIqxpK5xF76p4WhVTmwFNFaVPPqZI5JwxBK2/hHHM38jBTVcXj3VuYt7fysN/K8UGbf0TZrhhVXbsQZBX0W0AaL3FARfk+IpZyRpi33vjIwutXayNkW4qaoY7LmJAe4r7wJD1UKtS9v6krM/XR4dg0sshf95n9DJQhdqmY2Kn2qqgZZpUTt8aJPSLlK+lhStoaYapvW5M/inZ5WcxgCvcRs6XrMOfG8Nj0rx80L4u4XW9VnGalbxywo15XHb1Ad3uylAtd6FcB3Nm/Bz+15f38xT31wg31UR7oYGnncN9c1BL588fiTIB4iFmGckSwzXK/K8k5HvHvVdhn9y1eXSQmY43kiKVmGDX8EK9IdYVpax/bxEsWS5f5cjXzHLA7zR7rJvt6nvHvLNDu9NG7JaaKOwQfM6UrWbVr1IAnsUvj20oAXTC1ApnUXqywxMa6igOXbif4GZdg7BIKs/oKXtXI4FY/o0ZvhfPlsgti10zafYQNI9RDtOUOk5oqygqEzeiPqUEkv5Y8/EByKyrs7HO56lzW9ynayXr+ckaT/EC1tgLU5z62jjfho8rVhzDP366/fxedUU7UNZfgPsFJsGr9XLNzcqn0x9AjAGh6WDAgdLzLrfwFnwaJBzmrS8xec1ZKYlk+Vwr5HvVoU++9Rj59TAdD5O40BJvPVt2nWCacLHSMNr1FSPX17oAcCcvJyLbaiES0CbXmN9gMdRVW58nc+vJXDJNMz+XueD2zu7+jkxetYRnbTGRsXIiLI+Tss28Ks/5bsPk87BJY99g9F2iC5Ja3g4p/Hni1zbi7d944yOm+NJa/940caPF8DNqfGiXgSUJftPXgl70/8pR4EbKhWGqtzOt4DcrPGkOZ62RyfskaShdgfRlAMLUa2vcMO7jnBaio8AsViBM/sTUv//5i7fS+FmC8Tu6xosDaWtcQy1E+Pjhb1vKXJrUcLSy34hcCQBtHuxbKHtn7EKwCHaOcR546wrjCVGAKIY3ZwuwGvdD1iC1ieH0H8yOirGz9uiKTE+aY+NWeOp0jDg34jUD/816Qh/p6p7msmJAU7vg7fqA10fshy/tIji3mXUhzabApDkAPbLCZFRVfMezhjgDA52HZ1EF8Az1Xlp8Qr95uNAffA0MZ60AXnGxx3hc/omfD5gEq/zUbUjq7i14KHDgmySGZso3PLZwoImmHneUJnf+bo9PuqIjsI0SvGEri6KFeM4FQGFprq081VbPC2FkhLM9tN/WSpsyNIyyRefwDrutNhxRxmw6Vv3iJFRMZyyRibKY2ezfY9TbZXC4GRuqAF2Bau44jWkvJeUdZHSIClcTgyBTNveJRWYfoU+YOx8XRr43hYFkD5f/vQ3i8SNPG7Bl4kE/CHUh/ah2DLKGbycvpJYNtDVn9yjvruG+m5PHpxZ5JsD6mMwNjfI9+OgPhmxCjDffDHTP+ef+u5k5LuzqU+W+y7gHIAfTI5c6gl/NgpX08LV+McDSz2L6CVFnlc1cZlN5I3noAAAIABJREFU6rtn4nLN8YMLOy/IfQBUajO2zyE7OUn5RlK9k6/6BQm8wPufJ6Z6VAJzZpP3VBYc2RaKJZE2DhbKvh1c8CTpPUXaD5M1H5GSNdhhqC7EYD0tlmgqhI1cp+wccIa0fc7Zn8Fgd8St61OfkMmlAPhBZxc7AYZUwrrcrnDtIA2vKDoHs2C/wUHScYyXHqNqCa3em97iu/7McrdPkuZ3SH4jhRuMVU5iy9y8I588AGUBS+D0AUjy6kn9b/ieIczx6zmFx2yoYynzTJmcwXiGGaS+eUe761Gf82JhZEYlc7KQdIki4NXxTW8oMP7xOO3GOAcK86/HliqU+/CZbCO5zaTpt3zPSbi1uC64KO+S3HqM2Fa72QoetubO9j0qhM+K4XFxYBLIxNj6AinbxHWf5roOKTqPLt3yFwmjBZDNpNg5Vctezry+8PFBCcsRx4SBtPmh44rCBmz90qLFItU5rkl9U6WeaKSELXYuqvca17wqRZNS9N+uyKQtck6IjOlrBjiVpNB5FMbqogd/L/T/nzky7ohhsaUYHxWjwwWtv0RH3MpYVvfXFc+NmRH8xiti46UbPuAAa7XM4h8OA01T/IAEvGUTaT8I1Ee6T9LOI7x/N8HKyQALHHdhOajex2vt95m77NGzmAUfPSfGJ6yRlBAfF/snLGjOmXCG/yPFU47IWSk0rAxs55QutEIx+vnC1oXBT6TQWTE2iZae0ys8I+OWfqBBmNWkdSCJ5Nw/DkyFVqIZZcxHNF6F1ou+nYYq/caD8BKhf1KEjcTPOyJJICV9wy6W+OelBievcilMTeZHjttjSVf4P0I8VfHYsQUFjYiF+vri7v1i/zjrRRwXQ99qqkJULWJ9phrwz10WfM3RP2kNn7PHJ6Rn/rbYtg52zZkYgOkzuh82PRo8WWq3Yfl/OeQDAKDd/s39HvhQcmKvILIfcHUACbBgNS3pwMyb0nZS0EyM1Shj4tZwPqnWTg3wfGDjSlPwgAOYuX/EFh+3bP8rb+3OPPMH9vXpnRQ+YYAbjbX4WarxYo7f/JPS3TTmh/rUlwp91zqG2US+++aS+i4Uds6Ck2dGSDTOUUbf7e/FNPUzjywr59QOHj5oYEGzrPSam51f6lvMxrwg3+W7uIOpT+a3C8gn9+kB3cFyEP5mFLbSwpW0aBX+aVlWRpbIRZ5y6F/p1Tr6bgL5lhXfDvVdQLjbwb+7lPqyy3HkVEwJdDNCfSKzbCmnGOCOfWtcxYOkcmcWM3fhK1+kec34TKb4UeWMI98U9QFwIpJVcDmMYXy75MBf2j3Irf6EK2mnShfzlSlngGqm5i3cmi/QJ6PnOEoojiewy05tm9bddyWSMdtPgD1lpp8QIxByBNm6k3P1882/4WBTncy9s+MYsT2qUMF6vYZrOYAo2DVEu4+Tulc4UxXreBTpRZ4UM2KaUpwP5BNZ3alN3jVbYtbT+lcxy6H9CN85SJcf4PPrM+CnnvImwXQHKfNg3nv55h3trjecFzviZFhS2VnrmhzRHqC5jQTukK5TNDjIwX3S+CpnqGVwJSH1aTzwp5ODJ5sqSdObLOcdwO8MVoTm1bH8OomqXcToJss8yso+AbgFTReT9tiEqj7Ol/Zwqz9TdBzl2w/mPPIXcyRljY1bAM9CI9l1uxeKj5dt/bMNGCOcqoidL37wcz7XqQDg1Hun0hqwf485N16h9SHtOJGXgLu0dk5fVdT5thQbtUXT9nhCjIx7d41o62MLAcaMXoWusnzDH4SBpBUzzZO2SNoaPe98PpXfvJeD907lrqzeoYLIKCJoeMIaT+d2vbVAX8uh6uiXO+Lw2xy1O8u6hWv7HM39g8fgbcu5Q7we4wSygHM0AA8B9ITU2BcUrxKf+oa15yVs8QlLPAUg5+yftMRHyyPfItFhgnzaFRlWBbaxxjwPB6dT0PJA92cV4SQ82YrdhilEvugEPBZjaWtk1Bb7HsXAaEoKjQrRlKZhN8+a3/DYUHT1U12VQuOmhcuNDx8Vo2PMv3TMitM7Yo+Oq+tDSLmy2qZ3Z5lqih7+gkUapsSB8ZKHv7y/uIHqfFTvK1r3NuzIFUvaw2nh+aSmNrQADg+4lxW1FgRflSIYRg9kaH7ub0swU8HD9u4jRpfcm0e1ldSIVbLGVS+J0e9cTH60R/65xP0ITBevreLktkl4CUxa4XJS3IkBvMUrsWzHUDVFfQCT1YzovBSOWe3O7dxvZ4kg1vh56/b/eQCYExU/P/6v/JIrpcIbu7kweRmrVZmdrIH5fM4/Kd01Yy5gTz01ZrOw8zapb/ZrO+dA4rvf+IN5bC6ojy424iofDhiW0bn1aOle1EqKlqMtOHJC3h3Ee2zQxTjmm/oKLsGqH80oBsbDdXBeg1zqCfiHrd7ZFQzbCmTbTyz7vIzNrjzT6Rz4Q6w77wl9c0J9l7f5YfWjhI0itT8jgT1c9f/P3nt4N3Wlbd97nyOZDi7qsi13SzpNzZLlgo0bprkDgYSWkEwSmlVNGkkmM/NOSW9kMpOZeWYySQi9QzKZkskkwUXNNpm871rf3/Ld95YMBgyh2oGHtfbyEubolK0jef903fd17aHeAXjXk0UVqH0tqGCEdifYb/Jg/U5wXBSsDtGus6r2P6F7gUbi0YhFYsaeEhHXk679tOs06TrFr9xH5W0sBtCONw/CTPl1xCoIDAKZvSes1B1P8I1vYuJ57zG+8zNu1UdU2oSmi+Z62vAq6mZdR2jPaXTLNNZxWienYd19GhuXq2C1pxaOLk838k09FPzEbnyN9JzCHsiuk7TxLVrQCmDPIbAxE5cLsDdT1DfzOHdjsDdpTGiAmL3OYvoKmmnrmxg42XEUf7a8RguaWEwCc18ERMRLdsNLwDXtJT0nAQ75rkNkyeukqAVDF3U1DMz8nM67oCYoDwyyDLrzcvBrQ+OzpGKdasVfyKr93KpP560/XREacaNrSEIODGqaXlTbNxdvPugIjUmhITmcLN386SxLC7P497AkNw/T9NIscdVcB+bq6eH1Pn3HyyJGww8LoZQMmLFz2FwXwTcI/K+5pmj1u67od0Loa2AGsR/b3hz9w8bWPUALXFVE3XfKsj0mB1MSPDc8UvrA72hBA6d3YveaOe0y4qYGP7XC2/ZTHh1Qz6K5izvAkie8mPrAUtHZqTrnC2vlbX+3hVOYHoECY0oID4v4IGnrB34bkSJJWyjl7P+nrnY74DcatMBOStvnrfqzHW1d0LxEiMYBUOEpl/T4hZNKGIlOCXxrbv85r3UxsxZsgcPIDXiZ9FVcYZv+gY/F0KgYQalQYhYvzvCIueUFrMZEhPNSrWNW8bLyR/Y7gikxMmwNp6wbP1HD3029ojIuNne+rkRT4i6MjLcH/w3gR3MdvNEHL7Eqv66s623HAEtKDMWEx88uEPtYYrsb2Ykl+OG3AChFIlPpW1+whzHWArff8a/sqq2cwYnGrSYfm9VqdI61tGIAb9Ey/MNd0MBE1KrL/Tn1VTS/Ib/rDQBpCcFvRHzi9GxxPYczz1ANWxzdt1TteWHMPCzdG2OaTFw0l+LZDyLfdFHf9HT0TUdhp+kuqe00U8CYeQX4CVLSzhUtx0+WkmXM86OKaWs/Lur7cZR33lXUd7GAM63mlTLFD/9+UKz2bGUB7mXM3IUh3yLbpWx2pd3Lpdc+3Q4u9zTyXRiIfLerqW8q9su2YyNf5QPU/xxfs4fUP0+8z1BLM8mzU52VVXveaerDvjvVQiv1RjMp6j2AYR+T4pUUFtDZlSgMam3cQkFlfZB0HiDdB0nfSb7jOHXs5PIAbKyoaMFmF7xVrlrzyRA3W1LlSiS3Er+Md+8gS17m0c/zOMamdRzi7Bt5WPXmN5C2D9C0o5sFtQH46Z0IhKiOYgUsl8uUNL1tpnmPyX2Avhobb/JzS95IpyDS7tOk/fdc/mJcs2rcOD8XkC9PvgHw+18h7l0N9i6jPld6cDqHKo8FqbXthXuGdp7iuj/jml+nbFGu1ogsu9yj0vvgpVFb6lRLXue6jnEdx0jP56T9XSz+NKDSBTzAmVylnW8q6GKSFIIjTmC5p0Z1DVFS2ccv+5As/zBr2Z81G88IgRRm5QXiYvCbRTX9s6xryrYet+0ekoIJOfp96cYPeUMdVlfqvLzezcFxTQ4sRtVd3dkFN/OmyyxNPXulSBzrSHek7OERZfeIsT44C3YFw1Rf8dCf5dCoEPzGFUkJwYQQibsGkpamX3DGOuLbk/XAEevOc2IwhekL0bHCvncxZcHozdJiGyHVsW40rYBR4x37SPcB2nsav0Zx72TRBVVYsqjBk0FJTauoK5cr2/8pBGMKan1JYQAdWRQ4sVCsbNfXciAJrIWlm4FYnusRlU7itH5U7YqWz+7+0LFriLFfTIgmLkM+GJ5dCWUgWRlBe8/chmdRjWTWo9h/aPAC9alhQgqbNJuOOIJxKRgvj8TlcFzuj8HMaOoG8CgY3e5V4VcD7vItB5VwUgK6i4xbHz0xq6hRBUyo85U9+I5rYFQIDNoxCXAob3FArUOfG5XeS/PkUqSvIbSriYyLga8W2lerdF58e2r9xJy2Y3ESUxVn9HC6qoKVvxGCcSteUcIW+nK+uJozNOAGwHuGiRbKwiXEsoxYWvBBQT1TWX0X/TzZwI7BXCG/6x0xEHMGk1bg0v7/zFHWoQkQbKyp5lCN9Nwy9bnvU9996rtbOvruU9+lA04VFvFo7r8io/8UL4W1F2dp4uZbMrD346e+6UO+wpkHuRulvkyDn4XpcqyYE9bcFnjF2zDRobgNDcFzrBwm+JVcTOfL1Hb+ENzOAPXNNJLdceSz3VHkY8NGcyvQ+KRyNal7jvM/hxYv3mdIUQsDTnlaqA+T3LGEybcb5b6eE7TrGIGFb/lSTmsFKOWwWFEgOQK1P0Q6D5GeMxicjT1+25D886wYVZdr/yHqA0hjqmmORHMlHo6rqyLOXbTlbeYWwwBv1T6VsI4DLsLc7Ze5nmO0k5kxNr+NAQ95TMaBM9GKmSCEmUY+Rn3OdP8eBygC59x1inTDHJ7ClLnCxZk6z8nUd9+45aK+d6XE55xqy4n/TbOf3svDzBc2zmp/3/zolxU7Byv7hys27V8krclso3GhcQumtym0cClGOPTCDXaYdB4nTa9QUwNhQQ7zhNUiQkJMCQ2JkZgjELei6PettuEpAD/a9j637EPa/tcF6w/bMEwcgUQMDeY2PDdLeLDw4WMSEBH6i4yUbtg3x9IIR6Q6P6d1UoxzcF2b+tADVlfF5Xl4o9e86jV7ZFgMJAAjhfC4FBjU1+/EvendWaaawr53FBaNIIZGJbR+SYjRITO2yVVzVU+p+k4WbT9nDwE3jjrDI4Vr31cVNgLOUbRs8VANiyMHMBDxbUuxcPoI6TxA3QFq8FFmHsMZsCYWC2I1ynzbGvuTn4uBJGb3BeOYwhccs0fGhEjSvjOG6l8QLvm/cnhIu3gHXCOPnpweUrRsTteHKI7hE1NCJHYZ9cnhcXsYZu+cE4PmR3RtL1JjjQomAXvqqlioBjZbUkuTdv0+CVirf4jlZGDEhRwaMbY8zxl9WQBpMKWmmlnFbcWbDsuRhCc4KISGSzd+hA2WWPpYa+mAmUwo4biIzjRDutoAzYN58HGGmlnmuorOtxzwWgfgEkaVn5yaZ+/F+TFVo6WnIZ0VgUodjxNSpW99QYp+KwdjjuCYuOvLRVVbVRqXKi2TAuFrq/G7g4IGhnyN+MBcl/aGuSD0ZaoxjdUqY11+11v2aFIOpsTQkO2xL7LkXnSd0ddg0fIta32YVTjzvHRvjPvUd5/6phX5zEzuK2YGjysRAID6itpI6QpqbqbzSzIYNn3Ud1Mq3zRRX8Hdh3xXjnSPH/A8gl8rK/VspUUrsU8AeG8hwNhEheei0uvYG+vlW1R+H/luK/XdUd5jI6+E5doJXJ6VlD+gqnue1LxIavbQ6udIYT1ZVMG2ufNFnjnpZkKReKKosGGB5TEO1oglKzCDAXPzgFjKMXxPXEc695HeY6qesyjHOXaockuJQeI0Ir3IkFPofjSTtz6pZlVrh6Ut5+onja/hirzvNB569Rek8sGMO2Lzu6Tn77TzMOk+yS15DQCA5pYzoxSs8GS1fDNPfczcRSHZAq7mTR7S8hqmhHcfp50n+bYPVPmNFyU+rWO6Vb4fL/VdU9m7BihqnRzcpdj3XmXf+BcpGncEh+zhpLjrG2HbP9XmBhVmgjuJyc9p3Oq0EqKt4YDAO06R3s84uJGWf0AKmtTZbt3ioGN3irVdJdHmMZx0hEeU0LD09P/TNe4mFR1kxQdk2R9VbR9mrz8i7Y7ZAMwCwCFD2TW71ObFZY+clCPf2zEUbrB0ywGav3iWBpv6OG1a87nC1fMS/KsiRsdsFNx8fK5k7nhXjowL4bg9GLcFk8CTxoZnVLkOWlijyq8u3vwh4lPwnBIckiMpIZRwD5wvWLoH3giza57lV39WuivGEu1iSvT74gd+j+9iYxX2Q+rr1TofphToqzhbJ/u+5hTfdYZ0niZVIXx/GRwszc8DsKoCCNE5ZpeucPZ/bR9IuFmrnhIaxejC/hFHJFmyKyaGATuH3KH/SKERjfMRLldieQxuWriE9h2Uwyl36L+28Mhl1GePAFSzCMRQwgUsFz2vXfI0v8jOwXONVVhmqfFgAJ2hijdXmzYckcLfKWFg4CFbdEQKxN2hEf3iCNwbWbilAlvCpJU+fEjYPQ4cXhkZFbZ9kVXQwJlrYeYtq/e6nvlODo4AwyuRkezqJzm9S4VvBMBae1n3m+JA3BbAglXXQGye0KnWstDFNMVhqWc98qcRQyZMy37hjACnDVcEU85QIquym+ikLMBj1Po86RQKVPkKGzFf1FyPAHmF3yYHKJjvItmKuftdRyTODEXHleCg2t7DA8TC3/pbr/CE05h5XroHBiDfzFDf9TxlepDvzlPfdCCfcTp8XK7kt5s44gITWcDS+eBtXMLqxYtXEEs7Ps5vxS+2Mx4qLMcPfs6faeq70GI389T3o4xon3JM9vNcyOQ7zGxgcQ4FjVjnWcLa/OCPASDHhSa96zJxKUNCyP4h6ltUdomEeKOkd/FZ/0tqO+849aFVJsZCWBkpKVxFH/E/S2r30JpnOf8euCXQxeQSSrwTWh9L5wOa0lpVGh/xPoOyW/cxWChzy/6HlrEA9zxb2sVEvUgg9vX8yn0ERa2jdNVBojyOKtzF07ua3GdH/5WLXixMPMy1cwYfde3gmt7igTN7TsDClK7cT8QNVKvQgnoVlk0eIz1Hae9JrvF1WGOh8JjjQHqccd5LD7RssSKCslA+am7gG35D+s6gXtp9kjS9waHfoGMGCjt/vMh3JfVNKfFNOTDzWpXnWeh4yBU9LwFLhEdt6DyZsgdjC1ftJaYG3BsgjdbD6R3MwcWDKalLXkOXoE4WZtD8KslvyvE+Iu0alkNJezghBGNSOCEGsQVLDo/YQsOauiAp7+WbXyft/8O1/T7vwZO28HAmliDwtbZ2d5awzrr1AMYeBIflyPmiBz7ki5uwalHnR6ntyiyHCxEOaerDtG4H9rYB7RhrC7rfkAMjtsioGIrDcAS/MdaH0JtU74X/LVrzriMUZ6cak4IJMZTwRGLm1ueJoUbljczuOVGya1AKj0rw3HDS0veOumAJDxylSzu7oIcK1StU2sJ1HEZdveswhQeuEG9ws9wCbDCjuA0gojzX1iVsPS1Fk3IIHTilcNIWTYlsfioCgzZ0oBmTwjFH+FtdbYDTuzmDF9veiloWrPqjLTgK/yVi+N7FYQN2AqCNjGHfYDRhDw67InF983O8sZoybxhc8+hYqIbOwxUtNz50UERLmDi+IhEYcbhkU/MA1VerTLXUgGW0s0qWlW78WIgAlAK3J0sf2jfHUovFokZf4cpX5RB2S8rBpBI5p68fgPuBM/k5vVdtrC7qfEsZgDmMKaGE/fHP5itrqdZHmeqIaYRadj4AfsxzRd/6ohj61o4hfjEhMrjI9zgcgtdV45c7RqxNZf4utYh85hrMYb+cx6rw3mNfPWQZq81db8mRMXtoWAyP2R4/O1tah+WduIdJ3p43Ye9pvK/13U3Up7k+rS93ko2n5s5Tn35i3APUNxNC380f0YQnDItyfTU29pSswqa+ohZUgYrbsLtmnoXMt9CF8NOI5HP7Sc/8Y9f68BAWNiaT3t1JfQuKJ2W4l6F7R2EzhwIvgN9ypvjZEAuBsuB6F5YxPiy4JvVdh7J3q9RXzgxO7nnkszISu9O1nWxkM5Etz55WyWiewFX20bo9pGYPaXgRAIyzNOKX97iBlcuxI2PcoSLPDJiJuGiu2UN7DpCOL0j3cTUwWFlHxrsFNtPZEWCsq2nnEdp1knR+jhYm8naqtWP4e67MiM4+VbaeMJHoMNHmly0gJuVVwieeyvk4af01B7SJrXGsEUveinb8Rg9tfoN0n+K6jtDew7TxLWJ0qWE1nFeB3jBoziGTPPhpZ/HoM6H+wdEvhLDnsTJOUy1pepNP9yV2HSEt75ECP2JhOmdCL11i7nJZs989hXwKG1NJdjcm8V26T2CVXNHcEPFGxxyhYSH4nT0ybI+khEhS+/A/SOObJL8eQwJ0PmzE0rvU8KcTWKuggTa+g66eqw+T1ce55j+qK1aJO89aw+gw6ez/VgjFRAwlH7WGh22AOuHzxqYBWraSLNvLt/6ea35n0bqDAoqBifIoRpnn1YY485LKzUfEAHa1AaiUbT2lLqyFk+TRVAbAwKHKTdt7etIddJO0Pubqma5HTYd9G6rMHS/bBhLAKlIgiR1u4UFjXT/PgivUBYut636v7D4vIXSlmGlKDK46v+kFADa1dw+3+gQLcIfTG3UGEyXr38e+PjPGgnPaWpRG0+WL1jWk4yDtOcF1n+Q7jhJvBP0kMa/cS3LZKRk8Kr1zbmWXFPinEI65QsPW8KgSiSOGIVIOlQSGsesvxFxbdo7M82/l8lwstNANwDar8xPMGIyMSKEheyRhjQKwpexh5GpbJGmPJIVwXA7HAKqF6Liu8Wm87XU1XKY20k+M8C6o5vOXGNd9JKFlzogQwu2BcoXoiKbpOSwZQKtMtEJVFTaUbzrihNcrOiJFh4XHzqjho9JQPctQY+x5w/ZUzBWM29H+dFjj38Hl+ZhGVw+oWbzqFXngvBIA4B+X+v8zT1rNjDTdWPebbsbDDj1Acd8svUvX/jPH0wl7f1wJjsg7/z1PXI3+pQBa8B6Hu0vXgBub/cRUw6IdrqSyiVJPrLmtMXS/ISHE4gTa+r+cJazH+UdznRqCnjFOLBNNh7lnnovZg2g2Y0jH/XmnwsL7Hp63i/qmQ+i7EtJ+sMJzGqjvzhd2Th/13Q21nZlRwKL52NkuLM0skuCPATBA6XL097e04IoBaBydM4tx4x9Vhed0SHzpY12agHePDGCwCgoLeuzqXEosrRQ431jLHFzSqFbArGuuUuo5rQF9M45kd2xkT9DsNMDeFKWeAnP1lNG2xNpNap5T+X5Ka/eg9FfYjAIXcFduKZ/BpztQ5HnxgUiy3cQbJdgNdYx2HOGW/4mUr0RdLkdAexKs9hSpdR3XcYB0HuG6jiKPSTuJxk6x/U9m+7H/sKUn0qbM5bKrNi1Wufq5pt/zXQdZwthh2rGP2DfCYpTmN9GW99M1k0ihS17HQizArVwrBkho7fh0pAvW7zcDWt+VIp6TmBdj2Wo3KkuIsq3v8QXNwAOchvlMXq3H797hvWuPmxb62NVpRJXONc++VomyoPDoMJouBoCFxrRb/4FJjw0vcwWLqVZR6Zixp9GHbX66anS5bH6VdJ5id+xnqiWvL5Qfrtjyqbj9SyUwKARHbMGUEojboqPO8LfM8jGe27B7dmk37JC2vkWa39GsO2kLxSSM2jsn7TyXU/uTrIru8q2HFazAHJYD58rX/0VlZDxgqkJvFb2DeUU6WXLDJORLa30Zxc+bVpZ4U52l6/dyZFgIJyqjKTGUUp76Tl/bz+u8HBYP1xes+QDRKzqkIBZ+JYdG3QOjha0v8KZqvjqa1Xe0ZOegFALWSsihZH7PXpWpmrBYPGYxWsXUPA+q6KvwbUt6jqg6jlF3kDmUVGFaJp4nIgqv88wpXW5//AzsTQoN27BvMGXH2QYWHbbuPAeELESAmmJV/UN6/zYAlSwj7p8rbJ7X9Wdx1zls8AuNKNGYDZsSk/aJISA94gB4loLDufUhDs7NACTv53R+ovFRM5yknytu1284IrF2Sns0gQkWgaQSiukanuHgKow1qMvle9TFLSUbPxLReWUUuLR0w/7ZpY0YAW/0FXa9jSnzA0BrMddT/zHUBDi9j2PBFSqdt6TjVWzYCw3K0bjzib8tElejdmf0MPmuCsESHyOPccYqXev/gasGzBbDo9bI4EL3FqKvhdPmtfCxA89yUX01/rFO57BPUYF5UcEDRM/vet0Gt1Y45cAkib/PkR5UoeRbhQWi2iqWaTHh78JyHdhpuDOVnMiBU4mBM49M98CYGeq7TnnwnqC+aSrvvHuob14+mWtm1IfsR+cbKAJeAX4QAwYUtcPnILb5aSVuXgE2gyH//O+jvoWWe4732EDvFlbwCSu/whbU+uBFL13FGauZQFdMM3rmVNSHsX43Fdhwn/qmpr7pKOyckvoucBeGJVQ+QGteIP49pO6nnO8pamnF1jsAjOzy6aC+PCuau3gipBd77WjPSbrsr6Skg2itHCqTVhg8gKjwIJpk9J4gPWdox36qPMli+li1Z558fdSHsXs0D4aVmH28cydp3ct37Od6TpPeY6TjEBU3qmBvpjrS9CrpO0E7sDdJ1fQmMdfxuR7mLyqjvwum581Qm98U1Cfj2tFUQxpeJT2nafcJ2nWUtL6LmgAKkpc6u9xelW/mie5qw3kV+5Yb3A9co8FBNVWcRjKv+rVjICX1p6yhWEUkKQwkKyKJ7Ecs4iY2AAAgAElEQVT+peo4wre8TcwNuM5GrcyNNzMijZMraERzl+6TcHdx3UdJ03uqkqVzKlbMr+jNX/qCvDslhmNCaFAIjzhCw1goCGSy5Bm+pJM0v02bXiFLXl60+oASSAjBOJZ6Rgc1dYFZhStKNn4sBbGOUYqMlj28P6twyWwD023SiIv+LpORz3Mp9WUGx0LkjMt/bQsNKcE4ngnssP9rc32U5gJa+NSmmpJ1e5Xd3zt2jdqj50UMyvtGCQ8bl77A6evUVQOq1afLdiCvSuhyGS9Z+ydVYSPyHnrboFsJZ3Cg7iRuZma8x7jOk6RrPyp+GOHgZL1qHiyz1Pk5o3uBrVN88kshnFJCg3Bp1mjSHhmTkW/j9v7hiiBg2KA9OC6Fvjb4AujAZPKiDla0dH7nX+wBAOO4EExYI/FMd9+FGHdguQj+dARj9nBK37qH5rECS7OLaH086mxOlGrzG3QPfCLgxnEFa2tHpSjmpxuanoN7gNP78dU0+NQlLWWP7HeEUf+EI5Y/fJgraYa/mzS/On/Fa06kwZQciVcEz+nrQ2iaZfLxRq/KtLis+00pmnIEzinhUXnb3zHAHXP86hCiTExVM2K4Ao9GMm5924vK0zEEv2BK2vGPRc4tmPZu9APsUaNbpUk7wVwlgX1S6SZn8nEmP8Y5RMfkIPM73faFWujjWI7fhAUoGyj3+QACuUyDaJr6PPep716ivuvxcZkG5LtnTFzuNurDvj5WYMnwD+P7FhYwCDRz8HereBm1LMdOv+IVVKNQuLT55v+l1DfjhHbbR5pj03odPM5T0NITuzqXo9Jr8rPfpytCr7h8jPW7ceS7eQeXe5r6MoWdExiWMy0VnumjXNJiZ6U5Mnqo2FeTmue56p+SmmfU1c+gSzgSgpgJ+rttsHcphmX8NiuBo3A14x3AtPTuYxhG17WPlC4nGifH+vFg7cVjj99a0rFP3XWGBbgfo8oOkldJ82Qu10YnH+VKe0/s8RMxgo+pgpR1FWKLCxyx+be0+xA2xSFzAvito7kSBiG0vkN7T6s7j5K+46Th17ypiu1cwiJPDRMMpzO0XSNdAXsTyAczg5qezLNST9J3lOs8gV417b9VFSzJlMhqHLdZ5Zt5rrvGuJp3y42ofBcGTB3a/aP/ob7hKdtjZ52Pn7LtGqxEVEsKofG8zf+kXUd4QG4kPRdlHjCZ7HKgBXMtaX4Tv1PoOazqO8a3vMblN/MGF59bVbzyF0B6ruAo7ESKJLFnD/PKE3lLwqS0h2v8DWl6g1/yWu76g/bIqCM0WrlzSAwMLvQ8Mad4SeXDJ5zoVDkoR1OlD30yixVtclqfWudgXpquKZAvDQMX/mnwqozVnM5b3L1XiSTt/TEFmwZHlWjM2LCLGNy82UdMdeUP/kmIDsmBYSk0Zg+NAgg5d8ctLS9QU+0s3/Pq3lNC/7AYHsGkh2issOcdavDwer9KwzxIsNOsFrsJAPxW7KO9WE1Nuk5x7mAaWnisMGQVjAA8eZ45ZSukxz8DOpJCw2Jk1IbWLMBvKSUwUo6BFiNSJFYZjLtCg3OrH6N6B+ppWhexNM3q+lAIsKY+pu9d5u8Cv4TpVSJxG+4qpm8Ic/pqFLXSIX5mpvuZqrji5vyNR6TQOFyjFP7WFhqUIzGm+A1QnVetr2Go7KSmxqLNBzwoHsalgVTlxmOzi9tUBj+XX1PS/ZYcjin9QzBRcnTI0BBGNQ9mEj5n8jylna9bEb3g6kaknV/Ns61Rp3U2rA1mBGvC3kiV0QfXZVqF9wYWqQaTruB/FsoPoRsNZrv7kdmw2rP6cuq78M+Lv/cA9fG5irkbwC8hB+KYUrjr37Ok1WpsQIXNqlkZp5fpex6a70METVeBps1vppQTZx6Z7vYxfVYud9jH5T713S3Ih1qfIVPemXZqQcsW/Cc3l7m86LDUk2KP3wpSuJQlOP+YkO8+9d0i9S0oQb0u48NZgotCSyuPObDtpGgFxRy/Cta+eKEPcGJMa07DPU99tgyDpR/MCPVlGvwkLteKaGRdQ2qe4mt/RvxPc9VPwV3B5Sm3j/qmEt/YYz59Slo7B2sRBL+TpOcki3P4iC/twQa/nErkNDgZgB/7eg4Lxk5hxMKqTzjHNuTnPNuk85yS+tIJfnbsA2S2nHyOhNWteg9176RL3oYlKY9uosdIx6dU3IJgY64jza8RdEk5yHefIC1vkaJmml2O8Wh6ESs8p5X6rubOwrIEdRMxfaYWuuQ36tVnaecRru8UaXqP5DdiCSgOBjA3xXj0rkG+awTxpZFPZuP6d6gwdpIILPqBrgHnCn1ZJt9coU964m9SZFQKxWyhxKJH/8MBzzS/TQua05EJ6PuvYZWWWictaMObB7PLT3HdZ0jLG7SgEXCLz1P07c/LGFaeAN5j3iopXOgHhrQNQa6slyz+GW1+hWv4TW7fp/bgiBxKKoG4KxDT1Tw6q2hZ2caDUmTM3p+SIomyzQfVliYVxjn44DxVabnvMpXv8uFCX0fgH2O1ecUrthB2x4nhJMJG4JzZv1OldVGjT2VeXLT2t0pozBYeFAeGBDxVwL+RwtYXsJPQE1avPl64IyEFAJDGxch46drfqQoaWSB7NQszdDEhywfgRzsP0u4TPNoysQB3YzVTmVwse9CBOe95ynxhjX3bZ9iNFkrJmLkXk6KAc0lbcKQyMCIGYMLHlNCgEvxWU7sDeAn4jRgcvKV1bveHQnBYCaOyx2AvlRkY4z5uwzgHVOFgqqVAytjyNEUpDKMO0A5Hh34qcDJqS5tp7ScigBmMAFaZAqEpwZSu7TlirkFGRUD1zi5eWrr5IyeWtg4podGKDR/xlsW8HpVD/fKX5RAQckwMxoTQOV19iNMo1FStMvrVZr+l83XnwLg1lHSGhuxbTy2seoQv9GLPHmBnptOvGondWKXWug2te1AHDsYroklb/1fZVY/BZyCv904UXnquSn0XUhYMTtiSmv28qSa/5y0lPCpEYnYYj3+htncybqymLMSPGpneaAAMrkJlW+fmUOhj+Hef+u4I8k039d3I9rPZuE991zNmnOVuDPyMZG76tE1knp6bl/69Ges54ZdaNyluJZZmWrScWtoRDNKWnumft9nS84Jvyo+N+grvJu+W6x8o2bHchUyOXykuHAuXAuRzlhYC+GfwMzMVVgiK4JfOeb9PfbcymC1NpqoTflopwzD2U5gmK5fcqTw5s60UTkYD51COgljlg6TuGer/Kal7nvif5fPrGU3ZJ3L8bsXVMw1gEhuTqA8tW9wc8lgpwSpKgfpeoABga04Ca9FVn9KSlZymimQXE42d5Q06iO0B2nEAqW/1UQzFdgY4doY0zXVTUl8e4z3Anpy04mdjZieVnMbOGWuIN8RMXI7RnjO084QKVvDig+ocmZgX80s/wGgEzJY4Qhvf4AxuyjoJOY2YoT78KWYy/e6IxCdl0gKnpD40d3EgMAM842OJM9TxTXtJ33EKJ9xzhix7iwd81bgQcdPgd4+Ud17h3YJnNYnx0ml7F0s9HTdJfRg24ODynKwurioL+aRWrffMF1dL/V9j71lk1BFM5G35G+k6SRtf4/W1zDpFYT99QDJY8JlfQ1p+y/ceJr3HaO9Zdfv7nKmJmOu4PKVi5S/F3THgN0cgoYSBB2JyKOV6ejy3YUBV1klqf0mW/JIs/pVu9T5lYLQiGhP741JwfJFn85wCX8UjRxXktJgYPl+2/mM+H67XjqWAcLcg8jHq06Z/Xk592B4G02Ks4oxVxOgv7H1HAaKLjKKsF066nvqvqT6qAjI0IefYH/lEjI4pu753oM1myg7cFRkta3ye5FfP8r2Y1Xe8COtU42L/kBw5X9i3l+Q60WkTbjyYLqOHh8eaarVtHen6BN9KfYe57uO8I8hj0qBPDawC96e5mtU6yrPLVgnbvxTDcTxWcMwRGakMp5zBcWC/8v5vAeGE8Jg1cN4RiuU6HsA0CG01nD8paJ3fuw+jDiMJjNZg4AekZwslpXDMGhrCXe2KC9GUNfI1YGF27QBWourdPLxSJi/FZLxqRKn8FsOGQ1IQjg70m7RH42LwGzEypl+8m9k4+bBv0wjE7i/bckSOJspQSExZH/uHqqiBmOsBnwq7f6vsTjrDo7b+pLB7TF8X5OD9a/RjA0Wuq7TrFU94uDw6hvrt7v9PePAAp61VGZgbkNkHHy/E5KYGD4fE5Svo+I00kFSwPHVYCP1HJa3nmXjI6WsyQlxalDNUTY1nuiUUGNLEmDZbMfS8K4XiSjQuhEZdkcHZ8lo+3V2JoZQ+vqC5qCVQueVA5brfz5E3oLCp82R2O1lFvE99t4p80y3xXSf43bjKd8PId+dhb/qQ7y7J6LuRQVHxc2DtX9FyxAA0d1FYE2ABenvC/y64LTl+N6jvTTfy3XvUN6lEc9EEyC1kMQywLC4EyG9Hmbd4KXZ7Z1eyvAcm+i0sn652vnvZsZMutJJcUbWoiMsVMTOqcAmv9yJ05VZOB/hNBWOoj7H/5SbMMKl1LXq61DzHcvyepZalHJ6ehGAGD26DyvdDQ+cm3jDpPUKY6Me3/4GWdRCNE5PWsc1PQHNR+xbS9TFT/I6rVu3nlEeB9DiW8sfC+qw/fBQNM3eBBRkQYP4SzrlN1bYXBcY+VBG5FR9T2wZYD6G5S/PrmC3Rc4z0YjQCyW+kWmaMCW8ZPav51MrwQJV9Bzr9rlrYedUMBuATjHJu/DXp/Yz0Ya0sbXkTPslVuSIKm1rWmngjKh/9EZHelNQ3OVTdfZP9e5ePiX1emYWAqODitNW83pnt3Chv+wcTpsas4ZHch//N9RznG18mliZq8FJUkt0MuvAp+Lm65DXSe4JiNMhh2vQyMTdQTAN3GZe+IAeHYC1ujwBsoMxlC6XE4Lm8higpWklr99D6n5G6n+U9sJ/ZfsbEUNLR/6XG/8Ts8u7yTfuUSEoEwIgOlz/wsRo+ww01aBCi86R9XDLxAFPKfelFPCNDaq4t6Hw7bXrJLielYIB7P5o9atFDsrjvfWdkRETKTYlorQkEFTe3vYjX6B2Y1XeidPuQGGFFqsGkZc0fuIIGTJBnwhTLlvASs4eID9PuT7nuE7T3uKpzP+cOYE+BCc+TQ4sRrDOE+V9gXyM+egpdc7CqM2FFhIPHzJmz/1xlKOVBX9NRT/gbXf1OXg9UCWBTQ4pbF3T9BZ+FKfNJOzP/tCMlougnYvNhUoKpC2GZJYCrofU5Dj5+jdXoOmOqTRtUUr2PFi/Trd+HvpdRoEf0ubGHY8Dk+pY91ORNt8BxBmdW6fKyTQfTdblwehUPfaQqamK9ebU6jHM4J/THxdCYHB7U1gdRlgTw08qLqh4TgiOYLYGdgcNydLTigT+gFpqOc0AbngmRDY1VfIa2F2B7BZ1Fk1L/19mex3icVTc1TFCfLp1D6J+iB+8y6S+/wdzzJkwOypgApY+fnCs+wMi/Gm6byk2HpWgCqFiBCez/j65620TX36Rd3ae++9R3n/ruTepDHisCwKMaNwXkw1S3FTg0Dm6OicGD+XZQ341Xdd4X+m4D9V2IVWBFnpjJPoGCsMS0tBJLOy2GsQy9y3KACYvpAitOxTRZd9671JcHkwm0UIqKn+NJvv2QuvuAuv2vRPyJOo95UU478k10901sgCWgMlZ0W9dwdS+q/c+Qup8C+HFFzawLsYzLs9ObcfW8QerLk1S5TuJj4Nd1ivSe4lZ+QspWoC6aZ8U86DwbbECtfaT7IO05jivprgPEvQ1tNvUyyyR0XMdRhLTwSNPCoKGawh6WvILunR37SO/ntO8IsT/CXBkX0/bf0q6z6DSz5m+k6TVcYmolLDfV2JmKyJr9gABnlvouiHg6mTP5act7zBb1IOk+S5b+VlVQh5esYwakd6u+d01Cy4h7t0h9kzxgpkrA43S1+NKbYEUuE4M4z9an7Pi6Ek3/x9wD3+du+RftPEPa3iRG2EMNyXNTnROGGrhLI3NFdbTpDa7nDOk5ikze/jtauDjL6KUaZ/nKX7h2jzmCSSEyIqC3yqgQTDl2p7TNA8SyktS+lNvzRzkIxIWtWVjEGBmVAqMa1yO8vqpy80H4pRxKydHzpRs+5gyLqYmZMRrrWNcWY85rgB8zb+T0bl7jNHe8CjtRwgnATiGacEbjpsU7kB6RJL3WTX+Udo/ZQzFneMweHhNC3zkiIyVtL5E8B/U9r+47WbZr2I4BBqmK0Hh+33sc3JBYsihgRh+Gs1dxegdGxWCv7Kek73PSeZSregpPz1TDqpRZmp8etlSyKrpd/V8qQLnAbNGUFfgNnVpG5FCivP8rJcRi/QZS3l3fLPRuoRoPTduHWtpm9x1wBEZswXEbzGQUcykY9aH6xwbg9LAUjQMTSsHvtPXP4vcgcHS9A+shYdK0Tk7vUZvrdA8e8u4CPBu1MzUPJdZQTNv4DNFYWe+ik9dhBWzFlkOO4LgcTlkjiYonvlAVNKhwby5L5yvyU6Nyf0yKfq+EhvKqdzK5XqhY/Ttn5DxsL0VTQuS8LZhwR0fnSg+hiGf08AYfECxKlyaZabAuTlddsOJXtoHv4aW3A60F/j3PvhpvLS2KeAzJ4LOuGjtIDVd39TSkY/o8vNZh7v2tC5MkYvZoyhb8Zq7UR3JcOUv2yOGEC79rSDjD5yvgQeArDPRKf32Q3oluwu1z5tnp7h33EvX9CAs7p6+2c9qT2aeB+hbm0wUWfKx1YoVnMQtwBwLMk/mMq+e92st3DyNf8SXpeWlrlotGnayLD5a/hc3EsgwGOvoYqxH8sAmw/LoC+u5T39VGNlBfEc5kjpWKP+G7DjPPkpPoFNJ7jFSu5rKFO8V710N9Fx8LFBPSRWJ9gPifI/7nSe2znO85ztKG/wsLl5zr2OEtUh/DMF5ThQHuwC1dR0jPMW7Fh6Sig0fHTiuPEXwY9U7tG+mq/ViZ2X2GrNpHHT/B52Lt5XVofdlipmY1V8ICV42dGmuJK4TmLr3MwaX7KOk4oLZvQvEwv5lreQ3rTruO0p5jtOkVaq7HWlOMkk9HR8js8W2v7bzusPWLNZ9OzLrQMq+Lxtewl6znCNd1EnP8LG1UW4Wnrb1Zc5eZZ7yrIF+mc++Whb4ps84v0fq86D+pYY6LOhevcS90bZB2fi1HR4UQmv7nbv6C6zzCNfyK5DeifpVu7YNJhufCTVK4lLS8i6WeGBR5kjS/S0yN6OOvdZraf+EIDAKuiJEERpMD2ABMhmPaul0L6562RcYqQ5nGPymEYQno7x/8WufZOqt8RenDh5XwGMY/hBOWtX/OKmjktACoXqwY1E+q87xyXPg9UqLCG+ssve8wvIzJgXRoxLBpcRTeJlibYKq3rH4fcyNCw3Y4h2BCCo3I4f/mL/05B1jo353Ve6wocF5EcAUyTOZ3v8Xn1/N6ZpqC14httFgoK22Gdxa6esJbqesQce1EMdAEE1tDcUqdrN3OObeiy/bYGSEwjEcMowMnwC26rUSStu0xe2SkPDQkhv7rCA5r67YjMhkxVJ3kt83v/osdMwZTrMiTkV7G2SUFsGcfGLOFk0qQ8WR4xLhkgDPUYsoCimzVHKpbfuA6WrKs+KEjYjAlR4aw8RKPPqIEY7qmFwH24HpROTfXqEuayjZ8CsjtDACrj5VtOJBlaUZZz+DVr/iNFBxW4PfBceBnfcNTfK5S8uAfHSyQUAwmraidjsqRMfHRYwvt3Sx0EV4OPwc3GHI7c+iBM9F6DW0/k1DkjAvRcfeuf+VWbYV3txq219YQk0JR61MuZjBcbTDCh5fD3P2WPToqwesbTIlPfrGgvLdyzV5HaESMjorAlvilQ1zZfX6RtAFfdP0kX9D7Wt996rtPffcq9XHwc2E+9toB4MEfraKltIg5PQL4ae1oAYpb3kqD34+c+iz3IPVN2Zh3CfWxZELs8WslRatIURu1rMRooFwLa/8T7lPfLVAfu66FMtV7uZUfYrlgN6pYpPMI7T6ibvolnYnyzqkIsJyhHevls66l/hdJzbNc3QvEyxS/bBvroLv+Hd6oypcZKKPlWanOzVdFsa6y9wywH7fyY1LaTnNsNEdKB5TzuS4iPEi7DpK+g6T3ND5QtmN5Z44Vkemah+ByHFhVq7Fl9DRYkWtFXNO4+mnzWwh4fcxRpueQSn4Ul+xGL2l6h/R9xmGp52k068+vxdsVi0UBnNAU57ZS343zXmbY8WwB/HAFXEeaXocJ5HswCxHNJM01VMsi/vJuxNxl5uluSkVucjDDre/wqvreJcPgptil5kSNxeDE2kita6G9T9j2DyuAQWBUiYwu2volysUNb3L5rLENn1WNXWRaFqNXUMe17WUFw6f47qNc23skv0VtxOLGwvaXnJGYFB6XMXZ8zAkYGRoVAjHbE/+UIiO20Bj2rYXR8FNBkvlOCgJ6DWr9O2aZays2H5BDcTGUBCAs2nRQZWnOQv3ToUZb0ZpL3DunFv0UHt0sa3idU7/yZYBMKTRqCyaEQMrR/21+w9NUL8BnF29ZUvbAH2TUvoYAcoBe7LtjUv+waelzcHUq38DsvhOFOxNiNIaRhgPfF/W9zWE0ghfdTY11xAgn40desq7nOj9B19ze42iE4+lnOpvI/F28qArqXNTgm1PZXRX6hk0FMHCS4d+gHQXAMVv/CDwQAwm5PyEGvjZWPU5z3cwhxsuVLpvV9Repf8wRSlkHkPqESdSHFxVKAVRXIn0NK9GUrvlZdY7CGZi7jJbFWgDX6bykwK974BMxMi5jDGBMCA8DJjlCg7pmuNgqiq8mPMurLmot3XJAjKTkKOw/VvLYMbWlier9anONbvlvHM+Mi4GRcmzIHDF4t+sW71JCsKvvsFIX+AqupT9uDyckoC+hD1vpzOlvFvxIwsYa1rOH6p+p/f8o4VE8f3Rz/XKuspZqBB6bM6tJJn/iKirfJQPY3s2Z64xdr8sDoyLcaeHByic+tzx0QgrHheB3QmRUCScqA8PS0/+dLzzISqa9F2Me7lPffer7UZu4TCf1zTin3W7qwzHfRBemHVyKsLujsJVDc//lpLgZ10lp5MNxc6WeP2bqm2TdeS/l9V1Wopmu6gTqWzBh1pL+Cf/EHL9mUryUFC9nip8fiWVRxbRYudyr1GfFkVtKzTV81wnaewJ7rrpPkNVnSRes/P7E2szuFPJdvwknQh2OdIqgwltX8xjd/hKteZZ6XyDFTTTvhrIcbor6ECnZOWtEDo7lfRplASDknqN01Se0rJdqRZpbgYKkTlAtFIj4IOn4mHSdSHuu8MoTWCqW1squdSA77kEz0YwHv8GGN4GaajhXkGt5h3QdZ/GAp0nXp5x9C1agFbSStj9gnWfvEVRoG18jlmZER8zxY24xt5P6bg750sMKqzTURWEZbWrkG18l3Ye53sMU+HnZe/j9ndaVcfW8+3jPMVUK3y1Tn36C9zIIdE3wQzh0YTADVjA6YPXPaR3Z7odc/cNiJClEk2Iwlr3pH2TVh7T2JWpuhOU7Wnqmaym1Ls7oocZG0vImvP25rv2k7yzX/CYtaAUsVOucBct+LgaHxd1Aj+dsGFIXx+a0yJgcjAvRUXs0JUbi1tB5O3BLIK4EE9ge1v+fXPcjs8tWVG49K0QTEm6fsqz+A7U04ndM6dzta1OfnsW1aQDMvFgqafIX9b0nhUbgcuAotvCoc+D/amu3EYNfxQik7IEP5BAwQ1wOJRz9CXt4xDmQMi/9OTXWq727VX3HbLvGxTBSDZyzuetVLr8Gi6KxRBCYGeDKB2yJ8ZurPmGa5zEKbzRXkEEOK/JE9kMM5nQOvmyF9NjnNiQlYDyWUhiNYwh7IGnvH7ajGpl0BmNwttqqJ9CL0uDmDW5iWb6g58+2nefkyBjy3iRjT8AzeyTJBFUkZGsoJYdHcurDTKDDE0DpTONRMRtSvqjNuOEQwK0UTsrRETGYFIJw4UO6xhDV+7KwcrKK17tV+UuKNn8sBEbRJjScLNm0L6uojTNWUaPHtOJXMswkthomHANJQ9Pztk37hcC3UjimBJNSNAk8L4dHbUDyj/1tgX0NunSamLkLmnCyIHUzluCqtG7dql8B9GJ4Bp7GuQWex2CKZhlqGcv5sKb3atQ3uSsPbnWDj8tVjN1vitEhK8J5yhEZE4OoVMNPHANj8LqXbfxUXbJ0ItphkkHozLPT3Tumg/o0NwJ76e1vMKbvZpBPf69Qn+meFPomqC8/k+mH4JeP5e+Wdmbuvxy1IFjipEtAF7CgPwSzO9/XN83Id+eo7+JuWVr6HUe+kimi9jJOniUYzZc5q+JMp9+CUlwNFzTDApEWLSNFqzDOIbuSPaucbVOO+d3Z13T1vC7GK2PjAu9V3LPUl2Mli6y4TNQrqtZ3sXCx+zCjlKOk9yi37BOSX8MtYsCTYyPZ9syDaRb68liOOZxtXvrQIlq8VPTSmudo9R5S+yL1PUWLW2Az7J2DDbCrTbp0D/ZLfT5vUutjRZ5SpvVO74Hj4uoQqyuPc8s+5MqXYxmqBt1HWYa7zAtbOKwZY2abnfuI8iR6z2gFPtuR0fGudPVMh62jpJZ24BTTPp8U2M9Uwzt20Ja9tPME6TkELxBduY84HkUYM/n4Ja/igboR/Limt+GFU+VVsbJYhWW4O/G0tSwSMO/mJD75FoQ+hZ2Gg3l7Yq4Dl+eg5gbS+BuYQJg94FUKQGtu4LUSzVU47aWWnlfWfM48410P9d1UEN/FvTknUR8bP4B8E7Yu6TR2zGnAerx5tl5h+7+skbgjOAoLaN3Wz1GdrvsNKWyiegk30/oRabTsEJZW2vJb/PYHqz1P0KY3qKWF01VzRrdp6fOeyIgNhZ2UHI1LrFiRiTwYXoe1ixEMrzNtOCEGYkIoZQsDGQ5qfY9nWdorHj4mhdLp5MmijZ/MsrSiUQpClIdqmLeKloU65FVfAX7VzBrERTHLDjPBDSt+Y4+gZagYHsUo9v6vjUElTs8AACAASURBVIuDHIYBetQFS4pXvycN/NcWSHqCcTumKaTE/m9NS1/CqfAOqHpPlO2MufpHbFHAv3NFqz9QmdJ2IzBvdXD56L9irFbZN1Hg3p4jtOcsv+ogrYrwWKbI0jI0aYZxqfW+uWKfuO1LKYRR8rbwmIT2KmjZIkcGywIxJYxyX0UkJe8c1NQ9id/CmFDxI6Xtc7s+kvvPM8OVBMynFdv5WEdiGLkRpgjrNlGgi4vRcWPzs8x+xsex46KGZoTz9FFLs27Nx6xzchhwyw40C+QZGdO1PIeFoKjlAnRVzS5abnn4iBPtW8bE0GDZlgNZhU0wq5zJp2n/tRI6rwRTSiBuDQyam59bVPNEcd8bxpW/sD75L0d0CKYXQB1TIn7yj3nWbryvjBmPFhYp4UzTO69xG5f/3D2QkNBNJyHs+Nd8z1YePrIMHnRAxdNAQkPRz+Sikws+L+JfxioGa27zG/J7Xpcj44DEciAOFCoFzjmCcOMNVg5g76gUjVVs+uuskmUqrQcrYA3p3Pb71PejRr4rVbubEwbvTqFvOqjPfE/5uFwb0oD9dDLyXvFSWrIMbT9Yjx9dwNr8fvDpdwfyXUF9d2hMs4SYAbyySQaepVMBJ6v2XMR+DxvD0hP+bmGAexspamUB7gB+pTS7PLMrZL/7tZ3XOcppTinJhZ82vrRH1QFrnc9o1yF19xnsH+s+xbV/QAobSF4lhyQzQ8h3oc3vEoVQIZUY4J7l30NgVD+tKlmODihGB80puabud7PId3Fc2JWHeALYBtl9lOs+xHftI9Y+VQ4gjYyVigh1NlLZy3XsI31HSRfWjFF3mOTKFKMarDSXSXm5l+78yj46jF9XmFuMlZgXE0+Ya3qVVeJ9znceI12HqfgIyasi+fVc+3uk5zTtPg0oxS15jS2nHBxQKLBfOsIBrfMFortx9e+WJL6pnF2QAJ3UXEeWvJn+ooHvOkna/4jBPAbmz3nt7r6ZZ7zLxpRZfLcGkD9Y1fkDw8EkrCqVQVkgrXWg18iIGILVcyp34+fcig/UdS9h3B+smDNJEg4O8wx8nLGOa3yFdJ+lXaeyeo6S5t/xlkaVtprT+QxLfyYHRgSMzhsFxhMnB9AxtQoFvf6h/C1nWMheqjww6gh+m+PcOsuypPKRQ44QNvg5gsny9R+pzehOyRv8eJdqXIheGi+PZjNT6n5o1k/xfoYrclu69iLDBBKlGBeecjyTMjTtVht8Kp2PM9WUrNkrR0blyDksSQ0MypGkZyBmWvFLlameeiNZfUctgRFAVgnbHZMFfe8DIGHkHdzkZi/m7AH9ajycbR3p+ASLPLuPq7uPEO9uaq4hJh/Fo7ixv8CAWDW/pF18/DN7NKlgjF68MpiSoiNS4DsxOlyxE47CMtxDKU9gRFfXz2lZDJ2+KqugIav3I2tgRA6lrJhLAXSamDyTiMfAPOGEPRiDCdc1AcjhS0lZgB5nqEOgAvArbDKt36+Ez2MOxO6khAanaKZqaH6RajzMqwaJiOp9pQ/9WeofE4OjUiRZ+ZPTc0raYQ8qfbV2+a/EyDkZbXIS8sCIoa6fXySRXGGhc6t7V8wZiAuYURGzh4eVwL9yxNVUi6l9GEoBd6nRD3cLz6AODmFo/bkUTEhAuaGka9e5bNcjxODn9TJGNRrd7Fm+dKXrtcxd0uafeS5zxxv2fjRKtYfj4o5hQ23/gqJ2+7r9jp0xmGopPGrbemx26VJiYsawhnqsUp55fLobx+zcaUG+/93UNx21nfcQ8v0AtuWThQV0fgHVKazpaxmTgJbBkouba6bzC8m8e0Pomy7qm+YxGfYub+ebivoy4ewlrMcPwI+ld5Qsxxw/NKIsxmrPa/u73K/tvGLQbCuXw/SrRQKp6CKLn6cte0nr75i9/iHSc4Zrfi9Lv4TkVpC8ituW236jyDdpZHAuHSdoXU39z2KiQ93P8GdRG75eWpFObe5y67x3GfWJSCDuKEFt5ATpPMsv+wsp6+MyKYIK2rHkiNS+nnQepBi9cJLr3E8dO5jsZkdwBfBLU1/GJeVK6mOKnw6b9Hi47WGH2OP3JGl9k3YewDiH3hO04wAnPYrOhPl1pOFlJtgeJL3H+LZ3sfgT4dOZkRDzpjrEtFHfZekL8BudjF4Xi39J+k5gLkX3Sdq6F7/KwYxB91XBb+YZbypIuz3I5/phWe96hs7DoXYnY0aC0cnrHfPFPumJfwHqYKNUaFz78Am67H9o/UskvxEtQFkRKdZ8wrLe4MK49qY32SfAEZSpW94hhYsxE1IjG5ufdWHbXpJpXBhCgA1p4RT8tAZhzykxGLfu/Lf+ocPCrmFmrDKshJJ6/7bZJcuKHt4PT6wMjgvRZMnmA+qiFh5ubL2faqqQB7DTz3uFrUt6eFjzIfaS8UbM9DMv/7kYGXIEUwqaXg6J/UPmhgjNdVITgF+VpfcdKXReDH5rxWSFMTEUAwo1r/gl1cq8L8qtPVa6bdgOxBVJAiNZHvizqrCJxYKjYEh1TI8ye4ltA+k8hEJ0zwnSdZh4BpBz0uKSvoZqnCpWnjrH2lPx6AkRs9GTAKJocxrBaEF7KG4NxsT+YSU8Uhka9QSSusURlV5iJOanlqVzVv3eGhqXMOM+IV6CfBnwE9BRE04+qeyKmZf9Es0zUfn0wXShpYoJKy35whZD38dieMQeQkpMP1EKxUztP0PLE6Of03moyaMqWVqx4UMlAnOSABAt33RYXdTIodNMtbb5BTSGCabEULwiNKpdHFDDPBg9sx1rbNv+JuPUwbWM2CP/tT1xam5lD1ZXoccMq96El4YRHa/z8QaHtnmPHBwRwiM2bLD8t9b7ONHVcVgUWo1+MAbXRD/etWxdsM4Wbol8v3Hlq/LAGKCsIzxS/pPP5wvr4JwrNn0sRTFrXgrHKjcdxIJVrYIlP/r7Wt/NjWlCvjtPfTeDfNNCfdOBfMZ7CvmuTX3zWS1ruuxT4yJF7VzxUqS+kuVU56Aw4YsuZKzfQ01998y4nPqmRL7ijPS3gHm6YBNgKc48rGUtyPmkeCWm+RnqsLZzUTHNYaWet4f30mPmwewOD1GVU0pyJE4r0+wKkm3hFpQSvUIaf4U1hLDc6TvJtf+Vx8AMB7/o1oIcbgH2rhD9bCSdfm5bjUWe6O+ym69+jliWYp2nXriT1DeJ/bSschLAr+co7TtDes9yHYdJ5XIOKCuPiWwGB5/tUInrSMd+rgvA7zDfc1LlDmM2g17mcidpfVPyWDpjXWdFXxaMMmehdgYvde0ira+r0Gr/IOp+q//Oi1u4PJnm16sAnLqOq9Bi9Axpe1dlxMU6DztHj0cboiPQ5vXC3h3hvYmB0XZU40J/iNa3Afz4VUezus+S9t+qChrxei8ofumNNcrNotSdG1fC3i1UdWYqOatuB/UBM7tUGYZ0cHpYFjuBT8TtXwH4WcNJZeB7zZbTpOU9vu5FYqrHXHJYkWOig49jzX5cfg1pegs7RbHH7zRZ9gdS2AwreKp1FC19zoHlgugOeoFSgDoq+ocFWO5HMX1ODsaMG4/J0e+FYLIiPKhEktnK1ix9jW3rcdZLNihFvyvb+ClfWItqpM6NMqOpWqW9gvquzPEzVqlM1STXYV71pn0AWcUe+k4Ix+TIeGHTAN4k5sVE5yvf8D9K6Dt3eNAdQVdPMTrqDH9X1PYiMdTM8T3H9/3NijWigyz/IJnf+y7c6hywXLrVEAnQo4I5KV8Lb1vsle05THtPE0+ERdh5UWozMpjBRD733NIOcfs/xWhcDn4jB2EqxsTwuBCKCZERaz9yryM6LAcSSmR4nvdxCpRiqEZRsbBF1fEna3+qguXUCaFLhFNmDYoVqkJ0BFBZDA7pmp/ltKy5rgCDN4iumkFXHSC6dv0+T3hMCMQdUbjSEXsQVTJ98x54c3EGP+I0Rg56SzcdlKIJWyimREcrt/9DVdjKGby8vkHT9jNHdMwZHqoKjTgGYrqq7TDDsxc55knrhf5vpQBMUUwIwG2TqAqPzRfX8YYqYq5WwyUYnBgVqEFKZIqf17D0RXlgXAydl/uB/b6eI6+GlZjKXMMaAl34Kl+D+i4qftXEVEXynIZVL8PLWhn8Gl5lbzA+W3potsFvXb/fGv3OsWtIiIzKT5ydW9zGp0XCmSeou25Mn9B3n/ruU9/tor4JxW8ek/U0TmJp4YtaMioQLBTmF1439d048t2nvttFfRn2Sxd2Fk2MSzdOV59iJjtLlltYygzHWyi83Ojq2YlVN3nlmR6/20Z9M45kd3rYcHmdY+Wz7TBLLHquks8GFKngjH5a9yuMCug5gpnjze/y+Y0o9910bvttQb409eUw5MtTMEceeKZyNaneTfw/JbV7VN49XBFCF52C937AP/MmBqM7O6/xcZ5dTBg5ho1qKz6CU8JyU43AYRmnA35S2wN05SdMiDtLOg9yzh0oSiPMSBnkm5r6ZJLnYsDD8vewMc+KNi0Gv0oJkKZ3+I5jXM9xlGW69qH1PKzdMQz9FcyRB/7sPc417SVFTapcK3OFYbKh9rpz22+lke8HqQ8h1pm5OlM9WfxLbCdDjj3Ot/yeFLWj14iG8R7L+mNjxjHvziDfZFpL55jfanmnixid6NGCViUY40HxpzNHWWd/8m9O5gICXKHZ9AXfupdUP0vyG9hp4FOwtw3W6HAO+S10ybu05zTzdzlKm97CoBQ02Xfrm59VAsPMTD+DfBg+HklU9A8K6EeCWQ4VO76ybNgn7GKSYCDhCHyrq35idtmq8i0H0GYzNC6FY0UP7lMVNaPZid6NDGO6UuvzXBxp9w6MdwOYqebMftOK1wQ0CEXzGCEcF8KDpoanOa2i0ro5Q01+79sYWAfIFI5L4ZQcSHp2j5ranicmH+cLqftOlm8blkLjwGlydLR47Qc8vHEYP1Cjj+Z5EMx0TipuJqs+Jn0n0eOq8xDxhply5cV6RRQefXDOvMY5t7KzYutJgFsF5iSCbY3pFD4bzEP/kNw/htYygbgrPKprCCOloCWMkxY2ze/+EIhOQJnuorMLjhDA84iArZJJezRhD6HtimHZHqA4FP0MLABdD8Dswy6+olb9mk9Y3MK4GMRUQzGUdAQThrbnYW6xjFbnUus9WZY2y4Y/SbuTzv6YLZyq2PSpqrgZa0dNNXmtLwjBc1gCGkggMS7eQfIB6mrmObbYtv8dc/zSLYvhpO0nZ+eLa+FtS9PxCekzSTObsQruN/2SZ5TAt3IAr90T+jbXvx3eyGpUceuQ5a5R5Hmx08/Joe7n4/JrDZ1viAMpOTjsgJfyJ5/PEdeoi5vK130iD2BQh23gfMWmQ1lF7XirzDxE3XXjnqG+m0S++9T3Yx3XprV5hRTdSg1kYQmdb8JvkixLSeFSvngZX9yOq4r71HcDY3pMXCZRX7qv7xLqs9DLAioyhZ1FjBLLmWkns1eBf8JyGaM7VpKSFq64HQ3ZcIPS+9R3nYPisKH9CcCJxkaybSTPRnNlCuScV0Z1Tq7hVYpmJIeRZ5Z+wJlbabZ15qmPebqQnFL0d8kRqdZJS9eQ2mdI3QvEv5ureY4UNNEpkE++zeCnd/ALRZayUInNUb7dGOfQd5J2H+UB8Cq7uWwH3qg6vHYOGxHXqVZ9SjEO8QBacVaFsVVPO1HbOWVfn9bOfDhdjAzljPSXJ1OtlRgV4oiQtle47sOk7zPSc0rVc4JIG9W5Msn38o2vkzUnMYdjzRHaspc31iKgahQuT7iBIs/bQn1X8+HMdaUFTD4PSz3Rq2bJqxjn0Pkp7TrDtb/H6bHcbgKNAPmkmca8H6S+m96VJzNuFfYu0iPNc6PbPtw5WrY018O6H3MaZlesEnf8C1vOYAX/1Jh28xmu8S3e/yJvaEBBRuti4eluXqewfDYfaXkN3vu07zhW4S79U1ZhC8UaPJ+l9QXH7vEM72XkqbgcTZVuHxKicVtoCMP9AqOFDx3whIcro/C/w2Iovsj7pFrjqtxyEBv/gjE5OGrdenxWgV+lY6Hk2MV6Teqb1Oan0vuIxmNc/n8c4aR1IMEiB2LOyKi25WmsdjbXqwxVZeveV6L/ZRYpeAIAUUo4Xtzyc8yN9O3J6vvMEhpyBYaQlKKjRev+wGmrstCwxI/FDsAwSKGeWeVr+ZUHSe9nFNv8jhLf02pMU3DxqPU5MXTeWKXSV88pW+Hs/7ccGQHgqUBTU8CeuBIZFSPJ0sBX4sB5OTBSGYApGs71/4RqvNiYAPRY2Dqn+6AAm10KfsDktkhKCsbE0HkxkECmxb2N61r24Bclej+fLrPEitNaqvcTc61uzYewvQMAGEh4ANh7UIx+Z2zbgx8XSKc+IEC1ob50yyElPKYEk9boqLD9X/CCqow1VO/Utv5M2R0TI6Pyzv84QuMm3w6idWfpqmYLa4VdX2EZbTBliyaV8Kij/6t54ppMEB+cQ76LModStAViZaimtmddT40BPVbsSjoD/5nr2ET0Ir58RhcGS1w7vg+GiZn6MIaEDwFzx14lMmZD79aUa9c/5tjWU2ONfcMnYvh7Z2BEjgwLT34xp6jhPvX9OJHvMtJL23Jq2OOrncCd7Oibkx53Hvamk/fuGeS7sX68tPSXzwEB6jDHj4X4tSMSAPilq0BRD5xy5zeIedPAe4ss0wh7RXiU6fdxuYTK0j17lkljgkLR38UygYill0t5AC2wirW0YpEne8UpBrjbWHdfxQQi3hzyzTyS3eFxXZIddrnU/4r0neY7j8CKnGt5j1qWkGwBIwpybHRRmhh/aFzoBrxd4DfFkIh1LQa417yA3p6+p1WWdowKSB80u+JOCH1TjKoI6dlPuk7hQnn5h6RiNTpD5AkU6xVlHgDV9hBd9WcGfido12HO8QQs+mmugjmEGvm63DXZNjRP4mDmzbW880mu5V2MO+89TnpPq4A2pYdhcc/l15Pml0nPCR4NP5kZY0EDzXOwfsJ0BSzz1dTb6ZUHvYnCzryr8OH1J60D+xU0kMW/4npOYVVhz0l16wekaKlK42HCIPupdWb6+lAAnJGCzylb+G4Q+bSTdMvbhXk/zIFOondyWq9K61jofFDZ9hWm22GGQUL74FGu5S3OGyGmeg7j0X0o+mUUP5EUtNLGN7CDtAczSLiWN4llOY8buPRLfyoFRpRgQoiMYFQdVjYm7cG4tX9ESAeIR8crtn+Z/9AREX7DuteUXd9ofI9llXdUPnJUCSeUXSPAHmVr/8qjqydwZh2eqsEzIXh6po5xT/v1o7uJhzdVF3e+JcE5BJNiICVEhp3huH7xbowRZ+Yulr635VACiAt4RsA+uhFH5HxB6/PEvFjtHVD1HSvehX6bSn9KiowU9u3lLY0cK1ZkcXNMWtT7ONtmNHfpOQ5vNL77EK0KE1MtQe8ZP6epQglL7+W0zjkVHRVbT9qjKKWy/jq0t8EGyNB4ReAcO72ELZzy7oppF/djJ6EZrVZIUdOCrv+p6E/KYZaHgSoWPB6/xCkHlcM41nwGhsytz/B4htWY0qGvYRKoX2X2coUr8td/JITHHFgdigWQwOFKcMTY9hI1pXMyani9h7e0FD30VyU0jg6o0XHrxgNzS9rRI1Tvz23dA3SnBNCm1RFN6OoCKkwIdC9yPyLs+FqGVzaStAOdRhPyE18sYuYuaMSKsqefGlmdJ+ZbIJzr2/bY+wclTBSMO0Lf5vie4NKRDyYPsh9gKgJzFXrSGK6M77tU/TPV5ve8UxFNiGwyhcfPzhXX85am0oc+EiJxByDxQKJi8/771PfjBL/71Hef+u4s9SG9zC/AxQGAH5CAZRnGu2klDiZnPkOp+eZLdo6Pf3zUN80SX7plbiapb3JH35XUV3QJ9V0yKsiiyokev3agfUz9wg40O1lk5dDcpQA3uE99N019uYIa/kIvfpn0HSGdx2nfSb5lLzE1InvA5GusqgXXsZ809d1B5BNIDjN3qegjNS/y/ufJ4pdI9dP4IZAtUZ3ADDNt00F96OrZj412uEQ+Tlf8hZR1cXkYO8FhB6CIGkLlBtiA9h7me45xqw4SZ4CBXCWXO9Hdd00tjmN1ngBUmOWAnqW1vGs7aX4D9ViApd4TfNchojyOSlq+H2CP9JxFgaLvDGl5jxQsZt19CjN3sbKCXhE1tDvUzndD1AfH1UvEBOf8OpNMj2GOX+tbvKGGlaS6MrWgM9nddw3kuwmhb1IwwzQMLXMiMTI1T+eYW9ktPf43MXxeRkL4v6YNn3Mw7dVPc8Z6VraXPsN0h5uTK1hMl7xKe4+TjkO09zPS+j5vaVNrceFe3PKCGBl2BJJ2TISLAddJWJSYqNyF9Z9CIA7kUxH4Ov+h/cBdzDYzJkdjWu+2rPz68s2fKpGUPTiqRBLFm49mwWc4tp9V8To3BY4y+WjeVN19F51dqlgCOFCZS7fsl6yMMyYGU0I0JgRG8hf3E62XMyicob5k9fuOge+soWFn5Dv0XAnhlpaWX2CGXvVTAH4lO4fswYQYiQMpla79E29CHxQegyJqmHeLg4Oftodo1wHac5CsPsOtOsJ5nsJfXvQgwXpIolVmW7vlXZ8B5smhmBgatQ+MsoR64Kuhyv4RQCZbeMgWOi+EBzX1/ao8G6fxE20NLWmf1/UXAT0zE0owbo8CNmcUP/sE9Sn9QKdJWzhpDY8Z215kRbxwek6syE0XRuqq1OZG7eoPAc8cQUD6MQw/ALQLj5qWvoRmPCgPuuENpSpqrNxyhIW8Ay2nSh89OatoqdpQBzOvb3tBGhgVwkOV4fOO/pimdhenrVIZPHNsnbadX3p3pRR07hlC05on/rFQ7sP7JB8hWQ3Ih6WeTMozeziN19D2UyH8PTvzZGXg2/m+TRgxb/ATM3txYZJ1NQTuNyNrkrww0rP6/7P33t9tXNfa/zlnQPVGEh1gLwAGM4NeCDaxq9hiVbNVbbmqkaiUbEuyHTs3N829JDe24zi2bKt3tyQ314mtQhQSlJzc9/v94f1L3r0PKFmFslVJRdFaZ3FB4mAwc2ZAnA+evZ9HH8jF/eUeCPo6AD9526gyMIKp9Ju/miEun1LcVrXmU2lwxInmLpl71PcvQX3X+5TbVOF5j/ruyHED1Jfr8ZuNmh5VK7jm44nepPx+rOhA8DOPF+B+R5Z0jr3cbaWv8QISJmJc4bbyoy99sUFLDv9w8FLPuVVjPX4lraRsAcnJvKZaBJvZPM4BTTjvUd/F47pKNAHqrKzQRRt+jmvxbt5C1vEONdezfN7jd42WnrcV+bDs00bRPcVOrCvQzLNmJ615mgWfYSUdPDZdIgW3X+tDWAJOlpg/Srr30+6jtO8IW/IJqe5Vqd28H8/Og+YlaltJ7tsNvyW9JzBhz7OJ84yL5XhP/YNaXwGvdcTaSAWYnKltWCfmCqPRIl6d48h4QJXK+jw4ZWMjbX91rCUJLl/rK7BSREOXfG6UMhYHL13Ke7eisPM6YO+CpaeLwakhCAUp1hWfwMPu+4ws+ADf2jov6mOanFDm4GPSkc916bjOXU0Y7/GBXo45eNYDC7ngLprjelDe9Hc5mgYws8UyqPg1/oL4+mmOIjQ89A+391Kti5paSPPLDE19sXOVwE1V0kz1fqp2Gzt+glrZwKgYG5IwuC9tx0a7lLX/tDOaskWQEyyb/1qyZq8rnALoEgeQyjSu9XkV7WUbPlGi59DfJZytWL07pyyhgKbnwpHe+UPOLmMjgPCmqzV2v2SPJbF/L35GCqddg1lD46DK4GXGWmoKlS57Gw4DsSoyiuWUkZQzPmRc9AJWPoe2Tek7XN2fVKIZwFd7NGXue42aG2Hngt5BdDXcptJPYdKsq8j9u1Vdh4Te4/hn0BtFXQvIRIuNc5inZ66hOs/Usg77Y8dFPNm0Es5a4yjTidFRICXbFjjTb7m16agcSZmC/cToFrS1mMBe3Dan+yNreEhC8BuxJJJ27L3MiOctPRUgZMDISNoDgBpNq5sGqb6GorzmYxovg2MwYUUuK24rXLtHDp9C3sNARYx9l8MpfetOpgvkYY6CixiCzBQoe+BjOXIaiNSRyJQ/emha5SKMQdKFtO3/KUVOSdEzFrh2g8Pa2s0U8NIUmOdaJ2351hJPipGMA/MYs46NX80VV3CnFsDOOhW8SdFZ1MPdgALY47fop0r4W1Q7Y6NK/9f53scEY1DQ1/JZ5caepgAOY/BHhikoqL3GrlftsayMPZzn7Ju/nmFfIRgbK1b9EdhVDifvUd/1I99EU981gt896rtO6pt0Wptc6sMePzM3cSmhGgcpa6Nl7RjgXroYK4Jm5gxgiv8VqG8C9LcJbOG7BOEqLke4G3gKNgRWn49lrzhv7tLC6zzbUeZFxa+aR/ldF/Xd5TkNN5C7gCiVLwqGEG14EV0N0NbvIGt5C8AP9iYg+0028sHgyey0UFEV2kh1j1CznYSepcGdNPg0K+tg83g0RcEV4Xi3figkX8ZmKk8YM/p60AuHLfqQVnSRAjsFqAN0KXSwfIWID9DOT0jvQewD7NyL2FZgHUtjvxr15ZAsZwCjtnJJ0A2P8RsufYBggPtrtGs/h8lDpHuvID2E9v1GD2n6Oen7inQe5C78b7LiZlJoGVMU0Y3GcdH+b6d9yw8PfJaHF52ivQSBm23ZQQZ3Wtd+0vobWtyMIYdY4Xnn1HbexE4mFvnOF3l6MMZNm4PAINO6Z9h6xce/wHJELMjMmNacwBSNQJiYGnmlpYuqPdw1xIM3mLmZtPBvELqP0N5DqrbXSElHHpp5eEzNgwo2CqIRpTRWjojdZeVbvpEjqCYBtFi3fG1euRtoRApn5HjKHsYQtqmljdVrPxXR/gS3r1p/RFXeKuh9VM1BAvsMr0Q+bnOac3bhQwWkAZih92sX/EwOA3YOW1Fkyzi2nDQ2x+G2ydP5Vca6kr7XlW1ZKXzGFT0F20ixpBRJmjueoeogDSTy+g6VbjojYtoeIE2qbMUfhOI6ZsCKU6qrhQI5YQAAIABJREFUxVhzTR3VB6h9Nen8FNG37xhZsof6E5hXjk2AQYx617tVmqBgCMy0dsqPfm5PjDhwKrDwFVBTxl7HEQsQIAAhHAYcw8Df1XWbsGAbdcIAKZ0/s3O3LTIiR1MyiloX+7sA/g2JqN1h+ag8AICd0bU/z3QeFap8fKLwgZ9pA4K5Xdf3RwlfEV43ZY9hW6MnMmTq+AnMEvAhgwkxBFRlbWVr97ijo+hxGjlTuf7g9PIWZvSgW0/z895EWuxPSgOnpIHTmroIQ1NTzxT7SuumrwAUsccvOuQIZ5THv5hlW4b+NAYPZz8feisYa+EBBVrTuDXtO4D2JSTVEVv/13NqNjKdm2HWXyMHPx9qpJcxXk70u+R/agFo80yNwPbK4AimC8aStieOz7Avn1rULq77SI6N3KO+60K+wokOZ8fqyhz1FVy9tvMe9V3/mEgkuzOpDwhhlpFiYAMcYTGFpUxxEyvuIGX3o+4HH7q5EtBZdzz1TQyAIVuWjGOYeRuRr/xS3hvPrvOykUtrmFt5SRbf3PM9ezh4p9+cElw7Frfy4t5FmNxoqkHkmHtP4rsJ6su3od1LQRWKaVqF1v+UdO/DtrSeI2TRB6SoBSAHsXCyqY+blDjxtdQc7aq6ad0uEnyOhJ5mwZ0oFuXbaX4u5e/Cs2499dHCag5mylS1i/pipHs/6/uMdh4Qeg6Qyj7slSqoykPfVB7TZ1tGlnzMur4kPcdo92Hm2YhgcEE2vJL3CvmpqW3Iljk3TviDBucLDAkP9K48d4w1v0R7D6q6D6Oy13uYyBv4crCOtLzJF+sHEQibX8U/hrgfJ86DxnErCztvgPfGhosUVlO9B9MjdQox1wuN/8n6jglde9Dbc+G7DC4iVve5JiO471aFsE8S7+k8Y21yGM3nhetODV7urBiYLfUpm/7HFUvJMeCuUe2qQyT0vODtJ+YGXLhjfLmfN9q5EW+MHtbyBpYQdx6gvV9hsXfRQmIAHgiULHhBiX4rY8VmKtfdh6V9gyPVm09KiRG0SxkYcUS+Ln3wQ29iBMhKjAw7+k/N8Tw8pbixcv0RVxSNYWyD6YpVu1WmOu7lGMKX1l7R16fzXP6fGhcz8ZpArb+06yVXfEiJpG39GTmaVLYPmxq24xcfhiDVN4oPvutCi1EgkCF75JwYPuVJZEwLn6fGEK3ZIfQdqewHHhvinJYu7nmLGmoFABh4RYOToc9NAOskq1eR+z4h3YdI7zGgX+JLwL2KtjfaHHx6YUIErUtVusjxxJ9E4JPIkAgUF04qcXhptHixhjP2+Gk5krSFM67w6QLfGqBKQeejJh8pbZvZ/aGdB5SPwfNYhSdgalqJZkXuCyrFUjY41HhG27QdMA9rTXW8H1LnEow+uLhC+ULT2oPYChgbltEqZsSFTYMj+uancQNsWbTD0U7RB8pXf+QIpxwDKTmetWw4nlfcotL5mb6mYOEuJ9B4FK7aGVcsqw1tAqrMM3pmO9Z6t36DpaHxlIKxGWnn1r/NkZbh16ymIIp4RrgoQXTEMXpJUR3T+QxLfumI/L06mpb7s46BoZmex9CCWM+jL4xBhh2S58s7jePpfgY/7gpO0FgDb6LinjfxAvUPSZGsa+Cb6XIfzJ5l1cf3qO8OpD71eFrfD1Cferyn3HLq090t1Gc8L3PdLeMGKzyLOdSZctTH4AEqfrnCv4XY/aVW8LczTQgbs2HGyi5Kd7ijwO8upb5LJLvya5A0y3k++3m3z++p78LjiktQEC53UTMt66CY3LgIP3vQ3KWSe35yf5eCSvR+vEd91wF+VlLgoPBznkyNNaz+P5Aoeg6S7oOs9TVSVEPmXdjSPk6M+wQIfVzHwyMcs5YBcLLT6j5as5OEdpLa54XA0/hHAGBpHu9kK8wFP9wGra+Au60U8AR2WCb64qTrEOk5SjuPs8W/p9XLMbd9rDIT54ra1pAle0jPfiz17NxLnQMUYUzklqoORDt0eZFVBVyrNAZo1TJiXUZNjd/LhoXcUAdTEERiaKDOzbTtZdoHF+g4kvmST5nyJH75ZQ4Jjb8gPYdZ5zHWc4i2vM2KmjAdGy1kcpDp5C+qIBIUXIN3y83bt1yu9bmwblOjUDUKevATK8Hm/4JnhR/HCIq2t/EdrXZi4lmhmxuiXG9p5Q1Ic65LVb6bfLlJoz6aO3KdG4VopDgHlixq3cAMs+290hN/RrSIAx4M69YeI7XPMvdWamzgfhsupuXBdIDchiApaSLzX+JXBGVq1vwmK27C/jpNja51hzN8BjknlhOp0vYwNvJV95+2w55jaVska9v0N+PyP8gDqLMBkDjCZwprnphW0VGy4VNnBOBwWI5mS9fsmVLWgsokrPXVTt4750X1D5nffd7v9KI2P0REjoJ6FzPUmhb/J0CRFD7lwMj4tNJ/0tAYZ2oZ61ENobK+3zhiQJhwnGiyAgcJD4ztz1OdiwYGVX0HizfBsQFopdHtE+Mc6vFDxMA79zQ+3kEXEGxrsMGv5zDlNleCN5qHBpU+/k0EbOylhoBK65xR1Wl59AjMqg2oL4KliYBhQKRyeKgqnBQjScBsSwztNDV1m6geuLoGz7Rs4YyuD5SBERmtR5MiklvWjrWdo5hREcVweQlDFNK2WBJO0Lxgl4AtcEG0SDH488xN5sU/rX7iK7F/KFcUKkdT/CearMrxlH7Bs8DVDMtWg8TknF7SVrJqtzM2jGcdG65c+6lQNJ+iRapP27xLGjgDF06Mn7SHk/q6BHZR6mtmO9dXb/zcgeY9qeoYpsOLj3823dYHl4PpQrmuPDQ4RQsZlOmY1qdpekaJnJYHhpRo0tX/zZwQKn5Y12oM8Rj3AC/o9RNTDc15eF5CfUHcwMh3qA8wc6Om91VP/Kw0kKqOn7U+cWyqffWU0rZ71Hc9YyJUvnH5bdJrO28/8gGPTQT1Ge+q2s4bR75x/V3KcH2Qa/DL+btonTRn5jnPhDnvdyLyTRT1TfCYe2mt5jU9q3z8JIbxB6/PVPNST1gglnQwuO5Y6mnhpZ7nzT8L/o21vutFvisHLM2BH5YdwS6y7iPTF+9lxQ20oCJvLrCHyOZYhHx5opFvnCFhqF31A6Ru5xQAv+CzrOZpYqwT4E9BPvBhNS1UJqLND/DJNyj0HgP2o72Hpiz5iMDaKF/iZOhkubQG63LaBTO5j/QdVPUeZK4EfkOhd+LqHI5TZ4c1E5tXxSq7aPvvhe4TeZ37hY6PiaUL3Ti1dt6Vp+CXHYUcuY3N1L2FzX+Jdu8lS48J3YhMTHmEqDHQmbX/lvQcUnXx8LEFv0N2gmuEQp+V6CQBcFTtHEvzm2ih78rhRlnP0IAqZd8JIdcAueg9ZmoAdGE50W+i9b2bSWB38TFJQt/40h+s+13I2EbHdGuPI/yte/PXtmjaNZgxPHiEhJ7Kc28lGg/VNxK9O08dRMUMLrG+FpbdpPnnKGJ375/Sc4wsfI8WNTEEWr+5bafzqf9PDI/Y48NSIivxAAM5PlI9MGTnj+2RlCuRNT34oXfwH9irFj7limXneR5jeq/loX3KYFKKDrmiaeu6PVOMWNRHzEHUGwv93DDTm/OHvHR8T4BYgcn/x3TfS7bBpDOSqt6WdsX+6d5+ztTyDNoRm2A/dUVrPnHHzomJYWc8pfSfcscyrkTS2PEsK/SzmmdUKz4ri5yWBjJy9J9KLFW04h2qtTKDD4tjjQFs3tOgSMXKukjPAWEJvG2PT+nZT/xP89ACP5Ib3L28dpEZg1MqFrsH/m6PZRyRIeAuy5aMI5bFGIl42oJ9d6cd0W9s/RnfwKlC7xqiDuYZalGSLWqa2vuJFM3Y4llkv+gZCcs7z6K/S4zPbXRY4QKgHB2CvRW0PJUHfzQMfqqWzAt/4oqNWsMo3lpgy3haiWet0YwYSzqiSSWa8sQy2rbn4FLixBbV8puzserhjwGVrch+GWnT13ll81X6ujxj0LzwRTn2nT2StkezrsgpU+BRovepNM7pjlXK1r/DgYkYk5hR+oc9206qpR6cH2NorN4VHpjrGPrc1MJs6DtekBL/UABZB1KugeRMxxpiClCTlzug8lZDPWw/HwW9y8s7+Tj/GL1PtbXmvtdhHpzREUc07Y6dnGnvu0d91zwmKLPh35j6JmIY7/m4XB38imGfVONgWPu3KAcD+IXxDBOZU3SnCn13I/XNzZV3VnzvxnlNz7p25OOCHvq7VOLnbkkLCrzc2xNXDwV2eGmKCe8WMtf6b0p9BTcatXdxm1++JMBasOGnsNxhPUewxaX1DVrUTOfaGOC02krzJ1zoGwf5sBiSAndZemngKYaK37Ms8AypaIejYjmp6vZTHxwA0zmot59g/vgx+Kla/D61LKfYLSlhCrlGFOZZibSKLPmQi1rHWOcBJj+JOKeWcEVeCDTlZMYa2vFfpOszFFh6sW1PtfAPrHjR93imgY0B21BppIaQyrWFtr4Fi3KKAe4n2JI9RHqIqRVS1EibX0Wvl879qFQ0vwZvE6HAiaWe3B7mfO3oJCHfpdAl6HjZJyz1Gn5Guo/iAXcfh5uNFDdjQiPKPrfP1mVc75YbRr7JZrzxqA8BKddLafAwrWueY7V94xeOxLAVSwez2pV7WHAHczxJzCHs1IJ51qPahp2iehctbmSNXPHDyJDPSesrtKQNbWC0bmPrM67wKXt/RopnRKQO7E8TY2nrwBkZzTOH7UAXm/7b+OAfnQNn7GEM0FMGvtb4tkytWlK2YT/Gx0eyUmy0bNUfpxS1CPjS3NnF4MercGWbn+Z8uoNuzOtfhU4wtUVLXrPHTslhoKaUDYHztKFpkGncwI0qY6h06dtyIuPYes6BL4eqmntb1rBgJzPUqnzxKcuOVWweErkLiyM6WrT8v1TFzZjGPtZPGEQzTJgQcR32+GEP7TGM8vPF0PMTp7cGQy+wYjMEEzLNcp/08BF7fFTG6IVREZVGfIwy40DaHk560Usz64mk1HUbVToFnwtgU9w+Z8k76OYSGXbG0nAKIjAzIB+nPkxvjyFFA1rD3MqxlK79uTxdTZ4pYH3ySzgjZwytO1EhBAKMAz2mxWjWieoctl+KsZS29VmAOqKrFYw+weQTSjtgwuVBOLC0NZ4uWfPx1GKY/IBK7Ve37HIMJK3RIUd0RIontQ0DeUYf09XN8qwXN32tYLkpdg+6ot/Jj302U1mJmrCJ57YbQ7l+S4xqMMGkebStu+R+uA1GxPhZOXJSE3iS6EIU3VwAFGsx+0HHewKv1PoMl/yTGgK0qN7c/ZocPyeG067IiPToF/eo75rHRPDe1Wo1f/gp//rUN0HId4/6fmDA3ni150wz1oqUtCMMYMHnAvgwZlgLWnZHIt9dSX0ViHwXOvquifquS+jjuXw5007ASzRxBeRbCIMC6sNnSYFt7ADGjD0vdnmpPj8mG8xu7ZhXPaZ/IvLZ+Lg55MNayioAA1yNYfXdfuy5grHoXVJUz/JlNofnCkw68sEAEEKLUQC/paT+ORJ6ltQ9xQJPY5gnNuDdngrPy7Q+rL10oX2iP8FXh0dJ1xFhyX5SvXCswhO20TlVaie1rSRdexk242GAO3U+yZ/rUAH75Ysq6wOkcz/rOsJ6vyC9X5Geo2TpV8QTRThEDxiFJzHIvM7TPlb66I6R5t/mde1F2sR4wKNMXi3Aloagav4vydITKDAuPUZaXifFdQxLOiXs3VLLiI4F7kuJzjVBEt/lUpuM1KdzMGOINb+Cp9B9mMLpLHhb0IdYTuTUOm5Dg9+4CQ03vKs7SeK7eGh4q57ORwq9Kl0d1fimVnXJm/9iS4zaIill8H/Nq/aSwKDgelJlhG1CY86Zen+uyhF7elteYvDe79pDuk+QhX9gJS0UrVY95o6djkHu6RLPYuFoDIglgxWeA6ex2S96Vowk3ZEz5pUfyYNJS3S0GuFqWOt9XKUPVq/fDzymRIcAF63rDk0pqQcyoTogLgfuXBO4epaDP3d4sD2WsBa4jAt+psRHUGQbGJajo0o0WdQSxxpXY62qqK78wQ/gIGEDJx4nAFJWiQwVt/0EW+y8O/OWfm7pP2PBPENEnfIVv8UkWHhiDkFR0wthXavlQfR0WXqM9RxGPd83yAGGx/2huwnMcwBYcYa127v1r0o0DZNgiQBWZXmvHUxOuhz+M/KtI5quHoAj/HZ2zSaqcQiYR18Hn1yqnt0ANrbwMOCfzGfSftGwJUYwsC4MUA04N2Jo+wkranRGT3uiWQ66Q3ICdj7qfvIbw/J99gT2B+IxxJMKNg0mdQueo2o309Wg5aaxUVXUVrn2EyfA4cCImBiufuxLDFEEJjQE1a3b3NvhmJMwV2gHGuzHSVD7pkvLpa1f24Eq0aEUzm7EtvWbOdID2DuKHX1BNHcx1KAFqMEvGGuYPqhduMu57RxacfanHJG/z3SvU2l4aSumF3oYTLLOf7nWd9nActAQ7tYYLOp61RE/Cydri2XvUd+dQ30/wGnXrgreDuS7m7S+u4X3bgv1GTG0bU4JmWHGJUJpOzd3WUTK2rEsao5hjLImGfmK+MgdyYRnpk8E8l2R1oD492MmouM+65oG933BUs82huYu91FAfezxEzkcVp7nonvWnddIehe3+Tn4jNmYxk/rfkJ6PkeXxd5jpP23tKgJpl3IPWUyaztz0IWunqxQRp6x9pHap2ntC6RmpxDaSUo7BICl2019hSg2ooWMWhHyFeZL0JzxffdRungPqV6mKsh1xymY4V6gCNZ15L4PMKSuB5BsH3NsxAZFDV44pqwj3fuxLLP3EO06QPr2kd7P83zbKDy30MFPliMQMhhgm4Q0CCsndz9pfZ31nuBK40HStZ8pG4jag6l9ba9jjh8cz9ITpOll/B+YLg2nOw33xdHk/DyvwdLzFsPeRdSHqqMHjwrVm0Y6/+dk6VHsk4RjbnmTf3Pn4YWgt9bc5VYZtzjHuvi0vOVs0hlvTOK74CCKBZl4YBqOpkYPA5DWOWY7V0tb/25PwOIevUP0K/YIniiR12P7LhY3wmz7KewBwcZFzHVk/ku07wDrPUaXHBLgpiq7T+CtgKYFz6FbSSQtc0vPnDwlRdKW8GkJVvxRwJWMbdP/FK/8ozN8WsFKxZQU+Wu++9FpFYuqHtqjJM6JA6OOWLpkFcBkW56Gq0DaIIPDvtzcxX9B5Rtz9dT7BJ2HGeuoIVDU+Qq8NHdGgRcdluMpXV0sjwvIKkNDycrfOiJpMY69iHCQcBiebWeNHc9hLI1/cGrvkaqBtIIepOeUWLZo6euqolqEDa0bCBD/+mmAZ9xEXEMWf0h6jwrd+N3KWJyDkZee6nwqnGF47JxRcZ/tkWNKNKWE07Y4ip+YcBg7BdNS1X9aQtOXcwDbznBK699MTN48bPNz0aK2aV3v2yIZZy71PpYDv5GxEYG5PQfzKUbTSiIjRU8XtuwUHzmCABZNIllFkgDe8tavpilrtav22OOjcCJ4USLDSngE2E/TtoNijx9cXJixIC2ur1i7W0qcdUSSYvysZe3HUysXCnq/YKjTzt8h9v9NCf8Drp07mtXV9ueZ0bVljucROfw3axwvKCYowDxv/GqOshprsA2cwI013KWzDjU6E/YfqlueFmOnJZQfzzojQ/P8jzOgeuycrCWmOmL0j+/pcsnwIx8aQ1TrNXe9bIlnpNi9vL47Bfn+7alvgsDvHvVdrbzzPPthODuX9YD0itvx+34s/1uMH3hj3FVyp1DfxCSzTyjylZ0X2S6L6RuP+i4Ocrguoe97mDwv+s2twgaqohZSvoALvO1oAI0B7v9+1HfTKt/3EFjgIAXlwFc038oMAdrwM9L7GendJ3QfIwvegNmm86yTj3xY4QlAUo3ckm+jGqdQ0cNqt5PQDlK3gwSfwoSP2099RO0S5pWPcR0s/gKDmOXQe5j1HFMtfp9YemiBgrGH2Epnp4VeYlst3I8bkO7DWJbp2gpkyGBdXryALdmNQXzdh0nXUdoD4wRrf52Ya0mBCx1QgB6xQy/nVePm0p/EtDXUs5G0vKTqOsgNeI4KXfup4zFB7UJ7xvm/ABrEEtDeo6rW32ArLJrHuFguv0EjXZOr562X+L5HJh4bgNjJ4IW0bmZsYI0/J8uO0x4A4M9o6ysoVWGZoptXqDq4yHk7qO9Gd3W+lnKsiW7SxyUnlXPCBIoLcrkMNvAyfYDpfFMtS+0bv7RjF1nSEcuWrN5D/YMq+SEKi3JtEPejzyl+Xqz8LGolLb+ivZ+hBotxDm/CvUpxV76ilqedsWElknFgUeIIr0gckWPZioFT9sQwZtnFhsXNp0tW/s6ByJcEFnJFh/Jrw1PNTVXrPuGQlpYS56xr90wtbcP5hL82eOv6f2Rggp+XGB0MO+tC+o4X5MiQGAOwTGJHXOS0qSEG+1EZfCpzQ8WKd+2Js3BgrtgQHKctnlbCQ2VtzxJ9jRDYNqX385L+00osJXL/zIqV7wimetgtLzd14E+Djxp8gm2d0Lmbi+oHaPd+EngGfUoAC/U4XdRYS3UBQeefXt0tbf5KjA87MSkh64hm4ajgp5QYrh44jdWwmDKfUqIn80ObsS0ZcAtOpGzJjK73LbAZFoJmOPiNUR9woDWesiTOKREU8cRE1jZwyvrEV1JiRE6MOhC5zygRmPPh8oc+YWVdhqV/EGESYEusvM3IqPuljQtfwGRCE7puAgFOLeuofvggD5fPWuNZ6/qDqvJWwDBBX6trekoeHJLR/vS0HD6tqdueO8IZthXypj/LnJytyH4j9o1/niWv4o2sQZQ9gYH1PKTBGBLQGqdB1/K0K5HCnA+Y261fzwo8QYHn9QFq8lG995J6zvETHUL8myBuAWpqLO160zE4fI/67mTq++HtJ6a28/bD3gQhn4nMMJGZk81pdyz1XTHYLANX/HidZ9kCCh8nsOyYmVPYzJwSr8C/WRNS3jm7+C6U+C4EM1xvLPuFp1wv+OVXjT1rjOW4pFOykEP+QmzphM+MfDu3/Szn1Y82bul5t1Kf9WZUPq7s2Wh+FYdGC8YSzLOTeSJDNU8UcMIdRCfm2q7YkgNk2QnS/h4z1ZMCJy2oJGorSm0FtxXzxuO978HvvErJ6y2ZZTWt2UXqniGhXaRmu1DSyh0yJbRXyZfGohFuV6nn+eEf5C44x2HkLfmEWpYTnZOqHRTz92TMn7CvY0s+RsOVnuNCz0Eqb8Lc6kKR+uOk5xDrOpzXtRuzwro/Jb3HMYhPVy8UyJyObDmtD5GvIJfsZyPGuinOJ1jrKwJKZABLnzMgQPlhVuBRATG2vUK6jnEl8Dhp+TU11DK1wi+ZhBFk8IexANBFxsa/24F810tisOKHW6vll1ylBFg9QRf8hqATqYNb/Du5+OO8KM3vurr+eFWn5kJt5w138TkmM57hh8Z5O5lc3l1OJbs8By/IENg8BdJqqf+vcnREjpyxxUdNK95jzgEiraOGgKB2ok2lBpPcWaEfU8JNITr/Vawi7t2Pvb4db5PijilGF9H4jAt2OdDMc8SSALZJWqPfAZAAulj6h3KyFZYmbvmf0hUfy4mUM5axhUekgW807oenF7WXPXpEiZ+RI8NS4mz5mt2CoQ6oQKV1odKo83ETfzc3UAmMA34GXrnKZUC4q0u6XkXWio6KACTxpOup7/Q1UaEYTjlETDXWB95xxDPOWMoezjrio1LstHNwuKhjJzXW5NXumNZ7rGogxX1TkFSLlr4GLMe0Puxew1JSZDOq9dDqNeT+D/D7r64jU7q/oP4oRl8YAYxrWaGP61eYOTG1+j758S+wszGeEqNpro+NOqPDtviIZcs3ItajAgh95wifUvuf5NapLjyR0lYAP3EgBZMJHG5JDFujI8B+Ih+5Bj+E5Bhm+inRZNma/RVrP7VsPCE9/qUL295SMO2Wh/8wpfrBopWfAnKL8bQ9AXx7VkaLl2F90zPAWvgdih7NV6hxfvG6T5XoqBxPyrER68MHppS0TTE0Artqmp6zYmYDXJchd2xYXYtGr0D4M92PiFvPKFFA0JSdZ0UEtv59rn0FRvaZalHo0+c8WgCSMcseTs208AV7+IwjPqIMJO0DQ/nuh/JQ4qth/IIK+nq8V4sQFH9E+uNdf6buV+5R3zWMCfJxuUd996jvDqK+MaiDlUFpOzf2BB5ooxoXm8FzL+C3+PMe9U029c294inXRX0X6jxxWLji10bK4Vq30+JW/ByCdS2SYa7Hr/Ie9V2d+kQ2z87lOxEH2rK10EJrblYFQMECGyyPSP1PsYawF9bix1jrq7A6pwUKxbxy3kw4KchXKH3fW5gjOsAD61IWfFoI7kLwC+5kJYsxxUFjx9vm9vm7qC+An0RhJecdIEsPkJ4jtO8gQ3OXPorBDCJHKSesJqm4mtdzHkWLiK5PiXMT6l16H7GsInW7WOgnpPktFfe0pDDhza8A+SAWqj14plifac9Ve1JMsFCIsZbCkr35DdK7F5akeQB4nR8T+wYknKIGNv9XPHcbLtxx2vYGZuJpPUKhlNP6GDYKKtxaZnKp7zyMaRwMc/xeolxXYT1fYG64uYGDHw+f0Jw/sOvb+c14t1zGlm5ePDnpjHc1ue+KsLuLhz7A9E58j6udM6WVlU9+6cBsvbNKfNj04CfMtUWwP4RGHYBeOh7/oOOsaAiy4mah6RXSfYIt2afqPUTwRurglie+ovYdCiBKNCMjnGDOuMz9Xayw1kerkowTIHDTX8qW/h4ZIAqYAVBxUhvcOrWivWrNx2jSmBhRoumKNZ9MgQ9rxLwgvInQVAZzHbwoPOba+fQX1Xmer/bkjYteaqrRLvyVHBuS41iCKIWzcuSktjaSp/MA5DBTTdmyt6X4KByPO5ZVIsAtWXt0qLjjWbQwDSRUS49VbjklwZHjyBaveJ8VNxBzLaaN5xojjQFBF2DiKrJkP/otLfsK41i8MexAQ5ry8KTEWiyL1XhnWbpsj34GU+rA6IUzqZ7rAAAgAElEQVQRMTHKhdC0iHOSUiJnlPiQFE97w2e0tf08uKJOgEkuXTSr632p/4wSA0zK2BNJtPQcE/2+7/RzRrCREnjStOinU0ta8io7K9d+BDsUI1lH7Fz5ut0q8QHd8vftMAnc4sUWz6JBaCyjX/gizCc1BwD/mDE0tby96qGDruiIEhm1xtKl6/aqytsEPBGHrnGbFMnAMcvIk3/Tzo/D/Z+n901XVlie/Is7AuA6KkWTSjxrf+Lz2fYeJGRjgLMZoG89B/KQYAqwQq+67Vm4ATDdMZ4VB04WorlLIzKewYMpNUae/gf4B8D8Y9QnmOrvUd+/E/XdSG3nXcB7d11t5+2FvcsrP9HRDqivhDu75GKgZhnHQb4JtXKZdEi7PeMSva7ikhrOqz7lRjv6xiS+qvP9e/iAzqnG5WBJO0/vaCeli3mcgw1/hc/iuQ6TT2i3h/puvqoTV/8iyneeGAVK6d7DWn8hlHaocAKBKhU6t4qpa2jTL7HrDE0jD7NFH6Iso7axAs6Kk4J8Y+P8NgV2qrXTQjutWklCz5Pgs6RuJw3twG8BEPmcZO7tQz7pfAw6/I+oAiTzbEPQ6vmUdR1D2aqyC9tgcEsL0aC9JxEfoBj0dwDZr2sfdT0GGJY31yrMtdD8Svx+ve1tmG0MZug+Icz/JdEDNyosx7cF3FBHbWdqhwCcqbGg9YJ3s9D+JmLk8qPYW7j0c0HZgFfHUCu0/ppghd5B0ndEaHkDVrpYUQnraSQoCfsGr+zuu42FnVcfGOOu8CVgCJ08+z4j2OL4GV3wLiluguW1qsBz/fsfl/euS+i7UFnqGivmvEPqOS/nvavDXi72QBNC2VkTJIWefP+G6gfftz/+eVU45YxnLeGMmPinfsX7xPUksTwgwLpc40OvDp0bgWSMAGsoXpQjPKTkOOl4lxYtIsYa2MB0/898wACxEXQx4cgHP8VI2tI/5EyMiANZbqnyTfkD7zkS52yRpBNDwzNa70PM3FC+4RBG/wFubRutWvdxnrFpOs92y0MtOsAh0Hf1Us/cb4FkaqhGMXb+XNyGzXtS5JQcS7mfyhjr4oLGJ5jqiLbWvn63MzEqRpOW+KglMeyKnXbFRk0L/pPqgtManstbdqwynLUneHVl9Ezl0jdRvMICY7RsoTrAOR/eBpaVpHMPvmH7DuPNGdiOUGpCRxOAVRVqrX5q9E8vXeTc/CfAM3csaY9nrHiCWOepRFNVW7EC0x5JVkb/V46k5/oeIwDPxhr0kilqn9G715ZD5diwNQZwhfHrOfZD0Q/4OYHNk0Cn8Ft9005BrUwpaxaf/JMzetYeTiuJrO2hPbSoTb36Y8fWDBaXorQ4rESAq7OGtp2kwCUY6hncLVjw6a9c96lzIO0aSMmJUemxP6kqW/PMzUzv0zRvt8fOKfDcyKgjeo6buwD8+2Y6V8n9f60G/kwAfGZssdFALJ0vLQNwRUQ31FMjL45Fr84ATHue3mNY+B8y8CeqqaOeyOnZrhVMC/MZRPUeK2k9PMTvR9v8gvhlxOQz1Z0/JiKZ/R713aO+O4v66OxcYAPPbMAA944x6oMB/8T2v6J71HdLke9SfvtRBxds9qu4wY6+MeqrOv+g8nw/YTUPcHcSWOKPxTa24dqxgPf43aO+H67wLLSSuRYhtIP0fkF7YFV3nPR9Ttt/R8y1wjwR1TyskKwQdEFW9x9c7kMrc6HlTVIEM2xnBZNEfVjeedE2ADCAQ/kciiy9JPQ0CWGpJw3soGULacG1AOQNjRzvXRjqXAufj/kSaIHTewxDFO7/mFT3kQIJvTQxNcE1tdBN7GsYLByBCXuO0iX7mRPjHCiWLzoQC81NtPU32ETUw/XV+a9SU1MO9igQLAKkDV+ukIfvaexEH6SuftL8Gus6jB2YAJOde5l9A674zXV0/q9IzxFV5yFU/JrfwJCbQnvOIZPiPm819d1w8aTeg3WeGjc115OmXxFYW/fA6XxGW18nZQsEuIgaXggKfHjj1Hdjx+a6qFlusgHvhqgPTiHPgJkBJUt+5QqfEgdHpPhZezwtoollWtySdsRSRcvfF5TH0BQXG6t8XNUM4tAimZCiJqHlJbiR0ECo5zBreZmaWwXYRuMxLXhBDp8W46M8OWAYzV1gAMBsOWNHe0/4Z9r65F/NK95T+k8D/IixM47+k7pQ//SKxZUbDrlimDOuxFJlqz9WlbUzmG0zvGgABTSd90eoD4bBLQBmGBtM9/+a63UjEoaeD8sDZ7T1A0zvyUOryYaSpW8rsSSwliM66ggPA1ABIpoX7FRpPCQwOLXvcFn/EBZhRkccsWzp0teEsiaUE1HHg3kDDEajFyI+RJbspn1HSd9xsmQ/9Sa44odxFzyyHEtDBYNvelWXdcMhMfGdHE1KwFTR3BiyJkas0WFHZEiMjsho8vmNrnazoAthB68hSMvaZ3b+3ganEB1VsKrzEuqDYeOPlWhSicHEnjJ0vCgYaqaUdlSs/UgJD9tjAH7DVWs/UcmrjCt32yPYr2hHgMSCW0ckpe94jhprMX8C0xE80yruK1u/1xlPyZgcmKla/amqqInqalQ6r7YxDtwuhofQ2DOS1DXEYQIFnXeGZ71t0585TGZR100M2R7/cqZ9JS+19ecS2FGAhfvHhH2PMBualp1K+BvYvxQ5m+tpFFBE9SMroo7nxvbRH6U+2HLymerOH/eo7x713VFjYlQ+4Aos5jSNFVXCkqikDVc5ZYtRC9I46OzSSQpsuOtMXHLj8trOH33KpWkNc2+0wvMC/mGRJ1CfBatGYdFc1MITHRbAWh9XKihYTTqb3bZx8yYu+TZhno0UdbAlHwlLMEacLP2C3L9nat8xEhhgaDIJYFnKCm0CvJbOTRt+TTEn4HPSdYgt+IAUNSJoTYrQN0Z9FwOYhMhXyNPMq/uEmmdo/fMktB2/kofjLLgN1Ke+gvrm2lBX1LmQprwJmCvW92fMbFiyl1T1IGjNKaXwU+dSFSpUfBCmUejahwkZnQemugdovkMo9AhwXfReqqlRtf7X9K7PSc9B2v0FbX4Tq6dg3XmxwKjmzIbGNl5B76K+CGt6Weg6qoJ99h7FJAnnExR4QF9DAJx6jqBBaM8+0vo2KWtDbix0Yb2o7gpPl0lAPj4KbbCGzkOuk4mpOa/5Fdr3BeveL/QeJh1vwTryEurTXEtTn+umec95kTHmHaP1jfHnZeMHqQ+74AKzlQeUHYBYWREdI9OuyGkRIe0sEIIjMmqJZMtW7SbSemJdieoKzHbOPUXrxoZAQAVjPWl+ifXsJ10HWd8R1vEbam5h+uA0nWJqf861fVjhWQ7YisYb/JyJTNXW01I0a+FpDd7wUNmytx2xZDX8KjwKVJYfeAyYp/Lhw3bsW0NXGNsj+1lpOxb+6b1oXKS7uq3LWI8f3BUeDJ8w+mmBVNL1hgTAmRiSBjIODGofNdVugT9cU41BwRCsXvuBI/4PJK74aWckZQ2f9ESz5oUvojbliwtLP7dsAcg5Y4mnLIP/p2r579CvxRjg3OtAwxKjFxMdqjpJ517SfYT2foGWs/7tgFKohWJjW0DFkwkANVUVi33h/5GiKSkx7IidFWNnMfhucLhq4Iw4cAatbmJDwa1JKXKqwPckekEZvKSohhYvmL50vzRwiht4jlxwdgHks6K/yzn0g0n8rxQ964gOK4NnTa27gJCnli1SHjsoxs/ZI6cAKSsf+ZQYmnQP7BajQxj/kEiiDBtN2hLndE3biN5NDTXE7BM0PmZsKNvwsT2RBvCTtw1bn/gK4xyK6qnep58/6Bn8P+j2GTulxLK6mkdgngV93XTpAcfmr23hIcymj30nJoZc/UOz7SuZvpYV+fFPjRlutjqSmzpTTZ4hYFj4IhwqMHZF7LQ8cHK291G4rAJ64YS422rox6nP6L9HfVcfU/i47dRXcAnCTcsRWi6I7x713dyYwUfu8aSj2r8W8uHAXAQ2J1fJWcoA/2CVUMJdPcsXkeIWTNDCbbjiN8t8Q9SXeyEzf2zEvaE/pxnb9nJK42U8OZsHS9yF1Fd+idA390drO3kT4OXa4HWqfJeNnJPnXOsY+82pxFVacTPXeLnoBx8YsIbGXLsLil/1XRLXjpnst8C6kwIwV/XSbuCBz9GGpBeA4QSO+b+m+EJWFMrynZjjp7ZTozuv/j+xuaXvCAGkaX5FVdzAt5FwyV4g8XGr1L/rATAU+jBEnhQovHBRJpYVJDTIXT2fF/xP05L2MW0QD1W+NdLfldQHq8PCXI6fA80nff1czcN8dnLfh7R6GZ3nphqR5du5Uuek0loMxsANjrPug8T1uMDLOGm+RLUSKW4S2l8X4Le9AOSHSdMvqWk+npqGZ/dhLASnPo0s5FRHWKl7BoSWl2jvIe4Ueogu2cOkR1RahZgbheafoydH91Hac5g1vUaKG4QCF144da7Ik3u6aHjzYeFkUB88V8eTBjTo7YnN2OYQbfg57cO+RFXPl6T1NVLaSjUOps4Vap6nPo3j6gToumnkc90RmHfdyt4VkXfakErv0s0fdCb+f4kbQqJfSCIlxbLl6z52PPaVHB+yR4FMhouX/p7a19PKJYBzPJ/AzcnKq9J60bCxpJE0/Zr1fIU39rLDtPklWtxCtH6m8xkXPO+KnMGmMiwCTNu5NqXEhy39pxxRHmEXG7Zs+mvxsvcd4STmPQDp9f9V7d80vWJh1WOHFHjiQNYRGylZ/WGeuR6YhML9rMvF4uVsXXzf63sXV37mTEqxzDJAzXUl3W9gbN1ABs4I4xDiQ7r6OClwC4aAYKirWP4bGSgocg4mQQmfg2NwbBs2LnhOMNWxQCJv2eGq/qQSGea2K8nSZb8VTI28vjGYC41AFgWis66n932ISn43lrwyb2y6xo+/BU7W1aBvqsnPNI4ZlYtsj39uD6flWNoSx+5HCS09R8Roujo8JEZTSuSsNf6dEjutDW2ihmAeTDicTul9s7reh21kLpOKsawNE/MA1LM8DgHmLePA3wINDkmxM7rW5/N0gbySNsvqPQBv9sGUFP3O9vDuafJa84P7xGjSERmWIxlUAiMZGJr52wD2cGJNWDk5vbi9eN0+GW1XMrbBbOW6j6eVNOOl17nU9YNi/2lH5DsbB3htQwzNWgzeWd6HrFv/5oiOKpgAMYp5FU/8ZbZ9GfdW5eKwkefymQIIgcYg0/g0Lc/K0W89YTiFYW//t3ND/YLRxQx8Gx26vIwl9WH2g38ck0/9Pa3vR6nvtjf1FVwi9E3Tnqe+G9AG/wWtXG6rvjdGfXdRLPuEUt+VBZylKPFhu9ci1H+KmnF9g7WgRSSn+92AcDeriM7J+YJyURH4Z1YRJoXMMaHiNLuKv27R99Q3oT4uFXz8aKXlzY25V1RpXgv1zS292drOcQcKfed1P3T1lGG5TMsXk9IOVtqBXeP51jHqm8eTze8Gcxfuv3LzTX0FogroEZYa971Puo+ouk6Q7s9QKeo7QVpexTThfIUWWqlGYvkypmLk29DbYP6vuDMkbyFr/x0u+wrtHFdEjl63hPqul8EufhZ/DOv1qj5APhbaSWp3Ef8gfvUDVx+4AjsVb5r61PLlyDcmvl0Q4mQsefLGyNKjtPsg6z2iWvwHUt0loMLG2/wKgW2cRFzFuvbS7qOYCbZkD/FsZoWAfH6K1pp2amggLS+joWU3B7n5v6D6OmzQKsSKVqrjgiea2WDAA975phbi6idNL7POw/waHWb37SXOR3jOdVBoegn+k/UexwVr8+vMWI9mnnC9tDaqzal8uZ63G5L7bkblG2+gKFrcTtveRA/S3hOYlN36GwooqIFFv3TRizp4teqVtHaLhL5JZ7ybRL4xKxefSuMrrNni2gZod1qJZK1AFBHAs2FT6/PTypqkzX9SoklLOCUPnit54GNBfEBV3YVRbFi+6Gf4ovDTj+k4xS3Ya7r0GIVbGv4ItL1GS9pVOj8zBk3tzzsH/9ceH6mOj0pxnuQeReSwbjnDiz8zSmxUGThZtuwdB/wqkrTHhl0DaX1oCzPPr1r3qSOWho3l6JC4/kBeSTNFn0yeGq/huIVlhMGr1nlitHqA//QU3/8SiksYdD7sjA47I98agFi0XnQZKa4vWf6Oc/s/lcgZa/ysFE05E0PO6LeGtucoAJt/27Rln5Vt+dYZSUnIaSMlD36gMoawIlHnQmMbYEst1z8tD5CuT4Xug2TZl7TzE+J/GsPKjZxOCx3UmIu+CM6yLfUMfGOPDyPTYto4THgKIy6iI/Zo0j5wRowBj53z9f9NUzOACxUDdiHS8pYZPbtFmKtISuQddPboEBIjyqE5Zxce7RAHdj0DJ2jseJFpXHmV99nX73EmRi3w23BaXPeRUNpWsPwjZ2QUA9bjyVxwojOW1LftEuDdYfChSmlw55Uttqzb40iMOBNZADz7hmNTKhfDmaqMtfr5cYwEjAwB3bn7/6at38L9Xb3TlZX2jf+NinEcrumIIzIkbf5yrrxCQHKrQWxDC9YaeIyVsSa4i2o0bbvsUUBcuO7fKFtPz/U9DFcT1VRsoURDF4aVrnXc7mW8Tr/Jh6s7eUwrnOjyzmuivuvnvX9Doe/i2s571HdrqI9reujqyeMcEAYWCmoXnWFCDplVQuaWXHetJsAegNyssrzZ1RRFvwpMMSrvEGBBNqdKmGukc0ouQr6iMaPLu2b8gBfLDz2xnKcpXD/1/QDvfR/Hd6Hgk8t6sH4taUPqK+mgZQuw9gYWx6gHViAizhMnm9ludIwplrcsnY8nN1jZPKsQ2I4+LuhBcoTwL7BhNaMK7UJDv3w76orYQ2jn4IduirTxBZSnYLOuI5gJDgvBfJEVVBO9gttMNPKNQ4B0HnIXsz1IgfpqniG1zxPf03gzFIgoo80Tb7HKNw4B8r67AhvxxQlm0B0iPSeExR+Q6m6SC5cH9tOKdK6d2teRzj3o3dJ7FHVUx1busSmp8oHlbGhIs+C3XDM8TvqO0Pm/FAwhlmvG03BREZv0nKTQyTDSXSGmuimuOGl5HZek3ftRtu3cT+VHWYFCzPUYgI4u/PvQLqX1Fe7K4yKFHq4ZOnnNpzyW6zDZ1MdDw71EX8taXiNdaEOK1vmtb5LyDoz7A/5R514319x4Qe67GcfOK3TCSWe8MdK7UGJ6Q8iH1OcWdCGhuMm36S8ox0VGsKgv9k8MZ9vy9Qx5xRzHanHgSyk2KvefkRPD+t73qGUpq1zC9SsfUQfGoiDUADYOCqt5AD+Ujk9gvXfrKxSNQBDMyu570RkeksIIAxg5EMdAOSkyFudgi6XkyLC46a+VK3+nRFPwK8A8x9ZTGv+GqeXtpY8dcsQzcuScGB0pX/UR3Of8yOsYdvehnycC/w+1+WGWA8P0uUBp71t2/lp2dKQcdsVG9XX9Kn2I6vxTTbXlD7wLh2eNnJKw7Q1j5d3bs8a2n1BziHmfzltxqDKCse/OgSQcv6nnbZUZSCaUh02MMA8ehknxLmp7gGDM5j7s8YN3mSeea1SjcJzaXD5BEJt4rYvtT35liwzByWKcQ/w7WzTpiA/ZImlLLCnxzD0RfVNOzg1uyjMEKAqnflKyeFbne7YIKoROLPUcFmPpSzLcAeS4cY4cS7rDGUPTTmry5ZUvEh/e50QY+05KZCvW7Ztm69Gs2iMjN6L0iscQycDMaxu3c/OVgMoQFPQeVjy/as3H2F0ZTXPFb9/U0g4emOkG8LNHkrbwEPYZxrKGUGyKqYbq3XM86xzhk0osCzwvxjO2xD+VTX+ZLS0jRjcx+QVdACiaokUnCoDUBOcVMC36qQhTiqA7KkeSBa4nMTgRfWVrsH4bbm+Nn0dBjFfkOflkdSePCUI+9R1HfdNh3EXJ7HcN9U0o8l1BfZh7UUzR3MWJqW5l7djjV7wA1wpziigyzHWCH8dImqvYnFGEFereARLcSWBxGXxaENeSWcaxAIkx6rvrMhvGpz4OdT+AfHNuB+/xUXBZzWc1Plej8B4/zPFjpQvwK2qEHK4Hzp1seLtx6rPh+J7Zbp76xFzDG9V6qeNJQAXS8TZb9D7pPcYhZB+Z/zIsdxiCtEyRNnkhZaEoaEOqhl+QpQdRg8Lv+/8LljgMcyCkW6H13XTtZaGdFfAGP4Ci6hUk9Cy+PWt3UAC/kg6AWPRNuRnku0bqU2PUHi7jvM+QvoMYmw5cvegjUrWAh17YKUcspnZR+LvRfYD2HBO6DtDOfcT5GCa/F7pQ01Pbma4GIxx6DgOW065jpOUNjAvT5soyFZJrhMOjciJPakXMsHb1k7bXMPkdy0cB4/cL8joBztpQx5p+rgK87DyAol/Lq8zcQAv93ETeSzWKgOWvnjuC+oAuNHgkgrGONb9K+g7T3v2Isq1vMWMdJnpfeN3vizxvnvdcdxbvXU59N4R8OBDbBK1nenlP5Zr33fG0O5Z0xjPVWHuZdmz5Zp5/w0xLn7TpK2sCc8ZhXV60/D1mXS6UL0bRRu8VUAf2sLHsBA8tWUhaXhKWHcJ7rPcQaX8V/t7moTDoLVn0rDsBu0X3TjGSGcvu466eUhRVIxED3L8pXfGONHCyDI1JsJpRG9w6vaytaj0iijN8yg7brNs/FQhfx0v+tE4BTl8/XnzfxeCn9WG8HlJZQL/4ZWkwY49i0ByqZP2nDA1b8T431aiK6oqX/dY5+A/AUXc0gzWQwC3hZEn7Luw0821jy7+o3DIkRdLAM47YcNnS3wEXAcAIWl7DyT1mqM5HbWsIvFt7D7Oeg/jdii9BTCGUqgAvjej8SY118C6eIS23b/5voCZHPGkPj9gT2LAnxbNi/KylP2VHxxcMjZAjJ/NrN1Kdh6IfZpBWLJnR+Ucxdg6mTuFpCpdRn4gdg8PWwaQUSXrDw4aOFwCfplS1Va7dA/MvwlTH/lGx7o95lmW63nfkwbQNa01HRJgNjGpMG+BkAVB5dSU110+tWGRZf0RKDNuiaSWWrFq3j5W1wR9/ePdp66OOwayIQe1wBb81NsRR2NS7Z8trbBv/okRHrYCvETw228Y/zRVX4Jc1wMn6mjEfIDTqrIEJETR+betOCXYFQB4eEcN/mxlYD/+JCioKg3DhXFQ3XoXnPer7kTGRKt81Uh/Kjxfa/26b0Df9IjCbrr/kn/+K1DfptPYvRn1XiWRASIPflqGsB59bZW2spAmdHssXYmkQ/Pa6qa8IGRJrO83IjfJDpPZ5WvNMXmgXrCyF2p2s8j5eO3q+wnOiqew213aOT33X8qI3VNt5jeD3vdaHg+Zb8eUA/Epz0R33UQS/GuScuZU8t32y+e0Gh+1WCn047Ni2N0+kBaJqjhWVOq0dm+zb3yN9h7DND5ih4QWqdQmo9VnR/KPQKaDFixUzter+g3QdVfXsxWDxRe8y83wMeyi0Tjb18Z1oqjFlHv4Jb3PLAyS0g9Y+T2qeZYEdxNyKzqW3T+W7QH0aJ7bhqasxGc8fRxMI9L4/CgxGKnoYioEyLUDbT1YgM/tqsuSP2AHYdUQFGzg2whqdwSti6aZDZZpPOn6LAl3vQdxm/st5sJbKt1JkPzd/Ld6hh3WhcIFg5VTDPGHAeEyEX3oMr2Pf52jUgY55ATR06f2SdsF6/Shtegm944FCESqcFLsT3ZMJexcGnpSH6ZDBqKmRzP81nDiF04HbctF/seIWimKgewzVNFdKfDdU2Pk9aJ03TZl05Pv+eG5U6NNi5DrRwwl6pxvQhnSGpWuq1Fe2+CXXtn/YougU4tvy9Rzp/lm2HtvA36VwRoqm7IOjRT2/YyULWEkboheWL7rQNwjuLjXSHdE2kraXeCDkF0LnfqHtN9Tcjl1wamfx4hfEKMpK+BNGLJNz9QTwk+NJG1Y8pqWB0yUr/uB6KqPEhpVwSoydLHCsnmJurN6wD5vWwt85AMPW72XmetT6tAHKfWXGh71L0ts9cAzMiLl/cPxiIi3FRy3Y2Jb1bh81NISZxjdVU0uMocpVu2U4EiQWxE5XbMQTz+gXPkPNtXm1T03vOVo5cBr9RcNnnYnRkqVvUQxyqMF3GSpyXkHHsw2tD6BJL694p70niG+QmhqYqRYdTUy8z81cK2g80yu77Jv/JMZG3MhdIwCi3N00DSxX2X/SEcm4oqPuLacd0aTO+wi3QrEL+iAta57R84kUGalODMvRzHnqy+Zy/OTwqIgy5ogdKC6BGpq+eQfTeVSVrdKjh6TIWScS5nDlhoOqqr6CVXs8wFoYHD9kh1ePwisOFTbGiS6gwpZIRcW7CkvX7bXF/+GBCYmPWjccnlG+AL8M0jq0oYQDOwOHq2KpQDxTGNqSB+CnE2cp66XI38VY1hGHS3Zajg37+r+ZJ69C8EP5jocu6GtJUQNGtJvxJXStL7hiSXcc8HLYMTA0y7FOQLsd2KyB592fb/O7xMMzcI/6/uWoT02m6c5vdo/6rmFMOqrdNdQ3K5fMbhpzE4FVQmkrlnqWLKLF7bhWuN4KT+wJ5E+ZZaCFDhocJLU7SehZGnqW1OwktU+rnFGG6HVh+wkT+srPN/VNOPXlAhuQdS872dKLqltvN/VV8/LO6lx3Hy3gzX6FjjHFD654WTsx1pJ8O9Z5Tj6/3di46Vj2K7Q+itWbdrR1KVDY3ApaaBPUEvAbA8boBj45zLoPkfrnMQ0c1TM8ABVMrFph+VVUV0sbf0p6jtPuAww2bnudAJzk32Ru+02Q3sWP0YAUE/wweULno9VLac3T8Fal8G4NPI0+gTeo8l0j8l10JChGiXmaAC/15O123YdVCz8glk4Mu1dbUazT2oV8B5Eeokv2YOtd93EGD9wbKcqSgIWwmZ0Ym4DQsAOwD4P+hOaXScl8hs4rvK+vwDF2eECSai/ioilAHf209SUBrTuP4GWCfUoPowG9KUQaf4Up8F08GaL5VVLcRrRw2G6sHdVcT4XnbaM+OAvEDLWLcf2NFjUIjb/gPX6HaPfntOVVWtzEAUMj8ZcAACAASURBVNU19lPjuQUhDd9TVg6x7hzqu3Hk45WZ3pwHLNOFaG5vOj8z+A2tuwB7UFiLDiv9Jwu9D88RH7Rt+tIBaIHx4inzsndZ5VKhrBlDUHUc/LSAWF6m9WIjVlk7bX0NaJz1HEAmh3uyuJ0ZsAayqH2XEk2iJIXUh+DHRT8EPyWaQS+TWLpq418rl70rh0/xMICkEj5dGApPr1xcsX4PEBFmnceylas/nlLWgfKaoY5ejfpy4Mepj6n9XIsLCjoPM9caF/8a6NGOAe4ZWzwp9w/pGuJU7WCwsSlYsewtMToKFCRjLWVaimYcsTNFHT/BntvgoGrF8fJNScBUbjE6XLniPaG4RWXixa46bjODaeNeZl8vdH6K7y8U1fcS/3ZBH8IkA/jzqONpfti05pllX2p/7IScyMLpW7A9LythagLGx1siZyzcbQVtV+JJbd2AwJ9FAdHLF83pelfECIcL1Deaoz6YQMAtKQy8l7Xy6As5OmRsf5EaaqdUtlSt+tCGfIgHX71u71RxtX75h1Isi/WfMP8JwM4UnLK2ZSf21xlDFGbMGJhSuajyof1yPCPGhmzxs1WrP1GVNMNvBa1P0xCWBobwCNGH5rRufpxpa6gxMNO51r7xT3IUUyKkODB2Rnz8s9nig3gVMBiwBkFOz2PccU5qiMava98ph4cc0bQSHRUH/ntO4AlBpzCAQyPeWuNoffeo76pjIjr6xjXhvIGn3HLquzsKO+8Jfdc1zDyC7+rZ6+MMI35ylHSQ0oW0dDF8aDGNhP8PJDC7jMwsIheiHS7Uc15OfSVkLryukc4ykAIv828jdT8h9TuA90hwhxDaSZ2b0LZkBjf5BByaVc53MjHgd7sG5QO9auZekdbwAyYuFzhwzKuz4vb09V2m+HH2Q5hBUsII8tJFAtr5LCTl9+F6d57Ich2AOelszOJl0onu6uPC4d1Kle9qAyBEVM2pwjwlAL/evdhM1fc5bfwlZivlV9N5NqZ3kEJrXqHMSyV9rBk7fPKwJ/AYWfQOLKeEAhdaemod2FxXMAHId01MKFhX0LqdJPQcafgpqXmGmUI84k9EARPIUOu5ZSrf1YZWIf6daEqJvp0nhPs/IVWLsIyzADhN4nn3ErWuYd37SfdB1v0l6TxI3E8KQOa6KqZxCbpyom9g7f9FsRYUw/dI26ssP6gqcPNqTwW/X0eHUiQlrMgFijPUTfU8TjpeFjr/TPqOou1qzwnifBTd23UuoeV12ncMew57D7GW11VamWn9DD1C3UTHHTULvcTooGjyOYES3w8M03zS9gZZ+hnpPYAtjot+S4x1vAtR4cjnZFjjx5Hvx3MdlPMj90/3HVfVefOk9yMD1aq8Qk/Rouedg/9XQteTk/bwt9OkvumVC92bvxVjSWlgxPV00rT0dVaygJQDY4eIGnvViNnP9N4pGje2TBt8WBne+xXpgxvpK9r2Fi1u43khfkPnL92DZ22RLCCcFM2K4ZFcqWf1APb4YaBf9KwnerJ4xXvO2IgznAFs8MSG1O7HVcZg6aNHfLFRMXraFh0p33BAKKqHe1KVa+0zIm4JWr9g4HnfVyn45G1pAITB8p5XlG2jErbqjcixtGdHxhyMEb2D6uuZMSCu2401h9Ez9uhZAColNqQM/rO4fTtVe6eFdub1fVYSTTrDw3I0q0SSxpVvUW1AQLz0EFMdzQWs631TqpeTzk/wLdZ9HO12Q08xBB4P1ddygxM/8IxK65peucQR/ZsYzbiAqaJZRzTFjV7ScmS4uv8bjnNpQDVXOJUf2ECx9JHTbEX7tN5P7AOIi3AKYuKUdXAI3VxiF6IdMCBRig+7IiOe6IiheQe8KVRlC7xPfikD2iXSYuKc46FPibFZ++A+3/bv7LEh+H9HeMQxkLbHs+qWnaTQw1Bha2Q6uKCh6g37leiIhD2WGefWP081zxeK4Oq7NA3b5e1ZR/ycLXxGSaTn+jcD/OcZPNOkB+XwSftAyoYuPllrNONNDBVYlgt8BpiunhjreamnE91uTDWC2q9b/KIrgd8CiOEhZzQ1U1w2ReNl8LbNRWXAp4+2RkAbmMC9Cs971HeP+v6lxgRQ3w+Xd15p6TmnBEv/gQHKFmCDX1EHfk+MEX8lSGuzjT9m7JlLgc81BBYJ8kOk5gVas4OEdpG65wk8CAxiHUiutW82V8ZmTz623Zoxt2wcE84fse4s4z4uN0p914t84/pzwrK1uBWpr6Qd0/xMIW7uYhmLd7/Dke/icfupj84T0b6l0EoKLLRkEWl/F21IMKfhkKrmOVzuAFfMtWKS+DwFtsH+NF2Q1f8UE8C7D7HOE7T5NWKupwWiAAessVxnweftoz4JQx2sDyLvBbeT2l00tIOWdlC1gj1+BVX0diMf7wakegC/bXTpcZ7Cd4At/COpXoph94B8QB3YpCczcZ3QeYD0HGAAY12HiHMT6m8FCivkvzW38PC9o7TnAFrptL5MiufjPGt4lJ+WW3pieaSLm7sAKTUSz0ZU83r3w3VUdR0VOvcReQPV+qiplbS+ihJN9zGUKWBXgFV6F8wJV/wkIZfokOuam3Tq02HNJzOEUPDsxF4yVc9x0vqmqrgVkBjl3EJe8KnhjXm6H+3oc3Dky8HhndfINyHUx71SkItMHc/J0RSAjQyEtvlvhb6HZzsfsG78syuWlQbScmzY2Pl2Xvn9BFO8vQwOTFPDfU0C2C5oCAhlzaz5ZTSG7T0g9Jwgza+y4joBd+4panvBheYuw0osZY8lMXggjrqfdSApobVJRoqnLE/8d9nK30vRU47osDWWdkROFvgfn1a92PLQfhcX2ZTYcMWqj/LgrzcyA5BnLjzdw1v+xuv0y6l/mFfho3o/M9eau34jxYd4kSQyiT0yrK7bLGhrYT+CsaG87x0gOimOyqQbjjaScm8bNbe/wIwhHuB+tGzgFNppJkYdkVTJ8t8ymAfsdfRw/cqHQhkcmH290LUX30d9x+iSA8Q7SE11vBHRx9m4BhUzjXempbfq8RPY2hdPiRFAvlEZEw4zjmjGsnVIwqsABzniGkgVhjYLel+ero7BcqK4dVb3h7b+pAN9OM+iv0v0kh4/1Nmiw0o8bY+dRlfP9mfRvKe0rXLVh47YqBQ9Yx38R/VDH01zrFE/eECJZq2Jcyi9JtJSJA3opW/dKejRCAdOBzB1SkVb9ZpPndGztthIdTxVuf5ToaiZGVDe1NbHpK1/l3n8oDea1jVGmC6kMvpnuTbIm/5HQUIescVT1uiw5cnPZ0lLid7NFbwQfiNjqMMAd32IFAGue9Vtz4lh1BuVCFaHzgw+SnS1OFcckvH9rnfxp9yjvn8T6vs3te68u6hvgmo7r4v6irDmEwAPPulLzqe6lbXDmk+YWYR8Mrv8GqivlAf0lQizTfip6QsL9S+y+p2Af6RuJ5rFe/qJWmRzKgAy6Th1j/+yY9zchR/tJLwdaQ3XiHxjNZ+VuHgtbsNmztJ2rvjVErQeqeSi32Sz3LUi363t6LtazadFBZyG7Xlu/Kepgba/RbqPCRjgflyo/znRBCnv60MDyXyJ27dUqTRB0vgz0neU5/4dZgt+j1/uFsCueILfHUF9aEBKAZxsD2CRZ81OEtrBAMCKW1HvhaX/D3T63TzyfT+cTOOmgWe4Xed+bFG77wNS1Yl4li9y6047liVLa0nXQdJ9mHQdJ517iPIETqNOocCH+ZIAq8mml0nfnyhclK5jwvyXMecKCK3QReHPWiFPNSh0M+zA5LSp91JXGOMcug9iByZauRxhrkfygHnMDazldbL0BOnaQ3qOCG1vMEMtxUbB84rZWHbfHUB9Wm5dY/QROP32N8nSL2j3UdZ7jCx4m5TUYgsl/Fbr4aWeOXMXx/eZflcdrjtU5dPdbCPfNQyYKLcK5TIfNfuM7c87n8rAElyOpl39J/Oda6dU3m/d8mclMuwOn7HH0+bl79DSxQz+IMASXO0VkPp8gtbPHTu8zNxEmt5kcLsCigP4tb1KylqpPpSn9ZoW/8T51LAcOWtPjBV82rG7LG3rPy3HUlXxUSmRcUS+Ke37nZxI2wFCIhk5MaINbGQGX+nDe+yxIaxvHExVb9gzpWj+dKAIfWCqzo2Fpobx/F0utPlxcxes+QSQKFSMnb+2xtMO9L0cUsJpRzhpaozDwauKmwVzqHLt75XEP3mN5f9aI6NKeBjg07DoRaarEQLbVX2fVW1OyeiiOSKHUyWrfkOL6gmKfh5UpQxeeAnElepVZMk+bnB1gvQcJMGnsHjSXEN1IQJoBIhoDAKCzrD02MN/leOjrsiQPZqxxrOYzhfP2mJDtoE0VlEmTouYJThU6N8Edyk11gjGWvjkmtn7qTWadUXgGp2EORR5evsF8FPg2NBSBU4BjvOsYdFzgtE3tazNvn6PlPh/7Z2Ld1Nlusb3t3dKAYHSNvdL722SnZ2da5u0Cb2XcC29OtwGqMjoDAhJ9k5awCOgjuPM8YKjsvTAWZ7jmlkqgoMWEGVGXR51LJRcmrYwc9b8L+d9v91ikSo4Iy1yWOtbWZDu7Oz9ZSf5fnne93nGPfGJmgNZ2/Y3GUu7aQugYIZmaYzbklmsHZVzpo4j8EnIGWk7oqmBLW2uGjjpHsx50Ao143jkL6rylYypiRgDumbZMYScJiRhov5qDD/GoCzZsIjvc+z9whGnRIoa5oQ7+nmxY6MScI+GalizGkAB01AHDLxA7zNEfiseyDnlyzbpmj3+6XLXQwD2aF6la8SKYlMQewIN/vvU993jzvLeHFLf/9PABuM9Zd05d9R3+8hXQq5rg8Bv8LVauhLZr3wVg7/6uynOld+K+kppkaeJWoDS7WE5Dnuo7CPCAK4msX3oCOuRsUSqwIqQec9Q36ztfLdAvhnUN8Nw5c5Q32zIV0gDzeEYYDmoKH7lazDGXTF3+WkIfbY5qe1UghyEqZAGdRVKf3Bn2Wq24zi1ghxGhWrF07DSykMEpdGIxdjFR4rs8PYhK55lgPr6APwukLZjTAmgtaC63Ta/O8R7M6ivmGcxwF1kbJuZ+oNcw1NM6JAq8Dh+Aij5B9/18B8N+ZxYi6gWOSDqukGMVejBmD5m/dukugfuJ8U8Tc/zcMuBTreyXSeB/UjPeZxVz6NAg+gKo+FJochaUPEjwDxdmPDONb0Ey3EkH1jKK6EOVDakt158UmOY9SaYla+SDWcw96/vQ6brPU7cTtQ+UtLKtr6GUu2GP2GNbtMLjKUeZUkFijQYmH5Dhee88J5WeXY/vov11Biw+Tm0jqT9ikzHMVLeocLUvmnrTvV18LsV9c073c0d5s02iv10UV67QFdrWfM762DaLaWd0Qkx+lWhe/My1zZ7/GunjJV4QiJtXvcSKWlkLM0EkA9nz8tQnxXcD3ycWlqZtt8T1PzfZ/r+wrbAhdRKTHVEFwQCccdSVprMjnIfbfAT5LQtOoo9dckxZzJj3f15+cY/urE/LWuTR5zRkSLfzoWV62p2feCCR8WuiInxii1/5CwBTtEYtRT8tN+d5XAd/PR1rC6gMoYtva8DXwlYaJrl5XF/ImsKxeEK5/T1RF9fseV1HgssU2JyTIjmXMm0LzlhihzOwwD3g/kPnuX3peyJMR54Jpku6zvBmhtpspxfSZzjDGGV1kcc25n1b02Zu3R/QHxxLDQ1+FV6GuVnDuOW+rpF1i5+14eOwQkB/UUneUCv5LjSWFgTTzmkUY+UFjAsPrO8cS+n82KIhT5IStof6HoTgRnJOUO7Jb+hPqz2jGc9gxMixiRO8PKlotbHWVM4vyJi3/6OO54RkinX4DXbjndVzm2mn58SkjmMzaCvLOCfmEgVNe1n9djgxxiCKkMtVxIp237Kg9WtuZpkrmrH6cVUbmU1Pn1oyArIGkNfGU88YwxJxNTAmfxLfI/ao19iKIgEf8p4pDH37s+WOraoNDSQnXbosVgT20Az+uC2Th95xhVLu+BI5ElB/qLAt3MBfAAi7IWnOvpM97W++9R3z1Kf6Z6ivrsP+ai5S4lSzEmU0HD46ipdg9YOFZ1MyUr8XXzWXr5vp7SbpgTDZbgrrrCcLDHmY/9emYrfAchHQkew4NMfw4qjgu9PsftJjR+KfMtoges/p/X9KLWdCtQtp+AEh4Glnm0s7fEjcAtfpQA51+Hw7h1zovJR6qNZDpTTiqwIPMiBVmJqZrCdjLpH9p7NW/E8LnSK6azCW6aoBgsUi6o5fZOqBQMGqFPlGXbl64ylkcyzyjdNfXB2QEGFGISApv/WPiZ0kG34NRP+N6Z2P1PWgTR4R4U+Je+huIpogetcuNCsPUR63mf6LyCJrf8DfgSpfUB9yH4aEX0L+S15aMQyjH6qnWcY525MegBi1GO1Kofhey+TblhfniFAj63HGAA/vY+Kq9eRz42YVExbCg1e4t3HtD6v6j6bh48aRk9R4Rf4ELorpus8LZukyRClERXGdbgZnZNC1HwjHx1E6d/TeDnAuZJmpvnFPFpNR2CR3f4aTbPwTjm7KNR3i+4+7zRo3R2WLdp/JZjhhw8NDbjT+LByr7iWpTFx+vanXYNZnnqKCLGv1N5d+ZVdwu5PPVLWDjAmZSr6jmOLl2UFimyoyQD4BTkDUJMPl+alzUz7MbiKuK5hrvsc1/4qY+lgDB6V3muJPOM9MOagWe2KpScvZQDnrLFL9gSQzwSs+4W9n5VtPOGWv+bj8N+cM35ZXb8vryxcNfAeZhsgfI7aHjqbV9GBkInPXsfqvd+Iezf7u0wNH+YoYJCAz7D2eVEaERBLsi4pLUqX9A0JOAtiCHOW1qqNJzCADk5/8LIrlhWSl13SiDnyNGpTgSdU/cNVe0aF2KgTOC0xUb7xOFfayhjDBBjG4EZLTz3mzhH+56TzFNvzIQfvsg2nmNohrEqldikwRRzaVAZVOs9CfpN736duKeWWc3Y8tQlgJMDRmngW0x2wLDPlSqTc8UuakMRo6lSGEDEHufLVi7reEmKZqXa+G7IcMGrPKlPfVGkccxGT6ZLIc3Du+RVt1oGTTvkffDzlkf9Ws+1tVcXa4k3voINOMuei4e9uDA/8m3HlIYKddWFWX0cMtQvKVtXsPOkcytnil8ShrHXnn/Ir17DmelZbr2mK+g8gpgqJK67oiDYsEY2HMwQXiludez4FeEY9cAh9XJ2/+myZcxNOjqUBe/YMtWhwqlecWgKcsUG3+ohbmrTJGUd8Utz7xQP+RxHUDfRFNEyJhPepb8ZYMDfUV0QHRbhvBzB8f0zfHaO+Gza7N2L67iGt726s7VRwrpRZApCmHGElFmrC121pO1X81mEbOiyVlpVNbXldFbxR6yNLzdxS2EM5u5zGQiwxsQXlWPlZgHKTyr6DCz2B9WMIfhKBxQrsZ1n5N4rfT1H6+5aPCxBUwXdvPPME58C+5WaV71vgV2CdKuMsoKWe2OCnJDqsxK8i3EaBxprpas/v3eE8CH1zU9uJ3jYE5r8I0MKGIIeD+p3AMHUwkdexCLAbIOTPbOOv0VahUGSLqA5Z6IVDJYVVsJLmmp6nrYAfIJC0HSPm5qn9Kzuc+vfca30CizhE2a+IZ4udGK0ZeoINPMWEDrP1h1hYy2KDn3MqQp3GGP6otZ2KoYuXFPtwqjVWpLLgQWxR6/sQjVI73yLVXVxxLQU2F1HbEZgdO0jnu3QZ/QHTf4a4HuOKnaTYw2idRONkze0kclzVc4HpfY/tvkCaX2T1YRZ725x4nRdRWoOdqL3Y4wfMZgxxviG2/UXSdRZzpfuG2Q0fMMK2BbBlaTOJ/AdaenZ/iF4pTc+xxhCrpnWAWnEK+ZQeP61rfvBPQzkNXkG9H4tg0UqkmWk7yvSdYbHN7xy76jhb1kYrPJUgB/cNWp9CgDPD3L+R1+ab+rTXxxxSHwCbmgaCYwxDHc6JPsDqAqVrnrUPZV1yxg6kF/2ywNG5TNgk7P2Cl68Ak7gTGWPncwRIT9/Aqml4OnA49XRRqWuJtgHZuw37TtEl6GfDXNvrWFCjCwGh6df/zi2nEQNoa5+QHLMn0+LguH0f5sLbEik+OSns+WvJpv8WE1edCdzSHbtU4B9YWNpR/cgZQcqJ8ZxbvmrZ+nZ+SZBovSzQlE7RG6cxT1f3bQik0e3YgIfiUh0xhUw9r9TE0k45hZH08phn6JouPLhAi1WagHDV298WE2NCPMNjZgOGIriGxsvbn2EtQVJ3hNt4rkJCD1JHfFQculba8xoHk2ak2eJYuBik+RZBVfVWDHDvO0v9Zi+yXgk7os0hvICBYTCezg/gt6h6gx3jHFIuecKKXXbAaTnATpd0qUK6XJOcBBirwXiDlD7wS8boY5X8jNLI4p43bbG0iD1+2Snwk3N8YlyMZwHhaMzDONZwDn4txlKGtoOsLqwqa3c/PCwO5uzJjJjMVu44lVfdbRw4y0spp5xBq5vEpBgdERMTy5vi8N5HidIcZEyBfF1j5fb33HLWE8/ak7nqh84sKmvHOnBdvWZFUpBSQnzMChdGMqMNDQIosnrfMs9DzvjXDjiYaM4xOMEnMu7ol0v5jZwWCzvhMiMmKtiaainRAY0HjWufgdN3AEPGst74yGLvL/LxV4kGpGjE6fsenrOOhfNFfd//wDvW0XfDlnce+eaG+uad1n5i1PcDke/mgk/FwQW+t9DcH2AgQoAA4fsPlcBymjpwG7kOSy1T3p5TfpXVxLaFDT3JwGg4xHp+hcGjS6jlyZLS2/A+uQvHbHrdLakPKXHWPPc7XNg5C/hZUbkqUjQ9G0aolbRQ6lvNlkfwd8QipRzUNu3/eVdJf3NFfTPHTB7De5wsgF/5WlRUeodpMtUwF34WI5sxNR6mVCTFVnTsLK7EYsLGo0z/OWbDMKAF2/Z7Ym4hRdUs/BXdMvkZJZdzg3w3DSA6LGF1MLbN6MMUOsSEn2brBpnyCLdcQKJQ0zn/0ZHvG91vesBKtO5xpR4MuEW16g2mah1gJwVUak1Z7GYcD6MdfDdA2nl23TuMZy8G0GNympsFMjS1k5aXYJ65brToJC0vEFOrUplJyee67kcj+ODKt3QQ9x627VUCGNl7jvRcZNedZIUBXDpbmlStLzPdZ0nvebbnPNP6CgYw6igjYZq8c8orRY/5gfMr+uFAvxYfNus2H2V6L2IKBZq7vEJMbWjLjK2J3019uruskW+Oqzpnh0Bqf6Lzs/qAruOIKGeoKJfzx0fVtbsecDwo7vlETKaF6Jg7kbb0vspZGqnDZK0KYxJo+5xuGrTK1zCtLzJ9F5je97nOYbbtJcbSymlrWYPf3HFIALSTc44k5pLz2JyW5WU0d3EAe9DGOX7P5+b+N5zSiB0zwcdd8VF9QzSvMlI9cBpJRsqKyUzNjncXYhJPkCDX+YmiW+r9t6j21GFFKLCifvVvqqOXRWwvnECUjY7oVkh4OekDnLml5METruRVXk45k1dd8hXYTJRTlshhRhtiayVV/8fmfVewx0+egCMp3/ymqqSVMbixGw2z5gIIz4Z6LPXsoT1+vRdVnSdZX5xgl5p32p6kHvPrdHUPODbzuy/yqOxhijqcvl3G8EAHnGP8Emp6ybQjOenf9z+6hn1AYsRYrwIEqlqzZMObgjRBHXFyuL00yicmac8k7ZyU0QLHkUCic0op3eqnWX0wv2J1zUOnPYlrgKz84LWqrX9YYHtQQxU/lBZR4M1glWkiZex4kjq7BIkpDBSXV9VZNXDaMYhJHnBJ2Ladyq9YRQx1KlNA2yiL8SuO2KiQGHPHRnSNCXxRdIEl4lZ+9ycibE8PxiVn+F9+slzoxRIGJY7PUEum/TnRGkcX0EeecsTRZBVTPaJfLfM9jO9Tcwil1PvUNx/UNyvF3VLl++HU98/Udt4z1HdPqHx3P/XNBDYM66MwBp/4ZR1UBVqr9PmwS40ILUtuO81Pob6lNKGu0EqEbVz4EBM6grkOvjisk8iyatQDUUi880HqPzr13cxm30N9yrh7qK9whoK3nA5YCtMQP7YsQuAfpjrF1ZMUVaHuB3wy/7BHR9GcI9/NKpyaWnrCKKgipR1k1Qns8es+j607K55HO9xCJ4aeI9TxTKEb2+eK/GTFyygMAq70fUTa/5MxhVRqfx7MrU648Vnmg/eKhSnoAgriN5PQkyRADXiDjzMVTagEoh4o3m40378EfoJK7WECErJ058dM98eqrlNMRSfeiZWoPkZTwy63E8cmpvsMh6HqF1Rw63sM4wq0sNgVWHU1MbcxkeMsancfY5dgx1GkPlQsgf3gXFxTefEaP4b7wZVvbCBeiWl5hfScZTuHmf6LeX3nGH6HCkjJ1EJW/RfN3R5mfoZmjLCgZ2kOBBadqmnjnI6C3/zA3g0h7CxSnJfTt5C2V9A8A8n5IxI5gaKKwT/t5zkrMc435t2F1KetJRqKRpraBTq/Yc2/Ow/+L0CXLT7ukkYW812Lqztd+z5z7L+K0Xb7r1V0HiVFmFeuQgE2QF03kP04Ne24s9SzLUe5no/w54Oez5jVx1hzGBu6tLVlnb9xJycd0XQNen5kafwA1gHaYmmHnLaiO2XGG/u6vP8N8eDfHYnLKEZJozrvzgWmxuqd58VBwJhJIXG1auA9lTEElMVqgyxgJ+qNNEbv5oJPZVw/TSMCqnb9C+W0A42PXXEkxl1D48ZGWaUP5hkDxNRoGzgtDGUcsZxLnrBhF2LGPZSzrDzMmBtI/VBe/3lbfFSQMg5p3CVfK33wuArO2uzL06AqxRloDxtMghXetgB+b1EA/jOWegLeYHtbXR6GmIdUxhZO48u3rhein1ZKaYeUqpbSIgAnEFT8CqCmdV/alRhzSpeBtTxydpnvEVbtI5oG1uhiKtcu6X4b+JmPj7mlUTuawaRm9vgpE+vGfIgMnxwvajtMjOLCinZxz8cu+e/W/f8Q5TH79rdI1RrdjtN1iRErcPh+NAJ1xidd0nhR035YFCFxmTwsjtkDsgAAAG5JREFUFTDLdr0rJOBPV/gD16p2nVtU1s6ZQ6xG1IeTrgMZIZp2yVddibQ2EFfpG1S6usVivxC9ooQ00szGiUDsUoHQz+kasHPYSIs8DSF8yYBmMcA9aO56UYiPeeScQxpzyqNL4XMPq2dFxlT7f73J1bFTvUpzAAAAAElFTkSuQmCC");
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");
  background-repeat: no-repeat;
  background-position: center;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
}

.page.index-page {
  background-image: none;
  background-repeat: no-repeat;
  background-position: bottom;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
  counter-reset: page;
}


.page.cover-page h1 {
  margin-top: 1.5cm;
  color: white;
  font-weight: bold;
}
.page.cover-page .subtitle {
  color: white;
  margin-top: 1.2cm;
  font-size: 14pt;
}
.page.cover-page .subtitle > p {
  margin: 0.25cm 0;
}
.page.cover-page img.logo {
  width: 215px;
  position: absolute;
  top: 8.3cm;
  left: 1.8cm;
  height: initial;
}
/*
@media only screen and (max-width: 230mm) {
    .page.cover-page {
        background-size: 230mm auto;
        background-position: left 60mm;
        height: 190mm;
        padding-top: 6.6cm;
        img.logo {
            top: 2cm;
        }
    }
}

*/
/*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
.page.notes h2 {
  text-transform: uppercase;
  font-size: 9pt;
  margin-bottom: 1cm;
  font-weight: bold;
}
.page.notes h3 {
  text-transform: uppercase;
  margin-bottom: 0.4cm;
  font-size: 9pt;
}
.page.notes h3 .note-number {
  font-size: 10pt;
  display: block;
  color: #666666;
  text-transform: uppercase;
}
.page.notes h3 .continued {
  text-transform: none;
}
.page.notes h4 {
  font-weight: bold;
  color: #231f20;
  font-size: 9pt;
  margin-bottom: 0;
}
.page.notes .notes-indent {
  margin-left: 1cm;
}
.page.notes table {
  margin: 2em 0;
}


/* Entire page */
.page.mica-about {
    background-color: #ffffff;
    padding: 0;
    width: 210mm;
    height: 290mm;
    display: flex;
    flex-direction: column;
    justify-content: space-between;
    
}

/* Top header */
.mica-top-header {
   margin-left:50px ;
    display: flex;
    align-items: center;
    justify-content: center;
    padding: 20mm 20mm 0 20mm;
    gap: 10px;
    background-color: white;
}

.mica-logo {
    height: 22px;
}

.mica-header-text {
    font-family: Manrope, sans-serif;
    font-size: 12pt;
    color: #000;
}

/* Blue section */
.mica-blue-section {
  margin-top: 5cm;
    background-color: #004494;
    color: white;
    padding: 30mm 25mm;
    font-family: Manrope, sans-serif;
    flex-grow: 1;
}

.mica-blue-section h1 {
    font-size: 26pt;
    font-weight: 700;
    margin-bottom: 12pt;
}

.mica-blue-section p {
    font-size: 11pt;
    line-height: 18pt;
    margin-bottom: 14pt;
}

.mica-blue-section strong {
    font-weight: 700;
}

/* Bottom area */
.mica-bottom {
    padding: 0 25mm 20mm 25mm;
    text-align: left;
    background-color: #004494
}

.mica-bottom-logo {
    width: 160px;
    margin-bottom: 10pt;
}

.mica-footer-text {
    font-size: 9pt;
    color: white;
    line-height: 14pt;
}

.index-title {
    font-size: 20pt;
    font-weight: 700;
    color: #004494;
    margin-top: 20mm;
    margin-bottom: 10mm;
}
.D5_table{
  width:100%;
  word-wrap: break-word;
}

/* #fact_1, #fact_3, #fact_4, #fact_5, #fact_6, #fact_7, #fact_8, #fact_26,
#fact_29,#fact_33,#fact_72, #fact_75,  #fact_134, #fact_135,
#fact_136, #fact_144, #fact_147, #fact_150, #fact_152, #fact_154,
#fact_161, #fact_163, #fact_187 {
    position: absolute;
    height: 100%;
    width: 100%;
    top: 0;
    left: 0;
    color: transparent;
    z-index: 1;               
    pointer-events: auto;     
} */


/* .text-layer {
    position: relative;
    z-index: 10;
    pointer-events: none;
} */

ul {
    padding-left: 25px;
    margin-left: 0;
    
}

li {
    padding-left: 0px;
    padding:10px,10px
}

ol {
    padding-left: 20px;
}
</style>
</head>

<body>



<div class="page cover-page" style="height:279mm "></div>

<div class="page" style="height:279mm">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            $SAFA Fan Token MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img alt="" 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"/>
        </div>
 
 
    </div>
    <h1 class="index-title">Index</h1>
    <div style="justify-content:left">
<table class="index-table">
<tbody>

<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-1">General information </a></td>
    <td class="page-number">
        <a href="#page-1">Page 3 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-2">Part A - Information about the offeror or the person seeking admission to trading </a></td>
    <td class="page-number">
        <a href="#page-2">Page 4 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-3">Part B - Information about the issuer, if different from the offeror or person seeking admission to trading </a></td>
    <td class="page-number">
        <a href="#page-3">Page 5 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-4">Part C - Information about the operator of the trading platform in cases where it draws up the crypto-asset white paper and information about other persons drawing the crypto-asset white paper pursuant to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114 </a></td>
    <td class="page-number">
        <a href="#page-4">Page 6 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-5">Part D - Information about the crypto-asset project </a></td>
    <td class="page-number">
        <a href="#page-5">Page 7 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-6">Part E - Information about the offer to the public of crypto-assets or their admission to trading </a></td>
    <td class="page-number">
        <a href="#page-6">Page 8 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-7">Part F - Information about the crypto-assets </a></td>
    <td class="page-number">
        <a href="#page-7">Page 9 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-8">Part G - Information on the rights and obligations attached to the crypto-assets </a></td>
    <td class="page-number">
        <a href="#page-8">Page 10 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-9">Part H – Information on underlying technology </a></td>
    <td class="page-number">
        <a href="#page-9">Page 11 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-10">Part I - Information on risks </a></td>
    <td class="page-number">
        <a href="#page-10">Page 12 </a> </td>
</tr>



<tr style="border-bottom: 1px solid #231f20;cursor:pointer">
    <td style="padding-left:1cm;">
        <a href="#page-11">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts </a></td>
    <td class="page-number">
        <a href="#page-11">Page 13 </a> </td>
</tr>


</tbody>
    </table>
    </div>
        <div class="footer" style="padding-top:30cm">
        <div class="line_above"></div>
        XBRL Format Copyright © 2026 MiCA Crypto Alliance. All rights reserved.
        Email : <a href="mailto:contact@micacryptoalliance.com">contact@micacryptoalliance.com</a>
    </div>
</div>



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    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            $SAFA Fan Token MiCA White Paper
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        <div class="header-logo">
            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>General information</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">00</td>
        <td class="label" style="font-weight:bold">Table of contents</td>
        <td class="content" id="TableOfContentForOtherTokenWhitePaper" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_1" name="mica:TableOfContentForOtherTokenWhitePaper">
        

General Information <br/>Part A: Information about the offeror or the person seeking admission to trading <br/>Part B: Information about the issuer, if different from the offeror or person seeking admission to trading <br/>Part C: Information about the operator of the trading platform in cases where it draws up the crypto-asset white paper and information about other persons drawing the crypto-asset white paper pursuant to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114 <br/>Part D: Information about the crypto-asset project<br/>Part E: Information about the offer to the public of crypto-assets or their admission to trading<br/>Part F: Information about the crypto-assets <br/>Part G: Information on the rights and obligations attached to the crypto-assets <br/>Part H: Information on the underlying technology <br/>Part I: Information on the risks <br/>Part J: Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">01</td>
        <td class="label" style="font-weight:bold">Date of notification</td>
        <td class="content" id="DateOfNotificationForOtherTokenWhitePaper" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_2" name="mica:DateOfNotificationForOtherTokenWhitePaper">2026-04-20</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">02</td>
        <td class="label" style="font-weight:bold">Statement in accordance with Article 6(3) of Regulation (EU) 2023/1114</td>
        <td class="content" id="StatementEnsuringComplianceWithUnderlyingRegulation" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_3" name="mica:StatementEnsuringComplianceWithUnderlyingRegulation">
        

This crypto-asset white paper has not been approved by any competent authority in any Member State of the European Union.<br/>The offeror of the crypto-asset is solely responsible for the content of this crypto-asset white paper.


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">03</td>
        <td class="label" style="font-weight:bold">Compliance statement in accordance with Article 6(6) of Regulation (EU) 2023/1114</td>
        <td class="content" id="ComplianceStatementAboutManagementConfirmation" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_4" name="mica:ComplianceStatementAboutManagementConfirmation">
        

This crypto-asset white paper complies with Title II of Regulation (EU) 2023/1114 of the European Parliament and of the Council and, to the best of the knowledge of the management body, the information presented in the crypto-asset white paper is fair, clear and not misleading and the crypto-asset white paper makes no omission likely to affect its import.


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">04</td>
        <td class="label" style="font-weight:bold">Statement in accordance with Article 6(5), points (a), (b), (c), of Regulation (EU) 2023/1114</td>
        <td class="content" id="StatementAboutPotentialRisks" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_5" name="mica:StatementAboutPotentialRisks">
        

The crypto-asset referred to in this crypto-asset white paper may lose its value in part or in full, may not always be transferable and may not be liquid.


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">05</td>
        <td class="label" style="font-weight:bold">Statement in accordance with Article 6(5), point (d), of Regulation (EU) 2023/1114</td>
        <td class="content" id="StatementAboutExchangeabilityForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_6" name="mica:StatementAboutExchangeabilityForOtherToken">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">06</td>
        <td class="label" style="font-weight:bold">Statement in accordance with Article 6(5), points (e) and (f), of Regulation (EU) 2023/1114</td>
        <td class="content" id="StatementAboutCompensationAndGuaranteeForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_7" name="mica:StatementAboutCompensationAndGuaranteeForOtherToken">
        

The crypto-asset referred to in this white paper is not covered by the investor compensation schemes under Directive 97/9/EC of the European Parliament and of the Council or the deposit guarantee schemes under Directive 2014/49/EU of the European Parliament and of the Council.


   







    </ix:nonNumeric>
    


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">07</td>
        <td class="label" style="font-weight:bold">Warning in accordance with Article 6(7), second subparagraph, of Regulation (EU) 2023/1114</td>
        <td class="content" id="ClarificationRegardingOtherTokenOfferTerms" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_8" name="mica:ClarificationRegardingOtherTokenOfferTerms">
        

Warning<br/>This summary should be read as an introduction to the crypto-asset white paper. The prospective holder should base any decision to purchase this crypto-asset on the content of the crypto-asset white paper as a whole and not on the summary alone. The offer to the public of this crypto-asset does not constitute an offer or solicitation to purchase financial instruments and any such offer or solicitation can be made only by means of a prospectus or other documents pursuant to the applicable national law.<br/>This crypto-asset white paper does not constitute a prospectus as referred to in Regulation (EU) 2017/1129 of the European Parliament and of the Council or any other offer document pursuant to Union or national law.


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">08</td>
        <td class="label" style="font-weight:bold">Characteristics of the crypto-asset</td>
        <td class="content" id="DescriptionOfCharacteristicsOfOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_9" name="mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory">$SAFA is the official Fan Token of the South African Football Association (hereinafter referred to as “SAFA” or the “Team”). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (“FTM”, the “Issuer”, or the “Offeror”) (previously Socios Technologies AG) in partnership with SAFA.<br/><br/>$SAFA is primarily intended to provide fans with access to exclusive experiences and rewards directly linked to fan engagement activities. It provides an IP-driven utility experience, enabling holders to interact with the Team in meaningful ways. Token holders may benefit from a range of Web3 utilities, including access to decentralized applications (“dApps”) and the ability to collect NFTs and digital collectibles. In addition, $SAFA may provide access to more traditional benefits such as participation in binding and non-binding surveys related to the Team, hospitality and ticketing privileges, discounts on official products, exclusive signed merchandise and real-life experiences (e.g. Meet  and  Greets, museum and stadium tours or stadium announcer experience), subject to availability and eligibility. $SAFA token holders may also have access to unique money-can’t-buy opportunities and immersive digital experiences designed to deepen fan interaction with the Team.<br/><br/>For the avoidance of doubt, access to token-gated features, functionalities, and rewards is not guaranteed and may vary over time. Such benefits are contingent upon holding $SAFA Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the ‘Socios.com’ utility platform (hereinafter the “Platform”), or based on instructions from the Team.<br/><br/>$SAFA Fan Token is not intended to be used for payments or value transfer, and token holders retain full ownership of their tokens when using its features on the Platform. Similarly, token holders do not acquire the right to receive any financial return, dividend, or any right to participate in any voting related to the management, corporate, or strategic matters of the Team, the Offeror, or any affiliated entity.<br/><br/>In light of the above, $SAFA Fan Token is a crypto-asset other than asset-referenced token and e-money token under the classification provided by the Regulation (EU) 2023/1114 (“MiCA”). It does not qualify as a utility token as it is intended to provide access to goods and services that are not exclusively supplied by the Issuer or any entity associated with the Issuer.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">09</td>
        <td class="label" style="font-weight:bold"></td>
        <td class="content" id="DescriptionOfFurtherInformationAboutUtilityTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_10" name="mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory">This field does not apply, as 05 is false.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">10</td>
        <td class="label" style="font-weight:bold">Key information about the offer to the public or admission to trading</td>
        <td class="content" id="OfferDescriptionExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_11" name="mica:OfferDescriptionExplanatory">Key information about the public offer are the following:<br/>


    

    <ul>


            


            <li>Total oﬀer amount: 500,000 $SAFA offered to the public x amount of $CHZ equivalent to USD $0.50 per $SAFA = Amount of $CHZ equivalent to USD $250,000.


            

                </li>

            <li>Total number of $SAFA tokens oﬀered to the public: 500,000 $SAFA.


            

                </li>

            <li>Subscription period: i) 2026/05/21 at 12:00 CEST to 2026/05/28 at 17:00 CEST or ii) until all offered $SAFA are sold, whichever occurs first.


            

                </li>

            <li>Minimum subscription goal: Not applicable.


            

                </li>

            <li>Maximum subscription goal: USD $250,000.


            

                </li>

            <li>Issue price: USD $0.50 worth of $CHZ tokens per $SAFA token.


            

                </li>

            <li>Subscription fees (if any): Not applicable.


            

                </li>

            <li>Target holders of tokens: The public offer is exclusively targeted to retail investors with special emphasis on football fans and members of the Chiliz Chain ecosystem community.


            

                </li>

            <li>Crypto-Assets Service Provider (CASP) responsible for placing the token (if any) post-oﬀering: Socios Europe Services Limited (“SES”).


            

                </li>

            <li>Form of placement: Without a firm commitment basis.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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        <div class="header-left">
            $SAFA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2>Part A - Information about the offeror or the person seeking admission to trading</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.1</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="NameOfOtherTokenOfferor" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_12" name="mica:NameOfOtherTokenOfferor">Fan Token Management AG</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.2</td>
        <td class="label" style="font-weight:bold">Legal form</td>
        <td class="content" id="OfferorsLegalForm" style="position:relative; width: 30%;">
            
    N/A as LEI is provided in A.6


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.3</td>
        <td class="label" style="font-weight:bold">Registered address</td>
        <td class="content" id="OfferorsRegisteredAddressDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A as LEI is provided in A.6


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.4</td>
        <td class="label" style="font-weight:bold">Head office</td>
        <td class="content" id="OfferorsHeadOfficeDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A as LEI is provided in A.6


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.5</td>
        <td class="label" style="font-weight:bold">Registration date</td>
        <td class="content" id="OfferorsRegistrationDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_13" name="mica:OfferorsRegistrationDate">2021-01-21</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.6</td>
        <td class="label" style="font-weight:bold">Legal entity identifier</td>
        <td class="content" id="OfferorsLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_14" name="mica:OfferorsLegalEntityIdentifier">984500B6F8407AE38911</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.7</td>
        <td class="label" style="font-weight:bold">Another identifier required pursuant to applicable national law</td>
        <td class="content" id="OfferorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw" style="position:relative; width: 30%;">
            
    N/A as LEI is provided in A.6


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.8</td>
        <td class="label" style="font-weight:bold">Contact telephone number</td>
        <td class="content" id="OfferorsContactTelephoneNumber" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_15" name="mica:OfferorsContactTelephoneNumber">+356 20607777</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.9</td>
        <td class="label" style="font-weight:bold">E-mail address</td>
        <td class="content" id="OfferorsEmailAddress" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_16" name="mica:OfferorsEmailAddress">corporate@socios.com</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.10</td>
        <td class="label" style="font-weight:bold">Response time (Days)</td>
        <td class="content" id="OfferorsResponseTimeDays" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_17" name="mica:OfferorsResponseTimeDays" unitRef="pure">007</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.11</td>
        <td class="label" style="font-weight:bold">Parent company</td>
        <td class="content" id="IdentificationOfOfferorsParentCompany" style="position:relative; width: 30%;">
            
    N/A as LEI is provided in A.6


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.12</td>
        <td class="label" style="font-weight:bold">Members of the management body</td>
        <td class="content" id="MembersOfOfferorsManagementBodyForOtherTokenAbstract" style="position:relative; width: 30%;">
            
                 <table class="accounts">
                <thead>
                    <tr>
                        <th>Identity</th>
                        <th>Business Address</th>
                        <th>Functions</th>
                    </tr>
                </thead>
               <tbody><tr>

<td>
  <ix:nonNumeric contextRef="c-ofmgmt-0" id="fact_18" name="mica:IdentityOfOfferorsManagementBodyMemberForOtherToken"> Alexandre Dreyfus</ix:nonNumeric>
</td>

<td> 
    <ix:nonNumeric contextRef="c-ofmgmt-0" id="fact_19" name="mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken"> Gubelstrasse 11, 6300 Zug, CH </ix:nonNumeric>
</td>

<td>
  <ix:nonNumeric contextRef="c-ofmgmt-0" id="fact_20" name="mica:FunctionOfOfferorsManagementBodyMemberForOtherToken"> Director </ix:nonNumeric>
</td>


</tr>
<tr>

<td>
  <ix:nonNumeric contextRef="c-ofmgmt-1" id="fact_21" name="mica:IdentityOfOfferorsManagementBodyMemberForOtherToken"> Markus Spillmann</ix:nonNumeric>
</td>

<td> 
    <ix:nonNumeric contextRef="c-ofmgmt-1" id="fact_22" name="mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken"> Gubelstrasse 11, 6300 Zug, CH </ix:nonNumeric>
</td>

<td>
  <ix:nonNumeric contextRef="c-ofmgmt-1" id="fact_23" name="mica:FunctionOfOfferorsManagementBodyMemberForOtherToken"> Director </ix:nonNumeric>
</td>


</tr>
</tbody>

            </table>




        </td>
    </tr>





















    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.13</td>
        <td class="label" style="font-weight:bold">Business activity</td>
        <td class="content" id="OfferorsBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_24" name="mica:OfferorsBusinessActivityExplanatory">FTM is the issuer of Fan Tokens. Fan Tokens are crypto-assets minted on the Chiliz Chain under the CAP-20 token standard. Fan Tokens are issued by FTM in partnership with global sport brands and are directly associated with the intellectual property of such sport brands.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.14</td>
        <td class="label" style="font-weight:bold">Parent company business activity</td>
        <td class="content" id="ParentCompanyBusinessActivityOfOfferorSideExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_25" name="mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory">The Chiliz Group Limited is the sole shareholder of FTM, with its main role being that of a holding company. It is a registered entity in Malta under the number C 77290. It does not undertake any specific commercial or business activities, saving being the original issuer of the $CHZ token.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.15</td>
        <td class="label" style="font-weight:bold">Newly established</td>
        <td class="content" id="NewlyEstablishedOfferorsIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_26" name="mica:NewlyEstablishedOfferorsIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.16</td>
        <td class="label" style="font-weight:bold">Financial condition for the past three years</td>
        <td class="content" id="InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_27" name="mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory">1 .	Financial Performance and Strategic Progress<br/>
    <br/>
    Over the past three years, FTM has demonstrated a clear trajectory toward financial stability, driven by disciplined cost management, strategic growth initiatives, and operational improvements. Following a highly profitable year in 2021, FTM faced a net loss in 2022 due to challenging market conditions, rising operating expenses, and significant investments in scaling its business. However, in 2023, decisive measures to enhance efficiency, optimize expenditures, and strengthen revenue streams led to a substantial reduction in losses. By 2024, these efforts had significantly improved financial performance, with key metrics reflecting a strong upward trend:<br/>


    

    <ul>


            


            <li>Revenue Growth: Revenue increased by more than 70% from 2023 to 2024, signaling renewed momentum in Fan Token sales supported by a recovering crypto market.


            

                </li>

            <li>Proﬁtability: Despite incurring losses in 2023, FTM’s profitability improved by over 60% in 2024 due to rising revenue and enhanced financial efficiency.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            As of 2024, FTM has been actively working toward break-even, leveraging sustained revenue growth, improved margins, and a more resilient business model. Financial and operational performance indicators point to steady progress, underpinned by stable cash flows and a well-structured capital strategy. FTM has demonstrated strong financial improvements in 2024, marked by higher revenue, reduced losses, improved cash flow, and stronger margins.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            2. Financial Position as of December 31 , 2024
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The following is a summary of FTM's financial position based on the audited financial statements for the year ended 2024.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (A) Assets
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            As of December 31, 2024, FTM's assets are categorized as follows:
        </li>
</ol>


            

                </li>

            <li>Total Current Assets: CHF 92,790,921.


            

                </li>

            <li>Total Non-Current Assets: CHF 294,874.


            

                </li>

            <li>Total Assets: CHF 93,085,795.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (B) Debts and Other Liabilities
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            As of December 31, 2024, FTM's liabilities are detailed as follows:
        </li>
</ol>


            

                </li>

            <li>Total Short-term Liabilities: CHF 75,790,910


            

                </li>

            <li>Total Long-term Liabilities: CHF 1,723,172


            

                </li>

            <li>Total Liabilities: CHF 77,514,081





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (C) Shareholders' Equity
        </li>
</ol>




            

                </li>

            <li>Total Shareholders' Equity: CHF 15,571,714





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            3. Future Outlook
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Looking ahead, FTM remains committed to further strengthening its revenue and profitability, capitalizing on the improving crypto-asset market and increasing demand for Fan Tokens. A continued focus on cost management and revenue expansion will enhance financial stability. Additionally, FTM is undertaking a strategic review to eliminate unnecessary expenses, thereby improving long-term profitability. With a solid foundation in place, it is well-positioned for continued financial growth and sustainable profitability.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (A) Key Performance Indicators (KPIs)
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            FTM’s KPIs reflect its core business priorities:
        </li>
</ol>




            

                </li>

            <li>Fan Token Sales: FTM’s primary business, Fan Token sales, has  shown strong performance over the past year. Despite volatility in the crypto market, it has successfully maintained substantial sales volumes. With a market rebound, management expects further improvement in this KPI.


            

                </li>

            <li>Expansion of public oﬀer: FTM actively seeks new partnerships to expand its portfolio of Fan Tokens and plans to launch new Fan Tokens in 2026, with $SAFA being one of them.


            

                </li>

            <li>Enhanced Fan Token Utility: FTM also focuses on increasing the utility of Fan Tokens, both through the Platform and third-party collaborations. Providing greater utility encourages long-term holding and enhances Fan Token's value.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (B) Capital Resources
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            FTM’s capital resources are primarily derived from Fan Token's sales, ensuring a sustainable funding model aligned with business growth.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (C) Non-Financial Factors
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Beyond financial metrics, FTM’s success is underpinned by its reliance on highly skilled personnel and efficient resource allocation, reinforcing the strength of its operational model.
        </li>
</ol>


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.17</td>
        <td class="label" style="font-weight:bold">Financial condition since registration</td>
        <td class="content" id="InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_28" name="mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory">This field does not apply as FTM has been established for the past three years.</ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2>Part B - Information about the issuer, if different from the offeror or person seeking admission to trading</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.1</td>
        <td class="label" style="font-weight:bold">Issuer different from offerror or person seeking admission to trading</td>
        <td class="content" id="IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_29" name="mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.2</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="NameOfOtherTokenIssuer" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.3</td>
        <td class="label" style="font-weight:bold">Legal form</td>
        <td class="content" id="IssuersLegalForm" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.4</td>
        <td class="label" style="font-weight:bold">Registered address</td>
        <td class="content" id="IssuersRegisteredAddressDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.5</td>
        <td class="label" style="font-weight:bold">Head office</td>
        <td class="content" id="IssuersHeadOfficeDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.6</td>
        <td class="label" style="font-weight:bold">Registration date</td>
        <td class="content" id="IssuersRegistrationDate" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.7</td>
        <td class="label" style="font-weight:bold">Legal entity identifier</td>
        <td class="content" id="IssuersLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.8</td>
        <td class="label" style="font-weight:bold">Another identifier required pursuant to applicable national law</td>
        <td class="content" id="IssuersAnotherIdentifierRequiredPursuantToApplicableNationalLaw" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.9</td>
        <td class="label" style="font-weight:bold">Parent company</td>
        <td class="content" id="IdentificationOfIssuersParentCompany" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.10</td>
        <td class="label" style="font-weight:bold">Members of the management body</td>
        <td class="content" id="MembersOfIssuersManagementBodyForOtherTokenAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>





















    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.11</td>
        <td class="label" style="font-weight:bold">Business activity</td>
        <td class="content" id="IssuersBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">B.12</td>
        <td class="label" style="font-weight:bold">Parent company business activity</td>
        <td class="content" id="ParentCompanyBusinessActivityOfIssuerSideExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr></tbody>

    </table>
    
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"/>
  
     
        </div>

    </div>





    <h2>Part C - Information about the operator of the trading platform in cases where it draws up the crypto-asset white paper and information about other persons drawing the crypto-asset white paper pursuant to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.1</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="NameOfOtherTokenOperator" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.2</td>
        <td class="label" style="font-weight:bold">Legal form</td>
        <td class="content" id="OperatorsLegalForm" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.3</td>
        <td class="label" style="font-weight:bold">Registered address</td>
        <td class="content" id="OperatorsRegisteredAddressDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.4</td>
        <td class="label" style="font-weight:bold">Head office</td>
        <td class="content" id="OperatorsHeadOfficeDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.5</td>
        <td class="label" style="font-weight:bold">Registration date</td>
        <td class="content" id="OperatorsRegistrationDate" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.6</td>
        <td class="label" style="font-weight:bold">Legal entity identifier</td>
        <td class="content" id="OperatorsLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.7</td>
        <td class="label" style="font-weight:bold">Another identifier required pursuant to applicable national law</td>
        <td class="content" id="OperatorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.8</td>
        <td class="label" style="font-weight:bold">Parent company</td>
        <td class="content" id="IdentificationOfOperatorsParentCompany" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.9</td>
        <td class="label" style="font-weight:bold">Reason for crypto-asset white paper Preparation</td>
        <td class="content" id="ReasonForCryptoassetWhitePaperPreparationExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.10</td>
        <td class="label" style="font-weight:bold">Members of the management body</td>
        <td class="content" id="MembersOfOperatorsManagementBodyForOtherTokenAbstract" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>





















    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.11</td>
        <td class="label" style="font-weight:bold">Operator business activity</td>
        <td class="content" id="OperatorsBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.12</td>
        <td class="label" style="font-weight:bold">Parent company business activity</td>
        <td class="content" id="ParentCompanyBusinessActivityOfOperatorSideExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.13</td>
        <td class="label" style="font-weight:bold">Other persons drawing up the crypto-asset white paper according to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114</td>
        <td class="content" id="OtherPersonsDrawingUpCryptoassetWhitePaperExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">C.14</td>
        <td class="label" style="font-weight:bold">Reason for drawing the white paper by persons referred to in Article 6(1), second subparagraph, of Regulation (EU) 2023/1114</td>
        <td class="content" id="ReasonForDrawingWhitePaperExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr></tbody>

    </table>
    
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            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>Part D - Information about the crypto-asset project</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.1</td>
        <td class="label" style="font-weight:bold">Crypto-asset project name</td>
        <td class="content" id="NameOfOtherTokenProject" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_30" name="mica:NameOfOtherTokenProject">$SAFA Fan Token project</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.2</td>
        <td class="label" style="font-weight:bold">Crypto-asset name</td>
        <td class="content" id="NameOfOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_31" name="mica:NameOfOtherToken">$SAFA Fan Token</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.3</td>
        <td class="label" style="font-weight:bold">Abbreviation</td>
        <td class="content" id="OtherTokenProjectAbbreviation" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_32" name="mica:OtherTokenProjectAbbreviation">$SAFA</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.4</td>
        <td class="label" style="font-weight:bold">Crypto-asset project description</td>
        <td class="content" id="DescriptionOfOtherTokenProjectExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_33" name="mica:DescriptionOfOtherTokenProjectExplanatory">$SAFA is the official Fan Token of the South African Football Association, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology.<br/><br/>$SAFA Fan Token is intended to grant holders a variety of exclusive digital and real-world utilities with the potential of expanding to web3 and DeFi functionalities. $SAFA aims to transform passive supporters into active participants in the Team's community and digital ecosystem.<br/><br/>Indicatively, holders may be eligible to vote on official SAFA’s non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $SAFA may unlock access to exclusive rewards, such as VIP matchday experiences, signed merchandise, discount on official products, unique real-life opportunities (i.e., Meet  and  Greet with Players of the Team), as well as access to digital experiences and rewards, subject to availability.<br/><br/>Through the Platform, fans can earn loyalty points when engaging with certain features such as the ‘Stake  and  Earn’ feature. These loyalty points are redeemable for limited-edition items and enhanced utilities available through the dedicated fan rewards shop, subject to availability.<br/><br/>The project's mission is to strengthen the bond between SAFA and its global fanbase by leveraging Web3 technology to provide meaningful engagement, recognition, and rewards within a secure and transparent framework. As the world of sports and entertainment transitions to Web3, $SAFA serves as a gateway to a new era of fandom and enables fans to engage with the Team in immersive and innovative ways within this new digital realm. Fully compliant with the EU regulatory landscape, the project emphasizes transparency and user protection.</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.5</td>
        <td class="label" style="font-weight:bold">Details of all natural or legal persons involved in implementation of crypto-asset project</td>
        <td class="content" id="DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract" style="position:relative; width: 30%;">
            
    
<table class="accounts" style="width: 25px;">
  <thead>
    <tr>
      <th>Name of person</th>
      <th>Type of person</th>
      <th>Business address</th>
      <th>Domicile</th>
    </tr>
  </thead>

  <tbody>

    




   <tr>

      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-0" id="intro_fact_34" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">
          Fan Token Management AG
        </ix:nonNumeric>
      </td>


     <td class="D5_table">
    
      <div style="-ix-hidden:mica_TypeOfPersonInvolved_0">
        Development team
      </div>

   

    
  </td>




      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-0" id="fact_36" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">
          Zug
        </ix:nonNumeric>
      </td>


      <td class="D5_table">
        
        <div style="-ix-hidden:mica_DomicileOfCompanyInvolved_0">Switzerland</div>
       
      </td>

    </tr>
  

    




   <tr>

      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-1" id="intro_fact_38" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">
          Socios Europe Services Limited
        </ix:nonNumeric>
      </td>


     <td class="D5_table">
    
      <div style="-ix-hidden:mica_TypeOfPersonInvolved_1">
        Crypto-asset service provider
      </div>

   

    
  </td>




      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-1" id="fact_40" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">
          Msida
        </ix:nonNumeric>
      </td>


      <td class="D5_table">
        
        <div style="-ix-hidden:mica_DomicileOfCompanyInvolved_1">Malta</div>
       
      </td>

    </tr>
  

    




   <tr>

      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-2" id="intro_fact_42" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">
          South African Football Association (SAFA)
        </ix:nonNumeric>
      </td>


     <td class="D5_table">
    
      <div style="-ix-hidden:mica_TypeOfPersonInvolved_2">
        Other person involved in implementation
      </div>

   

    
  </td>




      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-2" id="fact_44" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">
          Johannesburg
        </ix:nonNumeric>
      </td>


      <td class="D5_table">
        
        <div style="-ix-hidden:mica_DomicileOfCompanyInvolved_2">South Africa</div>
       
      </td>

    </tr>
  
  </tbody>
</table>



        </td>
    </tr>





















    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.6</td>
        <td class="label" style="font-weight:bold">Utility Token Classification</td>
        <td class="content" id="UtilityTokenClassificationForOtherTokenProjectIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_46" name="mica:UtilityTokenClassificationForOtherTokenProjectIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.7</td>
        <td class="label" style="font-weight:bold">Key Features of Goods/Services for Utility Token Projects</td>
        <td class="content" id="KeyFeaturesOfGoodsOrServicesForUtilityTokenProjectsExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.8</td>
        <td class="label" style="font-weight:bold">Description of past milestones</td>
        <td class="content" id="DescriptionOfPastMilestonesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_47" name="mica:DescriptionOfPastMilestonesExplanatory">Past milestones<br/><br/>The $SAFA Fan Token project is new and is in its early stages, with key milestones yet to be achieved.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.8</td>
        <td class="label" style="font-weight:bold">Description of future milestones</td>
        <td class="content" id="DescriptionOfFutureMilestonesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_48" name="mica:DescriptionOfFutureMilestonesExplanatory">Future milestones<br/>
    <br/>
    Below is a timeline highlighting key milestones for the token:<br/>


    

    <ul>


            


            <li>2026/04/20: Notification of this crypto-asset whitepaper.


            

                </li>

            <li>2026/05/20: Publication of this crypto-asset whitepaper.


            

                </li>

            <li>2026/05/21 : Beginning of the subscription period.


            

                </li>

            <li>2026/05/28: End of the subscription period.


            

                </li>

            <li>2026/06/01 : Beginning of the claim period.


            

                </li>

            <li>2026/06/09: Distribution of $SAFA Early Purchase Discount as described in section E.19.


            

                </li>

            <li>2026/06/09: End of the claim period.


            

                </li>

            <li>2026/06/10: Final airdrop.


            

                </li>

            <li>2026/06/10: Following conclusion of the public offer and distribution of the tokens purchased, FTM will retain control and management over the non-circulating supply of $SAFA. Subject to the partnership agreement signed with the Team, the non-circulating supply may be used to: (i) fund utilities and rewards made available to token holders on the Platform; (ii) promote $SAFA and associated marketing activations; and (iii) provide liquidity on MiCA-licensed trading platforms and decentralized exchanges (“DEXs”).


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.9</td>
        <td class="label" style="font-weight:bold">Resource allocation</td>
        <td class="content" id="ResourceAllocationExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_49" name="mica:ResourceAllocationExplanatory">The resources allocated to the project primarily consists of non-financial contributions, including the extensive man-hours and expertise provided by the development team of the Issuer/Offeror. Additionally, marketing efforts have been deployed by FTM and SAFA to drive awareness, foster community engagement, and ensure the successful adoption of the token.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.10</td>
        <td class="label" style="font-weight:bold">Planned use of Collected funds or crypto-Assets</td>
        <td class="content" id="PlannedUseOfCollectedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_50" name="mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory">Part of the proceeds will be distributed to the Team as per the terms of the revenue-share mechanisms agreed upon between FTM and SAFA. A portion of the proceeds retained by FTM will primarily be allocated to cover partnership fees. Additionally, the funds will be allocated to support the Issuer/Offeror group operational expenses and to ensure ongoing provisioning of utility inventory on the Platform for $SAFA.</ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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        <div class="header-left">
            $SAFA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2>Part E - Information about the offer to the public of crypto-assets or their admission to trading</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.1</td>
        <td class="label" style="font-weight:bold">Public offering or admission to trading</td>
        <td class="content" id="PublicOfferingOrAdmissionToTrading" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_PublicOfferingOrAdmissionToTrading">OTPC</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.2</td>
        <td class="label" style="font-weight:bold">Reasons for public offer or admission to trading</td>
        <td class="content" id="ReasonsForPublicOfferOrAdmissionToTradingExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_52" name="mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory">The public offer aimed to grow SAFA’s community by fostering engagement with its global fan base, allowing fans to connect with the Team and benefit from a variety of utilities that may be provided to token holders, including on the Platform. This initiative not only strengthens the connection between the Team and its global fanbase but also fosters long-term engagement, rewarding fans for their ongoing commitment.<br/>$SAFA Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community.</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.3</td>
        <td class="label" style="font-weight:bold">Fundraising target</td>
        <td class="content" id="FundraisingTargetExpressedInCurrency" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_53" name="mica:FundraisingTargetExpressedInCurrency" unitRef="USD">250000</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.3</td>
        <td class="label" style="font-weight:bold">Target expressed in currency</td>
        <td class="content" id="FundraisingTargetExpressedInUnits" style="position:relative; width: 30%;">
            
    USD


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.3</td>
        <td class="label" style="font-weight:bold">Target expressed in digital token identifier</td>
        <td class="content" id="FundraisingTargetExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.4</td>
        <td class="label" style="font-weight:bold">Minimum subscription goals</td>
        <td class="content" id="MinimumSubscriptionGoalExpressedInCurrency" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.4</td>
        <td class="label" style="font-weight:bold">Goals expressed in currency</td>
        <td class="content" id="MinimumSubscriptionGoalExpressedInUnits" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.4</td>
        <td class="label" style="font-weight:bold">Goals expressed in digital token identifier</td>
        <td class="content" id="MinimumSubscriptionGoalExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.5</td>
        <td class="label" style="font-weight:bold">Maximum subscription goals</td>
        <td class="content" id="MaximumSubscriptionGoalsExpressedInCurrency" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_54" name="mica:MaximumSubscriptionGoalsExpressedInCurrency" unitRef="USD">250000</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.5</td>
        <td class="label" style="font-weight:bold">Goals expressed in currency</td>
        <td class="content" id="MaximumSubscriptionGoalsExpressedInUnits" style="position:relative; width: 30%;">
            
    USD


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.5</td>
        <td class="label" style="font-weight:bold">Goals expressed in digital token identifier</td>
        <td class="content" id="MaximumSubscriptionGoalsExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.6</td>
        <td class="label" style="font-weight:bold">Oversubscription acceptance</td>
        <td class="content" id="OversubscriptionAcceptanceIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_55" name="mica:OversubscriptionAcceptanceIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.7</td>
        <td class="label" style="font-weight:bold">Oversubscription allocation</td>
        <td class="content" id="OversubscriptionAllocationExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.8</td>
        <td class="label" style="font-weight:bold">Issue price</td>
        <td class="content" id="IssuePrice" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_56" name="mica:IssuePrice" unitRef="pure">0.50</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.9</td>
        <td class="label" style="font-weight:bold">Official currency or any other crypto-assets determining the issue price</td>
        <td class="content" id="OfficialCurrencyDeterminingIssuePrice" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_OfficialCurrencyDeterminingIssuePrice">USD</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.9</td>
        <td class="label" style="font-weight:bold">Official currency or any other crypto-assets determining the issue price</td>
        <td class="content" id="AnyOtherOtherTokensDeterminingIssuePrice" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_58" name="mica:AnyOtherOtherTokensDeterminingIssuePrice">$CHZ (KNS06KRXQ)</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.10</td>
        <td class="label" style="font-weight:bold">Subscription fee</td>
        <td class="content" id="SubscriptionFeeExpressedInCurrency" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_59" name="mica:SubscriptionFeeExpressedInCurrency" unitRef="USD">0</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.10</td>
        <td class="label" style="font-weight:bold">Fee expressed in currency</td>
        <td class="content" id="SubscriptionFeeExpressedInUnits" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.10</td>
        <td class="label" style="font-weight:bold">Fee expressed in digital token identifier</td>
        <td class="content" id="SubscriptionFeeExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.11</td>
        <td class="label" style="font-weight:bold">Offer price determination method</td>
        <td class="content" id="OfferPriceDeterminationMethodExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_60" name="mica:OfferPriceDeterminationMethodExplanatory">The issue price is determined by amount of $CHZ tokens equivalent to USD 0.50 is calculated based on the exchange rate for CHZ/USD on the day and time of participation. The offer price has been discretionary determined by the Issuer/Offeror in accordance with the terms of the partnership agreement signed with the Team.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.12</td>
        <td class="label" style="font-weight:bold">Total number of offered/traded crypto-assets</td>
        <td class="content" id="TotalNumberOfOfferedOrTradedOtherTokens" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-01" decimals="10" id="fact_61" name="mica:TotalNumberOfOfferedOrTradedOtherTokens" unitRef="pure">500000</ix:nonFraction>


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.13</td>
        <td class="label" style="font-weight:bold">Targeted holders</td>
        <td class="content" id="TargetedHoldersForOtherToken" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_TargetedHoldersForOtherToken">RETL</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.14</td>
        <td class="label" style="font-weight:bold">Holder restrictions</td>
        <td class="content" id="HolderRestrictionsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_63" name="mica:HolderRestrictionsExplanatory">The public offer is only available to registered Socios.com users. The terms and conditions of the platform provide a list of restricted jurisdictions, and therefore, users located in any of the following jurisdictions will not be able to participate in the public offer: Afghanistan, Burundi, Central African Republic, China, Congo, Democratic Republic of the Congo, Cuba, Guinea-Bissau, Iran, Iraq, Korea (DPKR), Lebanon, Libya, Myanmar, Pakistan, Russian Federation, Somalia, South Sudan, Sudan, Syrian Arab Republic, Venezuela (Bolivarian Republic of), Yemen and Zimbabwe.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.15</td>
        <td class="label" style="font-weight:bold">Reimbursement notice</td>
        <td class="content" id="ReimbursementNotice" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_64" name="mica:ReimbursementNotice">
        

Purchasers participating in the offer to the public of crypto-asset will be able to be reimbursed if the minimum target subscription goal is not reached at the end of the offer to the public, if they exercise the right to withdrawal provided for in Article 13 of Regulation (EU) 2023/1114 of the European Parliament and of the Council or if the offer is cancelled.


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.16</td>
        <td class="label" style="font-weight:bold">Refund mechanism</td>
        <td class="content" id="RefundMechanismExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_65" name="mica:RefundMechanismExplanatory">In the events described under section E.16 above, participants will be refunded their $CHZ contributions in full through the following mechanism:<br/>


    

    <ul>


            


            <li>Minimum target subscription is not reached: There is no minimum target subscription for the public offer of $SAFA.


            

                </li>

            <li>Withdrawal right: Throughout the subscription period, participants are required to stake $CHZ tokens natively on the Chiliz Chain through their Socios.com Wallet. Participants in the public offer, including those that have staked their $CHZ in the Interest Stage, have the option to request the unstaking of their $CHZ tokens at any point in time during the subscription period. This option will be easily accessible on the Platform and can be triggered from the participant’s Socios.com Wallet. Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA, will forward these unstaking requests to the governance contract of the Chiliz Chain where $CHZ contributions are staked, and ensure that such unstaking requests are processed in a timely manner (within up to 72 hours due to protocol constraints) so the participants’ withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain Proof-of-Stake-Authority (PoSA) consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant’s $CHZ contribution will be made available for the participant to claim from their Socios.com Wallet.


            

                </li>

            <li>Refund Process Cancellation: If the public offer is cancelled for any reason, all $CHZ contributions will be unstaked by SES on behalf of the participants and made available for such participants to claim on the Platform once the unstaking process described above has been fully completed.


            

                </li>

            <li>Alternative Refund Mechanism: No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.17</td>
        <td class="label" style="font-weight:bold">Refund timeline</td>
        <td class="content" id="RefundTimelineExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_66" name="mica:RefundTimelineExplanatory">The estimated timeline for completion of the unstaking process is up to six (6) days, as described in section E.16 and subject to network conditions.  Once  the unstaking process has been completed, participants remain responsible for claiming their $CHZ contributions back to their Socios.com Wallet. If participants do not claim their $CHZ contributions, FTM will return such contributions to participants through an airdrop mechanism starting from 2026/06/10.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.18</td>
        <td class="label" style="font-weight:bold">Offer phases</td>
        <td class="content" id="DescriptionOfOtherTokenProjectPhasesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_67" name="mica:DescriptionOfOtherTokenProjectPhasesExplanatory">The public offer of $SAFA shall begin with the opening of the subscription period indicated in this white paper, and ends upon the closing of such subscription period. The public offer for $SAFA is structured to ensure equal access for all participants.<br/>Starting from 2026/06/01 at 12:00 CEST, participants’ final $SAFA Fan Token allocation will be made available for participants to claim on the Platform via their Socios.com Wallet. Participants will be able to claim their $SAFA until 2026/06/09 at 23:59 CEST. Upon the expiry of this period, any unclaimed $SAFA will be airdropped to participants who did not exercise their right to claim within the claim window.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.19</td>
        <td class="label" style="font-weight:bold">Early purchase discount</td>
        <td class="content" id="DisclosureOfEarlyPurchaseDiscountExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_68" name="mica:DisclosureOfEarlyPurchaseDiscountExplanatory">Only those participants who have staked $CHZ as an expression of interest during the Interest Stage and confirmed their participation during the subscription period will be eligible for an additional $SAFA Fan Token allocation of 10% of the total token allocation to which they are entitled at the end of the public offer. This $SAFA Fan Token bonus allocation will be airdropped directly to the Socios.com Wallet address of the participant during the claim period.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.20</td>
        <td class="label" style="font-weight:bold">Time-limited offer</td>
        <td class="content" id="TimelimitedOfferIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" escape="false" format="ixt4:fixed-true" id="fact_69" name="mica:TimelimitedOfferIndicator">
                True

    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.21</td>
        <td class="label" style="font-weight:bold">Subscription period beginning</td>
        <td class="content" id="SubscriptionPeriodBeginning" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_70" name="mica:SubscriptionPeriodBeginning">2026-05-21</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.22</td>
        <td class="label" style="font-weight:bold">Subscription period end</td>
        <td class="content" id="SubscriptionPeriodEnd" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_71" name="mica:SubscriptionPeriodEnd">2026-05-28</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.23</td>
        <td class="label" style="font-weight:bold">Safeguarding arrangements for offered funds/crypto-Assets</td>
        <td class="content" id="SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_72" name="mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory">To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA: $CHZ contributions raised during the public offering are natively staked on the Chiliz Chain’s governance contract. Therefore, those $CHZ contributions remain associated with the participant’s Socios.com Wallet, and participants who want to withdraw their participation in the public offer can request to unstake part or all their $CHZ contributions at any point in time until expiration of the subscription period. <br/><br/>Unstake requests from participants are managed through the smart contract deployed by the Issuer; however, Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA, has been granted the role and authority to broadcast unstake requests to the Chiliz Chain’s governance contract, ensuring that participants can regain access and control over their $CHZ contributions in a timely manner. By doing so, SES acts in its quality of custodian licensed under MiCA by safekeeping the means of access to the participants’ staked $CHZ tokens on their behalf. While SES does not have control over such assets, its role is to ensure that the means to access those tokens is protected and always available to participants. Once the unstake request has been broadcast by SES to the Chiliz Chain’s governance contract, a cooling down period of two full epochs (up to 72 hours) will start. Once this cooling down period expires, the unstaking cycle has been fully processed, and participants will be able to claim their $CHZ contributions directly from their Socios.com Wallet. This process ensures that $CHZ contributions can only be unstaked upon the request being initiated by the participant. In addition, upon participants’ initiating an unstake request, FTM cannot withhold such requests, due to SES, acting in its capacity of custodian, having the authority to process and broadcast these requests from FTM’s smart contract to the Chiliz Chain’s governance contract, ensuring that participants’ requests are never blocked.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.24</td>
        <td class="label" style="font-weight:bold">Payment methods for crypto-asset purchase</td>
        <td class="content" id="PaymentMethodsForOtherTokenPurchaseExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_73" name="mica:PaymentMethodsForOtherTokenPurchaseExplanatory">The only accepted payment method is $CHZ tokens. Through the Platform, participants may acquire $CHZ tokens through third-party on-ramp service providers, such as MoonPay, Banxa, and AlchemyPay, amongst others, subject to availability in their jurisdiction. No other payment methods, including fiat currencies or any other cryptocurrencies, are accepted during the public offer.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.25</td>
        <td class="label" style="font-weight:bold">Value transfer methods for reimbursement</td>
        <td class="content" id="ValueTransferMethodsForReimbursementExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_74" name="mica:ValueTransferMethodsForReimbursementExplanatory">In case of cancellation of the public offer or exercise of their withdrawal right, participants will be entitled to a refund in kind by delivery of their $CHZ contributions to their Socios.com Wallet in accordance with the procedures set forth in sections E.16 and E.26 of this white paper.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.26</td>
        <td class="label" style="font-weight:bold">Right of withdrawal</td>
        <td class="content" id="RighOfWithdrawalExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_75" name="mica:RighOfWithdrawalExplanatory">During the subscription period, participants have the right to withdraw their participation without incurring any fees or costs and without needing to provide any reason. Participants have the option to request the unstaking of their $CHZ contributions at any point in time during the subscription period by selecting the ‘unstake’ option accessible on the Platform from their Socios.com Wallet. SES will forward these unstaking requests to the Chiliz Chain’s governance contract where $CHZ contributions are staked, ensuring that such unstaking requests are being processed and executed in a timely manner (within up to 72 hours due to protocol constraints) so the participants’ withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain’s PoSA consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant’s $CHZ contribution will be made available for the participant to claim from their Socios.com Wallet.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.27</td>
        <td class="label" style="font-weight:bold">Transfer of purchased crypto-assets</td>
        <td class="content" id="TransferOfPurchasedOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_76" name="mica:TransferOfPurchasedOtherTokensExplanatory">Following the conclusion of the subscription period, $SAFA tokens will be made available for participants to claim on their Socios.com Wallet, by interacting with the ‘claim’ function of the smart contract deployed by FTM for the distribution of $SAFA and made available to participants on the Platform.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.28</td>
        <td class="label" style="font-weight:bold">Transfer time schedule</td>
        <td class="content" id="TransferTimeSchedule" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_77" name="mica:TransferTimeSchedule">$SAFA tokens will be made available for participants to claim on the Platform from 2026/06/01 at 12:00 CEST to 2026/06/09 at 23:59 CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026/06/10 at 12:00 CEST.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.29</td>
        <td class="label" style="font-weight:bold">Purchaser's technical requirements</td>
        <td class="content" id="PurchasersTechnicalRequirementsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_78" name="mica:PurchasersTechnicalRequirementsExplanatory">To participate in the public offer, prospective holders must have a registered account on the Socios.com platform and set up their Socios.com Wallet to participate in the public offer and to receive the $SAFA Fan Token. As a non-custodial wallet solution, participants are responsible for securing their wallet credentials, including private keys and recovery phrases, to ensure the safety of their assets.</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.30</td>
        <td class="label" style="font-weight:bold">Crypto-asset service provider (CASP) name</td>
        <td class="content" id="NameOfOtherTokenServiceProvider" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_79" name="mica:NameOfOtherTokenServiceProvider">Socios Europe Services Limited</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.31</td>
        <td class="label" style="font-weight:bold">CASP identifier</td>
        <td class="content" id="OtherTokenServiceProviderIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_80" name="mica:OtherTokenServiceProviderIdentifier">984500EBA2E9980CDD80</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.32</td>
        <td class="label" style="font-weight:bold">Placement form</td>
        <td class="content" id="PlacementFormForOtherToken" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_PlacementFormForOtherToken">WOUT</div>
   




        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.33</td>
        <td class="label" style="font-weight:bold">Trading platforms name</td>
        <td class="content" id="TradingPlatformsName" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_82" name="mica:TradingPlatformsName">Following the distribution of $SAFA to participants in the public offer, FTM reserves the right to seek admission to trading of $SAFA on MiCA-compliant trading platforms established in the EU/EEA.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.34</td>
        <td class="label" style="font-weight:bold">Trading platforms Market identifier code (MIC)</td>
        <td class="content" id="TradingPlatformsIdentifierCode" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_83" name="mica:TradingPlatformsIdentifierCode">Not available</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.35</td>
        <td class="label" style="font-weight:bold">Trading platforms access</td>
        <td class="content" id="TradingPlatformsAccessExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_84" name="mica:TradingPlatformsAccessExplanatory">Not available</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.36</td>
        <td class="label" style="font-weight:bold">Involved costs</td>
        <td class="content" id="DescriptionOfInvolvedCostsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_85" name="mica:DescriptionOfInvolvedCostsExplanatory">The costs are exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees will be subsidized by FTM, meaning that participants will not be required to pay gas fees when staking/unstaking $CHZ during the public offer, or to claim their $SAFA tokens during the claim period. No hidden or imposed fees apply to the subscription for $SAFA.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.37</td>
        <td class="label" style="font-weight:bold">Offer expenses</td>
        <td class="content" id="DescriptionOfOfferExpensesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_86" name="mica:DescriptionOfOfferExpensesExplanatory">The resources allocated to the $SAFA public offer are primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, compliance with applicable laws, and comprehensive project planning to facilitate the token launch. In addition to these resource commitments, certain financial expenditures will also be incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.38</td>
        <td class="label" style="font-weight:bold">Conflicts of interest</td>
        <td class="content" id="InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_87" name="mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory">No conflicts of interest have been identified by FTM in relation to the public offer of $SAFA in the EU.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.39</td>
        <td class="label" style="font-weight:bold">Applicable law</td>
        <td class="content" id="ApplicableLawForOtherTokenOfferExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_88" name="mica:ApplicableLawForOtherTokenOfferExplanatory">Laws of Switzerland</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.40</td>
        <td class="label" style="font-weight:bold">Competent court</td>
        <td class="content" id="CompetentCourtForOtherTokenOfferExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_89" name="mica:CompetentCourtForOtherTokenOfferExplanatory">Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the public offer of $SAFA, including the validity, invalidity, breach or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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            $SAFA Fan Token MiCA White Paper
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        <div class="header-logo">
            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>Part F - Information about the crypto-assets</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.1</td>
        <td class="label" style="font-weight:bold">Crypto-asset type</td>
        <td class="content" id="OtherTokenType" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_90" name="mica:OtherTokenType">$SAFA falls within the definition of crypto-asset set forth in Article 3 of MiCA, as it is a digital representation of a value or of a right that is able to be transferred and stored electronically using distributed ledger technology or similar technology.<br/>$SAFA is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $SAFA does not purport to maintain a stable value and, thus, it should be classified as a crypto-asset other than asset-referenced token or e-money token. In addition, $SAFA does not qualify as a utility token under MiCA’s Article 3, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.2</td>
        <td class="label" style="font-weight:bold">Crypto-asset functionality</td>
        <td class="content" id="InformationAboutOtherTokenFunctionalityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_91" name="mica:InformationAboutOtherTokenFunctionalityExplanatory">$SAFA is a utility-based crypto-asset designed to increase community engagement between the Team and its global fanbase. The token serves as a digital membership credential that enables participants to access token-gated features and exclusive non-financial experiences that may be made available to token holders. Its issuance is linked to the fan engagement strategy of the Team and forms part of a broader initiative to integrate Web3 technology into the fan experience. The functionalities of $SAFA Fan Token on the Platform depend on the contractual arrangement with the Team. These functionalities may include, but are not limited to, participation in binding and/or non-binding polls, access to exclusive content/experiences, and rewards mechanisms through the Platform. These features, benefits, and rewards are indicative, not guaranteed, subject to availability, and contingent upon holding $SAFA.<br/><br/>$SAFA token holders do not acquire any financial rights, ownership, or entitlements to revenues or intellectual property from the Team, FTM, or their respective affiliates. $SAFA does not entitle token holders to participate in any decisions which are ordinarily reserved to corporate bodies or vested in directors and shareholders of either the Team, FTM, or their respective affiliates, nor does it entitle token holders to receive any sort of profits generated by the Team, FTM, or their respective affiliates. In addition, $SAFA is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.3</td>
        <td class="label" style="font-weight:bold">Planned application of functionalities</td>
        <td class="content" id="InformationAboutPlannedApplicationOfFunctionalitiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_92" name="mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory">$SAFA token holders may have access to a range of token-gated features, which may be made available through the Socios.com fan engagement and rewards platform or other platforms as may be determined in the future. Following its issuance, additional functionalities may be introduced, further enhancing $SAFA token holder experience, either on the Platform or on any other third party platform, subject to integration of $SAFA on such third party platform. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available to token holders.</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.4</td>
        <td class="label" style="font-weight:bold">Type of crypto-asset white paper</td>
        <td class="content" id="OtherTokenTypeOfWhitePaper" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_OtherTokenTypeOfWhitePaper">OTHR</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.5</td>
        <td class="label" style="font-weight:bold">The type of submission</td>
        <td class="content" id="OtherTokenTypeOfSubmission" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_OtherTokenTypeOfSubmission">NEWT</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.6</td>
        <td class="label" style="font-weight:bold">Crypto-asset characteristics</td>
        <td class="content" id="DescriptionOfOtherTokenCharacteristicsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_95" name="mica:DescriptionOfOtherTokenCharacteristicsExplanatory">$SAFA is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 20,000,000 tokens. $SAFA can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $SAFA Fan Token holders can use $SAFA on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.7</td>
        <td class="label" style="font-weight:bold">Commercial name or trading name</td>
        <td class="content" id="OtherTokenIssuersCommercialOrTradingName" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_96" name="mica:OtherTokenIssuersCommercialOrTradingName">Fan Token Management AG</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.8</td>
        <td class="label" style="font-weight:bold">Website of the issuer</td>
        <td class="content" id="OtherTokenIssuersWebsite" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_97" name="mica:OtherTokenIssuersWebsite">Not available</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.9</td>
        <td class="label" style="font-weight:bold">Starting date of offer to the public or admission to trading</td>
        <td class="content" id="OtherTokenOfferStartingDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_98" name="mica:OtherTokenOfferStartingDate">2026-05-21</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.10</td>
        <td class="label" style="font-weight:bold">Publication date</td>
        <td class="content" id="OtherTokenWhitePaperPublicationDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_99" name="mica:OtherTokenWhitePaperPublicationDate">2026-05-20</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.11</td>
        <td class="label" style="font-weight:bold">Any other services provided by the issuer</td>
        <td class="content" id="InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_100" name="mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory">FTM does not currently provide any other services.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.12</td>
        <td class="label" style="font-weight:bold">Language or languages of the crypto-asset white paper</td>
        <td class="content" id="InformationAboutLanguagesUsedInOtherTokenWhitePaper" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_101" name="mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper">English</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.13</td>
        <td class="label" style="font-weight:bold">Digital token identifier code used to uniquely identify the crypto-asset or each of the several crypto assets to which the white paper relates, where available</td>
        <td class="content" id="OtherTokenDigitalTokenIdentifierCode" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_102" name="mica:OtherTokenDigitalTokenIdentifierCode">81KLHJNF2</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.14</td>
        <td class="label" style="font-weight:bold">Functionally fungible group digital token identifier, where available</td>
        <td class="content" id="OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_103" name="mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier">G1HFG9KLK</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.15</td>
        <td class="label" style="font-weight:bold">Voluntary data flag</td>
        <td class="content" id="OtherTokenVoluntaryDataFlagIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_104" name="mica:OtherTokenVoluntaryDataFlagIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.16</td>
        <td class="label" style="font-weight:bold">Personal data flag</td>
        <td class="content" id="OtherTokenPersonalDataFlagIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_105" name="mica:OtherTokenPersonalDataFlagIndicator">
        

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.17</td>
        <td class="label" style="font-weight:bold">LEI eligibility</td>
        <td class="content" id="LEIEligibilityIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_106" name="mica:LEIEligibilityIndicatorForOtherToken">
        

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.18</td>
        <td class="label" style="font-weight:bold">Home Member State</td>
        <td class="content" id="OtherTokenHomeMemberState" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_OtherTokenHomeMemberState">Malta</div>
   




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.19</td>
        <td class="label" style="font-weight:bold">Host Member States</td>
        <td class="content" id="OtherTokenHostMemberStates" style="position:relative; width: 30%;">
            

    <div style="-ix-hidden:mica_OtherTokenHostMemberStates">Austria, Belgium, Bulgaria, Croatia, Cyprus, Czechia, Denmark, Estonia, Finland, France, Germany, Greece, Hungary, Iceland, Ireland, Italy, Latvia, Liechtenstein, Lithuania, Luxembourg, Netherlands, Norway, Poland, Portugal, Romania, Slovakia, Slovenia, Spain, Sweden</div>
   




        </td>
    </tr></tbody>

    </table>
    
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            $SAFA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2 class="part-header">Part G - Information on the rights and obligations attached to the crypto-assets</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.1</td>
        <td class="label" style="font-weight:bold">Purchaser rights and obligations</td>
        <td class="content" id="InformationAboutPurchaserRightsAndObligationsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_109" name="mica:InformationAboutPurchaserRightsAndObligationsExplanatory">Rights of the purchasers:<br/>
    <br/>
    Ownership of $SAFA Fan Token is limited to control over the tokens themselves and does not provide any ownership or claim in the issuer or any related entity, including any rights to shares, assets, revenues, intellectual property, governance, or profit-sharing. Within this framework, purchasers may benefit from certain functionalities and rights associated with the acquisition and use of $SAFA, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include:


    

    <ul>


            


            <li>Purchasers have the right to claim their $SAFA allocation based on their $CHZ contribution as determined at the end of the subscription period.


            

                </li>

            <li>Purchasers have the right to withdraw their participation and request a full refund of their $CHZ contribution without fees or penalties before the end of the subscription period.


            

                </li>

            <li>Purchasers are guaranteed equal access to the public offer, ensuring fairness and preventing over-concentration.


            

                </li>

            <li>Purchasers have the right to access specific fan engagement functionalities associated with $SAFA Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties.


            

                </li>

            <li>In the event of public offer cancellation, all participants are entitled to a refund. Upon cancellation of the public offer, $CHZ contributions will be unstaked by SES and made available for participants to claim on their Socios.com Wallet.


            

                </li>

            <li>Purchasers have full control over the purchased $SAFA tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Purchasers are subject to the following requirements:
        </li>
</ol>




            

                </li>

            <li>Purchasers must create an account on the Socios.com Platform and set-up their Socios.com Wallet to be able to participate in the public offer. By doing so, participants must comply with the terms and conditions of the Platform and any other terms made available to participants on the Platform.


            

                </li>

            <li>Purchasers are responsible for securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to safeguard their assets.


            

                </li>

            <li>Purchasers must ensure that their participation in the public offer is not in violation of any laws, regulations, or rules in their country of residence or domicile. If there are any local legal restrictions, prospective purchasers are expected not to participate in the public offer.


            

                </li>

            <li>Participants are required to be at least 18 years old, or of the minimum legal age to obtain and hold crypto-assets, according to the laws of their jurisdictions.


            

                </li>

            <li>Participants must have read, understood, and accepted the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase.


            

                </li>

            <li>Purchasers are required to stake $CHZ on the Chiliz Chain via the smart contract deployed by FTM to participate in the public offer.


            

                </li>

            <li>Purchasers are required to claim their $SAFA Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $SAFA Fan Token allocation during this period of time, FTM will airdrop participants’ allocation directly into their Socios.com Wallet on a specific date following expiration of the claim period.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.2</td>
        <td class="label" style="font-weight:bold">Exercise of rights and obligations</td>
        <td class="content" id="ExerciseOfRightsAndObligationExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_110" name="mica:ExerciseOfRightsAndObligationExplanatory">Participants can exercise the rights and obligations described in this white paper exclusively through their account on the Platform and the Socios.com Wallet associated with such an account. Participants’ rights in relation to their participation in the public offer, claim of $SAFA Fan Token, withdrawal right during the public offer, right to access fan engagement functionalities available for $SAFA on the Platform, and right to receive their $CHZ contributions in case of a cancelation of the public offer, can be solely accessed and exercised through the Socios.com Wallet address associated with their account on the Platform and through which participants initially participated into the public offer. These include:<br/>


    

    <ul>


            


            <li>Right to withdraw: Participants who wish to withdraw their $CHZ contributions during the public offer may do so by selecting the ‘unstake’ option made available to them on their Socios.com Wallet. SES will forward these unstaking requests to the governance contract of the Chiliz Chain where $CHZ contributions are staked, and ensure that such unstaking requests areis being processed in a timely manner (within up to 72 hours due to protocol constraints) so the participants’ withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain Proof-of-Stake-Authority (PoSA) consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant’s $CHZ contribution will be made available for the participant to claim on the Platform.




            

                </li>

            <li>Right to be refunded in the event of public oﬀer cancellation: All participants are entitled to a refund of their $CHZ contributions in case the public offer is canceled by FTM. Upon cancellation of the public offer, SES will be responsible for unstaking participants’ $CHZ contributions from the Chiliz Chain’s governance contract and ensuring that such $CHZ contributions (and any accrued $CHZ staking rewards) are made available for participants to claim from their Socios.com Wallet. The unstaking process will be initiated by SES immediately following cancelation of the public offer, however, this process remains subject to the cooling-down period of two full epochs (approximately 72 hours) imposed on the Chiliz Chain for the unstake of $CHZ before their $CHZ contributions become claimable.




            

                </li>

            <li>Rights to claim $SAFA: Participants’ rights to claim their $SAFA Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026/06/01 at 12:00 CEST and terminate on 2026/06/09 at 23:59 CEST. During this claim period, participants are responsible to claim their $SAFA Fan Token allocation from the smart contract deployed by FTM. Upon such user-initiated claim function, the smart contract will execute the distribution of the participant’s $SAFA Fan Token allocation to the participant’s Socios.com Wallet. Any $SAFA Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.




            

                </li>

            <li>Ownership of $SAFA: Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $SAFA tokens upon claiming their $SAFA Fan Token allocation or upon receiving such tokens via airdrop in case they did not claim their $SAFA allocation during the claim period. Token holders can exercise such control through their Socios.com Wallet or any other non-custodial wallet compatible with the Chiliz Chain.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.3</td>
        <td class="label" style="font-weight:bold">Conditions for modifications of rights and obligations</td>
        <td class="content" id="InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_111" name="mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory">No modifications to the rights and obligations of purchasers are anticipated or planned. The terms of the public offer, including purchaser rights and obligations, are enforced through the smart contract deployed by FTM and transparently communicated in advance, offering full predictability for all participants. In the event of unforeseen circumstances requiring modifications to purchasers’ rights and obligations, participants will be notified promptly, and any changes will comply with applicable regulatory requirements to protect purchaser interests.<br/><br/>Notwithstanding the above, FTM reserves the right to change or amend such terms from time to time. In this case, FTM will promptly inform participants about such changes. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. Participants’ use of the Platform after publication of the amended terms constitutes acceptance of such amended terms. It is the participants responsibility to regularly check for such notices and updates on the Platform.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.4</td>
        <td class="label" style="font-weight:bold">Future public offers</td>
        <td class="content" id="InformationAboutFuturePublicOffersExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_112" name="mica:InformationAboutFuturePublicOffersExplanatory">There are no future public offers planned at this stage.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.5</td>
        <td class="label" style="font-weight:bold">Issuer retained crypto-assets</td>
        <td class="content" id="NumberOfIssuersRetainedOtherTokens" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-01" decimals="10" id="fact_113" name="mica:NumberOfIssuersRetainedOtherTokens" unitRef="pure">19500000</ix:nonFraction>
    <br/><br/>In accordance with the terms of the partnership agreement concluded between FTM and the Team, FTM will act as treasury manager for $SAFA, retaining and managing the non-circulating supply of $SAFA (the part of the supply that has not been made available to the public offer or that has not been subscribed to by participants during the public offer) prior to their release into public circulation. <br/>Note: For the purpose of complying with the technical requirements of the MiCA XBRL taxonomy, “19,500,000” has been reflected as the number of issuer-retained tokens in the machine-readable version of the white paper. This figure reflects the portion intended to be held in treasury and not made available in the public offer. This number may vary depending on any changes to the amount offered and any future release of tokens into public circulation.


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.6</td>
        <td class="label" style="font-weight:bold">Utility Token Classification</td>
        <td class="content" id="UtilityTokenClassificationForOtherTokenIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_114" name="mica:UtilityTokenClassificationForOtherTokenIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.7</td>
        <td class="label" style="font-weight:bold">Key features of goods/services of utility tokens</td>
        <td class="content" id="KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.8</td>
        <td class="label" style="font-weight:bold">Utility tokens redemption</td>
        <td class="content" id="UtilityTokensRedemptionExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.9</td>
        <td class="label" style="font-weight:bold">Non-trading request</td>
        <td class="content" id="NontradingRequestIndicatorRelatedToOtherTokens" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_115" name="mica:NontradingRequestIndicatorRelatedToOtherTokens">
        

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.10</td>
        <td class="label" style="font-weight:bold">Crypto-assets purchase or sale modalities</td>
        <td class="content" id="OtherTokensPurchaseOrSaleModalitiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_116" name="mica:OtherTokensPurchaseOrSaleModalitiesExplanatory">Upon conclusion of the public offer, it is expected that $SAFA Fan Token will become tradable on DEXs. Token holders can interact with such third-party DEXs by connecting their Socios.com Wallet or any other non-custodial wallet which is compatible with any blockchain network on which $SAFA Fan Token can be stored and transferred. FTM further reserves the right to seek admission to trading of $SAFA on MiCA-compliant trading platforms.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.11</td>
        <td class="label" style="font-weight:bold">Crypto-assets transfer restrictions</td>
        <td class="content" id="OtherTokensTransferRestrictionsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_117" name="mica:OtherTokensTransferRestrictionsExplanatory">No lock-up period in place. Tokens may be freely traded and therefore unlocked immediately upon distribution of the $SAFA to participants.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.12</td>
        <td class="label" style="font-weight:bold">Supply adjustment protocols</td>
        <td class="content" id="SupplyAdjustmentProtocolsIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_118" name="mica:SupplyAdjustmentProtocolsIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.13</td>
        <td class="label" style="font-weight:bold">Supply adjustment mechanisms</td>
        <td class="content" id="SupplyAdjustmentMechanismsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_119" name="mica:SupplyAdjustmentMechanismsExplanatory">This field does not apply, as G.12 is false</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.14</td>
        <td class="label" style="font-weight:bold">Token value protection schemes</td>
        <td class="content" id="OtherTokenValueProtectionSchemesIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_120" name="mica:OtherTokenValueProtectionSchemesIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.15</td>
        <td class="label" style="font-weight:bold">Token value protection schemes description</td>
        <td class="content" id="DescriptionOfOtherTokenValueProtectionSchemesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_121" name="mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory">This field does not apply, as G.14 is false</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.16</td>
        <td class="label" style="font-weight:bold">Compensation schemes</td>
        <td class="content" id="OtherTokenCompensationSchemesIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_122" name="mica:OtherTokenCompensationSchemesIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.17</td>
        <td class="label" style="font-weight:bold">Compensation schemes description</td>
        <td class="content" id="DescriptionOfOtherTokenCompensationSchemesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_123" name="mica:DescriptionOfOtherTokenCompensationSchemesExplanatory">This field does not apply, as G.16 is false</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.18</td>
        <td class="label" style="font-weight:bold">Applicable law</td>
        <td class="content" id="ApplicableLawForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_124" name="mica:ApplicableLawForOtherTokenExplanatory">Laws of Switzerland</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.19</td>
        <td class="label" style="font-weight:bold">Competent court</td>
        <td class="content" id="CompetentCourtForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_125" name="mica:CompetentCourtForOtherTokenExplanatory">Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $SAFA Fan Token including the validity, invalidity, breach, or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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        <div class="header-left">
            $SAFA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2>Part H – Information on underlying technology</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.1</td>
        <td class="label" style="font-weight:bold">Distributed ledger technology</td>
        <td class="content" id="DistributedLedgerTechnologyForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_126" name="mica:DistributedLedgerTechnologyForOtherTokenExplanatory">The Chiliz Chain is the distributed ledger technology used for the issuance, storage, and transfer of $SAFA. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $SAFA is issued on the Chiliz Chain as a CAP-20 fungible token. The Chiliz Chain's core system contracts, including those governing staking, governance, and upgrade mechanisms, are fully audited. See H.9 for audit details.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.2</td>
        <td class="label" style="font-weight:bold">Protocols and technical standards</td>
        <td class="content" id="ProtocolsAndTechnicalStandardsForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_127" name="mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory">Token Standard<br/>
    <br/>
    $SAFA is issued under the CAP-20 token standard, the Chiliz Chain's native fungible token standard, functionally equivalent to Ethereum's ERC-20. CAP-20 enforces 18 decimal places, which means that on-chain balances, transfer amounts, and total supply are denominated in the token’s smallest unit rather than as whole integers. $SAFA implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.<br/>
    <br/>
    Transaction Standards<br/>
    <br/>
    Since the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:<br/>


    

    <ul>


            


            <li>EIP-2718 (Typed Transaction Envelope): defines a typed transaction format enabling multiple transaction types to coexist on the same network.


            

                </li>

            <li>EIP-1559 (Fee Market): enables type-2 transactions with a protocol-defined base fee and an optional priority fee paid to validators.


            

                </li>

            <li>EIP-155 (Replay Protection): transactions are signed with the Chiliz Chain Mainnet Chain ID of 88888, preventing cross-chain replay attacks.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Execution Environment
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The $SAFA token contract is compiled for the Shanghai-equivalent EVM target introduced with the Dragon8 upgrade. The Shanghai specification includes improvements covering warm coinbase access, the push zero opcode, and initcode size limits. This ensures full compatibility with standard Solidity development, testing, and auditing tooling across the Ethereum ecosystem.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Client Interface Standards
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Chiliz Chain exposes standard Ethereum JSON-RPC and WebSocket endpoints, supporting the eth, net, and web3 method namespaces. ABI encoding follows the Ethereum Contract ABI specification, ensuring consistent function call and event log decoding across all compatible clients. Any wallet or application that supports custom EVM networks can interact with Chiliz Chain using the documented network parameters.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Account Model
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Chiliz Chain uses Ethereum-style externally owned accounts and contract accounts, each identified by a standard 20-byte hexadecimal address. The same wallet address is valid on Chiliz Chain and any other EVM-compatible network.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            NFT Standards
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Although $SAFA is a fungible CAP-20 token, the Chiliz Chain supports ERC-721 and ERC-1155 through EVM compatibility. These standards are relevant to the broader $SAFA utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Cross-Chain Bridge Protocols
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Two smart-contract-based bridge protocols facilitate interoperability between Ethereum and Chiliz Chain:
        </li>
</ol>


            

                </li>

            <li>Dcentralab's Chainport: converts ERC-20 $CHZ on Ethereum to wrapped $CHZ on Chiliz Chain.


            

                </li>

            <li>The Chiliz Bridge: performs a direct ERC-20 to native $CHZ conversion using paired contracts deployed on both networks.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            These bridges are not operated by FTM or any of its affiliates and are used primarily to supply wallets with native $CHZ for gas, staking, and governance purposes on Chiliz Chain.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            In addition, following the deployment of LayerZero’s omnichain messaging protocol, token holders may have the ability to bridge their $SAFA Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero’s protocol.
        </li>
</ol>


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.3</td>
        <td class="label" style="font-weight:bold">Technology used</td>
        <td class="content" id="InformationAboutTechnologyUsedForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_128" name="mica:InformationAboutTechnologyUsedForOtherTokenExplanatory">Implementation and Architecture<br/><br/>$SAFA token contract runs on the Chiliz Chain client implementation published as open-source software in the chiliz-chain/v2 repository, written in Go. A separate genesis-configuration repository defines the chain parameters and network configuration. Together, these components define the execution and consensus stack within which the $SAFA CAP-20 contract is deployed and executed.<br/><br/>Smart-Contract Platform and Execution Environment<br/><br/>Smart contracts on Chiliz Chain are written in Solidity and compiled for the Shanghai-equivalent EVM introduced with the Dragon8 upgrade. Dragon8 also implemented EIP-1559 and EIP-2718, aligning Chiliz Chain's fee mechanics and transaction format with Ethereum. All transactions on Chiliz Chain are metered using the EVM gas schedule and settled in $CHZ, the network's native token. The deterministic EVM runtime ensures that, given the same inputs and state, contract execution produces identical results across all validator nodes.<br/><br/>Transfer and Interoperability Technology<br/><br/>Before transferring $SAFA, users must hold native $CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on Chiliz Chain, with gas paid in $CHZ and finality achieved upon block confirmation. The bridge protocols described in H.2 are available to move $CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.4</td>
        <td class="label" style="font-weight:bold">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_129" name="mica:ConsensusMechanismForOtherTokenExplanatory">$SAFA does not implement its own consensus mechanism. All $SAFA transactions executed within the Chiliz Chain's base layer achieve finality once included in blocks that reach the relevant commitment level. Settlement, ordering, and data availability are determined entirely by the Chiliz Chain's validator set. $SAFA inherits those security and availability guarantees.<br/><br/>Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond $CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or oﬄine validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.<br/><br/>Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of $CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.<br/><br/>This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralization than large, fully open validator networks.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.5</td>
        <td class="label" style="font-weight:bold">Incentive Mechanisms and Applicable Fees</td>
        <td class="content" id="IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_130" name="mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory">At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to $CHZ supply. Priority fees are distributed to validators and delegators and are not burned.<br/>
    <br/>
    Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:<br/>
    <br/>


    

    <ul>


            


            <li>65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.


            

                </li>

            <li>10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.


            

                </li>

            <li>25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The inflationary $CHZ supply follows a programmatic decay schedule introduced by Dragon8, beginning at an annual rate of 8.8% and declining over time toward a long-term steady rate, providing predictable and transparent monetary policy for the network.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Validators that fail to comply with protocol rules, such as double-signing or repeated downtime, may be jailed and partially slashed, with a proportion of their staked $CHZ burned. This mechanism incentivises honest behaviour and high uptime across the validator set.
        </li>
</ol>


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.6</td>
        <td class="label" style="font-weight:bold">Use of distributed ledger technology</td>
        <td class="content" id="UseOfDistributedLedgerTechnologyIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_131" name="mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.7</td>
        <td class="label" style="font-weight:bold">DLT functionality description</td>
        <td class="content" id="DescriptionOfDLTFunctionalityForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.8</td>
        <td class="label" style="font-weight:bold">Audit</td>
        <td class="content" id="AuditIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_132" name="mica:AuditIndicatorForOtherToken">
        

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.9</td>
        <td class="label" style="font-weight:bold">Audit outcome</td>
        <td class="content" id="AuditOutcomeForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_133" name="mica:AuditOutcomeForOtherTokenExplanatory">Three categories of audit are relevant to $SAFA.<br/><br/>
    Halborn's Chiliz Chain Core Contracts


    

    <ul>


            


            <li>Object: Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract, and bridge contract.


            

                </li>

            <li>Findings: Minor risks were identified, with no indication of unresolved high-severity issues at launch.


            

                </li>

            <li>Remediation: The necessary fixes were implemented before the 2023 mainnet launch. The contracts remain subject to further audits when upgraded.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            CertiK's Governance and Core Contracts
        </li>
</ol>




            

                </li>

            <li>Object: Smart contracts underpinning Chiliz governance and the core V2 contracts, including the V2 Genesis Contracts and related upgradeable components, as well as the on-chain vote token implementation reviewed under the Chiliz project on CertiK Skynet.


            

                </li>

            <li>Findings: No critical issues. Several major centralisation-type findings, plus medium, minor, and informational issues, all marked as acknowledged.


            

                </li>

            <li>Remediation: The identified issues have been addressed.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Halborn's Chiliz Bridge Smart-Contract Audit
        </li>
</ol>




            

                </li>

            <li>Object: Smart-contract infrastructure for the Chiliz Bridge connecting $CHZ between Ethereum and the Chiliz Chain.


            

                </li>

            <li>Findings: No critical, unaddressed issues.


            

                </li>

            <li>Remediation: Subsequent updates to bridge logic are tracked via blockchain code-change logs and outage reports.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>Part I - Information on risks</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.1</td>
        <td class="label" style="font-weight:bold">Offer-related risks</td>
        <td class="content" id="DescriptionOfOfferrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_134" name="mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to the execution of the public offering of the $SAFA Fan Token:<br/><br/>Oﬀer delay, suspension, or cancelation<br/><br/>There is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund.<br/><br/>Distribution delay from network congestion<br/><br/>The distribution of $SAFA may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution.<br/><br/>Short subscription window<br/><br/>The subscription period is limited to one (1) week. Retail investors across different time zones may have limited opportunity to review this white paper in full or perform due diligence to make a fully informed participation decision within this window.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.2</td>
        <td class="label" style="font-weight:bold">Issuer-related risks</td>
        <td class="content" id="DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_135" name="mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to FTM as the issuer of $SAFA:<br/><br/>Regulatory Compliance Risks<br/><br/>Issuers of crypto-assets must adhere to a wide array of regulatory requirements across different jurisdictions. Non-compliance can result in fines, sanctions, or the prohibition of the crypto asset offering, impacting its viability and market acceptance.<br/><br/>Distribution delay from network congestion<br/><br/>These include risks related to the Issuer's internal processes, personnel, and technologies, which can affect their ability to manage crypto-asset operations effectively. Failures in operational integrity might lead to disruptions, financial losses, or issuer’s reputational damage.<br/><br/>Legal Risks<br/><br/>Legal uncertainties, potential lawsuits, or adverse legal rulings can pose significant risks to issuers. Legal challenges may affect the legality, usability, or value of a crypto-asset.<br/><br/>Reputational Risks<br/><br/>Negative publicity, whether due to operational failures, security breaches, or association with illicit activities, can damage an issuer's reputation and, by extension, the value and acceptance of the crypto-asset.<br/><br/>Dependency on Key Individuals<br/><br/>The success of some crypto projects can be highly dependent on the expertise and leadership of Issuer’s key individuals. Loss or changes in the project’s leadership can lead to disruptions, loss of trust, or project failure.<br/><br/>Counterparty Risks<br/><br/>Risks associated with FTM's suppliers or collaborators, including the potential for non-fulfillment of obligations that can affect FTM’s operations.<br/><br/>Token Functionalities<br/><br/>Participants understand that the partnership agreement with the Team will eventually expire or may be terminated and $SAFA may partially or fully lose utilities on the Platform as a result of such expiration or termination.<br/><br/>Non-circulating supply management<br/><br/>FTM retains management of 19,500,000 $SAFA tokens, representing 97,50% of total supply, as treasury following the public offer. FTM's decisions regarding the timing and method of releasing any portion of this supply into circulation could materially affect $SAFA market price and liquidity conditions.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.3</td>
        <td class="label" style="font-weight:bold">Crypto-assets-related risks</td>
        <td class="content" id="OtherTokensrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_136" name="mica:OtherTokensrelatedRisksExplanatory">The following risks specifically relate to $SAFA as a crypto-asset:<br/><br/>Compliance with MiCA<br/><br/>Although $SAFA is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token’s status or its ability to be traded.<br/><br/>Regulatory uncertainty<br/><br/>The regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.<br/><br/>Market volatility<br/><br/>$SAFA’s value is likely to be highly volatile and subject to market speculation. $SAFA’s price may fluctuate significantly, resulting in potential losses.<br/><br/>Liquidity Risk<br/><br/>The availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on centralized exchanges (CEXs). Even if the token becomes available on CEXs, such platforms may experience insufficient trading volumes, hindering the ability to buy or sell $SAFA, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $SAFA ‘s availability or tradability.<br/><br/>Adoption Challenges<br/><br/>If participants in the crypto-assets market do not engage with $SAFA as expected, demand for the token may remain low.<br/><br/>Macroeconomic risk<br/><br/>A crypto market crash or financial crisis could reduce interest and investment in the token.<br/><br/>Reputational Concerns<br/><br/>Crypto-assets are often subject to reputational risks stemming from associations with illegal activities, high-profile security breaches, and technological failures. Such incidents can undermine trust in the broader crypto ecosystem or specific project, negatively affecting investor confidence and market value, thereby hindering widespread adoption and acceptance.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.4</td>
        <td class="label" style="font-weight:bold">Project implementation-related risks</td>
        <td class="content" id="ProjectImplementationrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_137" name="mica:ProjectImplementationrelatedRisksExplanatory">The following risks specifically relate to the implementation of $SAFA as a project:<br/><br/>Partnership dependency<br/><br/>The token functionalities associated with $SAFA are contingent on the partnership agreement between FTM and the Team. If this agreement expires without renewal, is terminated early, or if either party fails to perform its obligations, $SAFA may partially or fully lose its token functionalities, materially reducing its value. There is no guarantee that the partnership will be renewed on equivalent or any terms.<br/><br/>Team performance and reputational exposure<br/><br/>The desirability of $SAFA is directly tied to fan interest in the Team. Events adversely affecting the Team, including deterioration in sporting performance, financial difficulties, governance failures, or reputational harm, could reduce fan engagement and materially affect demand for and the value of $SAFA.<br/><br/>Functionality non-delivery<br/><br/>The features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific value utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team.<br/><br/>Platform operational dependency<br/><br/>$SAFA utilities are delivered through platform(s) designated by FTM and the Team from time to time, currently including the Socios.com platform. Any discontinuation, material disruption, or modification of the designated platform, or any failure by FTM to maintain an operational delivery environment, could limit or eliminate token holders' access to $SAFA's features.<br/><br/>Insuﬃcient funding<br/><br/>The project relies on the public offer to raise a portion of the proceeds allocated to fund the utility inventory. If the offer raises insufficient proceeds, the scope of rewards, benefits, and experiences made available to token holders may be scaled back or limited.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.5</td>
        <td class="label" style="font-weight:bold">Technology-related risks</td>
        <td class="content" id="DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_138" name="mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of $SAFA:<br/><br/>Blockchain Dependency Risk<br/><br/>$SAFA is built on the Chiliz Chain, making it inherently reliant on the stability, security, and long-term operation of the underlying blockchain. Any disruptions, protocol upgrades, or governance decisions on the Chiliz  Chain  could  potentially impact the token’s functionality, transaction speed, and overall ecosystem integration. Changes to gas fees, validator incentives, or consensus mechanisms may also influence transaction costs and adoption.<br/><br/>Smart Contract Risks<br/><br/>Despite thorough testing and audits, smart contracts are susceptible to vulnerabilities such as logic errors, reentrancy attacks, or integer overflows. If an exploit is discovered in $SAFA token’s contract, it could lead to financial losses, token theft, or unintended behaviors.<br/><br/>Private key management<br/><br/>The security of $SAFA holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.<br/><br/>Network Security Risks<br/><br/>While Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.<br/><br/>Transaction Finality<br/><br/>Transactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganizations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.<br/><br/>Scalability issues<br/><br/>As blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.<br/><br/>Consensus Failures<br/><br/>Issues with a blockchain’s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.<br/><br/>Ecosystem Dependency Risks<br/><br/>$SAFA is compatible with many platforms across the Chiliz Chain and other compatible blockchain networks. It is always best practice to only interact with reputable platforms.<br/><br/>Cross-chain Bridge Exposure<br/><br/>Interoperability protocols enabling $SAFA to be transferred to other networks introduce message-verification risk, trust-anchor compromise risk, finality and liveness risk, smart contract upgrade risk, and operational risks including liquidity fragmentation and pricing divergence. Failure of a cross-chain bridge could result in partial or total loss of bridged tokens.<br/><br/>Evolving Technology Risks<br/><br/>Blockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.6</td>
        <td class="label" style="font-weight:bold">Mitigation measures</td>
        <td class="content" id="MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_139" name="mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory">Several measures have been implemented to mitigate the risks associated with the technology used to issue and distribute $SAFA:<br/>
    <br/>
    Oﬀer-Related Risks<br/>


    

    <ul>


            


            <li>Short subscription window: This white paper is published on 20 May 2026, one day before the subscription period opens on 21 May 2026, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Issuer-Related Risks
        </li>
</ol>


            

                </li>

            <li>Non-circulating supply management: FTM discloses the existence, size, and intended uses of the non-circulating treasury supply in this white paper, including the permitted purposes for which it may be released, as described.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Crypto-Asset-Related Risks
        </li>
</ol>




            

                </li>

            <li>Regulatory uncertainty: FTM monitors regulatory developments across relevant jurisdictions on an ongoing basis, including developments in South Africa where SAFA's primary fanbase is located.


            

                </li>

            <li>Supply concentration and dilution: The total supply, public offer allocation, and non-circulating treasury supply are disclosed in full in this white paper across fields F.6, G.5, and D.8, including the permitted uses for which treasury tokens may be released.


            

                </li>

            <li>Liquidity constraints: FTM actively seeks partnerships with established and reputable centralised exchanges and decentralized exchanges to ensure a smooth trading experience for $SAFA holders and to reduce venue-related operational risks following the public offer.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Project Implementation-Related Risks
        </li>
</ol>


            

                </li>

            <li>Utility non-delivery: The token-gated features and utilities made available to $SAFA holders are governed by the contractual arrangement between FTM and SAFA. FTM maintains an active programme of utility provisioning on the Socios.com platform, as evidenced by the history of utilities delivered across the broader Fan Token ecosystem described in field D.8.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Technology-Related Risks
        </li>
</ol>


            

                </li>

            <li>Smart contract vulnerabilities: $SAFA token and distribution contracts were developed using established Solidity development practices and subjected to extensive testing across multiple functional and edge-case scenarios to ensure reliability and correctness during token distribution. Where an independent security audit has been conducted, prospective purchasers should refer to H.9 for the full disclosure. FTM does not warrant that the contracts will be free from all errors or security issues. If any issues or problems arise in connection with participation in the public offer, it may take days, weeks, or months to resolve, and some issues may not be resolved at all.


            

                </li>

            <li>Blockchain dependency: The Chiliz Chain's core infrastructure contracts, including staking, governance, bridge, and Dragon8 tokenomics contracts, have been independently audited by Halborn Security and CertiK. See H.9 for full details.


            

                </li>

            <li>Private key management: FTM provides clear guidance to participants on securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to minimise risks related to loss of access. Participants are solely responsible for the safekeeping of their wallet credentials.


            

                </li>

            <li>Network security: The Chiliz Chain's validator network continues to grow and diversify, enhancing resilience against potential centralisation or targeted attacks. However, the distribution of $SAFA tokens following the public offer and any subsequent transaction may be delayed or not executed due to transaction volume on the blockchain, mining attacks, or similar events.


            

                </li>

            <li>Cross-chain bridge exposure: The Chiliz Bridge smart-contract infrastructure, which connects $CHZ between Ethereum and the Chiliz Chain, has been independently audited by Halborn Security with no critical unaddressed issues identified. See H.9 for full details


            

                </li>

            <li>Evolving technology: FTM actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain technical competitiveness and security. The $SAFA project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr></tbody>

    </table>
    
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            $SAFA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





    <h2>Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</h2>

    
    
    
    

    <table class="accounts" style="border-bottom: none; background-color:white;z-index:20">
        <thead>
            <tr class="double-height" style="background-color: darkblue; color: white;">
                <th style="width: 10%">N</th>
                <th style="width: 25%">Field</th>
                <th style="width: 65%">Content</th>
            </tr>
        </thead>

       <tbody>


<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Mandatory information on principal adverse impacts on the climate and other environment-related adverse impacts of the consensus mechanism
    </td>
</tr>


<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        General information about adverse impacts
    </td>
</tr>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.1</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="Name" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_140" name="mica:Name">Fan Token Management AG</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.2</td>
        <td class="label" style="font-weight:bold">Relevant legal entity identifier</td>
        <td class="content" id="RelevantLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_141" name="mica:RelevantLegalEntityIdentifier">984500B6F8407AE38911</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.3</td>
        <td class="label" style="font-weight:bold">Name of the crypto-asset</td>
        <td class="content" id="NameOfCryptoAssetSustainability" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_142" name="mica:NameOfCryptoAssetSustainability">$SAFA Fan Token</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.4</td>
        <td class="label" style="font-weight:bold">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_143" name="mica:ConsensusMechanismSustainabilityExplanatory">$SAFA does not implement its own consensus mechanism. All $SAFA transactions executed within the Chiliz Chain's base layer achieve finality once included in blocks that reach the relevant commitment level. Settlement, ordering, and data availability are determined entirely<br/>by the Chiliz Chain's validator set. $SAFA inherits those security and availability guarantees.<br/><br/>Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond $CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or oﬄine validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.<br/><br/>Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of $CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.<br/><br/>This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralization than large, fully open validator networks.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.5</td>
        <td class="label" style="font-weight:bold">Incentive Mechanisms and Applicable Fees</td>
        <td class="content" id="IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_144" name="mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory">At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to $CHZ supply. Priority fees are distributed to validators and delegators and are not burned.<br/>
    <br/>
    Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:<br/>


    

    <ul>


            


            <li>65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.


            

                </li>

            <li>10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.


            

                </li>

            <li>25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The inflationary $CHZ supply follows a programmatic decay schedule introduced by Dragon8, beginning at an annual rate of 8.8% and declining over time toward a long-term steady rate, providing predictable and transparent monetary policy for the network.
        </li>
</ol>





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Validators that fail to comply with protocol rules, such as double-signing or repeated downtime, may be jailed and partially slashed, with a proportion of their staked $CHZ burned. This mechanism incentivises honest behaviour and high uptime across the validator set.
        </li>
</ol>


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.6</td>
        <td class="label" style="font-weight:bold">Beginning of the period to which the disclosed information relates</td>
        <td class="content" id="BeginningOfPeriodToWhichDisclosedInformationRelates" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_145" name="mica:BeginningOfPeriodToWhichDisclosedInformationRelates">2026-04-20</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.7</td>
        <td class="label" style="font-weight:bold">End of period to which disclosed information relates</td>
        <td class="content" id="EndOfPeriodToWhichDisclosedInformationRelates" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_146" name="mica:EndOfPeriodToWhichDisclosedInformationRelates">2027-04-20</ix:nonNumeric>

        </td>
    </tr>

<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Mandatory key indicator
    </td>
</tr>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.8</td>
        <td class="label" style="font-weight:bold">Energy consumption</td>
        <td class="content" id="EnergyConsumption" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="5" id="fact_147" name="mica:EnergyConsumption" unitRef="kWh">48.20178</ix:nonFraction>


        </td>
    </tr>

<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Sources and methodologies
    </td>
</tr>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.9</td>
        <td class="label" style="font-weight:bold">Energy consumption sources and methodologies</td>
        <td class="content" id="DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_148" name="mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory">Since $SAFA has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software.<br/><br/>To determine the energy consumption of $SAFA, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $SAFA, a fraction of the energy consumption of the network is attributed to $SAFA, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts.<br/><br/>The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $SAFA. Since $SAFA has not yet been launched at the time of writing this white paper, estimates are used to determine the share of the token. Other tokens with the same characteristics in terms of technical implementation and structure of the project are selected for this.</ix:nonNumeric>

        </td>
    </tr>

<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Supplementary information on principal adverse impacts on climate and other environment-related adverse impacts of the consensus mechanism
    </td>
</tr>


<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Supplementary key indicators
    </td>
</tr>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.10</td>
        <td class="label" style="font-weight:bold">Renewable energy consumption</td>
        <td class="content" id="RenewableEnergyConsumptionPercentage" style="position:relative; width: 30%;">
            
    N/A as the energy consumption value (S.8) does not exceed 500 000 kilowatt-hours as set forth in article 4.2 of Commission Delegated Regulation (EU) 2025/422 of 17 December 2024 supplementing Regulation (EU) 2023/1114 of the European Parliament and of the Council with regard to regulatory technical standards specifying the content, methodologies and presentation of information in respect of sustainability indicators in relation to adverse impacts on the climate and other environment-related adverse impacts.


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.11</td>
        <td class="label" style="font-weight:bold">Energy intensity</td>
        <td class="content" id="EnergyIntensity" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.12</td>
        <td class="label" style="font-weight:bold">Scope 1 DLT GHG emissions – Controlled</td>
        <td class="content" id="Scope1DLTGHGEmissionsControlled" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.13</td>
        <td class="label" style="font-weight:bold">Scope 2 DLT GHG emissions – Purchased</td>
        <td class="content" id="Scope2DLTGHGEmissionsPurchased" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.14</td>
        <td class="label" style="font-weight:bold">GHG intensity</td>
        <td class="content" id="GHGIntensity" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>

<tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Sources and methodologies
    </td>
</tr>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.15</td>
        <td class="label" style="font-weight:bold">Key energy sources and methodologies</td>
        <td class="content" id="DescriptionOfKeyEnergySourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.16</td>
        <td class="label" style="font-weight:bold">Key GHG sources and methodologies</td>
        <td class="content" id="DescriptionOfKeyGHGSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>
























































































































</tbody>

    </table>
    
    <div class="footer" style="padding-top:30cm">
        <div class="line_above"></div>
        XBRL Format Copyright © 2026 MiCA Crypto Alliance. All rights reserved.
        Email : <a href="mailto:contact@micacryptoalliance.com">contact@micacryptoalliance.com</a>
    </div>
    <div style="font-size:7pt">
        Disclaimer: This document is made available by the MiCA Crypto Alliance Limited ("MiCA Crypto Alliance"), trading as “The MiCA Crypto Alliance”. MiCA Crypto Alliance does not provide any warranty of any kind, express or implied, including but not limited to warranties of accuracy, fitness for a particular purpose, compliance with any laws and/or non-infringement. MiCA Crypto Alliance also assumes no responsibility for any errors, defects, or omissions in the document. To the maximum extent permitted by applicable laws, MiCA Crypto Alliance will not be liable for any direct, indirect, incidental, special, consequential, or exemplary damages, including but not limited to, damages for loss of profits, goodwill, data, or other intangible losses arising out of or relating to any use and/or reliance on the information in this document, however arising, including negligence.
    </div>

    

</div><div class="page final-page" style="height:279mm "></div>



    
 
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         "bg": "00 \u0421\u044a\u0434\u044a\u0440\u0436\u0430\u043d\u0438\u0435",
         "cs": "00 Obsah",
         "da": "00 Indholdsfortegnelse",
         "de": "00 Inhaltsverzeichnis",
         "el": "0 \u03a0\u03af\u03bd\u03b1\u03ba\u03b1\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b5\u03c7\u03bf\u03bc\u03ad\u03bd\u03c9\u03bd",
         "es": "00 \u00cdndice",
         "et": "00 Sisukord",
         "fr": "00 Table des mati\u00e8res",
         "ga": "00 Cl\u00e1r",
         "hr": "00 Sadr\u017eaj",
         "it": "00 Indice",
         "lv": "00 Satura r\u0101d\u012bt\u0101js",
         "lt": "00 Turinys",
         "hu": "00 Tartalomjegyz\u00e9k",
         "mt": "00 Werrej",
         "nl": "00 Inhoudsopgave",
         "pl": "00 Spis tre\u015bci",
         "pt": "00 \u00cdndice",
         "ro": "00 Cuprins",
         "sk": "00 Obsah",
         "sl": "00 Kazalo",
         "fi": "00 Sis\u00e4llys",
         "sv": "00 Inneh\u00e5llsf\u00f6rteckning"
        },
        "std": {
         "en": "Table of content for other token white paper"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DateOfNotificationForOtherTokenWhitePaper": {
       "labels": {
        "ns0": {
         "en": "01 Date of notification",
         "bg": "01 \u0414\u0430\u0442\u0430 \u043d\u0430 \u0443\u0432\u0435\u0434\u043e\u043c\u043b\u0435\u043d\u0438\u0435\u0442\u043e",
         "cs": "01 Datum ozn\u00e1men\u00ed",
         "da": "01 Meddelelsesdato",
         "de": "01 Datum der Mitteilung",
         "el": "1 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ba\u03bf\u03b9\u03bd\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7\u03c2",
         "es": "01 Fecha de notificaci\u00f3n",
         "et": "01 Teate kuup\u00e4ev",
         "fr": "01 Date de la notification",
         "ga": "01 D\u00e1ta an fh\u00f3gra",
         "hr": "01 Datum dostavljanja",
         "it": "01 Data della notifica",
         "lv": "01 Pazi\u0146ojuma datums",
         "lt": "01 Prane\u0161imo data",
         "hu": "01 \u00c9rtes\u00edt\u00e9s d\u00e1tuma",
         "mt": "01 Data tan-notifika",
         "nl": "01 Datum kennisgeving",
         "pl": "01 Data zg\u0142oszenia",
         "pt": "01 Data de notifica\u00e7\u00e3o",
         "ro": "01 Data notific\u0103rii",
         "sk": "01 D\u00e1tum ozn\u00e1menia",
         "sl": "01 Datum uradnega obvestila",
         "fi": "01 Ilmoitusp\u00e4iv\u00e4",
         "sv": "01 Datum f\u00f6r meddelande"
        },
        "std": {
         "en": "Date of notification for other token white paper"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:StatementEnsuringComplianceWithUnderlyingRegulation": {
       "labels": {
        "std": {
         "en": "Statement ensuring compliance with underlying regulation"
        },
        "doc": {
         "en": "Statement in accordance with Article 6(3) of Regulation (EU) 2023/1114. This crypto-asset white paper has not been approved by any competent authority in any Member State of the European Union. The offeror of the crypto-asset is solely responsible for the content of this crypto-asset white paper.\u2019 Where relevant in accordance with Article 6(3), second subparagraph of Regulation (EU) 2023/1114, reference shall be made to \u2018person seeking admission to trading' or to \u2018operator of the trading platform\u2019 instead of \u2018offeror\u2019."
        },
        "ns0": {
         "en": "02 Statement in accordance with Article 6(3) of Regulation (EU) 2023/1114",
         "bg": "02 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a03 \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "02 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a03 na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "02 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a03, i forordning (EU) 2023/1114",
         "de": "02 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a03 der Verordnung (EU) 2023/1114",
         "el": "2 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 3 \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "02 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 3, del Reglamento (UE) 2023/1114.",
         "et": "02 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 3 kohane avaldus",
         "fr": "02 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a03, du r\u00e8glement (UE) 2023/1114",
         "ga": "02 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(3) de Rialach\u00e1n (AE) 2023/1114",
         "hr": "02 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a03. Uredbe (EU) 2023/1114",
         "it": "02 Dichiarazione a norma dell'articolo\u00a06, paragrafo 3, del regolamento (UE) 2023/1114",
         "lv": "02 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a03.\u00a0punktu",
         "lt": "02 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a03 dal\u012f",
         "hu": "02 Az (EU) 2023/1114 rendelet\u00a06. cikk\u00e9nek\u00a0(3) bekezd\u00e9se szerinti nyilatkozat",
         "mt": "02 Dikjarazzjoni f'konformit\u00e0 mal-Artikolu\u00a06(3) tar-Regolament (UE) 2023/1114",
         "nl": "02 Verklaring overeenkomstig artikel\u00a06, lid\u00a03, van Verordening (EU) 2023/1114",
         "pl": "02 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a03 rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "02 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a03, do Regulamento (UE) 2023/1114",
         "ro": "02 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(3) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "02 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a03 nariadenia (E\u00da) 2023/1114",
         "sl": "02 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(3) Uredbe (EU) 2023/1114",
         "fi": "02 Asetuksen (EU) 2023/1114 6\u00a0artiklan 3 kohdan mukainen lausunto.",
         "sv": "02 F\u00f6rklaring i enlighet med artikel\u00a06.3 i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:ComplianceStatementAboutManagementConfirmation": {
       "labels": {
        "std": {
         "en": "Compliance statement about management confirmation"
        },
        "doc": {
         "en": "\u2018This crypto-asset white paper complies with Title II of Regulation (EU) 2023/1114 and, to the best of the knowledge of the management body, the information presented in the crypto-asset white paper is fair, clear and not misleading and the crypto-asset white paper makes no omission likely to affect its import.\u2019"
        },
        "ns0": {
         "en": "03 Compliance statement in accordance with Article 6(6) of Regulation (EU) 2023/1114",
         "bg": "03 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0437\u0430 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0438\u0437\u0438\u0441\u043a\u0432\u0430\u043d\u0438\u044f\u0442\u0430 \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a06 \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "03 Prohl\u00e1\u0161en\u00ed o\u00a0souladu podle \u010dl.\u00a06 odst.\u00a06 na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "03 Overensstemmelseserkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a06, i forordning (EU) 2023/1114",
         "de": "03 Konformit\u00e4tserkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a06 der Verordnung (EU)\u00a02023/1114",
         "el": "3 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03c5\u03bc\u03bc\u03cc\u03c1\u03c6\u03c9\u03c3\u03b7\u03c2 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 6 \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "03 Declaraci\u00f3n de cumplimiento de conformidad con el art\u00edculo\u00a06, apartado 6, del Reglamento (UE) 2023/1114.",
         "et": "03 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 6 kohane n\u00f5uetele vastavuse avaldus",
         "fr": "03 D\u00e9claration de conformit\u00e9 \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a06, du r\u00e8glement (UE) 2023/1114",
         "ga": "03 R\u00e1iteas comhl\u00edontachta i gcomhr\u00e9ir le hAirteagal\u00a06(6) de Rialach\u00e1n (AE) 2023/1114",
         "hr": "03 Izjava o uskla\u0111enosti u skladu s \u010dlankom\u00a06. stavkom\u00a06. Uredbe (EU) 2023/1114",
         "it": "03 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 6, del regolamento (UE) 2023/1114",
         "lv": "03 Pazi\u0146ojums par atbilst\u012bbu saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a06.\u00a0punktu",
         "lt": "03 Atitikties parei\u0161kimas pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a06 dal\u012f",
         "hu": "03 Megfelel\u0151s\u00e9gi nyilatkozat az (EU) 2023/1114 rendelet\u00a06. cikk\u00e9nek\u00a0(6) bekezd\u00e9s\u00e9vel \u00f6sszhangban",
         "mt": "03 Dikjarazzjoni ta\u2019 konformit\u00e0 f\u2019konformit\u00e0 mal-Artikolu\u00a06(6) tar-Regolament (UE) 2023/1114",
         "nl": "03 Conformiteitsverklaring overeenkomstig artikel\u00a06, lid 6, van Verordening (EU) 2023/1114",
         "pl": "03 O\u015bwiadczenie dotycz\u0105ce spe\u0142nienia wymog\u00f3w zgodnie z\u00a0art.\u00a06 ust.\u00a06 rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "03 Declara\u00e7\u00e3o de conformidade nos termos do artigo\u00a06.o, n.o\u00a06, do Regulamento (UE) 2023/1114",
         "ro": "03 Declara\u021bie de conformitate \u00een temeiul articolului\u00a06 alineatul\u00a0(6) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "03 Vyhl\u00e1senie o\u00a0s\u00falade pod\u013ea\u00a0\u010dl\u00e1nku\u00a06 ods.\u00a06 nariadenia (E\u00da) 2023/1114",
         "sl": "03 Izjava o\u00a0skladnosti v\u00a0skladu s\u00a0\u010dlenom 6(6) Uredbe (EU) 2023/1114",
         "fi": "03 Asetuksen (EU) 2023/1114 6\u00a0artiklan 6 kohdan mukainen lausunto vaatimustenmukaisuudesta.",
         "sv": "03 F\u00f6rklaring om \u00f6verensst\u00e4mmelse i enlighet med artikel\u00a06.6 i f\u00f6rordning (EU) 2023/1114"
        }
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       "dt": "xbrli:booleanItemType"
      },
      "mica:StatementAboutPotentialRisks": {
       "labels": {
        "std": {
         "en": "Statement about potential risks"
        },
        "doc": {
         "en": "\u2018The crypto-asset referred to in this white paper may lose its value in part or in full, may not always be transferable and may not be liquid.\u2019"
        },
        "ns0": {
         "en": "04 Statement in accordance with Article 6(5), points (a), (b), (c), of Regulation (EU) 2023/1114",
         "bg": "04 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a05, \u0431\u0443\u043a\u0432\u0438\u00a0\u0430), \u0431) \u0438 \u0432) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "04 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. a), b) a\u00a0c) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "04 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra a), b) og c), i forordning (EU) 2023/1114",
         "de": "04 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstaben\u00a0a, b und c der Verordnung (EU) 2023/1114",
         "el": "4 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03b1), \u03b2), \u03b3) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "04 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letras a), b) y c), del Reglamento (UE) 2023/1114.",
         "et": "04 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punktide a, b ja c kohane avaldus",
         "fr": "04 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, points\u00a0a), b) et c), du r\u00e8glement (UE) 2023/1114",
         "ga": "04 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), point\u00ed\u00a0(a), (b), (c), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "04 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkama (a), (b) i (c) Uredbe (EU) 2023/1114",
         "it": "04 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettere a), b), e c), del regolamento (UE) 2023/1114",
         "lv": "04 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta a), b) un c)\u00a0apak\u0161punktu",
         "lt": "04 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies a, b ir c punktus",
         "hu": "04 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek a), b) \u00e9s c) pontja szerinti nyilatkozat",
         "mt": "04 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(a)(b) u (c), tar-Regolament (UE) 2023/1114",
         "nl": "04 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punten a), b) en c), van Verordening (EU) 2023/1114",
         "pl": "04 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0a), b) i\u00a0c) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "04 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00edneas a), b) e c), do Regulamento (UE) 2023/1114",
         "ro": "04 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) literele\u00a0(a), (b) \u0219i (c) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "04 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. a), b) a\u00a0c) nariadenia (E\u00da) 2023/1114",
         "sl": "04 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dke (a), (b), (c), Uredbe (EU) 2023/1114",
         "fi": "04 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan a, b ja c alakohdan mukainen lausunto.",
         "sv": "04 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0a, b och c i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
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      "mica:StatementAboutExchangeabilityForOtherToken": {
       "labels": {
        "doc": {
         "en": "'Statement in accordance with Article 6(5), point (d) of Regulation (EU) 2023/1114. [Include statement where the offer to the public concerns a utility token]\n\u2018The utility token may not be exchangeable against the good or service promised in the crypto-asset white paper, especially in the case of a failure or discontinuation of the crypto-asset project\u2019"
        },
        "std": {
         "en": "Statement about exchangeability for other token"
        },
        "ns0": {
         "en": "05 Statement in accordance with Article 6(5), point (d), of Regulation (EU) 2023/1114",
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         "cs": "05 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. d) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "05 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra d), i forordning (EU) 2023/1114",
         "de": "05 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstabe\u00a0d der Verordnung (EU)\u00a02023/1114",
         "el": "5 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf \u03b4) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "05 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letra d) del Reglamento (UE) 2023/1114.",
         "et": "05 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punkti d kohane avaldus",
         "fr": "05 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, point\u00a0d), du r\u00e8glement (UE) 2023/1114",
         "ga": "05 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), pointe\u00a0(d), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "05 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkom\u00a0(d) Uredbe (EU) 2023/1114",
         "it": "05 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettera d), del regolamento (UE) 2023/1114",
         "lv": "05 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta d)\u00a0apak\u0161punktu",
         "lt": "05 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies d punkt\u0105",
         "hu": "05 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek d) pontja szerinti nyilatkozat",
         "mt": "05 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(d), tar-Regolament (UE) 2023/1114",
         "nl": "05 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punt d), van Verordening (EU) 2023/1114",
         "pl": "05 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0d) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "05 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00ednea d), do Regulamento (UE) 2023/1114",
         "ro": "05 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) litera\u00a0(d) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "05 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. d) nariadenia (E\u00da) 2023/1114",
         "sl": "05 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dka (d), Uredbe (EU) 2023/1114",
         "fi": "05 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan d alakohdan mukainen lausunto.",
         "sv": "05 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0d i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:StatementAboutCompensationAndGuaranteeForOtherToken": {
       "labels": {
        "doc": {
         "en": "'Article 6(5), points (e) and (f) of Regulation (EU) 2023/1114. \u2018The crypto-asset is not covered by the investor compensation schemes under Directive 97/9/EC of the European Parliament and of the Council.\nThe crypto-asset is not covered by the deposit guarantee schemes under Directive 2014/49/EU of the European Parliament and of the Council.\u2019"
        },
        "std": {
         "en": "Statement about compensation and guarantee for other token"
        },
        "ns0": {
         "en": "06 Statement in accordance with Article 6(5), points (e) and (f), of Regulation (EU) 2023/1114",
         "bg": "06 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a05, \u0431\u0443\u043a\u0432\u0438\u00a0\u0434) \u0438 \u0435) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "06 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. e) a\u00a0f) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "06 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra e) og f), i forordning (EU) 2023/1114",
         "de": "06 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstaben\u00a0e und f der Verordnung (EU) 2023/1114",
         "el": "6 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03b5) \u03ba\u03b1\u03b9 \u03c3\u03c4) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "06 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letras e) y f), del Reglamento (UE) 2023/1114.",
         "et": "06 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punktide e ja f kohane avaldus",
         "fr": "06 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, points\u00a0e) et f), du r\u00e8glement (UE) 2023/1114",
         "ga": "06 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), point\u00ed\u00a0(e) agus (f), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "06 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkama (e) i (f) Uredbe (EU) 2023/1114",
         "it": "06 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettere e) ed f), del regolamento (UE) 2023/1114",
         "lv": "06 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta e) un f)\u00a0apak\u0161punktu",
         "lt": "06 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies e ir f punktus",
         "hu": "06 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek e) \u00e9s f) pontja szerinti nyilatkozat",
         "mt": "06 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(e) u (f), tar-Regolament (UE) 2023/1114",
         "nl": "06 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punten e) en f), van Verordening (EU) 2023/1114",
         "pl": "06 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0e) i\u00a0f) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "06 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00edneas e) e f), do Regulamento (UE) 2023/1114",
         "ro": "06 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) literele\u00a0(e) \u0219i (f) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "06 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. e) a\u00a0f) nariadenia (E\u00da) 2023/1114",
         "sl": "06 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dki (e) in (f), Uredbe (EU) 2023/1114",
         "fi": "06 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan e ja f alakohdan mukainen lausunto.",
         "sv": "06 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0e och f i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:ClarificationRegardingOtherTokenOfferTerms": {
       "labels": {
        "doc": {
         "en": "'Article 6(7), second subparagraph, of Regulation (EU) 2023/1114. \u2018The summary should be read as an introduction to the crypto-asset white paper. The prospective holder should base any decision to purchase the asset-refenced token on the content of the crypto-asset white paper as a whole and not on the summary alone.\nThe offer to the public of the crypto-asset does not constitute an offer or solicitation to purchase financial instruments and any such offer or solicitation can be made only by means of a prospectus or other offer documents pursuant to the applicable national law.\nThe crypto-asset white paper does not constitute a prospectus as referred to in Regulation (EU) 2017/1129 of the European Parliament and of the Council (36) or any other offer document pursuant to Union or national law.\u2019"
        },
        "std": {
         "en": "Clarification regarding other token offer terms"
        },
        "ns0": {
         "en": "07 Warning in accordance with Article 6(7), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "07 \u041f\u0440\u0435\u0434\u0443\u043f\u0440\u0435\u0436\u0434\u0435\u043d\u0438\u0435 \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444 7, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "07 Upozorn\u011bn\u00ed podle \u010dl.\u00a06 odst.\u00a07 druh\u00e9ho pododstavce na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "07 Advarsel i henhold til artikel\u00a06, stk.\u00a07, andet afsnit, i forordning (EU) 2023/1114",
         "de": "07 Warnhinweis gem\u00e4\u00df Artikel\u00a06 Absatz\u00a07 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114",
         "el": "7 \u03a0\u03c1\u03bf\u03b5\u03b9\u03b4\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 7 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "07 Advertencia de conformidad con el art\u00edculo\u00a06, apartado\u00a07, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114.",
         "et": "07 Hoiatus vastavalt m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike\u00a07 teisele l\u00f5igule",
         "fr": "07 Avertissement \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a07, du r\u00e8glement (UE) 2023/1114",
         "ga": "07 Rabhadh i gcomhr\u00e9ir le hAirteagal\u00a06(7), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "07 Upozorenje u skladu s \u010dlankom\u00a06. stavkom\u00a07. drugim podstavkom Uredbe (EU) 2023/1114",
         "it": "07 Avvertenza a norma dell'articolo\u00a06, paragrafo 7, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "07 Br\u012bdin\u0101jums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a07.\u00a0punkta otro da\u013cu",
         "lt": "07 \u012esp\u0117jimas pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a07\u00a0dalies antr\u0105 pastraip\u0105",
         "hu": "07 Az (EU) 2023/1114 rendelet\u00a06. cikke (7) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9se szerinti figyelmeztet\u00e9s",
         "mt": "07 Twissija f\u2019konformit\u00e0 mat-tieni subparagrafu tal-Artikolu\u00a06(7), tar-Regolament (UE) 2023/1114",
         "nl": "07 Waarschuwing overeenkomstig artikel\u00a06, lid\u00a07, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "07 Ostrze\u017cenie zgodnie z\u00a0art.\u00a06 ust.\u00a07 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "07 Aviso nos termos do artigo\u00a06.o, n.o\u00a07, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "07 Avertisment \u00een conformitate cu articolul\u00a06 alineatul\u00a0(7) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "07 Upozornenie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a07 druh\u00fdm pododsekom nariadenia (E\u00da) 2023/1114",
         "sl": "07 Opozorilo v\u00a0skladu s\u00a0\u010dlenom 6(7), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "07 Asetuksen (EU) 2023/1114 6\u00a0artiklan 7 kohdan toisen alakohdan mukainen varoitus.",
         "sv": "07 Varning i enlighet med artikel\u00a06.7 andra stycket i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief, clear and non-technical description of the characteristics of the crypto asset including information about rights and obligations of the purchaser, procedure and conditions for the exercise of those rights, conditions, if any, under which these rights and obligations may be modified.\nWhere the white paper concerns a utility token, information about the quality and quantity of goods or services to which the utility tokens give access and restrictions on the transferability."
        },
        "std": {
         "en": "Description of characteristics of other token [text block]"
        },
        "ns0": {
         "en": "08 Characteristics of the crypto-asset",
         "bg": "08 \u0425\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "08 Charakteristiky kryptoaktiva",
         "da": "08 Kryptoaktivets karakteristika",
         "de": "08 Merkmale des Kryptowerts",
         "el": "8 \u03a7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ac \u03c4\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf\u03c5",
         "es": "08 Caracter\u00edsticas del criptoactivo",
         "et": "08 Kr\u00fcptovara omadused",
         "fr": "08 Caract\u00e9ristiques du crypto-actif",
         "ga": "08 Saintr\u00e9ithe na cripteash\u00f3cmhainne",
         "hr": "08 Zna\u010dajke kriptoimovine",
         "it": "08 Caratteristiche della cripto-attivit\u00e0",
         "lv": "08 Kriptoakt\u012bva raksturlielumi",
         "lt": "08 Kriptoturto ypatyb\u0117s",
         "hu": "08 A kriptoeszk\u00f6z jellemz\u0151i",
         "mt": "08 Karatteristi\u010bi tal-kriptoassi",
         "nl": "08 Kenmerken cryptoactivum",
         "pl": "08 W\u0142a\u015bciwo\u015bci kryptoaktywa",
         "pt": "08 Caracter\u00edsticas do criptoativo",
         "ro": "08 Caracteristicile criptoactivului",
         "sk": "08 Charakteristiky kryptoakt\u00edva",
         "sl": "08 Zna\u010dilnosti kriptosredstva",
         "fi": "08 Kryptovaran ominaisuudet",
         "sv": "08 Kryptotillg\u00e5ngens egenskaper"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory": {
       "labels": {
        "std": {
         "en": "Description of further information about utility tokens [text block]"
        },
        "ns0": {
         "en": "09 Further information about utility tokens"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OfferDescriptionExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief and non-technical description of the offer to the public including information about the amount of the offer, including, where applicable, any minimum and maximum target subscription goals, issue price of the crypto-asset and subscription fees, the total number of crypto-assets to be offered; prospective holders; description, where applicable, of the various phases of the offer to the public of crypto-assets, including information on discounted purchase price for early purchasers of crypto-assets, subscription period.\nWhen applicable, the name of the crypto-asset service provider in charge of the placing of crypto-assets and the form of such placement (with or without a firm commitment basis);\nWhen applicable, the name of the trading platform for which the admission is sought."
        },
        "std": {
         "en": "Offer description [text block]"
        },
        "ns0": {
         "en": "10 Key information about the offer to the public or admission to trading",
         "bg": "10 \u0421\u044a\u0449\u0435\u0441\u0442\u0432\u0435\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 \u0438\u043b\u0438 \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "10 Kl\u00ed\u010dov\u00e9 informace o\u00a0ve\u0159ejn\u00e9m nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "10 N\u00f8gleoplysninger om udbuddet til offentligheden eller optagelsen til handel",
         "de": "10 Wesentliche Informationen \u00fcber das \u00f6ffentliche Angebot oder die Zulassung zum Handel",
         "el": "10 \u0392\u03b1\u03c3\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b7 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac \u03ae \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "10 Informaci\u00f3n clave sobre la oferta p\u00fablica o la admisi\u00f3n a negociaci\u00f3n",
         "et": "10 P\u00f5hiteave avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise kohta",
         "fr": "10 Informations cl\u00e9s sur l\u2019offre au public ou sur l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "10 Faisn\u00e9is bhunriachtanach faoin tairiscint don phobal n\u00f3 faoin ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "10 Klju\u010dne informacije o javnoj ponudi ili uvr\u0161tenju za trgovanje",
         "it": "10 Informazioni fondamentali sull'offerta al pubblico o sull'ammissione alla negoziazione",
         "lv": "10 Pamatinform\u0101cija par publisko pied\u0101v\u0101jumu vai pielaidi tirdzniec\u012bbai",
         "lt": "10 Pagrindin\u0117 informacija apie vie\u0161\u0105 si\u016blym\u0105 arba \u012ftraukim\u0105 \u012f prekyb\u0105",
         "hu": "10 A nyilv\u00e1nos aj\u00e1nlatt\u00e9telre vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9sre vonatkoz\u00f3 kiemelt inform\u00e1ci\u00f3k",
         "mt": "10 Informazzjoni ewlenija dwar l-offerta lill-pubbliku jew l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "10 Sleutelinformatie over de aanbieding aan het publiek of de toelating tot de handel",
         "pl": "10 Kluczowe informacje na temat oferty publicznej lub dopuszczenia do obrotu",
         "pt": "10 Principais informa\u00e7\u00f5es sobre a oferta p\u00fablica ou a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "10 Informa\u021bii esen\u021biale privind oferta public\u0103 sau admiterea la tranzac\u021bionare",
         "sk": "10 K\u013e\u00fa\u010dov\u00e9 inform\u00e1cie o\u00a0verejnej ponuke alebo prijat\u00ed na obchodovanie.",
         "sl": "10 Klju\u010dne informacije o\u00a0javni ponudbi ali uvrstitvi v\u00a0trgovanje",
         "fi": "10 Keskeiset tiedot yleis\u00f6lle tarjoamisesta tai kaupank\u00e4ynnin kohteeksi ottamisesta",
         "sv": "10 Central information om erbjudandet till allm\u00e4nheten eller upptagandet till handel"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NameOfOtherTokenOfferor": {
       "labels": {
        "ns0": {
         "en": "A.1 Name",
         "bg": "A.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435",
         "cs": "A.1 N\u00e1zev",
         "da": "A.1 Navn",
         "de": "A.1 Name",
         "el": "A.1 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1",
         "es": "A.1 Nombre",
         "et": "A.1 Nimi",
         "fr": "A.1 Nom",
         "ga": "A.1 Ainm",
         "hr": "A.1 Naziv",
         "it": "A.1 Nome",
         "lv": "A.1 Nosaukums",
         "lt": "A.1 Pavadinimas",
         "hu": "A.1. N\u00e9v",
         "mt": "A.1 Isem",
         "nl": "A.1 Naam",
         "pl": "A.1 Nazwa",
         "pt": "A.1 Nome",
         "ro": "A.1 Nume",
         "sk": "A.1 Meno",
         "sl": "A.1 Ime",
         "fi": "A.1 Nimi",
         "sv": "A.1 Namn"
        },
        "std": {
         "en": "Name of other token offeror"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsRegistrationDate": {
       "labels": {
        "ns0": {
         "en": "A.5 Registration date",
         "bg": "A.5 \u0414\u0430\u0442\u0430 \u043d\u0430 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f",
         "cs": "A.5 Datum registrace",
         "da": "A.5 Registreringsdato",
         "de": "A.5 Registrierungsdatum",
         "el": "A.5 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7\u03c2",
         "es": "A.5 Fecha de inscripci\u00f3n en el registro",
         "et": "A.5 Registreerimise kuup\u00e4ev",
         "fr": "A.5 Date d\u2019enregistrement",
         "ga": "A.5 D\u00e1ta cl\u00e1r\u00fach\u00e1in",
         "hr": "A.5 Datum registracije",
         "it": "A.5 Data di registrazione",
         "lv": "A.5 Re\u0123istr\u0101cijas datums",
         "lt": "A.5 Registracijos data",
         "hu": "A.5. Bejegyz\u00e9si d\u00e1tum",
         "mt": "A.5 Data tar-re\u0121istrazzjoni",
         "nl": "A.5 Registratiedatum",
         "pl": "A.5 Data rejestracji",
         "pt": "A.5 Data de registo",
         "ro": "A.5 Data \u00eenregistr\u0103rii",
         "sk": "A.5 D\u00e1tum registr\u00e1cie",
         "sl": "A.5 Datum registracije",
         "fi": "A.5 Rekister\u00f6intip\u00e4iv\u00e4",
         "sv": "A.5 Registreringsdatum"
        },
        "std": {
         "en": "Offeror's registration date"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:OfferorsLegalEntityIdentifier": {
       "labels": {
        "ns0": {
         "en": "A.6 Legal entity identifier",
         "bg": "A.6 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u043f\u0440\u0430\u0432\u043d\u0438\u044f \u0441\u0443\u0431\u0435\u043a\u0442",
         "cs": "A.6 Identifika\u010dn\u00ed k\u00f3d pr\u00e1vnick\u00e9 osoby",
         "da": "A.6 Identifikator for juridiske enheder",
         "de": "A.6 Rechtstr\u00e4gerkennung",
         "el": "A.6 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03bd\u03bf\u03bc\u03b9\u03ba\u03ae\u03c2 \u03bf\u03bd\u03c4\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2",
         "es": "A.6 Identificador de persona jur\u00eddica",
         "et": "A.6 Juriidilise isiku tunnus",
         "fr": "A.6 Identifiant d\u2019entit\u00e9 juridique",
         "ga": "A.6 Aitheant\u00f3ir an eintitis dhl\u00edtheanaigh",
         "hr": "A.6 Identifikacijska oznaka pravne osobe",
         "it": "A.6 Identificativo della persona giuridica",
         "lv": "A.6 Juridisk\u0101s personas identifikators",
         "lt": "A.6 Juridinio asmens identifikatorius",
         "hu": "A.6. Jogalany-azonos\u00edt\u00f3",
         "mt": "A.6 Identifikatur ta\u2019 entit\u00e0 \u0121uridika",
         "nl": "A.6 Identificatiecode voor juridische entiteiten",
         "pl": "A.6 Identyfikator podmiotu prawnego",
         "pt": "A.6 Identificador de entidade jur\u00eddica",
         "ro": "A.6 Identificatorul entit\u0103\u021bii juridice",
         "sk": "A.6 Identifik\u00e1tor pr\u00e1vneho subjektu",
         "sl": "A.6 Identifikator pravnih subjektov",
         "fi": "A.6 Oikeushenkil\u00f6tunnus",
         "sv": "A.6 Identifieringskod f\u00f6r juridiska personer"
        },
        "doc": {
         "en": "Legal entity identifier of the offeror or person seeking admission to trading."
        },
        "std": {
         "en": "Offeror's legal entity identifier"
        }
       },
       "dt": "lei:leiItemType"
      },
      "mica:OfferorsContactTelephoneNumber": {
       "labels": {
        "ns0": {
         "en": "A.8 Contact telephone number",
         "bg": "A.8 \u0422\u0435\u043b\u0435\u0444\u043e\u043d\u0435\u043d \u043d\u043e\u043c\u0435\u0440 \u0437\u0430 \u043a\u043e\u043d\u0442\u0430\u043a\u0442",
         "cs": "A.8 Kontaktn\u00ed telefonn\u00ed \u010d\u00edslo",
         "da": "A.8 Kontakttelefonnummer",
         "de": "A.8 Telefonnummer zur Kontaktaufnahme",
         "el": "A.8 \u03a4\u03b7\u03bb\u03b5\u03c6\u03c9\u03bd\u03b9\u03ba\u03cc\u03c2 \u03b1\u03c1\u03b9\u03b8\u03bc\u03cc\u03c2 \u03b5\u03c0\u03b9\u03ba\u03bf\u03b9\u03bd\u03c9\u03bd\u03af\u03b1\u03c2",
         "es": "A.8 Tel\u00e9fono de contacto",
         "et": "A.8 Kontakttelefon",
         "fr": "A.8 T\u00e9l\u00e9phone",
         "ga": "A.8 Uimhir theileaf\u00f3in theagmh\u00e1la",
         "hr": "A.8 Broj telefona za kontakt",
         "it": "A.8 Recapito telefonico",
         "lv": "A.8 Kontaktt\u0101lru\u0146a numurs",
         "lt": "A.8 Kontaktinis telefono numeris",
         "hu": "A.8. Telefonos el\u00e9rhet\u0151s\u00e9g",
         "mt": "A.8 Numru tat-telefon ta\u2019 kuntatt",
         "nl": "A.8 Telefoonnummer",
         "pl": "A.8 Numer telefonu kontaktowego",
         "pt": "A.8 N\u00famero de telefone de contacto",
         "ro": "A.8 Num\u0103rul de telefon de contact",
         "sk": "A.8 Kontaktn\u00e9 telef\u00f3nne \u010d\u00edslo",
         "sl": "A.8 Kontaktna telefonska \u0161tevilka",
         "fi": "A.8 Puhelinnumero",
         "sv": "A.8 Telefonnummer"
        },
        "doc": {
         "en": "Contact telephone number of the offeror or the person seeking admission to trading"
        },
        "std": {
         "en": "Offeror's contact telephone number"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsEmailAddress": {
       "labels": {
        "ns0": {
         "en": "A.9 E-mail address",
         "bg": "A.9 \u0410\u0434\u0440\u0435\u0441 \u043d\u0430 \u0435\u043b\u0435\u043a\u0442\u0440\u043e\u043d\u043d\u0430 \u043f\u043e\u0449\u0430",
         "cs": "A.9 E-mailov\u00e1 adresa",
         "da": "A.9 E-mail",
         "de": "A.9 E-Mail-Adresse",
         "el": "A.9 Email",
         "es": "A.9 Direcci\u00f3n de correo electr\u00f3nico",
         "et": "A.9 E-posti aadress",
         "fr": "A.9 Adresse \u00e9lectronique",
         "ga": "A.9 Seoladh r\u00edomhphoist",
         "hr": "A.9 E-adresa",
         "it": "A.9 Indirizzo e-mail",
         "lv": "A.9 E-pasta adrese",
         "lt": "A.9 E. pa\u0161to adresas",
         "hu": "A.9. E-mail-c\u00edm",
         "mt": "A.9 Indirizz tal-posta elettronika",
         "nl": "A.9 E-mailadres",
         "pl": "A.9 Adres e-mail",
         "pt": "A.9 Endere\u00e7o de correio eletr\u00f3nico",
         "ro": "A.9 Adresa de e-mail",
         "sk": "A.9 E-mailov\u00e1 adresa",
         "sl": "A.9 Elektronski naslov",
         "fi": "A.9 S\u00e4hk\u00f6postiosoite",
         "sv": "A.9 E-post"
        },
        "doc": {
         "en": "E-mail address of the offeror or the person seeking admission to trading."
        },
        "std": {
         "en": "Offeror's e-mail address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsResponseTimeDays": {
       "labels": {
        "ns0": {
         "en": "A.10 Response time (days)",
         "bg": "A.10 \u0412\u0440\u0435\u043c\u0435 \u0437\u0430 \u043e\u0442\u0433\u043e\u0432\u043e\u0440 (\u0434\u043d\u0438)",
         "cs": "A.10 Doba odezvy (dny)",
         "da": "A.10 Svartid (dage)",
         "de": "A.10 Reaktionszeit (Tage)",
         "el": "A.10 \u03a7\u03c1\u03cc\u03bd\u03bf\u03c2 \u03b1\u03c0\u03cc\u03ba\u03c1\u03b9\u03c3\u03b7\u03c2 (\u0397\u03bc\u03ad\u03c1\u03b5\u03c2)",
         "es": "A.10 Tiempo de respuesta (d\u00edas)",
         "et": "A.10 Vastamise aeg (p\u00e4evades)",
         "fr": "A.10 D\u00e9lai de r\u00e9ponse (en jours)",
         "ga": "A.10 Aga freagartha (Laethanta)",
         "hr": "A.10 Vrijeme odgovora (u danima)",
         "it": "A.10 Tempi di risposta (giorni)",
         "lv": "A.10 Atbildes laiks (dienas)",
         "lt": "A.10 Atsakymo laikas (dienomis)",
         "hu": "A.10. V\u00e1laszad\u00e1si id\u0151 (napok)",
         "mt": "A.10 \u0126in tar-rispons (Jiem)",
         "nl": "A.10 Responstijd (dagen)",
         "pl": "A.10 Czas odpowiedzi (w\u00a0dniach)",
         "pt": "A.10 Tempo de resposta (dias)",
         "ro": "A.10 Timpul de r\u0103spuns (zile)",
         "sk": "A.10 \u010cas na odpove\u010f (v\u00a0d\u0148och)",
         "sl": "A.10 \u010cas za odgovor (v\u00a0dnevih)",
         "fi": "A.10 Vastausaika (p\u00e4ivin\u00e4)",
         "sv": "A.10 Svarstid (dagar)"
        },
        "std": {
         "en": "Offeror's response time (days)"
        },
        "doc": {
         "en": "Period of days within which an investor will receive an answer via that telephone number or email address"
        }
       },
       "dt": "xbrli:integerItemType"
      },
      "mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for offeror's management body member for other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "d": "t",
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken"
      },
      "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Identity"
        },
        "std": {
         "en": "Identity of offeror's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of offeror's management body member for other token"
        },
        "ns0": {
         "en": "Business address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Function"
        },
        "std": {
         "en": "Function of offeror's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.13 Business activity",
         "bg": "A.13 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "A.13 Podnikatelsk\u00e1 \u010dinnost",
         "da": "A.13 Forretningsaktiviteter",
         "de": "A.13 Gesch\u00e4ftst\u00e4tigkeit",
         "el": "A.13 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1",
         "es": "A.13 Actividades comerciales",
         "et": "A.13 \u00c4ritegevus",
         "fr": "A.13 Activit\u00e9 commerciale",
         "ga": "A.13 Gn\u00edomha\u00edocht ghn\u00f3",
         "hr": "A.13 Poslovna djelatnost",
         "it": "A.13 Attivit\u00e0 commerciale",
         "lv": "A.13 Dar\u012bjumdarb\u012bba",
         "lt": "A.13 Verslo veikla",
         "hu": "A.13. \u00dczleti tev\u00e9kenys\u00e9g",
         "mt": "A.13 Attivit\u00e0 kummer\u010bjali",
         "nl": "A.13 Bedrijfsactiviteit",
         "pl": "A.13 Dzia\u0142alno\u015b\u0107 gospodarcza",
         "pt": "A.13 Atividade comercial",
         "ro": "A.13 Activitate economic\u0103",
         "sk": "A.13 Podnikate\u013esk\u00e1 \u010dinnos\u0165",
         "sl": "A.13 Poslovna dejavnost",
         "fi": "A.13 Toiminta",
         "sv": "A.13 Aff\u00e4rsverksamhet"
        },
        "doc": {
         "en": "Business or professional activity of the offeror or person seeking admission to trading, including principal activities and principal markets."
        },
        "std": {
         "en": "Offeror's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.14 Parent company business activity",
         "bg": "A.14 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "A.14 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "A.14 Moderselskabets forretningsaktiviteter",
         "de": "A.14 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "A.14 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "A.14 Actividad empresarial de la sociedad matriz",
         "et": "A.14 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "A.14 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "A.14 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "A.14 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "A.14 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "A.14 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "A.14 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "A.14. Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "A.14 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "A.14 Bedrijfsactiviteit moederonderneming",
         "pl": "A.14 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "A.14 Atividade comercial da empresa-m\u00e3e",
         "ro": "A.14 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "A.14 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "A.14 Poslovna dejavnost nadrejenega podjetja",
         "fi": "A.14 Emoyrityksen toiminta",
         "sv": "A.14 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of offeror side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NewlyEstablishedOfferorsIndicator": {
       "labels": {
        "ns0": {
         "en": "A.15 Newly established",
         "bg": "A.15 \u041d\u043e\u0432\u043e\u0441\u044a\u0437\u0434\u0430\u0434\u0435\u043d\u043e",
         "cs": "A.15 Nov\u011b zalo\u017een\u00e1",
         "da": "A.15 Nyetableret",
         "de": "A.15 Neu gegr\u00fcndet",
         "el": "A.15 \u039d\u03b5\u03bf\u03c3\u03c5\u03c3\u03c4\u03b1\u03b8\u03b5\u03af\u03c3\u03b5\u03c2 \u03b5\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03ae\u03c3\u03b5\u03b9\u03c2",
         "es": "A.15 De nueva creaci\u00f3n",
         "et": "A.15 \u00c4sja asutatud",
         "fr": "A.15 \u00c9tablissement r\u00e9cent",
         "ga": "A.15 Nuabhunaithe",
         "hr": "A.15 Novoosnovan",
         "it": "A.15 Di recente costituzione",
         "lv": "A.15 Jaunizveidots",
         "lt": "A.15 \u012esteigtas naujas subjektas",
         "hu": "A.15. \u00dajonnan alap\u00edtott",
         "mt": "A.15 G\u0127adha kif \u0121iet stabbilita",
         "nl": "A.15 Recent opgericht",
         "pl": "A.15 Podmiot nowo utworzony",
         "pt": "A.15 Rec\u00e9m-estabelecido",
         "ro": "A.15 Nou-\u00eenfiin\u021bat(\u0103)",
         "sk": "A.15 Novozalo\u017een\u00e1",
         "sl": "A.15 Novoustanovljen",
         "fi": "A.15 Hiljattain perustettu",
         "sv": "A.15 Nyetablerad"
        },
        "doc": {
         "en": "Indication as to whether the offeror or person seeking admission to trading has been established for the past three years."
        },
        "std": {
         "en": "Newly established offeror's indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.16 Financial condition for the past three years",
         "bg": "A.16 \u0424\u0438\u043d\u0430\u043d\u0441\u043e\u0432\u043e \u0441\u044a\u0441\u0442\u043e\u044f\u043d\u0438\u0435 \u0437\u0430 \u043f\u043e\u0441\u043b\u0435\u0434\u043d\u0438\u0442\u0435 \u0442\u0440\u0438 \u0433\u043e\u0434\u0438\u043d\u0438",
         "cs": "A.16 Finan\u010dn\u00ed situace za posledn\u00ed t\u0159i roky",
         "da": "A.16 Finansiel situation i de seneste tre \u00e5r",
         "de": "A.16 Finanzlage der vergangenen drei Jahre",
         "el": "A.16 \u039f\u03b9\u03ba\u03bf\u03bd\u03bf\u03bc\u03b9\u03ba\u03ae \u03ba\u03b1\u03c4\u03ac\u03c3\u03c4\u03b1\u03c3\u03b7 \u03c4\u03c9\u03bd \u03c4\u03c1\u03b9\u03ce\u03bd \u03c4\u03b5\u03bb\u03b5\u03c5\u03c4\u03b1\u03af\u03c9\u03bd \u03b5\u03c4\u03ce\u03bd",
         "es": "A.16 Situaci\u00f3n financiera de los tres \u00faltimos a\u00f1os",
         "et": "A.16 Finantsseisund viimase kolme aasta jooksul",
         "fr": "A.16 Situation financi\u00e8re des trois derni\u00e8res ann\u00e9es",
         "ga": "A.16 Staid airgeadais le 3\u00a0bliana anuas",
         "hr": "A.16 Financijsko stanje za posljednje tri godine",
         "it": "A.16 Condizione finanziaria negli ultimi tre anni",
         "lv": "A.16 Finansi\u0101lie apst\u0101k\u013ci p\u0113d\u0113jos tr\u012bs gados",
         "lt": "A.16 Pastar\u0173j\u0173 trej\u0173 met\u0173 finansin\u0117 pad\u0117tis",
         "hu": "A.16. Az elm\u00falt h\u00e1rom \u00e9v p\u00e9nz\u00fcgyi helyzete",
         "mt": "A.16 Kundizzjoni finanzjarja tal-a\u0127\u0127ar tliet snin",
         "nl": "A.16 Financi\u00eble positie in de afgelopen drie jaar",
         "pl": "A.16 Kondycja finansowa w\u00a0ostatnich trzech latach",
         "pt": "A.16 Situa\u00e7\u00e3o financeira dos \u00faltimos tr\u00eas anos",
         "ro": "A.16 Situa\u021bia financiar\u0103 din ultimii trei ani",
         "sk": "A.16 Finan\u010dn\u00e1 situ\u00e1cia za posledn\u00e9 tri roky",
         "sl": "A.16 Finan\u010dno stanje za zadnja tri leta",
         "fi": "A.16 Taloudellinen tila kolmelta edelliselt\u00e4 vuodelta",
         "sv": "A.16 Finansiell situation under de senaste tre \u00e5ren"
        },
        "std": {
         "en": "Information about offeror's financial condition for past three years [text block]"
        },
        "doc": {
         "en": "Where the offeror or person seeking admission to trading has been established for the past three years, the financial condition of the offeror or person seeking admission to trading over the past three years.\nThis shall be assessed based on a fair review of the development and performance of the business of the offeror or person seeking admission to trading and of its position for each year and interim period for which historical financial information is required, including the causes of material changes.\nThe review shall be a balanced and comprehensive analysis of the development and performance of the business of the offeror or person seeking admission to trading and of its position, consistent with the size and complexity of the business.\nThe analysis shall include both financial and, where appropriate, non-financial Key Performance Indicators relevant to the business.\nThe analysis shall, where appropriate, include references to, and additional explanations of, amounts reported in the annual financial statements (where available), information regarding unusual or infrequent events or new developments, materially affecting the income from operations and indicate the extent to which income was so affected, information concerning capital resources (both short term and long term) and an explanation of the sources and amounts of and a narrative description of the cash flows."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.17 Financial condition since registration",
         "bg": "A.17 \u0424\u0438\u043d\u0430\u043d\u0441\u043e\u0432\u043e \u0441\u044a\u0441\u0442\u043e\u044f\u043d\u0438\u0435 \u0441\u043b\u0435\u0434 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f\u0442\u0430",
         "cs": "A.17 Finan\u010dn\u00ed situace od registrace",
         "da": "A.17 Finansiel situation siden registreringen",
         "de": "A.17 Finanzlage seit der Registrierung",
         "el": "A.17 \u039f\u03b9\u03ba\u03bf\u03bd\u03bf\u03bc\u03b9\u03ba\u03ae \u03ba\u03b1\u03c4\u03ac\u03c3\u03c4\u03b1\u03c3\u03b7 \u03bc\u03b5\u03c4\u03ac \u03c4\u03b7\u03bd \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7",
         "es": "A.17 Situaci\u00f3n financiera desde el registro",
         "et": "A.17 Finantsseisund alates registreerimisest",
         "fr": "A.17 Situation financi\u00e8re depuis l\u2019enregistrement",
         "ga": "A.17 Staid airgeadais \u00f3 cl\u00e1ra\u00edodh \u00e9",
         "hr": "A.17 Financijsko stanje od registracije",
         "it": "A.17 Condizione finanziaria dopo la registrazione",
         "lv": "A.17 Finansi\u0101lie apst\u0101k\u013ci kop\u0161 re\u0123istr\u0101cijas",
         "lt": "A.17 Finansin\u0117 pad\u0117tis nuo registracijos datos",
         "hu": "A.17. A bejegyz\u00e9s \u00f3ta fenn\u00e1ll\u00f3 p\u00e9nz\u00fcgyi helyzet",
         "mt": "A.17 Kundizzjoni finanzjarja sa mir-re\u0121istrazzjoni",
         "nl": "A.17 Financi\u00eble positie sinds registratie",
         "pl": "A.17 Kondycja finansowa od czasu rejestracji",
         "pt": "A.17 Situa\u00e7\u00e3o financeira desde o registo",
         "ro": "A.17 Situa\u021bia financiar\u0103 de la \u00eenregistrare",
         "sk": "A.17 Finan\u010dn\u00e1 situ\u00e1cia od registr\u00e1cie",
         "sl": "A.17 Finan\u010dno stanje od registracije",
         "fi": "A.17 Taloudellinen tila rekister\u00f6innin j\u00e4lkeen",
         "sv": "A.17 Finansiell situation sedan registreringen"
        },
        "std": {
         "en": "Information about offeror's financial condition since registration [text block]"
        },
        "doc": {
         "en": "Where the offeror or person seeking admission to trading has not been established for the past three years, description of its financial condition since the date of its registration. The analysis shall include both financial and, where appropriate, non-financial Key Performance Indicators relevant to the particular business.\nThe analysis shall, where appropriate, include references to, and additional explanations of, amounts reported in the annual financial statements (when available), information regarding unusual or infrequent events or new developments, materially affecting the income from operations and indicate the extent to which income was so affected, information concerning capital resources (both short term and long term) and an explanation of the sources and amounts of and a narrative description of the cash flows.\nThis shall be assessed based on a fair review of the development and performance of the business of the offeror or person seeking admission to trading and of its position for each year and interim period for which historical financial information is available, including the causes of material changes.\nThe review shall be a balanced and comprehensive analysis of the development and performance of the business of the offeror or person seeking admission to trading and of its position, consistent with the size and complexity of the business."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading": {
       "labels": {
        "ns0": {
         "en": "B.1 Issuer different from offerror or person seeking admission to trading",
         "bg": "B.1 \u0418\u0437\u0434\u0430\u0442\u0435\u043b, \u0440\u0430\u0437\u043b\u0438\u0447\u0435\u043d \u043e\u0442 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u0435\u043b\u044f \u0438\u043b\u0438 \u043b\u0438\u0446\u0435\u0442\u043e, \u043a\u0430\u043d\u0434\u0438\u0434\u0430\u0442\u0441\u0442\u0432\u0430\u0449\u043e \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "B.1 Jin\u00fd vydavatel ne\u017e nab\u00edzej\u00edc\u00ed osoba nebo osoba usiluj\u00edc\u00ed o\u00a0p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "B.1 Anden udsteder end udbyderen eller den person, der anmoder om optagelse til handel",
         "de": "B.1 Von dem Anbieter oder der Person, die die Zulassung zum Handel beantragt, abweichender Emittent",
         "el": "B.1 \u0395\u03ba\u03b4\u03cc\u03c4\u03b7\u03c2 \u03c0\u03bf\u03c5 \u03b5\u03af\u03bd\u03b1\u03b9 \u03b4\u03b9\u03b1\u03c6\u03bf\u03c1\u03b5\u03c4\u03b9\u03ba\u03cc \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03bf \u03b1\u03c0\u03cc \u03c4\u03bf\u03bd \u03c0\u03c1\u03bf\u03c3\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1 \u03ae \u03c4\u03bf\u03bd \u03b5\u03c0\u03b9\u03b4\u03b9\u03ce\u03ba\u03bf\u03bd\u03c4\u03b1 \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "B.1 Emisor distinto del oferente o la persona que solicite la admisi\u00f3n a negociaci\u00f3n",
         "et": "B.1 Pakkujast v\u00f5i kauplemisele v\u00f5tmist taotlevast isikust erinev emitent",
         "fr": "B.1 \u00c9metteur qui diff\u00e8re de l\u2019offreur ou de la personne demandant l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "B.1 Eisitheoir nach ionann \u00e9 agus an tairgeoir n\u00f3 an duine a bhfuil ligean isteach chun tr\u00e1d\u00e1la \u00e1 iarraidh aige",
         "hr": "B.1 Izdavatelj koji nije ponuditelj ili osoba koja tra\u017ei uvr\u0161tenje za trgovanje",
         "it": "B.1 Emittente diverso dall'offerente o dalla persona che chiede l'ammissione alla negoziazione",
         "lv": "B.1 Emitents, kas nav pied\u0101v\u0101t\u0101js vai persona, kura l\u016bdz pielaidi tirdzniec\u012bbai",
         "lt": "B.1 Emitentas, kuris n\u0117ra nei si\u016blytojas, nei asmuo, pra\u0161antis \u012ftraukti \u012f prekyb\u0105",
         "hu": "B.1 Az aj\u00e1nlattev\u0151t\u0151l vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9st k\u00e9relmez\u0151 szem\u00e9lyt\u0151l elt\u00e9r\u0151 kibocs\u00e1t\u00f3",
         "mt": "B.1 Emittent differenti mill-offerent jew mill-persuna li tkun qed tfittex l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "B.1 Uitgever verschillend van aanbieder of de om toelating tot de handel verzoekende persoon",
         "pl": "B.1 Emitent nieb\u0119d\u0105cy oferuj\u0105cym lub osob\u0105 ubiegaj\u0105c\u0105 si\u0119 o\u00a0dopuszczenie do obrotu",
         "pt": "B.1 Emitente diferente do oferente ou da pessoa que solicita a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "B.1 Emitent diferit de ofertant sau de persoana care solicit\u0103 admiterea la tranzac\u021bionare",
         "sk": "B.1 Emitent, ktor\u00fd je odli\u0161n\u00fd od osoby, ktor\u00e1 pon\u00faka kryptoakt\u00edva, alebo osoby \u017eiadaj\u00facej o\u00a0prijatie na obchodovanie",
         "sl": "B.1 Izdajatelj, ki se razlikuje od ponudnika ali osebe, ki zaprosi za uvrstitev v\u00a0trgovanje",
         "fi": "B.1 Liikkeeseenlaskija on eri taho kuin tarjoaja tai kaupank\u00e4ynnin kohteeksi ottamista hakeva henkil\u00f6",
         "sv": "B.1 Utgivaren \u00e4r en annan person \u00e4n erbjudaren eller den person som ans\u00f6ker om upptagande till handel"
        },
        "doc": {
         "en": "Indication as to whether the issuer is different from the offeror or person seeking admission to trading."
        },
        "std": {
         "en": "Issuer different from offerror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:NameOfOtherTokenProject": {
       "labels": {
        "ns0": {
         "en": "D.1 Crypto-asset project name",
         "bg": "D.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "D.1 N\u00e1zev projektu t\u00fdkaj\u00edc\u00edho se kryptoaktiv",
         "da": "D.1 Kryptoaktivprojektets navn",
         "de": "D.1 Name des Kryptowert-Projekts",
         "el": "\u0394.1 \u038c\u03bd\u03bf\u03bc\u03b1 \u03c4\u03bf\u03c5 \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.1 Nombre del proyecto de criptoactivos",
         "et": "D.1 Kr\u00fcptovaraprojekti nimi",
         "fr": "D.1 Nom du projet de crypto-actif",
         "ga": "D.1 Ainm an tionscadail cripteash\u00f3cmhainn\u00ed",
         "hr": "D.1 Naziv projekta u vezi s kriptoimovinom",
         "it": "D.1 Nome del progetto di cripto-attivit\u00e0",
         "lv": "D.1 Kriptoakt\u012bvu projekta nosaukums",
         "lt": "D.1 Kriptoturto projekto pavadinimas",
         "hu": "D.1 Kriptoeszk\u00f6z-projekt neve",
         "mt": "D.1 Isem tal-pro\u0121ett tal-kriptoassi",
         "nl": "D.1 Naam cryptoactivaproject",
         "pl": "D.1 Nazwa projektu kryptoaktywa",
         "pt": "D.1 Nome do projeto de criptoativos",
         "ro": "D.1 Denumirea proiectului de criptoactive",
         "sk": "D.1 N\u00e1zov projektu kryptoakt\u00edva",
         "sl": "D.1 Ime projekta v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "D.1 Kryptovarahankkeen nimi",
         "sv": "D.1 Kryptotillg\u00e5ngsprojektets namn"
        },
        "std": {
         "en": "Name of other token project"
        },
        "doc": {
         "en": "Name of the crypto-asset project, if different from the name of the offeror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:NameOfOtherToken": {
       "labels": {
        "ns0": {
         "en": "D.2 Crypto-asset name",
         "bg": "D.2 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "D.2 N\u00e1zev kryptoaktiva",
         "da": "D.2 Kryptoaktivets navn",
         "de": "D.2 Name der Kryptowerte",
         "el": "\u0394.2 \u039f\u03bd\u03bf\u03bc\u03b1\u03c3\u03af\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.2 Nombre del criptoactivo",
         "et": "D.2 Kr\u00fcptovara nimi",
         "fr": "D.2 Nom des crypto-actifs",
         "ga": "D.2 Ainm na gcripteash\u00f3cmhainn\u00ed",
         "hr": "D.2 Naziv kriptoimovine",
         "it": "D.2 Nome della cripto-attivit\u00e0",
         "lv": "D.2 Kriptoakt\u012bvu nosaukums",
         "lt": "D.2 Kriptoturto pavadinimas",
         "hu": "D.2 Kriptoeszk\u00f6z\u00f6k neve",
         "mt": "D.2 Isem tal-kriptoassi",
         "nl": "D.2 Naam cryptoactivum",
         "pl": "D.2 Nazwa kryptoaktywa",
         "pt": "D.2 Nome dos criptoativos",
         "ro": "D.2 Denumirea criptoactivelor",
         "sk": "D.2 N\u00e1zov kryptoakt\u00edv",
         "sl": "D.2 Ime kriptosredstva",
         "fi": "D.2 Kryptovaran nimi",
         "sv": "D.2 Kryptotillg\u00e5ngens namn"
        },
        "ns1": {
         "en": "Field to be filled in only if a DTI is not provided in field F.14."
        },
        "std": {
         "en": "Name of other token"
        },
        "doc": {
         "en": "Name of the crypto-assets, if different from the name of the offeror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenProjectAbbreviation": {
       "labels": {
        "doc": {
         "en": "Abbreviation or ticker handler"
        },
        "ns0": {
         "en": "D.3 Abbreviation",
         "bg": "D.3 \u0410\u0431\u0440\u0435\u0432\u0438\u0430\u0442\u0443\u0440\u0430",
         "cs": "D.3 Zkratka",
         "da": "D.3 Forkortelse",
         "de": "D.3 K\u00fcrzel",
         "el": "\u0394.3 \u03a3\u03c5\u03bd\u03c4\u03bf\u03bc\u03bf\u03b3\u03c1\u03b1\u03c6\u03af\u03b1",
         "es": "D.3 Forma abreviada",
         "et": "D.3 L\u00fchend",
         "fr": "D.3 Abr\u00e9viation",
         "ga": "D.3 Giorr\u00fach\u00e1n",
         "hr": "D.3 Skra\u0107eni naziv",
         "it": "D.3 Forma abbreviata",
         "lv": "D.3 Sa\u012bsin\u0101jums",
         "lt": "D.3 Santrumpa",
         "hu": "D.3 R\u00f6vid\u00edt\u00e9s",
         "mt": "D.3 Abbrevjazzjoni",
         "nl": "D.3 Afkorting",
         "pl": "D.3 Skr\u00f3t",
         "pt": "D.3 Forma abreviada",
         "ro": "D.3 Abreviere",
         "sk": "D.3 Skratka",
         "sl": "D.3 Kratica",
         "fi": "D.3 Lyhenne",
         "sv": "D.3 F\u00f6rkortning"
        },
        "ns1": {
         "en": "Field to be filled in only if a DTI is not provided in field F.12."
        },
        "std": {
         "en": "Other token project abbreviation"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:DescriptionOfOtherTokenProjectExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief description of the crypto-asset project"
        },
        "ns0": {
         "en": "D.4 Crypto-asset project description",
         "bg": "D.4 \u041e\u043f\u0438\u0441\u0430\u043d\u0438\u0435 \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "D.4 Popis projektu t\u00fdkaj\u00edc\u00edho se kryptoaktiv",
         "da": "D.4 Beskrivelse af kryptoaktivprojektet",
         "de": "D.4 Beschreibung des Kryptowert-Projekts",
         "el": "\u0394.4 \u03a0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.4 Descripci\u00f3n del proyecto de criptoactivos",
         "et": "D.4 Kr\u00fcptovaraprojekti kirjeldus",
         "fr": "D.4 Description du projet de crypto-actif",
         "ga": "D.4 Tuairisc ar thionscadal na gcripteash\u00f3cmhainn\u00ed",
         "hr": "D.4 Opis projekta u vezi s kriptoimovinom",
         "it": "D.4 Descrizione del progetto di cripto-attivit\u00e0",
         "lv": "D.4 Kriptoakt\u012bvu projekta apraksts",
         "lt": "D.4 Kriptoturto projekto apra\u0161ymas",
         "hu": "D.4 A kriptoeszk\u00f6z-projekt le\u00edr\u00e1sa",
         "mt": "D.4 Deskrizzjoni dwar il-pro\u0121ett tal-kriptoassi",
         "nl": "D.4 Beschrijving cryptoactivaproject",
         "pl": "D.4 Opis projektu kryptoaktywa",
         "pt": "D.4 Descri\u00e7\u00e3o do projeto de criptoativos",
         "ro": "D.4 Descrierea proiectului de criptoactive",
         "sk": "D.4 Opis projektu kryptoakt\u00edva",
         "sl": "D.4 Opis projekta v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "D.4 Kryptovarahankkeen kuvaus",
         "sv": "D.4 Beskrivning av kryptotillg\u00e5ngsprojektet"
        },
        "std": {
         "en": "Description of other token project [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for persons involved in implementation of other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "d": "t",
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken"
      },
      "mica:NameOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Name of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Name of person "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Business address of person"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:UtilityTokenClassificationForOtherTokenProjectIndicator": {
       "labels": {
        "ns0": {
         "en": "D.6 Utility token classification",
         "bg": "D.6 \u041a\u043b\u0430\u0441\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u044f \u043d\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "D.6 Klasifikace u\u017eitn\u00e9ho tokenu",
         "da": "D.6 Utility token-klassificering",
         "de": "D.6 Utility-Token-Einstufung",
         "el": "\u0394.6 \u039a\u03b1\u03c4\u03ac\u03c4\u03b1\u03be\u03b7 \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "D.6 Clasificaci\u00f3n como ficha de consumo",
         "et": "D.6 Liigitamine kasutustokenina",
         "fr": "D.6 Classement des jetons utilitaires",
         "ga": "D.6 Comhartha\u00ed F\u00f3ntais a Aicmi\u00fa",
         "hr": "D.6 Klasifikacija korisni\u010dkog tokena",
         "it": "D.6 Classificazione degli utility token",
         "lv": "D.6 Pat\u0113ri\u0146a \u017eetona klasifik\u0101cija",
         "lt": "D.6 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 klasifikacija",
         "hu": "D.6 A felhaszn\u00e1l\u00f3i tokenek besorol\u00e1sa",
         "mt": "D.6 Klassifikazzjoni ta\u2019 Token ta\u2019 Utilit\u00e0",
         "nl": "D.6 Indeling als utility token",
         "pl": "D.6 Klasyfikacja token\u00f3w u\u017cytkowych",
         "pt": "D.6 Classifica\u00e7\u00e3o de criptoficha de consumo",
         "ro": "D.6 Clasificarea tokenurilor utilitare",
         "sk": "D.6 Klasifik\u00e1cia \u00fa\u017eitkov\u00e9ho tokenu",
         "sl": "D.6 Klasifikacija uporabni\u0161kega \u017eetona",
         "fi": "D.6 Hy\u00f6dyketokeniksi luokittelu",
         "sv": "D.6 Klassificering avseende nyttotoken"
        },
        "doc": {
         "en": "Indication as to whether the crypto-asset project concerns utility tokens"
        },
        "std": {
         "en": "Utility token classification for other token project indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfPastMilestonesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of past milestones [text block]"
        },
        "ns0": {
         "en": "Description of past milestones"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfFutureMilestonesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of future milestones [text block]"
        },
        "ns0": {
         "en": "Description of future milestones"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ResourceAllocationExplanatory": {
       "labels": {
        "ns0": {
         "en": "D.9 Resource allocation",
         "bg": "D.9 \u0420\u0430\u0437\u043f\u0440\u0435\u0434\u0435\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430",
         "cs": "D.9 P\u0159id\u011blov\u00e1n\u00ed zdroj\u016f",
         "da": "D.9 Ressourceallokering",
         "de": "D.9 Ressourcenzuweisung",
         "el": "\u0394.9 \u039a\u03b1\u03c4\u03b1\u03bd\u03bf\u03bc\u03ae \u03c0\u03cc\u03c1\u03c9\u03bd",
         "es": "D.9 Asignaci\u00f3n de los recursos",
         "et": "D.9 Vahendite eraldamine",
         "fr": "D.9 Allocation des ressources",
         "ga": "D.9 Acmhainn\u00ed a leithdh\u00e1ileadh",
         "hr": "D.9 Raspodjela resursa",
         "it": "D.9 Assegnazione delle risorse",
         "lv": "D.9 Resursu pie\u0161\u0137\u012brums",
         "lt": "D.9 I\u0161tekli\u0173 paskirstymas",
         "hu": "D.9 Forr\u00e1seloszt\u00e1s",
         "mt": "D.9 Allokazzjoni tar-ri\u017corsi",
         "nl": "D.9 Middelenallocatie",
         "pl": "D.9 Przydzia\u0142 zasob\u00f3w",
         "pt": "D.9 Afeta\u00e7\u00e3o de recursos",
         "ro": "D.9 Alocarea de resurse",
         "sk": "D.9 Pridelenie zdrojov",
         "sl": "D.9 Dodeljevanje virov",
         "fi": "D.9 Osoitetut resurssit",
         "sv": "D.9 Resurstilldelning"
        },
        "std": {
         "en": "Resource allocation [text block]"
        },
        "doc": {
         "en": "Where applicable, information about resources, including financial resources, already allocated to the project."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory": {
       "labels": {
        "ns0": {
         "en": "D.10 Planned use of collected funds or other tokens",
         "bg": "D.10 \u041f\u043b\u0430\u043d\u0438\u0440\u0430\u043d\u043e \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435 \u043d\u0430 \u0441\u044a\u0431\u0440\u0430\u043d\u0438 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430 \u0438\u043b\u0438 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "D.10 Pl\u00e1novan\u00e9 vyu\u017eit\u00ed vybran\u00fdch pen\u011b\u017en\u00edch prost\u0159edk\u016f nebo kryptoaktiv",
         "da": "D.10 Planlagt anvendelse af indsamlede kapitalmidler eller kryptoaktiver",
         "de": "D.10 Geplante Verwendung von gesammelten Geldbetr\u00e4gen oder Kryptowerten",
         "el": "\u0394.10 \u03a0\u03c1\u03bf\u03b3\u03c1\u03b1\u03bc\u03bc\u03b1\u03c4\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03c7\u03c1\u03ae\u03c3\u03b7 \u03c3\u03c5\u03bb\u03bb\u03b5\u03c7\u03b8\u03ad\u03bd\u03c4\u03c9\u03bd \u03c7\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ce\u03bd \u03c0\u03bf\u03c3\u03ce\u03bd \u03ae \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.10 Uso previsto de los fondos recaudados o los criptoactivos",
         "et": "D.10 Vastu v\u00f5etud raha v\u00f5i kr\u00fcptovara kavandatud kasutamine",
         "fr": "D.10 Utilisation pr\u00e9vue des fonds ou des crypto-actifs collect\u00e9s",
         "ga": "D.10 \u00das\u00e1id at\u00e1 beartaithe a bhaint as na Cist\u00ed n\u00f3 na Cripteash\u00f3cmhainn\u00ed at\u00e1 bailithe",
         "hr": "D.10 Planirano kori\u0161tenje prikupljenih nov\u010danih sredstava ili kriptoimovine",
         "it": "D.10 Uso previsto di fondi o cripto-attivit\u00e0 raccolti",
         "lv": "D.10 Sav\u0101kto naudas l\u012bdzek\u013cu vai kriptoakt\u012bvu pl\u0101not\u0101 izmanto\u0161ana",
         "lt": "D.10 Planuojamas surinkt\u0173 l\u0117\u0161\u0173 arba kriptoturto panaudojimas",
         "hu": "D.10 Az \u00f6sszegy\u0171jt\u00f6tt p\u00e9nz vagy kriptoeszk\u00f6z\u00f6k tervezett felhaszn\u00e1l\u00e1sa",
         "mt": "D.10 U\u017cu ppjanat tal-fondi jew il-kriptoassi mi\u0121bura",
         "nl": "D.10 Gepland gebruik van opgehaalde geldmiddelen of cryptoactiva",
         "pl": "D.10 Planowane wykorzystanie zgromadzonych \u015brodk\u00f3w pieni\u0119\u017cnych lub kryptoaktyw\u00f3w",
         "pt": "D.10 Utiliza\u00e7\u00e3o prevista de fundos ou criptoativos mobilizados",
         "ro": "D.10 Planurile de utilizare a fondurilor sau a criptoactivelor colectate",
         "sk": "D.10 Pl\u00e1novan\u00e9 pou\u017eitie z\u00edskan\u00fdch finan\u010dn\u00fdch prostriedkov alebo kryptoakt\u00edv",
         "sl": "D.10 Na\u010drtovana uporaba zbranih denarnih sredstev ali kriptosredstev",
         "fi": "D.10 Ker\u00e4ttyjen varojen tai kryptovarojen suunniteltu k\u00e4ytt\u00f6",
         "sv": "D.10 Planerad anv\u00e4ndning av insamlade medel eller kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Planned use of collected funds or other tokens [text block]"
        },
        "doc": {
         "en": "Where applicable, planned use of any funds or other crypto-assets collected."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.2 Reasons for public offer or admission to trading",
         "bg": "E.2 \u041f\u0440\u0438\u0447\u0438\u043d\u0438 \u0437\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u0438\u043b\u0438 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.2 D\u016fvody pro ve\u0159ejn\u00e9 nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "E.2 Begrundelse for udbuddet til offentligheden eller optagelsen til handel",
         "de": "E.2 Gr\u00fcnde f\u00fcr das \u00f6ffentliche Angebot oder die Zulassung zum Handel",
         "el": "E.2 \u039b\u03cc\u03b3\u03bf\u03b9 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2 \u03ae \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae\u03c2 \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "E.2 Motivos de la oferta p\u00fablica o la admisi\u00f3n a negociaci\u00f3n",
         "et": "E.2 Avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise p\u00f5hjused",
         "fr": "E.2 Motivations de l\u2019offre au public ou de l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "E.2 C\u00faiseanna leis an tairiscint phoibl\u00ed n\u00f3 leis an ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "E.2 Razlozi za javnu ponudu ili uvr\u0161tenje za trgovanje",
         "it": "E.2 Motivi dell'offerta pubblica o dell'ammissione alla negoziazione",
         "lv": "E.2 Publisk\u0101 pied\u0101v\u0101juma vai pielaides tirdzniec\u012bbai iemesli",
         "lt": "E.2 Vie\u0161o si\u016blymo arba \u012ftraukimo \u012f prekyb\u0105 prie\u017eastys",
         "hu": "E.2 A nyilv\u00e1nos kibocs\u00e1t\u00e1s vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s okai",
         "mt": "E.2 Ra\u0121unijiet g\u0127all-offerta pubblika jew l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "E.2 Redenen voor aanbieding aan het publiek of toelating tot de handel",
         "pl": "E.2 Powody zorganizowania oferty publicznej lub ubiegania si\u0119 o\u00a0dopuszczenie do obrotu",
         "pt": "E.2 Raz\u00f5es para a oferta p\u00fablica ou a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "E.2 Motivele care stau la baza ofertei publice sau a admiterii la tranzac\u021bionare",
         "sk": "E.2 D\u00f4vody verejnej ponuky alebo prijatia na obchodovanie",
         "sl": "E.2 Razlogi za javno ponudbo ali uvrstitev v\u00a0trgovanje",
         "fi": "E.2 Syyt yleis\u00f6lle tarjoamiseen tai kaupank\u00e4ynnin kohteeksi ottamiseen",
         "sv": "E.2 Sk\u00e4len f\u00f6r erbjudandet till allm\u00e4nheten eller upptagandet till handel"
        },
        "std": {
         "en": "Reasons for public offer or admission to trading [text block]"
        },
        "doc": {
         "en": "The reasons for the offer to the public or for seeking admission to trading, including what is the intended use of the funds raised with the offer."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:FundraisingTargetExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Fundraising target expressed in currency"
        },
        "ns0": {
         "en": "Target expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:MaximumSubscriptionGoalsExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Maximum subscription goal expressed in currency"
        },
        "ns0": {
         "en": "Goals expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:OversubscriptionAcceptanceIndicator": {
       "labels": {
        "ns0": {
         "en": "E.6 Oversubscription acceptance",
         "bg": "E.6 \u041f\u0440\u0438\u0435\u043c\u0430\u043d\u0435 \u043d\u0430 \u0441\u0432\u0440\u044a\u0445\u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435",
         "cs": "E.6 Akceptace \u00fapis\u016f nad c\u00edlovou hodnotu",
         "da": "E.6 Mulighed for overtegning",
         "de": "E.6 \u00dcberzeichnungsakzeptanz",
         "el": "E.6 \u0391\u03c0\u03bf\u03b4\u03bf\u03c7\u03ae \u03c5\u03c0\u03b5\u03c1\u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.6 Aceptaci\u00f3n del exceso de suscripciones",
         "et": "E.6 \u00dclem\u00e4rkimise aktsepteerimine",
         "fr": "E.6 Acceptation de sursouscriptions",
         "ga": "E.6 Glacadh le r\u00f3-shuibscr\u00edobh",
         "hr": "E.6 Prihva\u0107anje prekomjernih upisa",
         "it": "E.6 Accettazione di sottoscrizioni in eccesso",
         "lv": "E.6 Parakst\u012b\u0161an\u0101s p\u0101rsniegumu pie\u0146em\u0161ana",
         "lt": "E.6 Leidimas pasira\u0161yti vir\u0161ijant numatyt\u0105 sum\u0105",
         "hu": "E.6 T\u00faljegyz\u00e9s elfogad\u00e1sa",
         "mt": "E.6 A\u010b\u010bettazzjoni ta\u2019 sottoskrizzjoni \u017cejda",
         "nl": "E.6 Acceptatie overtekeningen",
         "pl": "E.6 Akceptowalno\u015b\u0107 nadsubskrypcji",
         "pt": "E.6 Aceita\u00e7\u00e3o de sobressubscri\u00e7\u00f5es",
         "ro": "E.6 Acceptarea suprasubscrierii",
         "sk": "E.6 Akceptovanie nadmern\u00e9ho up\u00edsania",
         "sl": "E.6 Sprejemanje prekora\u010ditev ciljnega vpisa",
         "fi": "E.6 Ylimerkinn\u00e4n hyv\u00e4ksyminen",
         "sv": "E.6 Godtagande av \u00f6verteckningar"
        },
        "doc": {
         "en": "Indication whether oversubscriptions are accepted."
        },
        "std": {
         "en": "Oversubscription acceptance indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:IssuePrice": {
       "labels": {
        "ns0": {
         "en": "E.8 Issue price",
         "bg": "E.8 \u0426\u0435\u043d\u0430 \u043f\u0440\u0438 \u0438\u0437\u0434\u0430\u0432\u0430\u043d\u0435",
         "cs": "E.8 Emisn\u00ed cena",
         "da": "E.8 Udstedelseskurs",
         "de": "E.8 Ausgabepreis",
         "el": "E.8 \u03a4\u03b9\u03bc\u03ae \u03ad\u03ba\u03b4\u03bf\u03c3\u03b7\u03c2",
         "es": "E.8 Precio de emisi\u00f3n",
         "et": "E.8 Emissioonihind",
         "fr": "E.8 Prix d\u2019\u00e9mission",
         "ga": "E.8 Praghas eisi\u00fana",
         "hr": "E.8 Cijena izdanja",
         "it": "E.8 Prezzo di emissione",
         "lv": "E.8 Emisijas cena",
         "lt": "E.8 Emisijos kaina",
         "hu": "E.8 Kibocs\u00e1t\u00e1si \u00e1r",
         "mt": "E.8 Prezz tal-\u0127ru\u0121",
         "nl": "E.8 Uitgiftekoers",
         "pl": "E.8 Cena emisyjna",
         "pt": "E.8 Pre\u00e7o de emiss\u00e3o",
         "ro": "E.8 Pre\u021bul de emisiune",
         "sk": "E.8 Emisn\u00e1 cena",
         "sl": "E.8 Cena ob izdaji",
         "fi": "E.8 Liikkeeseenlaskuhinta",
         "sv": "E.8 Utgivningskurs"
        },
        "std": {
         "en": "Issue price"
        },
        "doc": {
         "en": "The issue price of the crypto-asset being offered to the public in an official currency or any other crypto-assets."
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:AnyOtherOtherTokensDeterminingIssuePrice": {
       "labels": {
        "std": {
         "en": "Any other tokens determining issue price"
        },
        "ns0": {
         "en": "E.9 Any other tokens determining issue price"
        },
        "doc": {
         "en": "The official currency or any other crypto-assets on the basis of which the issue price of the crypto asset is being offered to the public."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SubscriptionFeeExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Subscription fee expressed in currency"
        },
        "ns0": {
         "en": "Fee expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:OfferPriceDeterminationMethodExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.11 Offer price determination method",
         "bg": "E.11 \u041c\u0435\u0442\u043e\u0434 \u0437\u0430 \u043e\u043f\u0440\u0435\u0434\u0435\u043b\u044f\u043d\u0435 \u043d\u0430 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u043d\u0430\u0442\u0430 \u0446\u0435\u043d\u0430",
         "cs": "E.11 Metoda stanoven\u00ed nab\u00eddkov\u00e9 ceny",
         "da": "E.11 Metode til fasts\u00e6ttelse af udbudskursen",
         "de": "E.11 Methode zur Bestimmung des Angebotspreises",
         "el": "E.11 \u039c\u03ad\u03b8\u03bf\u03b4\u03bf\u03c2 \u03ba\u03b1\u03b8\u03bf\u03c1\u03b9\u03c3\u03bc\u03bf\u03cd \u03c4\u03b7\u03c2 \u03c4\u03b9\u03bc\u03ae\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2",
         "es": "E.11 M\u00e9todo de determinaci\u00f3n del precio de la oferta",
         "et": "E.11 Pakkumishinna m\u00e4\u00e4ramise meetod",
         "fr": "E.11 M\u00e9thode de d\u00e9termination du prix de l\u2019offre",
         "ga": "E.11 Modh chun praghas na tairisceana a chinneadh",
         "hr": "E.11 Metoda odre\u0111ivanja cijene ponude",
         "it": "E.11 Metodo di determinazione del prezzo di offerta",
         "lv": "E.11 Pied\u0101v\u0101juma cenas noteik\u0161anas metode",
         "lt": "E.11 Si\u016blymo kainos nustatymo metodas",
         "hu": "E.11 Az aj\u00e1nlati \u00e1r meghat\u00e1roz\u00e1s\u00e1nak m\u00f3dszere",
         "mt": "E.11 Metodu ta\u2019 determinazzjoni tal-prezz tal-offerta",
         "nl": "E.11 Methode voor het bepalen van de laatkoers",
         "pl": "E.11 Metoda okre\u015blenia ceny sprzeda\u017cy",
         "pt": "E.11 M\u00e9todo de determina\u00e7\u00e3o do pre\u00e7o da oferta",
         "ro": "E.11 Metoda de stabilire a pre\u021bului de ofert\u0103",
         "sk": "E.11 Met\u00f3da ur\u010denia ponukovej ceny",
         "sl": "E.11 Metoda za dolo\u010ditev cene ponudbe",
         "fi": "E.11 Tarjoushinnan m\u00e4\u00e4ritysmenetelm\u00e4",
         "sv": "E.11 Metod f\u00f6r fastst\u00e4llande av priset p\u00e5 erbjudandet"
        },
        "doc": {
         "en": "Method in accordance with which the offer price will be determined."
        },
        "std": {
         "en": "Offer price determination method [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:TotalNumberOfOfferedOrTradedOtherTokens": {
       "labels": {
        "ns0": {
         "en": "E.12 Total number of offered or traded other tokens",
         "bg": "E.12 \u041e\u0431\u0449 \u0431\u0440\u043e\u0439 \u043d\u0430 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0435\u043d\u0438\u0442\u0435/\u0442\u044a\u0440\u0433\u0443\u0432\u0430\u043d\u0438\u0442\u0435 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "E.12 Celkov\u00fd po\u010det nab\u00edzen\u00fdch/obchodovan\u00fdch kryptoaktiv",
         "da": "E.12 Samlet antal udbudte/handlede kryptoaktiver",
         "de": "E.12 Gesamtzahl der angebotenen/gehandelten Kryptowerte",
         "el": "E.12 \u03a3\u03c5\u03bd\u03bf\u03bb\u03b9\u03ba\u03cc\u03c2 \u03b1\u03c1\u03b9\u03b8\u03bc\u03cc\u03c2 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03c3\u03b5 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac / \u03c5\u03c0\u03cc \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "E.12 N\u00famero total de criptoactivos ofertados/negociados",
         "et": "E.12 Pakutavate/kaubeldavate kr\u00fcptovarade koguarv",
         "fr": "E.12 Nombre total de crypto-actifs offerts/n\u00e9goci\u00e9s",
         "ga": "E.12 L\u00edon ioml\u00e1n na gcripteash\u00f3cmhainn\u00ed a thairgtear/a thr\u00e1d\u00e1iltear",
         "hr": "E.12 Ukupna koli\u010dina ponu\u0111ene kriptoimovine / kriptoimovine kojom se trguje",
         "it": "E.12 Numero totale di cripto-attivit\u00e0 offerte/negoziate",
         "lv": "E.12 Kop\u0113jais pied\u0101v\u0101to/tirgoto kriptoakt\u012bvu skaits",
         "lt": "E.12 Bendras si\u016blomo\u00a0/\u00a0\u012ftraukto \u012f prekyb\u0105 kriptoturto vienet\u0173 skai\u010dius",
         "hu": "E.12 A k\u00edn\u00e1lt/forgalmazott kriptoeszk\u00f6z\u00f6k teljes sz\u00e1ma",
         "mt": "E.12 G\u0127add totali ta\u2019 kriptoassi offruti/negozjati",
         "nl": "E.12 Totale aantal aangeboden/verhandelde cryptoactiva",
         "pl": "E.12 Ca\u0142kowita liczba kryptoaktyw\u00f3w b\u0119d\u0105cych przedmiotem oferty lub obrotu",
         "pt": "E.12 N\u00famero total de criptoativos em oferta p\u00fablica/admitidos \u00e0 negocia\u00e7\u00e3o",
         "ro": "E.12 Num\u0103rul total de criptoactive oferite/tranzac\u021bionate",
         "sk": "E.12 Celkov\u00fd po\u010det pon\u00fakan\u00fdch/obchodovan\u00fdch kryptoakt\u00edv",
         "sl": "E.12 Skupno \u0161tevilo kriptosredstev, ki bodo javno ponujena ali s\u00a0katerimi se trguje",
         "fi": "E.12 Tarjottujen / kaupank\u00e4ynnin kohteena olevien kryptovarojen kokonaism\u00e4\u00e4r\u00e4",
         "sv": "E.12 Totalt antal kryptotillg\u00e5ngar som erbjuds/tas upp till handel"
        },
        "std": {
         "en": "Total number of offered or traded other tokens"
        },
        "doc": {
         "en": "Where applicable, the total number of crypto-assets to be offered to the public or admitted to trading."
        }
       },
       "dt": "xbrli:integerItemType"
      },
      "mica:HolderRestrictionsExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.14 Holder restrictions",
         "bg": "E.14 \u041e\u0433\u0440\u0430\u043d\u0438\u0447\u0435\u043d\u0438\u044f \u0437\u0430 \u0434\u044a\u0440\u0436\u0430\u0442\u0435\u043b\u044f",
         "cs": "E.14 Omezen\u00ed dr\u017eitel\u016f",
         "da": "E.14 Indehaverbegr\u00e6nsninger",
         "de": "E.14 Beschr\u00e4nkungen in Bezug auf Inhaber",
         "el": "E.14 \u03a0\u03b5\u03c1\u03b9\u03bf\u03c1\u03b9\u03c3\u03bc\u03bf\u03af \u03ba\u03b1\u03c4\u03cc\u03c7\u03c9\u03bd",
         "es": "E.14 Restricciones de los titulares",
         "et": "E.14 Omaniku piirangud",
         "fr": "E.14 Restrictions concernant les d\u00e9tenteurs",
         "ga": "E.14 Srianta ar shealbh\u00f3ir\u00ed",
         "hr": "E.14 Ograni\u010denja u pogledu imatelja",
         "it": "E.14 Restrizioni riguardanti il possessore",
         "lv": "E.14 Ierobe\u017eojumi attiec\u012bb\u0101 uz tur\u0113t\u0101jiem",
         "lt": "E.14 Apribojimai tur\u0117tojams",
         "hu": "E.14 A birtokosra vonatkoz\u00f3 korl\u00e1toz\u00e1sok",
         "mt": "E.14 Restrizzjonijiet fuq id-detentur",
         "nl": "E.14 Restricties ten aanzien van houders",
         "pl": "E.14 Ograniczenia dotycz\u0105ce posiadaczy",
         "pt": "E.14 Restri\u00e7\u00f5es aos detentores",
         "ro": "E.14 Restric\u021bii referitoare la de\u021bin\u0103tori",
         "sk": "E.14 Obmedzenia, pokia\u013e ide o\u00a0dr\u017eite\u013ea",
         "sl": "E.14 Omejitve glede imetnikov",
         "fi": "E.14 Haltijoita koskevat rajoitukset",
         "sv": "E.14 Begr\u00e4nsningar n\u00e4r det g\u00e4ller innehavare"
        },
        "std": {
         "en": "Holder restrictions [text block]"
        },
        "doc": {
         "en": "Indication of any restriction as regards the type of holders for such crypto-asset."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ReimbursementNotice": {
       "labels": {
        "ns0": {
         "en": "E.15 Reimbursement notice",
         "bg": "E.15 \u0418\u0437\u0432\u0435\u0441\u0442\u0438\u0435 \u0437\u0430 \u0432\u044a\u0437\u0441\u0442\u0430\u043d\u043e\u0432\u044f\u0432\u0430\u043d\u0435",
         "cs": "E.15 Ozn\u00e1men\u00ed o\u00a0n\u00e1hrad\u011b",
         "da": "E.15 Meddelelse om tilbagebetaling",
         "de": "E.15 R\u00fcckerstattungshinweis",
         "el": "E.15 \u0391\u03bd\u03b1\u03ba\u03bf\u03af\u03bd\u03c9\u03c3\u03b7 \u03b5\u03c0\u03b9\u03c3\u03c4\u03c1\u03bf\u03c6\u03ae\u03c2",
         "es": "E.15 Aviso de reembolso",
         "et": "E.15 Tagasimaksmise teade",
         "fr": "E.15 Avis de remboursement",
         "ga": "E.15 F\u00f3gra ais\u00edoca\u00edochta",
         "hr": "E.15 Obavijest o povratu",
         "it": "E.15 Avviso di rimborso",
         "lv": "E.15 Pazi\u0146ojums par atmaksu",
         "lt": "E.15 Prane\u0161imas apie kompensacij\u0105",
         "hu": "E.15 T\u00e1j\u00e9koztat\u00e1s a visszat\u00e9r\u00edt\u00e9sr\u0151l",
         "mt": "E.15 Avvi\u017c ta\u2019 rimbor\u017c",
         "nl": "E.15 Vermelding over terugbetaling",
         "pl": "E.15 Informacja o\u00a0zwrocie",
         "pt": "E.15 Aviso de reembolso",
         "ro": "E.15 Anun\u021b de rambursare",
         "sk": "E.15 Upozornenie t\u00fdkaj\u00face sa refund\u00e1cie",
         "sl": "E.15 Obvestilo o\u00a0povra\u010dilu",
         "fi": "E.15 Ilmoitus takaisinmaksusta",
         "sv": "E.15 Meddelande om ers\u00e4ttning"
        },
        "doc": {
         "en": "Purchasers participating in the offer to the public of crypto-assets will be able to be reimbursed if the minimum target subscription goal is not reached at the end of the offer to the public, if they exercise the right to withdrawal foreseen in Article 13 of Regulation (EU) 2023/1114 or if the offer is cancelled."
        },
        "std": {
         "en": "Reimbursement notice"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:RefundMechanismExplanatory": {
       "labels": {
        "doc": {
         "en": "Detailed description of the refund mechanism."
        },
        "ns0": {
         "en": "E.16 Refund mechanism",
         "bg": "E.16 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u044a\u043c \u0437\u0430 \u0432\u044a\u0437\u0441\u0442\u0430\u043d\u043e\u0432\u044f\u0432\u0430\u043d\u0435",
         "cs": "E.16 Mechanismus n\u00e1hrad",
         "da": "E.16 Tilbagebetalingsmekanisme",
         "de": "E.16 R\u00fcckerstattungsmechanismus",
         "el": "E.16 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03cc\u03c2 \u03b5\u03c0\u03b9\u03c3\u03c4\u03c1\u03bf\u03c6\u03ae\u03c2 \u03c4\u03bf\u03c5 \u03c4\u03b9\u03bc\u03ae\u03bc\u03b1\u03c4\u03bf\u03c2",
         "es": "E.16 Mecanismo de restituci\u00f3n",
         "et": "E.16 Tagasimaksemehhanism",
         "fr": "E.16 M\u00e9canisme de remboursement",
         "ga": "E.16 S\u00e1sra ais\u00edoca\u00edochta",
         "hr": "E.16 Mehanizam povrata",
         "it": "E.16 Meccanismo di rimborso",
         "lv": "E.16 Atmaks\u0101\u0161anas meh\u0101nisms",
         "lt": "E.16 Gr\u0105\u017einimo tvarka",
         "hu": "E.16 Visszat\u00e9r\u00edt\u00e9si mechanizmus",
         "mt": "E.16 Mekkani\u017cmu ta\u2019 rifu\u017cjoni",
         "nl": "E.16 Terugbetalingsmechanisme",
         "pl": "E.16 Mechanizm zwrotu \u015brodk\u00f3w",
         "pt": "E.16 Mecanismo de reembolso",
         "ro": "E.16 Mecanism de rambursare",
         "sk": "E.16 Mechanizmus refund\u00e1cie",
         "sl": "E.16 Mehanizem vra\u010dila",
         "fi": "E.16 Takaisinmaksumekanismi",
         "sv": "E.16 \u00c5terbetalningsmekanism"
        },
        "std": {
         "en": "Refund mechanism [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:RefundTimelineExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.17 Refund timeline",
         "bg": "E.17 \u0421\u0440\u043e\u043a \u0437\u0430 \u0432\u044a\u0437\u0441\u0442\u0430\u043d\u043e\u0432\u044f\u0432\u0430\u043d\u0435",
         "cs": "E.17 Harmonogram n\u00e1hrad",
         "da": "E.17 Tidshorisont for tilbagebetaling",
         "de": "E.17 Zeitplan f\u00fcr R\u00fcckerstattung",
         "el": "E.17 \u03a7\u03c1\u03bf\u03bd\u03bf\u03b4\u03b9\u03ac\u03b3\u03c1\u03b1\u03bc\u03bc\u03b1 \u03b5\u03c0\u03b9\u03c3\u03c4\u03c1\u03bf\u03c6\u03ae\u03c2",
         "es": "E.17 Calendario de reembolso",
         "et": "E.17 Tagasimaksete ajakava",
         "fr": "E.17 Calendrier des remboursements",
         "ga": "E.17 Aml\u00edne ais\u00edoca\u00edochta",
         "hr": "E.17 Rok za povrat",
         "it": "E.17 Tempistica per il rimborso",
         "lv": "E.17 Atmaks\u0101\u0161anas grafiks",
         "lt": "E.17 Gr\u0105\u017einimo tvarkara\u0161tis",
         "hu": "E.17 A visszat\u00e9r\u00edt\u00e9s \u00fctemez\u00e9se",
         "mt": "E.17 Skeda ta\u2019 \u017cmien tar-rifu\u017cjoni",
         "nl": "E.17 Tijdlijn terugbetaling",
         "pl": "E.17 Termin zwrotu \u015brodk\u00f3w",
         "pt": "E.17 Calend\u00e1rio do reembolso",
         "ro": "E.17 Termen de rambursare",
         "sk": "E.17 Harmonogram refund\u00e1cie",
         "sl": "E.17 \u010casovni okvir povra\u010dila",
         "fi": "E.17 Takaisinmaksuaikataulu",
         "sv": "E.17 Tidsplan f\u00f6r \u00e5terbetalning"
        },
        "doc": {
         "en": "Expected timeline of when such refunds will be completed."
        },
        "std": {
         "en": "Refund timeline [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfOtherTokenProjectPhasesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of other token project phases [text block]"
        },
        "ns0": {
         "en": "E.18 Offer phases",
         "bg": "E.18 \u0424\u0430\u0437\u0438 \u043d\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435",
         "cs": "E.18 F\u00e1ze nab\u00edzen\u00ed",
         "da": "E.18 Udbudsfaser",
         "de": "E.18 Angebotsphasen",
         "el": "E.18 \u03a6\u03ac\u03c3\u03b5\u03b9\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2",
         "es": "E.18 Fases de oferta",
         "et": "E.18 Pakkumisetapid",
         "fr": "E.18 Phases de l\u2019offre",
         "ga": "E.18 C\u00e9imeanna na tairisceana",
         "hr": "E.18 Faze ponude",
         "it": "E.18 Fasi dell'offerta",
         "lv": "E.18 Pied\u0101v\u0101juma posmi",
         "lt": "E.18 Si\u016blymo etapai",
         "hu": "E.18 Aj\u00e1nlatt\u00e9teli szakaszok",
         "mt": "E.18 Fa\u017cijiet tal-offerta",
         "nl": "E.18 Stadia aanbieding",
         "pl": "E.18 Etapy oferty",
         "pt": "E.18 Fases da oferta",
         "ro": "E.18 Etapele ofertei",
         "sk": "E.18 F\u00e1zy ponuky",
         "sl": "E.18 Faze ponudbe",
         "fi": "E.18 Yleis\u00f6lle tarjoamisen vaiheet",
         "sv": "E.18 Erbjudandefaser"
        },
        "doc": {
         "en": "Information about the various phases of the offer to the public of the crypto-asset."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DisclosureOfEarlyPurchaseDiscountExplanatory": {
       "labels": {
        "std": {
         "en": "Disclosure of early purchase discount [text block]"
        },
        "ns0": {
         "en": "E.19 Early purchase discount",
         "bg": "E.19 \u041e\u0442\u0441\u0442\u044a\u043f\u043a\u0430 \u043f\u0440\u0438 \u043f\u043e-\u0440\u0430\u043d\u043d\u043e \u0437\u0430\u043a\u0443\u043f\u0443\u0432\u0430\u043d\u0435",
         "cs": "E.19 Sleva pro prvn\u00ed kupuj\u00edc\u00ed",
         "da": "E.19 Rabat ved tidligt k\u00f8b",
         "de": "E.19 Nachlass f\u00fcr Fr\u00fchk\u00e4ufe",
         "el": "E.19 \u039c\u03b5\u03b9\u03c9\u03bc\u03ad\u03bd\u03b7 \u03c4\u03b9\u03bc\u03ae \u03b3\u03b9\u03b1 \u03b1\u03b3\u03bf\u03c1\u03ac \u03c0\u03c1\u03ce\u03b9\u03bc\u03bf\u03c5 \u03c3\u03c4\u03b1\u03b4\u03af\u03bf\u03c5",
         "es": "E.19 Descuento por compra anticipada",
         "et": "E.19 Varase ostu korral kohaldatav allahindlus",
         "fr": "E.19 R\u00e9duction de prix pour achat pr\u00e9coce",
         "ga": "E.19 Lascaine luathcheannaigh",
         "hr": "E.19 Popust za ranu kupnju",
         "it": "E.19 Sconto sui primi acquisti",
         "lv": "E.19 Agr\u012bn\u0101s pirk\u0161anas atlaide",
         "lt": "E.19 I\u0161ankstinio pirkimo nuolaida",
         "hu": "E.19 El\u0151rendel\u00e9s eset\u00e9n biztos\u00edtott kedvezm\u00e9nyes v\u00e9tel\u00e1r",
         "mt": "E.19 Skont fuq ix-xiri bikri",
         "nl": "E.19 Korting vroege kopers",
         "pl": "E.19 Dyskonto w\u00a0przypadku nabycia w\u00a0przedsprzeda\u017cy",
         "pt": "E.19 Desconto nas primeiras compras",
         "ro": "E.19 Reducerea pre\u021bului la achizi\u021bionarea anticipat\u0103",
         "sk": "E.19 Zv\u00fdhodnen\u00e1 cena pri pred\u010dasnom n\u00e1kupe",
         "sl": "E.19 Diskontirana cena za zgodnji nakup",
         "fi": "E.19 Ennakko-ostajien alennus",
         "sv": "E.19 Rabatterat ink\u00f6pspris f\u00f6r tidiga k\u00f6pare"
        },
        "doc": {
         "en": "Information on discounted purchase price for early purchasers of the crypto-asset - (pre-public sales) and in the case of discounted purchase price for some purchasers, an explanation as to why the purchase prices may be different and a description of the impact on the other investors."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:TimelimitedOfferIndicator": {
       "labels": {
        "ns0": {
         "en": "E.20 Time-limited offer",
         "bg": "E.20 \u041e\u0433\u0440\u0430\u043d\u0438\u0447\u0435\u043d\u043e \u0432\u044a\u0432 \u0432\u0440\u0435\u043c\u0435\u0442\u043e \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435",
         "cs": "E.20 \u010casov\u011b omezen\u00e1 nab\u00eddka",
         "da": "E.20 Tidsbegr\u00e6nset udbud",
         "de": "E.20 Befristetes Angebot",
         "el": "E.20 \u03a7\u03c1\u03bf\u03bd\u03b9\u03ba\u03ac \u03c0\u03b5\u03c1\u03b9\u03bf\u03c1\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac",
         "es": "E.20 Oferta limitada en el tiempo",
         "et": "E.20 T\u00e4htajaline pakkumine",
         "fr": "E.20 Offre limit\u00e9e dans le temps",
         "ga": "E.20 Tairiscint lena mbaineann teorainn ama",
         "hr": "E.20 Vremenski ograni\u010dena ponuda",
         "it": "E.20 Offerta a tempo limitato",
         "lv": "E.20 Ierobe\u017eota termi\u0146a pied\u0101v\u0101jums",
         "lt": "E.20 Terminuotas vie\u0161as si\u016blymas",
         "hu": "E.20 Hat\u00e1rid\u0151h\u00f6z k\u00f6t\u00f6tt aj\u00e1nlatt\u00e9tel",
         "mt": "E.20 Offerta limitata fi\u017c-\u017cmien",
         "nl": "E.20 In de tijd beperkte aanbieding",
         "pl": "E.20 Oferta ograniczona czasowo",
         "pt": "E.20 Oferta limitada no tempo",
         "ro": "E.20 Ofert\u0103 cu durat\u0103 limitat\u0103",
         "sk": "E.20 \u010casovo obmedzen\u00e1 ponuka",
         "sl": "E.20 \u010casovno omejena ponudba",
         "fi": "E.20 M\u00e4\u00e4r\u00e4aikainen tarjoaminen",
         "sv": "E.20 Tidsbegr\u00e4nsat erbjudande"
        },
        "doc": {
         "en": "Indication whether the offer is time-limited."
        },
        "std": {
         "en": "Time-limited offer indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:SubscriptionPeriodBeginning": {
       "labels": {
        "ns0": {
         "en": "E.21 Subscription period beginning",
         "bg": "E.21 \u0421\u0440\u043e\u043a \u0437\u0430 \u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435 \u043d\u0430\u0447\u0430\u043b\u043e",
         "cs": "E.21 Za\u010d\u00e1tek upisovac\u00edho obdob\u00ed",
         "da": "E.21 Tegningsperiode \u2013 starttidspunkt",
         "de": "E.21 Zeichnungsfrist Beginn",
         "el": "E.21 \u03a0\u03b5\u03c1\u03af\u03bf\u03b4\u03bf\u03c2 \u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2 \u03ad\u03bd\u03b1\u03c1\u03be\u03b7",
         "es": "E.21 Comienzo del per\u00edodo de suscripci\u00f3n",
         "et": "E.21 M\u00e4rkimisperioodi algus",
         "fr": "E.21 D\u00e9but de la p\u00e9riode de souscription",
         "ga": "E.21 Tr\u00e9imhse suibscr\u00edbhinne dar t\u00fas",
         "hr": "E.21 Po\u010detak razdoblja upisa",
         "it": "E.21 Inizio del periodo di sottoscrizione",
         "lv": "E.21 Parakst\u012b\u0161an\u0101s laikposma s\u0101kums",
         "lt": "E.21 Pasira\u0161ymo laikotarpio prad\u017eia",
         "hu": "E.21 Jegyz\u00e9si id\u0151szak eleje",
         "mt": "E.21 Bidu tal-perjodu ta\u2019 abbonament",
         "nl": "E.21 Begin inschrijvingsperiode",
         "pl": "E.21 Pocz\u0105tek okresu subskrypcji",
         "pt": "E.21 In\u00edcio do per\u00edodo de subscri\u00e7\u00e3o",
         "ro": "E.21 \u00cenceperea perioadei de subscriere",
         "sk": "E.21 Za\u010diatok obdobia upisovania",
         "sl": "E.21 Za\u010detek obdobja vpisa",
         "fi": "E.21 Merkint\u00e4ajan alkaminen",
         "sv": "E.21 Teckningsperiodens b\u00f6rjan"
        },
        "doc": {
         "en": "For time-limited offers, the beginning of the subscription period during which the offer to the public is open."
        },
        "std": {
         "en": "Subscription period beginning"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:SubscriptionPeriodEnd": {
       "labels": {
        "ns0": {
         "en": "E.22 Subscription period end",
         "bg": "E.22 \u041a\u0440\u0430\u0439 \u043d\u0430 \u0441\u0440\u043e\u043a\u0430 \u0437\u0430\u00a0\u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435",
         "cs": "E.22 Konec upisovac\u00edho\u00a0obdob\u00ed",
         "da": "E.22 Tegningsperiode \u2013 sluttidspunkt",
         "de": "E.22 Ende der\u00a0Zeichnungsfrist",
         "el": "E.22 \u039b\u03ae\u03be\u03b7 \u03c0\u03b5\u03c1\u03b9\u03cc\u03b4\u03bf\u03c5 \u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.22 Fin del per\u00edodo de suscripci\u00f3n",
         "et": "E.22 M\u00e4rkimisperioodi\u00a0l\u00f5pp",
         "fr": "E.22 Fin de la p\u00e9riode de souscription",
         "ga": "E.22 Deireadh\u00a0na tr\u00e9imhse suibscr\u00edbhinne",
         "hr": "E.22 Zavr\u0161etak razdoblja upisa",
         "it": "E.22 Fine del periodo di sottoscrizione",
         "lv": "E.22 Parakst\u012b\u0161an\u0101s laikposma beigas",
         "lt": "E.22 Pasira\u0161ymo laikotarpio\u00a0pabaiga",
         "hu": "E.22 A jegyz\u00e9si id\u0151szak\u00a0v\u00e9ge",
         "mt": "E.22 Tmiem il-perjodu ta\u2019 abbonament",
         "nl": "E.22 Einde inschrijvingsperiode",
         "pl": "E.22 Koniec okresu subskrypcji",
         "pt": "E.22 Fim do per\u00edodo de subscri\u00e7\u00e3o",
         "ro": "E.22 \u00cencheierea perioadei de subscriere",
         "sk": "E.22 Koniec obdobia upisovania",
         "sl": "E.22 Konec obdobja vpisa",
         "fi": "E.22 Merkint\u00e4ajan p\u00e4\u00e4ttyminen",
         "sv": "E.22 Teckningsperiodens\u00a0slut"
        },
        "doc": {
         "en": "For time-limited offers, the end of the subscription period during which the offer to the public is open."
        },
        "std": {
         "en": "Subscription period end"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.23 Safeguarding arrangements for offered funds or other tokens",
         "bg": "E.23 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0438 \u0437\u0430 \u0437\u0430\u0449\u0438\u0442\u0430 \u0437\u0430 \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0438 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430/\u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "E.23 Ochrann\u00e1 opat\u0159en\u00ed pro nab\u00edzen\u00e9 pen\u011b\u017en\u00ed prost\u0159edky / kryptoaktiva",
         "da": "E.23 Beskyttelsesordninger for udbudte kapitalmidler/kryptoaktiver",
         "de": "E.23 Vorkehrungen f\u00fcr die sichere Aufbewahrung der angebotenen Geldbetr\u00e4ge/Kryptowerte",
         "el": "E.23 \u03a1\u03c5\u03b8\u03bc\u03af\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03c4\u03b7 \u03b4\u03b9\u03b1\u03c3\u03c6\u03ac\u03bb\u03b9\u03c3\u03b7 \u03c0\u03c1\u03bf\u03c3\u03c6\u03b5\u03c1\u03cc\u03bc\u03b5\u03bd\u03c9\u03bd \u03c7\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ce\u03bd \u03c0\u03bf\u03c3\u03ce\u03bd / \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "E.23 Mecanismos de salvaguardia para los fondos/criptoactivos ofertados",
         "et": "E.23 Pakutavate rahaliste vahendite\u00a0/ kr\u00fcptovara kaitsmise kord",
         "fr": "E.23 Dispositifs de protection des fonds/crypto-actifs offerts",
         "ga": "E.23 Socruithe coimirce le haghaidh cist\u00ed/cripteash\u00f3cmhainn\u00ed a thairgtear",
         "hr": "E.23 Mehanizmi za za\u0161titu ponu\u0111enih nov\u010danih sredstava / kriptoimovine",
         "it": "E.23 Disposizioni di salvaguardia per i fondi/le cripto-attivit\u00e0 oggetto di offerta",
         "lv": "E.23 Aizsardz\u012bbas pas\u0101kumi attiec\u012bb\u0101 uz pied\u0101v\u0101tajiem naudas l\u012bdzek\u013ciem/kriptoakt\u012bviem",
         "lt": "E.23 Si\u016blom\u0173 l\u0117\u0161\u0173\u00a0/\u00a0kriptoturto apsaugos priemon\u0117s",
         "hu": "E.23 Az aj\u00e1nlatt\u00e9tel keret\u00e9ben k\u00edn\u00e1lt p\u00e9nzre/kriptoeszk\u00f6z\u00f6kre vonatkoz\u00f3 v\u00e9delmi int\u00e9zked\u00e9sek",
         "mt": "E.23 Arran\u0121amenti ta\u2019 salvagwardja g\u0127all-fondi/kriptoassi offruti",
         "nl": "E.23 Regelingen om aangeboden geldmiddelen/cryptoactiva veilig te stellen",
         "pl": "E.23 Rozwi\u0105zania s\u0142u\u017c\u0105ce zabezpieczeniu oferowanych \u015brodk\u00f3w pieni\u0119\u017cnych/kryptoaktyw\u00f3w",
         "pt": "E.23 Mecanismos de salvaguarda dos fundos/criptoativos em oferta p\u00fablica",
         "ro": "E.23 Mecanisme de protec\u021bie pentru fondurile/criptoactivele oferite",
         "sk": "E.23 Ochrann\u00e9 opatrenia pre pon\u00fakan\u00e9 finan\u010dn\u00e9 prostriedky/kryptoakt\u00edva",
         "sl": "E.23 Ureditve za za\u0161\u010dito ponujenih denarnih sredstev/kriptosredstev",
         "fi": "E.23 Tarjottujen varojen/kryptovarojen suojaamisj\u00e4rjestelyt",
         "sv": "E.23 Skyddsarrangemang f\u00f6r erbjudna medel/kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Safeguarding arrangements for offered funds or other tokens [text block]"
        },
        "doc": {
         "en": "The arrangements to safeguard funds or other crypto-assets as referred to in Article 10 of Regulation (EU) 2023/1114 during the time-limited offer to the public or during the withdrawal period."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:PaymentMethodsForOtherTokenPurchaseExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.24 Payment methods for other token purchase",
         "bg": "E.24 \u041c\u0435\u0442\u043e\u0434\u0438 \u043d\u0430 \u043f\u043b\u0430\u0449\u0430\u043d\u0435 \u0437\u0430 \u0437\u0430\u043a\u0443\u043f\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "E.24 Platebn\u00ed metody pro n\u00e1kup kryptoaktiv",
         "da": "E.24 Betalingsmetoder til k\u00f8b af kryptoaktiver",
         "de": "E.24 Zahlungsmethoden f\u00fcr den Kauf von Kryptowerten",
         "el": "E.24 \u039c\u03ad\u03b8\u03bf\u03b4\u03bf\u03b9 \u03c0\u03bb\u03b7\u03c1\u03c9\u03bc\u03ae\u03c2 \u03b3\u03b9\u03b1 \u03c4\u03b7\u03bd \u03b1\u03b3\u03bf\u03c1\u03ac \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "E.24 M\u00e9todos de pago para la compra de criptoactivos",
         "et": "E.24 Kr\u00fcptovara ostu eest maksmise viisid",
         "fr": "E.24 M\u00e9thodes de paiement pour l\u2019achat de crypto-actifs",
         "ga": "E.24 Modhanna \u00edoca\u00edochta chun cripteash\u00f3cmhainn\u00ed a cheannach",
         "hr": "E.24 Metode pla\u0107anja za kupnju kriptoimovine",
         "it": "E.24 Metodi di pagamento per l'acquisto di cripto-attivit\u00e0",
         "lv": "E.24 Maks\u0101\u0161anas metodes kriptoakt\u012bvu ieg\u0101dei",
         "lt": "E.24 Mok\u0117jimo u\u017e \u012fsigyjam\u0105 kriptoturt\u0105 b\u016bdai",
         "hu": "E.24 A kriptoeszk\u00f6z-v\u00e1s\u00e1rl\u00e1s fizet\u00e9si m\u00f3djai",
         "mt": "E.24 Metodi ta\u2019 pagament g\u0127ax-xiri tal-kriptoassi",
         "nl": "E.24 Betaalmethoden aankoop cryptoactiva",
         "pl": "E.24 Metody p\u0142atno\u015bci za nabycie kryptoaktyw\u00f3w",
         "pt": "E.24 M\u00e9todos de pagamento para a compra de criptoativos",
         "ro": "E.24 Metode de plat\u0103 utilizate pentru achizi\u021bionarea criptoactivelor",
         "sk": "E.24 Platobn\u00e9 met\u00f3dy pri k\u00fape kryptoakt\u00edva",
         "sl": "E.24 Na\u010dini pla\u010dila za nakup kriptosredstev",
         "fi": "E.24 Kryptovarojen ostojen maksutavat",
         "sv": "E.24 Betalningsmetoder f\u00f6r att k\u00f6pa kryptotillg\u00e5ngar"
        },
        "doc": {
         "en": "Methods of payment to purchase the crypto-assets."
        },
        "std": {
         "en": "Payment methods for other token purchase [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ValueTransferMethodsForReimbursementExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.25 Value transfer methods for reimbursement",
         "bg": "E.25 \u041c\u0435\u0442\u043e\u0434\u0438 \u043d\u0430 \u043f\u0440\u0435\u0445\u0432\u044a\u0440\u043b\u044f\u043d\u0435 \u043d\u0430 \u0441\u0442\u043e\u0439\u043d\u043e\u0441\u0442\u0442\u0430 \u0437\u0430 \u0432\u044a\u0437\u0441\u0442\u0430\u043d\u043e\u0432\u044f\u0432\u0430\u043d\u0435",
         "cs": "E.25 Metody p\u0159evodu hodnoty pro \u00fa\u010dely n\u00e1hrady",
         "da": "E.25 V\u00e6rdioverf\u00f8rselsmetoder med henblik p\u00e5 tilbagebetaling",
         "de": "E.25 Methoden der \u00dcbermittlung des Werts bei einer R\u00fcckerstattung",
         "el": "E.25 \u039c\u03ad\u03b8\u03bf\u03b4\u03bf\u03b9 \u03bc\u03b5\u03c4\u03b1\u03b2\u03af\u03b2\u03b1\u03c3\u03b7\u03c2 \u03c4\u03b7\u03c2 \u03b1\u03be\u03af\u03b1\u03c2 \u03c3\u03b5 \u03c0\u03b5\u03c1\u03af\u03c0\u03c4\u03c9\u03c3\u03b7 \u03b5\u03c0\u03b9\u03c3\u03c4\u03c1\u03bf\u03c6\u03ae\u03c2",
         "es": "E.25 M\u00e9todos de transferencia del valor para el reembolso",
         "et": "E.25 V\u00e4\u00e4rtuse \u00fclekandmise meetodid tagasimaksmisel",
         "fr": "E.25 Modalit\u00e9s de transfert de la valeur aux fins du remboursement",
         "ga": "E.25 Modhanna chun an luach a aistri\u00fa i gc\u00e1s ais\u00edoca\u00edochta",
         "hr": "E.25 Metode prijenosa vrijednosti za potrebe povrata",
         "it": "E.25 Metodi di trasferimento del valore per il rimborso",
         "lv": "E.25 V\u0113rt\u012bbas p\u0101rveduma metodes atmaks\u0101\u0161anai",
         "lt": "E.25 Vert\u0117s perleidimo b\u016bdai gr\u0105\u017einimo atveju",
         "hu": "E.25 A visszat\u00e9r\u00edt\u00e9shez haszn\u00e1lhat\u00f3 \u00e9rt\u00e9k-visszautal\u00e1si m\u00f3dszerek",
         "mt": "E.25 Metodi ta\u2019 trasferiment tal-valur g\u0127ar-rimbor\u017c",
         "nl": "E.25 Methoden waardeoverdracht bij terugbetaling",
         "pl": "E.25 Metody przekazywania warto\u015bci w\u00a0przypadku zwrotu",
         "pt": "E.25 M\u00e9todos de transfer\u00eancia de valor para reembolso",
         "ro": "E.25 Metode de transferare a valorii pentru rambursare",
         "sk": "E.25 Sp\u00f4soby prevodu hodnoty pri refund\u00e1cii",
         "sl": "E.25 Na\u010dini prenosa vrednosti pri povra\u010dilu",
         "fi": "E.25 Varojen siirtomenetelm\u00e4t takaisinmaksuissa",
         "sv": "E.25 V\u00e4rde\u00f6verf\u00f6ringsmetoder vid ers\u00e4ttning"
        },
        "doc": {
         "en": "Methods of transfer of the value to the purchasers when they are entitled to be reimbursed."
        },
        "std": {
         "en": "Value transfer methods for reimbursement [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:RighOfWithdrawalExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.26 Right of withdrawal",
         "bg": "E.26 \u041f\u0440\u0430\u0432\u043e \u043d\u0430 \u043e\u0442\u0442\u0435\u0433\u043b\u044f\u043d\u0435",
         "cs": "E.26 Pr\u00e1vo na odstoupen\u00ed od smlouvy",
         "da": "E.26 Fortrydelsesret",
         "de": "E.26 Widerrufsrecht",
         "el": "E.26 \u0394\u03b9\u03ba\u03b1\u03af\u03c9\u03bc\u03b1 \u03c5\u03c0\u03b1\u03bd\u03b1\u03c7\u03ce\u03c1\u03b7\u03c3\u03b7\u03c2",
         "es": "E.26 Derecho de desistimiento",
         "et": "E.26 Taganemis\u00f5igus",
         "fr": "E.26 Droit de r\u00e9tractation",
         "ga": "E.26 Ceart chun tarraingt siar",
         "hr": "E.26 Pravo na odustajanje",
         "it": "E.26 Diritto di recesso",
         "lv": "E.26 Atteikuma ties\u012bbas",
         "lt": "E.26 Atsisakymo teis\u0117",
         "hu": "E.26 El\u00e1ll\u00e1si jog",
         "mt": "E.26 Dritt ta\u2019 rtirar",
         "nl": "E.26 Herroepingsrecht",
         "pl": "E.26 Prawo do odst\u0105pienia",
         "pt": "E.26 Direito de retrata\u00e7\u00e3o",
         "ro": "E.26 Dreptul de retragere",
         "sk": "E.26 Pr\u00e1vo na odst\u00fapenie od zmluvy",
         "sl": "E.26 Pravica do odstopa od pogodbe",
         "fi": "E.26 Peruuttamisoikeus",
         "sv": "E.26 \u00c5ngerr\u00e4tt"
        },
        "doc": {
         "en": "In the case of offers to the public, information on the right of withdrawal as referred to in Article 13 of Regulation (EU) 2023/1114."
        },
        "std": {
         "en": "Right of withdrawal [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:TransferOfPurchasedOtherTokensExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.27 Transfer of purchased other tokens",
         "bg": "E.27 \u041f\u0440\u0435\u0445\u0432\u044a\u0440\u043b\u044f\u043d\u0435 \u043d\u0430 \u0437\u0430\u043a\u0443\u043f\u0435\u043d\u0438 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "E.27 P\u0159evod zakoupen\u00fdch kryptoaktiv",
         "da": "E.27 Overf\u00f8rsel af k\u00f8bte kryptoaktiver",
         "de": "E.27 \u00dcbertragung erworbener Kryptowerte",
         "el": "E.27 \u039c\u03b5\u03c4\u03b1\u03b2\u03af\u03b2\u03b1\u03c3\u03b7 \u03b1\u03b3\u03bf\u03c1\u03b1\u03c3\u03b8\u03ad\u03bd\u03c4\u03c9\u03bd \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "E.27 Transferencia de los criptoactivos adquiridos",
         "et": "E.27 Ostetud kr\u00fcptovara \u00fclekandmine",
         "fr": "E.27 Transfert des crypto-actifs achet\u00e9s",
         "ga": "E.27 Cripteash\u00f3cmhainn\u00ed ceannaithe a aistri\u00fa",
         "hr": "E.27 Prijenos kupljene kriptoimovine",
         "it": "E.27 Trasferimento di cripto-attivit\u00e0 acquistate",
         "lv": "E.27 Nopirkto kriptoakt\u012bvu p\u0101rvedums",
         "lt": "E.27 \u012esigyto kriptoturto perleidimas",
         "hu": "E.27 A megv\u00e1s\u00e1rolt kriptoeszk\u00f6z\u00f6k \u00e1tad\u00e1sa",
         "mt": "E.27 Trasferiment ta\u2019 kriptoassi mixtrija",
         "nl": "E.27 Overdracht aangekochte cryptoactiva",
         "pl": "E.27 Przekazanie nabytych kryptoaktyw\u00f3w",
         "pt": "E.27 Transfer\u00eancia de criptoativos comprados",
         "ro": "E.27 Transferul criptoactivelor achizi\u021bionate",
         "sk": "E.27 Prevod k\u00fapen\u00fdch kryptoakt\u00edv",
         "sl": "E.27 Prenos kupljenih kriptosredstev",
         "fi": "E.27 Ostettujen kryptovarojen siirto",
         "sv": "E.27 \u00d6verf\u00f6ring av k\u00f6pta kryptotillg\u00e5ngar"
        },
        "doc": {
         "en": "Manner of transferring purchased crypto-assets to the holders."
        },
        "std": {
         "en": "Transfer of purchased other tokens [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:TransferTimeSchedule": {
       "labels": {
        "ns0": {
         "en": "E.28 Transfer time schedule",
         "bg": "E.28 \u0421\u0440\u043e\u043a \u0437\u0430 \u043f\u0440\u0435\u0445\u0432\u044a\u0440\u043b\u044f\u043d\u0435",
         "cs": "E.28 Harmonogram p\u0159evodu",
         "da": "E.28 Tidsplan for overf\u00f8rsel",
         "de": "E.28 Zeitplan f\u00fcr die \u00dcbertragung",
         "el": "E.28 \u03a7\u03c1\u03bf\u03bd\u03bf\u03b4\u03b9\u03ac\u03b3\u03c1\u03b1\u03bc\u03bc\u03b1 \u03bc\u03b5\u03c4\u03b1\u03b2\u03af\u03b2\u03b1\u03c3\u03b7\u03c2",
         "es": "E.28 Calendario de transferencia",
         "et": "E.28 \u00dcleandmise ajakava",
         "fr": "E.28 Calendrier du transfert",
         "ga": "E.28 Sceideal ama an aistrithe",
         "hr": "E.28 Vremenski raspored prijenosa",
         "it": "E.28 Tempi di trasferimento",
         "lv": "E.28 P\u0101rve\u0161anas grafiks",
         "lt": "E.28 Perleidimo tvarkara\u0161tis",
         "hu": "E.28 Az \u00e1tad\u00e1si id\u0151 \u00fctemez\u00e9se",
         "mt": "E.28 Skeda ta\u017c-\u017cmien tat-trasferiment",
         "nl": "E.28 Tijdschema overdracht",
         "pl": "E.28 Harmonogram przekazania",
         "pt": "E.28 Calend\u00e1rio da transfer\u00eancia",
         "ro": "E.28 Calendarul transferului",
         "sk": "E.28 Harmonogram prevodu",
         "sl": "E.28 \u010casovni razpored prenosa",
         "fi": "E.28 Siirt\u00e4misen aikataulu",
         "sv": "E.28 Tidsplan f\u00f6r \u00f6verf\u00f6ring"
        },
        "doc": {
         "en": "Time schedule of transferring purchased crypto-assets to the holders."
        },
        "std": {
         "en": "Transfer time schedule"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:PurchasersTechnicalRequirementsExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.29 Purchaser's technical requirements",
         "bg": "E.29 \u0422\u0435\u0445\u043d\u0438\u0447\u0435\u0441\u043a\u0438 \u0438\u0437\u0438\u0441\u043a\u0432\u0430\u043d\u0438\u044f \u043a\u044a\u043c \u043a\u0443\u043f\u0443\u0432\u0430\u0447\u0430",
         "cs": "E.29 Technick\u00e9 po\u017eadavky na kupuj\u00edc\u00edho",
         "da": "E.29 Tekniske krav til k\u00f8beren",
         "de": "E.29 An den K\u00e4ufer gestellte technische Anforderungen",
         "el": "E.29 \u03a4\u03b5\u03c7\u03bd\u03b9\u03ba\u03ad\u03c2 \u03b1\u03c0\u03b1\u03b9\u03c4\u03ae\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03c4\u03bf\u03bd \u03b1\u03b3\u03bf\u03c1\u03b1\u03c3\u03c4\u03ae",
         "es": "E.29 Requisitos t\u00e9cnicos del comprador",
         "et": "E.29 Ostja tehnilised n\u00f5uded",
         "fr": "E.29 Exigences techniques applicables \u00e0 l\u2019acqu\u00e9reur",
         "ga": "E.29 Ceanglais theicni\u00fala an cheannaitheora",
         "hr": "E.29 Tehni\u010dki zahtjevi za kupce",
         "it": "E.29 Requisiti tecnici dell'acquirente",
         "lv": "E.29 Tehnisk\u0101s pras\u012bbas attiec\u012bb\u0101 uz pirc\u0113jiem",
         "lt": "E.29 Pirk\u0117jui taikomi techniniai reikalavimai",
         "hu": "E.29 A vev\u0151 \u00e1ltal teljes\u00edtend\u0151 m\u0171szaki k\u00f6vetelm\u00e9nyek",
         "mt": "E.29 Rekwi\u017citi tekni\u010bi tax-xerrej",
         "nl": "E.29 Technische vereisten koper",
         "pl": "E.29 Wymogi techniczne dotycz\u0105ce nabywcy",
         "pt": "E.29 Requisitos t\u00e9cnicos do comprador",
         "ro": "E.29 Cerin\u021bele tehnice ale cump\u0103r\u0103torului",
         "sk": "E.29 Technick\u00e9 po\u017eiadavky t\u00fdkaj\u00face sa kupuj\u00faceho",
         "sl": "E.29 Tehni\u010dne zahteve za kupca",
         "fi": "E.29 Ostajan tekniset vaatimukset",
         "sv": "E.29 Tekniska krav p\u00e5 k\u00f6paren"
        },
        "doc": {
         "en": "Information about technical requirements that the purchaser is required to fulfil to hold the crypto-assets."
        },
        "std": {
         "en": "Purchaser's technical requirements [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NameOfOtherTokenServiceProvider": {
       "labels": {
        "ns0": {
         "en": "E.30 Other token service provider (CASP) name",
         "bg": "E.30 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u0434\u043e\u0441\u0442\u0430\u0432\u0447\u0438\u043a\u0430 \u043d\u0430 \u0443\u0441\u043b\u0443\u0433\u0438 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438 (\u0414\u0423\u041a)",
         "cs": "E.30 N\u00e1zev poskytovatele slu\u017eeb souvisej\u00edc\u00edch s\u00a0kryptoaktivy (CASP)",
         "da": "E.30 Navn p\u00e5 udbyderen af kryptoaktivtjenester (CASP'en)",
         "de": "E.30 Name des Anbieters von Kryptowerte-Dienstleistungen",
         "el": "E.30 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1 \u03c0\u03b1\u03c1\u03cc\u03c7\u03bf\u03c5 \u03c5\u03c0\u03b7\u03c1\u03b5\u03c3\u03b9\u03ce\u03bd \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd (CASP)",
         "es": "E.30 Nombre del proveedor de servicios de criptoactivos",
         "et": "E.30 Kr\u00fcptovarateenuse osutaja nimi",
         "fr": "E.30 Nom du prestataire de services sur crypto-actifs",
         "ga": "E.30 Ainm an tsol\u00e1thra\u00ed seirbh\u00eds\u00ed cripteash\u00f3cmhainn\u00ed",
         "hr": "E.30 Naziv pru\u017eatelja usluga povezanih s kriptoimovinom",
         "it": "E.30 Nome del prestatore di servizi per le cripto-attivit\u00e0",
         "lv": "E.30 Kriptoakt\u012bvu pakalpojumu sniedz\u0113ja (KPS) nosaukums",
         "lt": "E.30 Kriptoturto paslaug\u0173 teik\u0117jo pavadinimas",
         "hu": "E.30 A kriptoeszk\u00f6z-szolg\u00e1ltat\u00f3 azonos\u00edt\u00f3ja",
         "mt": "E.30 Isem il-fornitur ta\u2019 servizzi tal-kriptoassi (CASP)",
         "nl": "E.30 Naam aanbieder van cryptoactivadiensten (CASP)",
         "pl": "E.30 Nazwa dostawcy us\u0142ug w\u00a0zakresie kryptoaktyw\u00f3w",
         "pt": "E.30 Nome do prestador de servi\u00e7os de criptoativos",
         "ro": "E.30 Denumirea furnizorului de servicii de criptoactive (CASP)",
         "sk": "E.30 N\u00e1zov poskytovate\u013ea slu\u017eieb kryptoakt\u00edv",
         "sl": "E.30 Ime ponudnika storitev v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "E.30 Kryptovarapalvelun tarjoajan nimi",
         "sv": "E.30 Namn p\u00e5 leverant\u00f6r av kryptotillg\u00e5ngstj\u00e4nster"
        },
        "std": {
         "en": "Name of other token service provider"
        },
        "doc": {
         "en": "Where applicable, the name of the crypto-asset service provider (CASP) in charge of the placing of crypto-assets."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenServiceProviderIdentifier": {
       "labels": {
        "std": {
         "en": "Other token service provider identifier"
        },
        "ns0": {
         "en": "E.31 CASP identifier",
         "bg": "E.31 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u0414\u0423\u041a",
         "cs": "E.31 Identifik\u00e1tor CASP",
         "da": "E.31 CASP-identifikator",
         "de": "E.31 CASP-Kennung",
         "el": "E.31 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 CASP",
         "es": "E.31 Identificador del proveedor de servicios de criptoactivos",
         "et": "E.31 Kr\u00fcptovarateenuse osutaja tunnus",
         "fr": "E.31 Identifiant du prestataire de services sur crypto-actifs",
         "ga": "E.31 Aitheant\u00f3ir CASP",
         "hr": "E.31 Identifikacijska oznaka pru\u017eatelja usluga povezanih s kriptoimovinom",
         "it": "E.31 Identificativo del prestatore di servizi per le cripto-attivit\u00e0",
         "lv": "E.31 KPS identifikators",
         "lt": "E.31 Kriptoturto paslaug\u0173 teik\u0117jo identifikatorius",
         "hu": "E.31 A kriptoeszk\u00f6z-szolg\u00e1ltat\u00f3 azonos\u00edt\u00f3ja",
         "mt": "E.31 Identifikatur tas-CASP",
         "nl": "E.31 Identificatiecode CASP",
         "pl": "E.31 Identyfikator dostawcy us\u0142ug w\u00a0zakresie kryptoaktyw\u00f3w",
         "pt": "E.31 Identificador do prestador de servi\u00e7os de criptoativos",
         "ro": "E.31 Identificatorul furnizorului de servicii de criptoactive",
         "sk": "E.31 Identifik\u00e1tor poskytovate\u013ea slu\u017eieb kryptoakt\u00edv",
         "sl": "E.31 Identifikator ponudnika storitev v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "E.31 Kryptovarapalvelun tarjoajan tunnus",
         "sv": "E.31 Identifieringskod f\u00f6r leverant\u00f6r av kryptotillg\u00e5ngstj\u00e4nster"
        },
        "doc": {
         "en": "Where available, the legal entity identifier of the crypto-asset service provider in charge of the placing of crypto-assets."
        }
       },
       "dt": "lei:leiItemType"
      },
      "mica:TradingPlatformsName": {
       "labels": {
        "ns0": {
         "en": "E.33 Trading platforms name",
         "bg": "E.33 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043f\u043b\u0430\u0442\u0444\u043e\u0440\u043c\u0438\u0442\u0435 \u0437\u0430\u00a0\u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.33 N\u00e1zev obchodn\u00edch\u00a0platforem",
         "da": "E.33 Navn p\u00e5 handelsplatforme",
         "de": "E.33 Name der\u00a0Handelsplattformen",
         "el": "E.33 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1 \u03c0\u03bb\u03b1\u03c4\u03c6\u03bf\u03c1\u03bc\u03ce\u03bd \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7\u03c2",
         "es": "E.33 Nombre de las plataformas de negociaci\u00f3n",
         "et": "E.33 Kauplemisplatvormi\u00a0nimi",
         "fr": "E.33 Nom des plates-formes de n\u00e9gociation",
         "ga": "E.33 Ainm\u00a0na n-ard\u00e1n tr\u00e1d\u00e1la",
         "hr": "E.33 Naziv platformi za trgovanje",
         "it": "E.33 Denominazione delle piattaforme di negoziazione",
         "lv": "E.33 Tirdzniec\u012bbas platformu nosaukumi",
         "lt": "E.33 Prekybos platform\u0173 pavadinimai",
         "hu": "E.33 A keresked\u00e9si platformok\u00a0neve",
         "mt": "E.33 Isem il-pjattaformi ta\u2019 negozjar",
         "nl": "E.33 Naam handelsplatform",
         "pl": "E.33 Nazwy platform obrotu",
         "pt": "E.33 Nome das plataformas de negocia\u00e7\u00e3o",
         "ro": "E.33 Denumirea platformelor de tranzac\u021bionare",
         "sk": "E.33 N\u00e1zvy obchodn\u00fdch platforiem",
         "sl": "E.33 Ime platforme za trgovanje",
         "fi": "E.33 Kaupank\u00e4yntialustan nimi",
         "sv": "E.33 Namn p\u00e5\u00a0handelsplattformar"
        },
        "std": {
         "en": "Trading platforms name"
        },
        "doc": {
         "en": "Where applicable, the name of the trading platforms for crypto-assets where admission to trading is sought."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:TradingPlatformsIdentifierCode": {
       "labels": {
        "ns0": {
         "en": "E.34 Trading platforms market identifier code (MIC)",
         "bg": "E.34 \u041f\u043b\u0430\u0442\u0444\u043e\u0440\u043c\u0438 \u0437\u0430 \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u043f\u0430\u0437\u0430\u0440\u0430 (MIC)",
         "cs": "E.34 Obchodn\u00ed platformy Identifika\u010dn\u00ed k\u00f3d trhu (MIC)",
         "da": "E.34 Handelsplatforme Markedsidentifikatorkode (MIC)",
         "de": "E.34 Handelsplattformen Marktidentifikationscode (MIC)",
         "el": "E.34 \u03a0\u03bb\u03b1\u03c4\u03c6\u03cc\u03c1\u03bc\u03b5\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7\u03c2 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03b1\u03b3\u03bf\u03c1\u03ac\u03c2 (MIC)",
         "es": "E.34 Plataformas de negociaci\u00f3n C\u00f3digo de identificaci\u00f3n del mercado (MIC)",
         "et": "E.34 Kauplemisplatvormid Turu tunnuskood (MIC)",
         "fr": "E.34 Plates-formes de n\u00e9gociation Code d\u2019identification de march\u00e9 (MIC)",
         "ga": "E.34 Ard\u00e1in tr\u00e1d\u00e1la C\u00f3d aitheantais margaidh (MIC)",
         "hr": "E.34 Platforme za trgovanje Identifikacijska oznaka tr\u017ei\u0161ta (MIC)",
         "it": "E.34 Piattaforma di negoziazione Codice identificativo del mercato (MIC)",
         "lv": "E.34 Tirdzniec\u012bbas platformas Tirgus identifik\u0101cijas kods (MIC)",
         "lt": "E.34 Prekybos platformos Rinkos identifikavimo kodas (MIC)",
         "hu": "E.34 Keresked\u00e9si platformok Piacazonos\u00edt\u00f3 k\u00f3d (MIC)",
         "mt": "E.34 Pjattaformi ta\u2019 negozjar Kodi\u010bi ta\u2019 identifikazzjoni tas-suq (MIC, market identifier code)",
         "nl": "E.34 Handelsplatformen Marktidentificatiecode (MIC)",
         "pl": "E.34 Platformy obrotu Kod identyfikacyjny rynku (MIC)",
         "pt": "E.34 Plataformas de negocia\u00e7\u00e3o C\u00f3digo identificador do mercado (MIC)",
         "ro": "E.34 Platforme de tranzac\u021bionare Cod pentru identificarea pie\u021belor (MIC)",
         "sk": "E.34 Obchodn\u00e9 platformy Identifika\u010dn\u00fd k\u00f3d trhu (MIC)",
         "sl": "E.34 Platforme za trgovanje Oznaka identifikatorja trga (MIC)",
         "fi": "E.34 Kaupank\u00e4yntialustat Kaupank\u00e4yntipaikan koodi (MIC-koodi)",
         "sv": "E.34 Handelsplattformar MIC-kod"
        },
        "doc": {
         "en": "Segment MIC for the trading platform where the admission to trading of the crypto-assets is sought."
        },
        "std": {
         "en": "Trading platforms identifier code"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:TradingPlatformsAccessExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.35 Trading platforms access",
         "bg": "E.35 \u0414\u043e\u0441\u0442\u044a\u043f \u0434\u043e \u043f\u043b\u0430\u0442\u0444\u043e\u0440\u043c\u0438\u0442\u0435 \u0437\u0430 \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.35 P\u0159\u00edstup k\u00a0obchodn\u00edm platform\u00e1m",
         "da": "E.35 Adgang til handelsplatforme",
         "de": "E.35 Zugang zu Handelsplattformen",
         "el": "E.35 \u03a0\u03c1\u03cc\u03c3\u03b2\u03b1\u03c3\u03b7 \u03c3\u03b5 \u03c0\u03bb\u03b1\u03c4\u03c6\u03cc\u03c1\u03bc\u03b5\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7\u03c2",
         "es": "E.35 Acceso a las plataformas de negociaci\u00f3n",
         "et": "E.35 Kauplemisplatvormile juurdep\u00e4\u00e4s",
         "fr": "E.35 Acc\u00e8s aux plates-formes de n\u00e9gociation",
         "ga": "E.35 Rochtain ar ard\u00e1in tr\u00e1d\u00e1la",
         "hr": "E.35 Pristup platformama za trgovanje",
         "it": "E.35 Accesso alle piattaforme di negoziazione",
         "lv": "E.35 Piek\u013cuve tirdzniec\u012bbas platform\u0101m",
         "lt": "E.35 Prieiga prie prekybos platform\u0173",
         "hu": "E.35 Hozz\u00e1f\u00e9r\u00e9s a keresked\u00e9si platformokhoz",
         "mt": "E.35 A\u010b\u010bess g\u0127all-pjattaformi ta\u2019 negozjar",
         "nl": "E.35 Toegang handelsplatformen",
         "pl": "E.35 Dost\u0119p do platform obrotu",
         "pt": "E.35 Acesso \u00e0s plataformas de negocia\u00e7\u00e3o",
         "ro": "E.35 Accesul platformelor de tranzac\u021bionare",
         "sk": "E.35 Pr\u00edstup k\u00a0obchodn\u00fdm platform\u00e1m",
         "sl": "E.35 Dostop do platforme za trgovanje",
         "fi": "E.35 Kaupank\u00e4yntialustalle p\u00e4\u00e4sy",
         "sv": "E.35 Tilltr\u00e4de till handelsplattformar"
        },
        "std": {
         "en": "Trading platforms access [text block]"
        },
        "doc": {
         "en": "Where applicable, information about how investors can access such trading platforms and the costs involved."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfInvolvedCostsExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.36 Involved costs",
         "bg": "E.36 \u0421\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0440\u0430\u0437\u0445\u043e\u0434\u0438",
         "cs": "E.36 Souvisej\u00edc\u00ed n\u00e1klady",
         "da": "E.36 Udgifter til adgang",
         "de": "E.36 Anfallende Kosten",
         "el": "E.36 \u03a3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03ad\u03be\u03bf\u03b4\u03b1",
         "es": "E.36 Costes correspondientes",
         "et": "E.36 Seotud kulud",
         "fr": "E.36 Co\u00fbts aff\u00e9rents",
         "ga": "E.36 Costais at\u00e1 i gceist",
         "hr": "E.36 Uklju\u010deni tro\u0161kovi",
         "it": "E.36 Costi correlati",
         "lv": "E.36 Saist\u012bt\u0101s izmaksas",
         "lt": "E.36 Susijusios i\u0161laidos",
         "hu": "E.36 Kapcsol\u00f3d\u00f3 k\u00f6lts\u00e9gek",
         "mt": "E.36 Spejje\u017c involuti",
         "nl": "E.36 Verbonden kosten",
         "pl": "E.36 Powi\u0105zane koszty",
         "pt": "E.36 Custos envolvidos",
         "ro": "E.36 Costuri implicate",
         "sk": "E.36 S\u00favisiace n\u00e1klady",
         "sl": "E.36 Vklju\u010deni stro\u0161ki",
         "fi": "E.36 Kaupank\u00e4yntialustoihin liittyv\u00e4t kustannukset",
         "sv": "E.36 Kostnader"
        },
        "std": {
         "en": "Description of involved costs [text block]"
        },
        "doc": {
         "en": "Where applicable, information about the costs involved."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfOfferExpensesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of offer expenses [text block]"
        },
        "ns0": {
         "en": "E.37 Offer expenses",
         "bg": "E.37 \u0420\u0430\u0437\u0445\u043e\u0434\u0438, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435\u0442\u043e",
         "cs": "E.37 V\u00fddaje na nab\u00edzen\u00ed",
         "da": "E.37 Udgifter til udbud",
         "de": "E.37 Ausgaben f\u00fcr Angebote",
         "el": "E.37 \u0388\u03be\u03bf\u03b4\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2",
         "es": "E.37 Gastos de la oferta",
         "et": "E.37 Pakkumisega seotud kulud",
         "fr": "E.37 D\u00e9penses li\u00e9es \u00e0 l\u2019offre",
         "ga": "E.37 Speansais na tairisceana",
         "hr": "E.37 Tro\u0161kovi ponude",
         "it": "E.37 Spese relative all'offerta",
         "lv": "E.37 Ar pied\u0101v\u0101jumu saist\u012btie izdevumi",
         "lt": "E.37 Si\u016blymo i\u0161laidos",
         "hu": "E.37 Az aj\u00e1nlatt\u00e9tel k\u00f6lts\u00e9gei",
         "mt": "E.37 Spejje\u017c tal-offerta",
         "nl": "E.37 Onkosten aanbieding",
         "pl": "E.37 Wydatki zwi\u0105zane z\u00a0ofert\u0105",
         "pt": "E.37 Despesas da oferta",
         "ro": "E.37 Cheltuieli legate de ofert\u0103",
         "sk": "E.37 V\u00fddavky s\u00favisiace s\u00a0ponukou",
         "sl": "E.37 Stro\u0161ki ponudbe",
         "fi": "E.37 Yleis\u00f6lle tarjoamiseen liittyv\u00e4t kustannukset",
         "sv": "E.37 Utgifter som r\u00f6r erbjudandet"
        },
        "doc": {
         "en": "Expenses related to the offer to the public of crypto-assets, in an official currency or any other crypto-assets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.38 Conflicts of interest",
         "bg": "E.38 \u041a\u043e\u043d\u0444\u043b\u0438\u043a\u0442\u0438 \u043d\u0430 \u0438\u043d\u0442\u0435\u0440\u0435\u0441\u0438",
         "cs": "E.38 St\u0159ety z\u00e1jm\u016f",
         "da": "E.38 Interessekonflikter",
         "de": "E.38 Interessenkonflikte",
         "el": "E.38 \u03a3\u03c5\u03b3\u03ba\u03c1\u03bf\u03cd\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c5\u03bc\u03c6\u03b5\u03c1\u03cc\u03bd\u03c4\u03c9\u03bd",
         "es": "E.38 Conflictos de intereses",
         "et": "E.38 Huvide konflikt",
         "fr": "E.38 Conflits d\u2019int\u00e9r\u00eats",
         "ga": "E.38 Coinbhleachta\u00ed leasa",
         "hr": "E.38 Sukobi interesa",
         "it": "E.38 Conflitto di interessi",
         "lv": "E.38 Intere\u0161u konflikti",
         "lt": "E.38 Interes\u0173 konfliktai",
         "hu": "E.38 \u00d6sszef\u00e9rhetetlens\u00e9g",
         "mt": "E.38 Kunflitti ta\u2019 interess",
         "nl": "E.38 Belangenconflicten",
         "pl": "E.38 Konflikty interes\u00f3w",
         "pt": "E.38 Conflitos de interesses",
         "ro": "E.38 Conflicte de interese",
         "sk": "E.38 Konflikty z\u00e1ujmov",
         "sl": "E.38 Nasprotja interesov",
         "fi": "E.38 Eturistiriidat",
         "sv": "E.38 Intressekonflikter"
        },
        "std": {
         "en": "Information about potential conflicts of interest for other token [text block]"
        },
        "doc": {
         "en": "Potential conflicts of interest of the persons involved in the offer to the public or admission to trading, arising in relation to the offer or admission to trading."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ApplicableLawForOtherTokenOfferExplanatory": {
       "labels": {
        "std": {
         "en": "Applicable law for other token offer [text block]"
        },
        "ns0": {
         "en": "E.39 Applicable law",
         "bg": "E.39 \u041f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u043e \u043f\u0440\u0430\u0432\u043e",
         "cs": "E.39 Pou\u017eiteln\u00e9 pr\u00e1vo",
         "da": "E.39 G\u00e6ldende ret",
         "de": "E.39 Geltendes Recht",
         "el": "E.39 \u0395\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03bf \u03b4\u03af\u03ba\u03b1\u03b9\u03bf",
         "es": "E.39 Derecho aplicable",
         "et": "E.39 Kohaldatav \u00f5igus",
         "fr": "E.39 Droit applicable",
         "ga": "E.39 An dl\u00ed is infheidhme",
         "hr": "E.39 Primjenjivo pravo",
         "it": "E.39 Diritto applicabile",
         "lv": "E.39 Piem\u0113rojamie ties\u012bbu akti",
         "lt": "E.39 Taikytina teis\u0117",
         "hu": "E.39 Alkalmazand\u00f3 jog",
         "mt": "E.39 Li\u0121i applikabbli",
         "nl": "E.39 Toepasselijk recht",
         "pl": "E.39 Prawo maj\u0105ce zastosowanie",
         "pt": "E.39 Legisla\u00e7\u00e3o aplic\u00e1vel",
         "ro": "E.39 Dreptul aplicabil",
         "sk": "E.39 Uplatnite\u013en\u00e9 pr\u00e1vne predpisy",
         "sl": "E.39 Pravo, ki se uporablja",
         "fi": "E.39 Sovellettava laki",
         "sv": "E.39 Till\u00e4mplig lag"
        },
        "doc": {
         "en": "The law applicable to the offer to the public of the crypto-asset."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:CompetentCourtForOtherTokenOfferExplanatory": {
       "labels": {
        "std": {
         "en": "Competent court for other token offer [text block]"
        },
        "ns0": {
         "en": "E.40 Competent court",
         "bg": "E.40 \u041a\u043e\u043c\u043f\u0435\u0442\u0435\u043d\u0442\u0435\u043d \u0441\u044a\u0434",
         "cs": "E.40 P\u0159\u00edslu\u0161n\u00fd soud",
         "da": "E.40 Kompetent domstol",
         "de": "E.40 Zust\u00e4ndiges Gericht",
         "el": "E.40 \u0391\u03c1\u03bc\u03cc\u03b4\u03b9\u03bf \u03b4\u03b9\u03ba\u03b1\u03c3\u03c4\u03ae\u03c1\u03b9\u03bf",
         "es": "E.40 Competencia objetiva y funcional",
         "et": "E.40 P\u00e4dev kohus",
         "fr": "E.40 Juridiction comp\u00e9tente",
         "ga": "E.40 An ch\u00fairt inni\u00fail",
         "hr": "E.40 Nadle\u017eni sud",
         "it": "E.40 Organo giurisdizionale competente",
         "lv": "E.40 Kompetent\u0101 tiesa",
         "lt": "E.40 Kompetentingas teismas",
         "hu": "E.40 Illet\u00e9kes b\u00edr\u00f3s\u00e1g",
         "mt": "E.40 Qorti kompetenti",
         "nl": "E.40 Bevoegde rechter",
         "pl": "E.40 W\u0142a\u015bciwy s\u0105d",
         "pt": "E.40 Tribunal competente",
         "ro": "E.40 Instan\u021ba competent\u0103",
         "sk": "E.40 Pr\u00edslu\u0161n\u00fd s\u00fad",
         "sl": "E.40 Pristojno sodi\u0161\u010de",
         "fi": "E.40 Toimivaltainen tuomioistuin",
         "sv": "E.40 Beh\u00f6rig domstol"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokenType": {
       "labels": {
        "std": {
         "en": "Other token type"
        },
        "ns0": {
         "en": "F.1 Other token type",
         "bg": "F.1 \u0412\u0438\u0434 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.1 Druh kryptoaktiva",
         "da": "F.1 Type kryptoaktiv",
         "de": "F.1 Art des Kryptowerts",
         "el": "\u03a3\u03a4.1 \u0395\u03af\u03b4\u03bf\u03c2 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.1 Tipo de criptoactivo",
         "et": "F.1 Kr\u00fcptovara liik",
         "fr": "F.1 Type de crypto-actif",
         "ga": "F.1 Cine\u00e1l cripteash\u00f3cmhainne",
         "hr": "F.1 Vrsta kriptoimovine",
         "it": "F.1 Tipo di cripto-attivit\u00e0",
         "lv": "F.1 Kriptoakt\u012bva veids",
         "lt": "F.1 Kriptoturto r\u016b\u0161is",
         "hu": "F.1 A kriptoeszk\u00f6z t\u00edpusa",
         "mt": "F.1 Tip ta\u2019 kriptoassi",
         "nl": "F.1 Soort cryptoactivum",
         "pl": "F.1 Rodzaj kryptoaktywa",
         "pt": "F.1 Tipo de criptoativo",
         "ro": "F.1 Tipul de criptoactive",
         "sk": "F.1 Druh kryptoakt\u00edv",
         "sl": "F.1 Vrsta kriptosredstva",
         "fi": "F.1 Kryptovaran tyyppi",
         "sv": "F.1 Typ av kryptotillg\u00e5ng"
        },
        "doc": {
         "en": "The type of crypto-asset that will be offered to the public or for which admission to trading is sought."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOtherTokenFunctionalityExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the functionality of the crypto-assets being offered or admitted to trading."
        },
        "ns0": {
         "en": "F.2 Other token functionality",
         "bg": "F.2 \u0424\u0443\u043d\u043a\u0446\u0438\u0438 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.2 Funkce kryptoaktiva",
         "da": "F.2 Kryptoaktivets funktion",
         "de": "F.2 Funktionen der Kryptowerte",
         "el": "\u03a3\u03a4.2 \u039b\u03b5\u03b9\u03c4\u03bf\u03c5\u03c1\u03b3\u03af\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.2 Funcionalidad del criptoactivo",
         "et": "F.2 Kr\u00fcptovara funktsioonid",
         "fr": "F.2 Fonctionnalit\u00e9 du crypto-actif",
         "ga": "F.2 Feidhmi\u00falacht na gcripteash\u00f3cmhainn\u00ed",
         "hr": "F.2 Funkcionalnost kriptoimovine",
         "it": "F.2 Funzionalit\u00e0 della cripto-attivit\u00e0",
         "lv": "F.2 Kriptoakt\u012bva funkcionalit\u0101te",
         "lt": "F.2 Kriptoturto funkcijos",
         "hu": "F.2 A kriptoeszk\u00f6z funkci\u00f3i",
         "mt": "F.2 Funzjonalit\u00e0 tal-kriptoassi",
         "nl": "F.2 Functionaliteit cryptoactivum",
         "pl": "F.2 Funkcje kryptoaktywa",
         "pt": "F.2 Funcionalidade do criptoativo",
         "ro": "F.2 Func\u021bionalit\u0103\u021bile criptoactivelor",
         "sk": "F.2 Funkcie kryptoakt\u00edv",
         "sl": "F.2 Funkcionalnost kriptosredstva",
         "fi": "F.2 Kryptovaran toiminnot",
         "sv": "F.2 Kryptotillg\u00e5ngarnas funktioner"
        },
        "std": {
         "en": "Information about other token functionality [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory": {
       "labels": {
        "ns0": {
         "en": "F.3 Planned application of functionalities",
         "bg": "F.3 \u041f\u043b\u0430\u043d\u0438\u0440\u0430\u043d\u043e \u043f\u0440\u0438\u043b\u0430\u0433\u0430\u043d\u0435 \u043d\u0430 \u0444\u0443\u043d\u043a\u0446\u0438\u0438\u0442\u0435",
         "cs": "F.3 Pl\u00e1novan\u00e9 zaveden\u00ed funkc\u00ed",
         "da": "F.3 Planlagt anvendelse af funktioner",
         "de": "F.3 Geplante Wirksamkeit der Funktionen",
         "el": "\u03a3\u03a4.3 \u03a0\u03c1\u03bf\u03b3\u03c1\u03b1\u03bc\u03bc\u03b1\u03c4\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae \u03bb\u03b5\u03b9\u03c4\u03bf\u03c5\u03c1\u03b3\u03b9\u03ce\u03bd",
         "es": "F.3 Aplicaci\u00f3n prevista de las funcionalidades",
         "et": "F.3 Funktsioonide kavandatud rakendamine",
         "fr": "F.3 Application pr\u00e9vue des fonctionnalit\u00e9s",
         "ga": "F.3 Feidhmi\u00falachta\u00ed at\u00e1 beartaithe a chur i bhfeidhm",
         "hr": "F.3 O\u010dekivani po\u010detak primjene funkcionalnosti",
         "it": "F.3 Applicazione prevista delle funzionalit\u00e0",
         "lv": "F.3 Funkcionalit\u0101\u0161u pl\u0101not\u0101 piem\u0113ro\u0161ana",
         "lt": "F.3 Planuojamas funkcij\u0173 taikymas",
         "hu": "F.3 A funkci\u00f3k tervezett alkalmaz\u00e1sa",
         "mt": "F.3 Applikazzjoni ppjanata tal-funzjonalitajiet",
         "nl": "F.3 Geplande toepassing van functionaliteiten",
         "pl": "F.3 Planowane rozpocz\u0119cie stosowania funkcji",
         "pt": "F.3 Aplica\u00e7\u00e3o prevista das funcionalidades",
         "ro": "F.3 Aplicarea prev\u0103zut\u0103 a func\u021bionalit\u0103\u021bilor",
         "sk": "F.3 Pl\u00e1novan\u00e9 uplat\u0148ovanie funkci\u00ed",
         "sl": "F.3 Na\u010drtovana uporaba funkcionalnosti",
         "fi": "F.3 Toimintojen suunniteltu soveltaminen",
         "sv": "F.3 Planerad till\u00e4mpning av funktioner"
        },
        "std": {
         "en": "Information about planned application of functionalities [text block]"
        },
        "doc": {
         "en": "Information about when the functionalities of the crypto-assets being offered or admitted to trading are planned to apply."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfOtherTokenCharacteristicsExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the characteristics of the crypto-asset."
        },
        "std": {
         "en": "Description of other token characteristics [text block]"
        },
        "ns0": {
         "en": "F.6 Other token characteristics",
         "bg": "F.6 \u0425\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.6 Charakteristiky kryptoaktiva",
         "da": "F.6 Kryptoaktivets karakteristika",
         "de": "F.6 Merkmale des Kryptowerts",
         "el": "\u03a3\u03a4.6 \u03a7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ac \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.6 Caracter\u00edsticas de los criptoactivos",
         "et": "F.6 Kr\u00fcptovara omadused",
         "fr": "F.6 Caract\u00e9ristiques du crypto-actif",
         "ga": "F.6 Saintr\u00e9ithe na gcripteash\u00f3cmhainn\u00ed",
         "hr": "F.6 Zna\u010dajke kriptoimovine",
         "it": "F.6 Caratteristiche della cripto-attivit\u00e0",
         "lv": "F.6 Kriptoakt\u012bva raksturlielumi",
         "lt": "F.6 Kriptoturto ypatyb\u0117s",
         "hu": "F.6 A kriptoeszk\u00f6z jellemz\u0151i",
         "mt": "F.6 Karatteristi\u010bi tal-kriptoassi",
         "nl": "F.6 Kenmerken cryptoactivum",
         "pl": "F.6 W\u0142a\u015bciwo\u015bci kryptoaktywa",
         "pt": "F.6 Caracter\u00edsticas do criptoativo",
         "ro": "F.6 Caracteristicile criptoactivelor",
         "sk": "F.6 Charakteristiky kryptoakt\u00edv",
         "sl": "F.6 Zna\u010dilnosti kriptosredstva",
         "fi": "F.6 Kryptovaran ominaisuudet",
         "sv": "F.6 Kryptotillg\u00e5ngens egenskaper"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokenIssuersCommercialOrTradingName": {
       "labels": {
        "doc": {
         "en": "Commercial name or trading name of the issuer."
        },
        "ns0": {
         "en": "F.7 Commercial name or trading name",
         "bg": "F.7 \u0422\u044a\u0440\u0433\u043e\u0432\u0441\u043a\u043e \u043d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u0438\u043b\u0438 \u0444\u0438\u0440\u043c\u0430",
         "cs": "F.7 Obchodn\u00ed n\u00e1zev",
         "da": "F.7 Handels- eller firmanavn",
         "de": "F.7 Handelsname oder Firmenname",
         "el": "\u03a3\u03a4.7 \u0395\u03bc\u03c0\u03bf\u03c1\u03b9\u03ba\u03ae \u03b5\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1 \u03ae \u03b4\u03b9\u03b1\u03ba\u03c1\u03b9\u03c4\u03b9\u03ba\u03cc\u03c2 \u03c4\u03af\u03c4\u03bb\u03bf\u03c2",
         "es": "F.7 Nombre comercial",
         "et": "F.7 \u00c4rinimi v\u00f5i k\u00e4ibenimi",
         "fr": "F.7 D\u00e9nomination commerciale ou raison commerciale",
         "ga": "F.7 Ainm tr\u00e1cht\u00e1la n\u00f3 tr\u00e1dainm",
         "hr": "F.7 Tvrtka",
         "it": "F.7 Denominazione commerciale o ragione sociale",
         "lv": "F.7 Komercnosaukums vai tirdzniec\u012bbas nosaukums",
         "lt": "F.7 Komercinis arba prekybinis pavadinimas",
         "hu": "F.7 Kereskedelmi megnevez\u00e9s vagy kereskedelmi n\u00e9v",
         "mt": "F.7 Isem kummer\u010bjali jew isem in-negozju",
         "nl": "F.7 Commerci\u00eble naam of handelsnaam",
         "pl": "F.7 Nazwa handlowa",
         "pt": "F.7 Denomina\u00e7\u00e3o comercial ou firma",
         "ro": "F.7 Denumirea comercial\u0103",
         "sk": "F.7 Obchodn\u00fd n\u00e1zov alebo obchodn\u00e9 meno",
         "sl": "F.7 Trgovsko ime",
         "fi": "F.7 Kaupallinen nimi tai liikenimi",
         "sv": "F.7 F\u00f6retagsnamn eller firmanamn"
        },
        "ns1": {
         "en": "Field to be filled in only if a DTI is not provided in field F.14."
        },
        "std": {
         "en": "Other token issuer's commercial or trading name"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenIssuersWebsite": {
       "labels": {
        "ns0": {
         "en": "F.8 Website of the issuer",
         "bg": "F.8 \u0423\u0435\u0431\u0441\u0430\u0439\u0442 \u043d\u0430 \u0438\u0437\u0434\u0430\u0442\u0435\u043b\u044f",
         "cs": "F.8 Internetov\u00e9 str\u00e1nky vydavatele",
         "da": "F.8 Udstederens websted",
         "de": "F.8 Website des Emittenten",
         "el": "\u03a3\u03a4.8 \u0399\u03c3\u03c4\u03cc\u03c4\u03bf\u03c0\u03bf\u03c2 \u03c4\u03bf\u03c5 \u03b5\u03ba\u03b4\u03cc\u03c4\u03b7",
         "es": "F.8 El sitio web del emisor",
         "et": "F.8 Emitendi veebisait",
         "fr": "F.8 Site web de l\u2019\u00e9metteur",
         "ga": "F.8 Su\u00edomh gr\u00e9as\u00e1in an eisitheora",
         "hr": "F.8 Internetske stranice izdavatelja",
         "it": "F.8 Sito web dell'emittente",
         "lv": "F.8 Emitenta t\u012bmek\u013ca vietne",
         "lt": "F.8 Emitento interneto svetain\u0117",
         "hu": "F.8 A kibocs\u00e1t\u00f3 honlapja",
         "mt": "F.8 Sit web tal-emittent",
         "nl": "F.8 Website uitgever",
         "pl": "F.8 Strona internetowa emitenta",
         "pt": "F.8 S\u00edtio Web do emitente",
         "ro": "F.8 Site-ul web al emitentului",
         "sk": "F.8 Webov\u00e9 s\u00eddlo emitenta",
         "sl": "F.8 Spleti\u0161\u010de izdajatelja",
         "fi": "F.8 Liikkeeseenlaskijan verkkosivusto",
         "sv": "F.8 Utgivarens webbplats"
        },
        "std": {
         "en": "Other token issuer's website"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenOfferStartingDate": {
       "labels": {
        "ns0": {
         "en": "F.9 Starting date of offer to the public or admission to trading",
         "bg": "F.9 \u041d\u0430\u0447\u0430\u043b\u043d\u0430 \u0434\u0430\u0442\u0430 \u043d\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u0438\u043b\u0438 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "F.9 Datum zah\u00e1jen\u00ed ve\u0159ejn\u00e9 nab\u00eddky nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "F.9 Startdato for udbuddet til offentligheden eller optagelsen til handel",
         "de": "F.9 Beginn des \u00f6ffentlichen Angebots oder der Zulassung zum Handel",
         "el": "\u03a3\u03a4.9 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ad\u03bd\u03b1\u03c1\u03be\u03b7\u03c2 \u03c4\u03b7\u03c2 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2 \u03ae \u03c4\u03b7\u03c2 \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae\u03c2 \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "F.9 Fecha de inicio de la oferta p\u00fablica o de la admisi\u00f3n a negociaci\u00f3n",
         "et": "F.9 Avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise alguskuup\u00e4ev",
         "fr": "F.9 Date de d\u00e9but de l\u2019offre au public ou de l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "F.9 D\u00e1ta tosaigh na tairisceana don phobal n\u00f3 an ligin isteach chun tr\u00e1d\u00e1la",
         "hr": "F.9 Datum po\u010detka javne ponude ili uvr\u0161tenja za trgovanje",
         "it": "F.9 Data d'inizio dell'offerta al pubblico o dell'ammissione alla negoziazione",
         "lv": "F.9 Publisk\u0101 pied\u0101v\u0101juma vai pielaides tirdzniec\u012bbai s\u0101kuma datums",
         "lt": "F.9 Vie\u0161o si\u016blymo arba \u012ftraukimo \u012f prekyb\u0105 prad\u017eios data",
         "hu": "F.9 A nyilv\u00e1nos aj\u00e1nlatt\u00e9tel vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s kezd\u0151 id\u0151pontja",
         "mt": "F.9 Data tal-bidu tal-offerta lill-pubbliku jew l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "F.9 Aanvangsdatum aanbieding aan het publiek of toelating tot de handel",
         "pl": "F.9 Data rozpocz\u0119cia oferty publicznej lub dopuszczenia do obrotu",
         "pt": "F.9 Data de in\u00edcio da oferta p\u00fablica ou da admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "F.9 Data de \u00eencepere a ofertei publice sau a admiterii la tranzac\u021bionare",
         "sk": "F.9 De\u0148 za\u010datia verejnej ponuky alebo prijatia na obchodovanie",
         "sl": "F.9 Datum za\u010detka javne ponudbe ali uvrstitve v\u00a0trgovanje",
         "fi": "F.9 Yleis\u00f6lle tarjoamisen tai kaupank\u00e4ynnin kohteeksi ottamisen alkamisp\u00e4iv\u00e4",
         "sv": "F.9 Startdatum f\u00f6r erbjudandet till allm\u00e4nheten eller upptagandet till handel"
        },
        "std": {
         "en": "Other token offer starting date"
        },
        "doc": {
         "en": "Starting date or, if not available at the time of the notification by the competent authority, the intended starting date of offer to the public or admission to trading."
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:OtherTokenWhitePaperPublicationDate": {
       "labels": {
        "std": {
         "en": "Other token white paper publication date"
        },
        "doc": {
         "en": "Effective or intended publication date of the white paper or of the modified white paper."
        },
        "ns0": {
         "en": "F.10 Publication date",
         "bg": "F.10 \u0414\u0430\u0442\u0430 \u043d\u0430 \u043f\u0443\u0431\u043b\u0438\u043a\u0443\u0432\u0430\u043d\u0435",
         "cs": "F.10 Datum zve\u0159ejn\u011bn\u00ed",
         "da": "F.10 Offentligg\u00f8relsesdato",
         "de": "F.10 Datum der Ver\u00f6ffentlichung",
         "el": "\u03a3\u03a4.10 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03b4\u03b7\u03bc\u03bf\u03c3\u03af\u03b5\u03c5\u03c3\u03b7\u03c2",
         "es": "F.10 Fecha de publicaci\u00f3n",
         "et": "F.10 Avaldamiskuup\u00e4ev",
         "fr": "F.10 Date de publication",
         "ga": "F.10 D\u00e1ta foilsithe",
         "hr": "F.10 Datum objave",
         "it": "F.10 Data di pubblicazione",
         "lv": "F.10 Public\u0113\u0161anas datums",
         "lt": "F.10 Paskelbimo data",
         "hu": "F.10 K\u00f6zz\u00e9t\u00e9tel napja",
         "mt": "F.10 Data tal-pubblikazzjoni",
         "nl": "F.10 Publicatiedatum",
         "pl": "F.10 Data publikacji",
         "pt": "F.10 Data de publica\u00e7\u00e3o",
         "ro": "F.10 Data public\u0103rii",
         "sk": "F.10 De\u0148 uverejnenia",
         "sl": "F.10 Datum objave",
         "fi": "F.10 Julkaisup\u00e4iv\u00e4",
         "sv": "F.10 Datum f\u00f6r offentligg\u00f6rande"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory": {
       "labels": {
        "doc": {
         "en": "Any other services provided by the issuer not covered by Regulation (EU) 2023/1114, with a reference to the applicable Union or national law."
        },
        "ns0": {
         "en": "F.11 Any other services provided by the issuer",
         "bg": "F.11 \u0412\u0441\u044f\u043a\u0430\u043a\u0432\u0438 \u0434\u0440\u0443\u0433\u0438 \u0443\u0441\u043b\u0443\u0433\u0438, \u043f\u0440\u0435\u0434\u043e\u0441\u0442\u0430\u0432\u044f\u043d\u0438 \u043e\u0442 \u0438\u0437\u0434\u0430\u0442\u0435\u043b\u044f",
         "cs": "F.11 Ve\u0161ker\u00e9 dal\u0161\u00ed slu\u017eby poskytovan\u00e9 vydavatelem",
         "da": "F.11 Andre tjenester, der leveres af udstederen",
         "de": "F.11 Sonstige vom Emittenten erbrachte Dienstleistungen",
         "el": "\u03a3\u03a4.11 \u039a\u03ac\u03b8\u03b5 \u03ac\u03bb\u03bb\u03b7 \u03c5\u03c0\u03b7\u03c1\u03b5\u03c3\u03af\u03b1 \u03c0\u03bf\u03c5 \u03c0\u03b1\u03c1\u03ad\u03c7\u03b5\u03b9 \u03bf \u03b5\u03ba\u03b4\u03cc\u03c4\u03b7\u03c2",
         "es": "F.11 Otros servicios prestados por el emisor",
         "et": "F.11 Muud emitendi osutatavad teenused",
         "fr": "F.11 Tout autre service fourni par l\u2019\u00e9metteur",
         "ga": "F.11 Aon seirbh\u00eds eile a shol\u00e1thra\u00edonn an t-eisitheoir",
         "hr": "F.11 Sve ostale usluge koje pru\u017ea izdavatelj",
         "it": "F.11 Qualsiasi altro servizio prestato dall'emittente",
         "lv": "F.11 Jebk\u0101di citi emitenta sniegtie pakalpojumi",
         "lt": "F.11 Visos kitos emitento teikiamos paslaugos",
         "hu": "F.11 A kibocs\u00e1t\u00f3 \u00e1ltal ny\u00fajtott b\u00e1rmely egy\u00e9b szolg\u00e1ltat\u00e1s",
         "mt": "F.11 Kwalunkwe servizz ie\u0127or ipprovdut mill-emittent",
         "nl": "F.11 Andere door de uitgever aangeboden diensten",
         "pl": "F.11 Inne us\u0142ugi \u015bwiadczone przez emitenta",
         "pt": "F.11 Quaisquer outros servi\u00e7os prestados pelo emitente",
         "ro": "F.11 Orice alte servicii prestate de emitent",
         "sk": "F.11 Ak\u00e9ko\u013evek in\u00e9 slu\u017eby, ktor\u00e9 emitent poskytuje",
         "sl": "F.11 Katere koli druge storitve, ki jih opravlja izdajatelj",
         "fi": "F.11 Muut liikkeeseenlaskijan tarjoamat palvelut",
         "sv": "F.11 Eventuella andra tj\u00e4nster som tillhandah\u00e5lls av utgivaren"
        },
        "std": {
         "en": "Information about other services provided by other token issuer [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper": {
       "labels": {
        "ns0": {
         "en": "F.12 Language or languages of white paper",
         "bg": "F.12 \u0415\u0437\u0438\u043a \u0438\u043b\u0438 \u0435\u0437\u0438\u0446\u0438 \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.12 Jazyk nebo jazyky b\u00edl\u00e9 knihy kryptoaktiva",
         "da": "F.12 Sprog brugt til hvidbogen om kryptoaktiver",
         "de": "F.12 Sprache oder Sprachen des Kryptowerte-Whitepapers",
         "el": "\u03a3\u03a4.12 \u0393\u03bb\u03ce\u03c3\u03c3\u03b1 \u03ae \u03b3\u03bb\u03ce\u03c3\u03c3\u03b5\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.12 Lengua o lenguas del libro blanco de criptoactivos",
         "et": "F.12 Kr\u00fcptovara valge raamatu keel v\u00f5i keeled",
         "fr": "F.12 Langue ou langues de r\u00e9daction du livre blanc sur le crypto-actif",
         "ga": "F.12 Teanga n\u00f3 teangacha an ph\u00e1ip\u00e9ir bh\u00e1in maidir le cripteash\u00f3cmhainn\u00ed",
         "hr": "F.12 Jezik ili jezici bijele knjige o kriptoimovini",
         "it": "F.12 Lingua o lingue del White Paper sulle cripto-attivit\u00e0",
         "lv": "F.12 Kriptoakt\u012bvu balt\u0101s gr\u0101matas valoda vai valodas",
         "lt": "F.12 Kriptoturto baltosios knygos kalba\u00a0(-os)",
         "hu": "F.12 A kriptoeszk\u00f6z-alapdokumentum nyelve vagy nyelvei",
         "mt": "F.12 Lingwa jew lingwi tal-white paper dwar il-kriptoassi",
         "nl": "F.12 Taal of talen van het cryptoactivawitboek",
         "pl": "F.12 J\u0119zyk lub j\u0119zyki dokumentu informacyjnego dotycz\u0105cego kryptoaktywa",
         "pt": "F.12 L\u00edngua(s) do livrete do criptoativo",
         "ro": "F.12 Limba sau limbile de redactare a c\u0103r\u021bii albe pentru criptoactive",
         "sk": "F.12 Jazyk alebo jazyky bieleho dokladu o\u00a0kryptoakt\u00edvach",
         "sl": "F.12 Jezik ali jeziki bele knjige o\u00a0kriptosredstvu",
         "fi": "F.12 Kryptovaran kuvauksen laatimiskieli tai -kielet",
         "sv": "F.12 Spr\u00e5k i vitboken om kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Information about languages used in other token white paper"
        },
        "doc": {
         "en": "Language or languages in which the crypto-asset white paper is drafted. When multiple languages have been used, this field shall be reported as many times as necessary."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenDigitalTokenIdentifierCode": {
       "labels": {
        "doc": {
         "en": "Code used to uniquely identify the crypto-asset or each of the several crypto assets to which the white paper relates, where available."
        },
        "ns0": {
         "en": "F.13 Digital token identifier code used to uniquely identify the crypto-asset or each of the several crypto assets to which the white paper relates, where available",
         "bg": "F.13 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u0446\u0438\u0444\u0440\u043e\u0432 \u0442\u043e\u043a\u0435\u043d, \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d \u0437\u0430 \u0443\u043d\u0438\u043a\u0430\u043b\u043d\u043e \u0438\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u0446\u0438\u0440\u0430\u043d\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 \u0438\u043b\u0438 \u043d\u0430 \u0432\u0441\u0435\u043a\u0438 \u043e\u0442 \u043d\u044f\u043a\u043e\u043b\u043a\u043e\u0442\u043e \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430, \u0437\u0430 \u043a\u043e\u0438\u0442\u043e \u0441\u0435 \u043e\u0442\u043d\u0430\u0441\u044f \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430, \u0430\u043a\u043e \u0438\u043c\u0430 \u0442\u0430\u043a\u044a\u0432",
         "cs": "F.13 Identifika\u010dn\u00ed k\u00f3d digit\u00e1ln\u00edho tokenu pou\u017e\u00edvan\u00fd k\u00a0jednozna\u010dn\u00e9 identifikaci kryptoaktiva nebo ka\u017ed\u00e9ho z\u00a0n\u011bkolika kryptoaktiv, k\u00a0nim\u017e se b\u00edl\u00e1 kniha vztahuje, je-li k\u00a0dispozici",
         "da": "F.13 Identifikator for digital token (DTI), som anvendes til entydigt at identificere kryptoaktivet eller hvert enkelt af de forskellige kryptoaktiver, som hvidbogen vedr\u00f8rer, hvis denne kode findes",
         "de": "F.13 Code f\u00fcr den Digital Token-Identifikator, der verwendet wird, um den Kryptowert oder die verschiedenen einzelnen Kryptowerte, auf die sich das Whitepaper bezieht, eindeutig zu identifizieren, sofern verf\u00fcgbar",
         "el": "\u03a3\u03a4.13 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03c8\u03b7\u03c6\u03b9\u03b1\u03ba\u03ae\u03c2 \u03bc\u03ac\u03c1\u03ba\u03b1\u03c2 \u03c0\u03bf\u03c5 \u03c7\u03c1\u03b7\u03c3\u03b9\u03bc\u03bf\u03c0\u03bf\u03b9\u03b5\u03af\u03c4\u03b1\u03b9 \u03b3\u03b9\u03b1 \u03c4\u03b7 \u03bc\u03bf\u03bd\u03b1\u03b4\u03b9\u03ba\u03ae \u03c4\u03b1\u03c5\u03c4\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7 \u03c4\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf\u03c5 \u03ae \u03ba\u03b1\u03b8\u03b5\u03bd\u03cc\u03c2 \u03b1\u03c0\u03cc \u03c4\u03b1 \u03b4\u03b9\u03ac\u03c6\u03bf\u03c1\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03c3\u03c4\u03b1 \u03bf\u03c0\u03bf\u03af\u03b1 \u03b1\u03bd\u03b1\u03c6\u03ad\u03c1\u03b5\u03c4\u03b1\u03b9 \u03c4\u03bf \u03bb\u03b5\u03c5\u03ba\u03cc \u03b2\u03b9\u03b2\u03bb\u03af\u03bf, \u03ba\u03b1\u03c4\u03ac \u03c0\u03b5\u03c1\u03af\u03c0\u03c4\u03c9\u03c3\u03b7",
         "es": "F.13 C\u00f3digo de identificador de ficha digital utilizado para identificar de manera un\u00edvoca el criptoactivo o cada uno de los distintos criptoactivos a los que se refiere el libro blanco, si se dispone de esa informaci\u00f3n.",
         "et": "F.13 Digitokeni tunnuskood, mida kasutatakse valge raamatuga seotud kr\u00fcptovara v\u00f5i iga sellise kr\u00fcptovara identifitseerimiseks, kui see on olemas",
         "fr": "F.13 Code d\u2019identification du jeton num\u00e9rique utilis\u00e9 pour identifier de mani\u00e8re unique le crypto-actif ou chacun des diff\u00e9rents crypto-actifs auxquels se rapporte le livre blanc, s'il est disponible",
         "ga": "F.13 C\u00f3d aitheant\u00f3ra comhartha dhigitigh a \u00fas\u00e1idtear chun an chripteash\u00f3cmhainn n\u00f3 gach ceann de na cripteash\u00f3cmhainn\u00ed \u00e9ags\u00fala lena mbaineann an p\u00e1ip\u00e9ar b\u00e1n a shainaithint go huath\u00fail, i gc\u00e1s ina mbeidh s\u00e9 ar f\u00e1il",
         "hr": "F.13 Ako je dostupna, identifikacijska oznaka digitalnog tokena za jedinstvenu identifikaciju kriptoimovine ili svake od nekoliko vrsta kriptoimovine na koje se odnosi bijela knjiga",
         "it": "F.13 Codice identificativo del token digitale utilizzato per identificare in modo univoco la cripto-attivit\u00e0 o ciascuna delle diverse cripto-attivit\u00e0 cui si riferisce il White Paper, se disponibile",
         "lv": "F.13 Digit\u0101l\u0101 \u017eetona identifikatora kods, ko izmanto, lai unik\u0101li identific\u0113tu kriptoakt\u012bvu vai katru no vair\u0101kiem kriptoakt\u012bviem, uz kuriem attiecas balt\u0101 gr\u0101mata, ja tas ir pieejams",
         "lt": "F.13 Skaitmeninio \u017eetono identifikatoriaus kodas, naudojamas, kad b\u016bt\u0173 galima identifikuoti konkret\u0173 kriptoturt\u0105 arba kiekvien\u0105 i\u0161 keli\u0173 kriptoturto vienet\u0173, su kuriais susijusi baltoji knyga, jei yra",
         "hu": "F.13 Digit\u00e1listoken-azonos\u00edt\u00f3 k\u00f3d, amelyet a kriptoeszk\u00f6z-alapdokumentum t\u00e1rgy\u00e1t k\u00e9pez\u0151 kriptoeszk\u00f6z vagy kriptoeszk\u00f6z\u00f6k egyedi azonos\u00edt\u00e1s\u00e1ra haszn\u00e1lnak, amennyiben rendelkez\u00e9sre \u00e1ll",
         "mt": "F.13 Fejn disponibbli, il-kodi\u010bi ta\u2019 identifikazzjoni tat-token di\u0121itali u\u017cat biex jidentifika b\u2019mod uniku l-kriptoassi jew kull wie\u0127ed mid-diversi kriptoassi li mag\u0127hom tirrelata l-white paper",
         "nl": "F.13 Digital Token Identifier (DTI) die wordt gebruikt als unieke identificatie van het cryptoactivum of van elk van de verschillende cryptoactiva waarop het witboek betrekking heeft (voor zover beschikbaar).",
         "pl": "F.13 Identyfikator tokena cyfrowego stosowany do jednoznacznej identyfikacji kryptoaktywa lub ka\u017cdego z\u00a0kilku kryptoaktyw\u00f3w, kt\u00f3rych dotyczy dokument informacyjny, je\u017celi identyfikator taki jest dost\u0119pny",
         "pt": "F.13 C\u00f3digo identificador de criptoficha digital utilizado para identificar de forma inequ\u00edvoca o criptoativo ou cada um dos criptoativos a que o livrete diz respeito, se dispon\u00edvel",
         "ro": "F.13 Codul de identificare a tokenului digital utilizat pentru identificarea unic\u0103 a criptoactivului sau a fiec\u0103ruia dintre criptoactivele la care se refer\u0103 cartea alb\u0103, dac\u0103 este disponibil",
         "sk": "F.13 Identifika\u010dn\u00fd k\u00f3d digit\u00e1lneho tokenu pou\u017e\u00edvan\u00fd na jedine\u010dn\u00fa identifik\u00e1ciu kryptoakt\u00edva alebo ka\u017ed\u00e9ho z\u00a0viacer\u00fdch kryptoakt\u00edv, na ktor\u00e9 sa biely doklad o\u00a0kryptoakt\u00edvach vz\u0165ahuje, ak je k\u00a0dispoz\u00edcii",
         "sl": "F.13 Koda identifikatorja digitalnega \u017eetona, ki se uporablja za edinstveno identifikacijo kriptosredstva ali vsakega od ve\u010d kriptosredstev, na katera se nana\u0161a bela knjiga, \u010de je na voljo",
         "fi": "F.13 Digitaalisen tokenin tunnus jokaisen sellaisen kryptovaran osalta, johon kryptovaran kuvaus liittyy, jos sellainen on saatavilla",
         "sv": "F.13 Identifieringskod f\u00f6r digitala token som anv\u00e4nds f\u00f6r att unikt identifiera kryptotillg\u00e5ngen eller var och en av de kryptotillg\u00e5ngar som vitboken avser, om s\u00e5dan finns"
        },
        "std": {
         "en": "Other token Digital Token Identifier code"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier": {
       "labels": {
        "ns0": {
         "en": "F.14 Functionally fungible group digital token identifier, where available",
         "bg": "F.14 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u0444\u0443\u043d\u043a\u0446\u0438\u043e\u043d\u0430\u043b\u043d\u043e \u0432\u0437\u0430\u0438\u043c\u043e\u0437\u0430\u043c\u0435\u043d\u044f\u0435\u043c \u0433\u0440\u0443\u043f\u043e\u0432 \u0446\u0438\u0444\u0440\u043e\u0432 \u0442\u043e\u043a\u0435\u043d, \u0430\u043a\u043e \u0438\u043c\u0430 \u0442\u0430\u043a\u044a\u0432",
         "cs": "F.14 Identifik\u00e1tor funk\u010dn\u011b zastupiteln\u00e9 skupiny digit\u00e1ln\u00edch token\u016f, je-li k\u00a0dispozici",
         "da": "F.14 Hvis en s\u00e5dan findes, funktionelt fungibel gruppeidentifikator for digital token",
         "de": "F.14 Digital Token-Identifikator f\u00fcr die funktional fungible Gruppe, sofern verf\u00fcgbar",
         "el": "\u03a3\u03a4.14 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc \u03bb\u03b5\u03b9\u03c4\u03bf\u03c5\u03c1\u03b3\u03b9\u03ba\u03ac \u03b5\u03bd\u03b1\u03bb\u03bb\u03ac\u03be\u03b9\u03bc\u03b7\u03c2 \u03bf\u03bc\u03ac\u03b4\u03b1\u03c2 \u03c8\u03b7\u03c6\u03b9\u03b1\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd, \u03ba\u03b1\u03c4\u03ac \u03c0\u03b5\u03c1\u03af\u03c0\u03c4\u03c9\u03c3\u03b7",
         "es": "F.14 Identificador de ficha digital para un grupo funcionalmente fungible, si se dispone de esa informaci\u00f3n",
         "et": "F.14 Funktsionaalselt asendatav r\u00fchma digitokeni tunnus, kui see on olemas",
         "fr": "F.14 Identifiant du groupe fonctionnellement fongible dont fait partie le jeton num\u00e9rique, s'il est disponible",
         "ga": "F.14 Aitheant\u00f3ir ghr\u00fapa na gcomhartha\u00ed digiteacha at\u00e1 idirmhalartach \u00f3 thaobh feidhme de, i gc\u00e1s ina mbeidh s\u00e9 ar f\u00e1il",
         "hr": "F.14 Ako je dostupna, identifikacijska oznaka digitalnog tokena funkcionalno zamjenjive skupine",
         "it": "F.14 Identificativo del token digitale di un gruppo fungibile sotto il profilo funzionale, se disponibile",
         "lv": "F.14 Funkcion\u0101li aizst\u0101jams grupas digit\u0101l\u0101 \u017eetona identifikators, ja pieejams",
         "lt": "F.14 Funkci\u0161kai pakei\u010diamos grup\u0117s skaitmeninio \u017eetono identifikatorius, jei yra",
         "hu": "F.14 Funkcion\u00e1lisan helyettes\u00edthet\u0151 csoportos digit\u00e1listoken-azonos\u00edt\u00f3, ha rendelkez\u00e9sre \u00e1ll",
         "mt": "F.14 Fejn disponibbli, l-identifikatur tat-token di\u0121itali tal-grupp funzjonalment fun\u0121ibbli",
         "nl": "F.14 Functionally Fungible Group Digital Token Identifier (FFG DTI), voor zover beschikbaar",
         "pl": "F.14 Identyfikator grupy funkcjonalnie zamiennych token\u00f3w cyfrowych, je\u017celi jest dost\u0119pny",
         "pt": "F.14 Identificador de criptoficha digital de grupo funcionalmente fung\u00edvel, se dispon\u00edvel",
         "ro": "F.14 Identificatorul tokenului digital al grupului fungibil din punct de vedere func\u021bional, dac\u0103 este disponibil",
         "sk": "F.14 Identifik\u00e1tor digit\u00e1lneho tokenu pre funk\u010dne zamenite\u013en\u00fa skupinu, ak je k\u00a0dispoz\u00edcii",
         "sl": "F.14 Identifikator digitalnega \u017eetona za funkcionalno zamenljivo skupino, \u010de je na voljo",
         "fi": "F.14 Toiminnallisesti korvattavan ryhm\u00e4n digitaalisen tokenin tunnus, jos sellainen on saatavilla",
         "sv": "F.14 Identifieringskod f\u00f6r digitala token f\u00f6r en funktionellt fungibel grupp, om s\u00e5dan finns"
        },
        "std": {
         "en": "Other token functionally fungible group digital token identifier"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenVoluntaryDataFlagIndicator": {
       "labels": {
        "ns1": {
         "en": "\"true\u2019 \u2013 voluntary\n\u2018false\u2019 \u2013 mandatory\""
        },
        "std": {
         "en": "Other token voluntary data flag"
        },
        "ns0": {
         "en": "F.15 Voluntary data flag",
         "bg": "F.15 \u041e\u0431\u043e\u0437\u043d\u0430\u0447\u0435\u043d\u0438\u0435 \u0437\u0430 \u0434\u043e\u0431\u0440\u043e\u0432\u043e\u043b\u043d\u0438 \u0434\u0430\u043d\u043d\u0438",
         "cs": "F.15 P\u0159\u00edznak dobrovoln\u00fdch \u00fadaj\u016f",
         "da": "F.15 Markering \u2013 frivillige oplysninger",
         "de": "F.15 Kennzeichnung zur Freiwilligkeit der Datenangabe",
         "el": "\u03a3\u03a4.15 \u03a0\u03c1\u03bf\u03b1\u03b9\u03c1\u03b5\u03c4\u03b9\u03ba\u03ae \u03c3\u03ae\u03bc\u03b1\u03bd\u03c3\u03b7 \u03b4\u03b5\u03b4\u03bf\u03bc\u03ad\u03bd\u03c9\u03bd",
         "es": "F.15 Marca de datos voluntarios",
         "et": "F.15 Vabatahtlik andmem\u00e4rge",
         "fr": "F.15 Code signal\u00e9tique de donn\u00e9es fournies volontairement",
         "ga": "F.15 Bratach sonra\u00ed: deonach",
         "hr": "F.15 Oznaka dobrovoljnih podataka",
         "it": "F.15 Contrassegno per i dati forniti su base volontaria",
         "lv": "F.15 Br\u012bvpr\u0101t\u012bgu datu atz\u012bme",
         "lt": "F.15 Neprivalom\u0173 duomen\u0173 \u017eyma",
         "hu": "F.15 \u00d6nk\u00e9ntes adatjelz\u00e9s",
         "mt": "F.15 Indikatur ta\u2019\u00a0data\u00a0volontarja",
         "nl": "F.15 Markering vrijwillige data",
         "pl": "F.15 Znacznik danych dobrowolnych",
         "pt": "F.15 Sinalizador de dados volunt\u00e1rio",
         "ro": "F.15 Marcaj voluntar al datelor",
         "sk": "F.15 Ozna\u010denie dobrovo\u013en\u00fdch \u00fadajov",
         "sl": "F.15 Oznaka glede prostovoljne priprave",
         "fi": "F.15 Merkint\u00e4 vapaaehtoisesta julkaisusta",
         "sv": "F.15 Flagginformation om frivillighet"
        },
        "doc": {
         "en": "Flag indicating the mandatory or voluntary nature of the white paper submitted in accordance with Article 4(8)."
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:OtherTokenPersonalDataFlagIndicator": {
       "labels": {
        "ns0": {
         "en": "F.16 Personal data flag",
         "bg": "F.16 \u041e\u0431\u043e\u0437\u043d\u0430\u0447\u0435\u043d\u0438\u0435 \u0437\u0430 \u043b\u0438\u0447\u043d\u0438 \u0434\u0430\u043d\u043d\u0438",
         "cs": "F.16 P\u0159\u00edznak osobn\u00edch \u00fadaj\u016f",
         "da": "F.16 Markering \u2013 personoplysninger",
         "de": "F.16 Kennzeichnung personenbezogener Daten",
         "el": "\u03a3\u03a4.16 \u03a3\u03ae\u03bc\u03b1\u03bd\u03c3\u03b7 \u03b4\u03b5\u03b4\u03bf\u03bc\u03ad\u03bd\u03c9\u03bd \u03c0\u03c1\u03bf\u03c3\u03c9\u03c0\u03b9\u03ba\u03bf\u03cd \u03c7\u03b1\u03c1\u03b1\u03ba\u03c4\u03ae\u03c1\u03b1",
         "es": "F.16 Marca de datos personales",
         "et": "F.16 M\u00e4rge isikuandmete kohta",
         "fr": "F.16 Code signal\u00e9tique de donn\u00e9es \u00e0 caract\u00e8re personnel",
         "ga": "F.16 Bratach sonra\u00ed pearsanta",
         "hr": "F.16 Oznaka osobnih podataka",
         "it": "F.16 Contrassegno per i dati personali",
         "lv": "F.16 Personas datu atz\u012bme",
         "lt": "F.16 Asmens duomen\u0173 \u017eyma",
         "hu": "F.16 A szem\u00e9lyes adatok jelz\u00e9se",
         "mt": "F.16 Indikatur ta\u2019\u00a0data\u00a0personali",
         "nl": "F.16 Markering persoonsgegevens",
         "pl": "F.16 Znacznik danych osobowych",
         "pt": "F.16 Sinalizador de dados pessoais",
         "ro": "F.16 Marcaj privind datele cu caracter personal",
         "sk": "F.16 Ozna\u010denie osobn\u00fdch \u00fadajov",
         "sl": "F.16 Oznaka glede osebnih podatkov",
         "fi": "F.16 Merkint\u00e4 henkil\u00f6tiedoista",
         "sv": "F.16 Flagginformation om personuppgifter"
        },
        "doc": {
         "en": "Flag indicating if the submitted white paper contains personal data."
        },
        "std": {
         "en": "Other token personal data flag"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:LEIEligibilityIndicatorForOtherToken": {
       "labels": {
        "ns0": {
         "en": "F.17 LEI eligibility",
         "bg": "F.17 \u0414\u043e\u043f\u0443\u0441\u0442\u0438\u043c\u043e\u0441\u0442 \u0437\u0430 \u0418\u041a\u041f\u0421",
         "cs": "F.17 Zp\u016fsobilost pro LEI",
         "da": "F.17 LEI-relevant",
         "de": "F.17 LEI-Berechtigung",
         "el": "\u03a3\u03a4.17 \u0395\u03c0\u03b9\u03bb\u03b5\u03be\u03b9\u03bc\u03cc\u03c4\u03b7\u03c4\u03b1 \u03b3\u03b9\u03b1 LEI",
         "es": "F.17 Acceso al identificador de entidad jur\u00eddica",
         "et": "F.17 \u00d5igus juriidilise isiku tunnusele",
         "fr": "F.17 Admissibilit\u00e9 \u00e0 l'attribution d'un LEI",
         "ga": "F.17 inch\u00e1ilitheacht LEI",
         "hr": "F.17 Ispunjavanje uvjeta za identifikacijsku oznaku pravne osobe",
         "it": "F.17 Ammissibilit\u00e0 al LEI",
         "lv": "F.17 LEI\u00a0atbilst\u012bba",
         "lt": "F.17 Reikalavimas tur\u0117ti LEI",
         "hu": "F.17 Jogalany-azonos\u00edt\u00f3ra val\u00f3 jogosults\u00e1g",
         "mt": "F.17 Eli\u0121ibbilt\u00e0 tal-LEI",
         "nl": "F.17 LEI-geschiktheid",
         "pl": "F.17 Kwalifikowalno\u015b\u0107 LEI",
         "pt": "F.17 Elegibilidade para identificador de entidade jur\u00eddica",
         "ro": "F.17 Eligibilitatea LEI",
         "sk": "F.17 Opr\u00e1vnenos\u0165 z\u00a0h\u013eadiska LEI",
         "sl": "F.17 Upravi\u010denost do LEI",
         "fi": "F.17 Oikeushenkil\u00f6tunnuksen kelpoisuusperusteiden t\u00e4yttyminen",
         "sv": "F.17 LEI-kodens relevans"
        },
        "doc": {
         "en": "Indication that the issuer is eligible for a Legal Entity Identifier."
        },
        "std": {
         "en": "LEI eligibility indicator for other token"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:InformationAboutPurchaserRightsAndObligationsExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the rights and obligations, if any, of the purchaser."
        },
        "ns0": {
         "en": "G.1 Purchaser rights and obligations",
         "bg": "G.1 \u041f\u0440\u0430\u0432\u0430 \u0438 \u0437\u0430\u0434\u044a\u043b\u0436\u0435\u043d\u0438\u044f \u043d\u0430 \u043a\u0443\u043f\u0443\u0432\u0430\u0447\u0438\u0442\u0435",
         "cs": "G.1 Pr\u00e1va a\u00a0povinnosti kupuj\u00edc\u00edho",
         "da": "G.1 K\u00f8bers rettigheder og forpligtelser",
         "de": "G.1 Rechte und Pflichten des K\u00e4ufers",
         "el": "\u0396.1 \u0394\u03b9\u03ba\u03b1\u03b9\u03ce\u03bc\u03b1\u03c4\u03b1 \u03ba\u03b1\u03b9 \u03c5\u03c0\u03bf\u03c7\u03c1\u03b5\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03bf\u03c5 \u03b1\u03b3\u03bf\u03c1\u03b1\u03c3\u03c4\u03ae",
         "es": "G.1 Derechos y obligaciones del comprador",
         "et": "G.1 Ostja \u00f5igused ja kohustused",
         "fr": "G.1 Droits et obligations de l\u2019acqu\u00e9reur",
         "ga": "G.1 Cearta agus oibleag\u00e1id\u00ed an cheannaitheora",
         "hr": "G.1 Prava i obveze kupca",
         "it": "G.1 Diritti e obblighi dell'acquirente",
         "lv": "G.1 Pirc\u0113ja ties\u012bbas un pien\u0101kumi",
         "lt": "G.1 Pirk\u0117jo teis\u0117s ir pareigos",
         "hu": "G.1 A vev\u0151 jogai \u00e9s k\u00f6telezetts\u00e9gei",
         "mt": "G.1 Drittijiet u obbligi tax-xerrej",
         "nl": "G.1 Rechten en verplichtingen koper",
         "pl": "G.1 Prawa i\u00a0obowi\u0105zki nabywcy",
         "pt": "G.1 Direitos e obriga\u00e7\u00f5es do comprador",
         "ro": "G.1 Drepturile \u0219i obliga\u021biile cump\u0103r\u0103torului",
         "sk": "G.1 Pr\u00e1va a\u00a0povinnosti kupuj\u00faceho",
         "sl": "G.1 Pravice in obveznosti kupca",
         "fi": "G.1 Ostajan oikeudet ja velvollisuudet",
         "sv": "G.1 K\u00f6pares r\u00e4ttigheter och skyldigheter"
        },
        "std": {
         "en": "Information about purchaser rights and obligations [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ExerciseOfRightsAndObligationExplanatory": {
       "labels": {
        "ns0": {
         "en": "G.2 Exercise of rights and obligations",
         "bg": "G.2 \u0423\u043f\u0440\u0430\u0436\u043d\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u043f\u0440\u0430\u0432\u0430\u0442\u0430 \u0438 \u0437\u0430\u0434\u044a\u043b\u0436\u0435\u043d\u0438\u044f\u0442\u0430",
         "cs": "G.2 V\u00fdkon pr\u00e1v a\u00a0pln\u011bn\u00ed\u00a0povinnost\u00ed",
         "da": "G.2 Ud\u00f8velse af rettigheder og forpligtelser",
         "de": "G.2 Aus\u00fcbung von Rechten und Pflichten",
         "el": "\u0396.2 \u0386\u03c3\u03ba\u03b7\u03c3\u03b7 \u03b4\u03b9\u03ba\u03b1\u03b9\u03c9\u03bc\u03ac\u03c4\u03c9\u03bd \u03ba\u03b1\u03b9 \u03c5\u03c0\u03bf\u03c7\u03c1\u03b5\u03ce\u03c3\u03b5\u03c9\u03bd",
         "es": "G.2 Ejercicio de derechos y obligaciones",
         "et": "G.2 \u00d5iguste ja kohustuste kasutamine",
         "fr": "G.2 Exercice des droits et obligations",
         "ga": "G.2 Cearta agus oibleag\u00e1id\u00ed a fheidhmi\u00fa",
         "hr": "G.2 Ostvarivanje prava i obveza",
         "it": "G.2 Esercizio dei diritti e degli obblighi",
         "lv": "G.2 Ties\u012bbu un pien\u0101kumu izmanto\u0161ana",
         "lt": "G.2 Naudojimasis teis\u0117mis ir pareig\u0173 vykdymas",
         "hu": "G.2 A jogok \u00e9s k\u00f6telezetts\u00e9gek gyakorl\u00e1sa",
         "mt": "G.2 E\u017cer\u010bizzju tad-drittijiet u l-obbligi",
         "nl": "G.2 Uitoefening van rechten en verplichtingen",
         "pl": "G.2 Wykonywanie praw i\u00a0obowi\u0105zk\u00f3w",
         "pt": "G.2 Exerc\u00edcio dos direitos e obriga\u00e7\u00f5es",
         "ro": "G.2 Exercitarea drepturilor \u0219i obliga\u021biilor",
         "sk": "G.2 Uplat\u0148ovanie pr\u00e1v a\u00a0povinnost\u00ed",
         "sl": "G.2 Uveljavljanje pravic in obveznosti",
         "fi": "G.2 Oikeuksien ja velvollisuuksien k\u00e4ytt\u00f6",
         "sv": "G.2 Ut\u00f6vande av r\u00e4ttigheter och skyldigheter"
        },
        "std": {
         "en": "Information about exercise of rights and obligation [text block]"
        },
        "doc": {
         "en": "Procedure and conditions for the exercise of rights."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory": {
       "labels": {
        "doc": {
         "en": "Description of the conditions under which the rights and obligations may be modified."
        },
        "ns0": {
         "en": "G.3 Conditions for modifications of rights and obligations",
         "bg": "G.3 \u0423\u0441\u043b\u043e\u0432\u0438\u044f \u0437\u0430 \u0438\u0437\u043c\u0435\u043d\u0435\u043d\u0438\u044f \u043d\u0430 \u043f\u0440\u0430\u0432\u0430\u0442\u0430 \u0438 \u0437\u0430\u0434\u044a\u043b\u0436\u0435\u043d\u0438\u044f\u0442\u0430",
         "cs": "G.3 Podm\u00ednky pro zm\u011bny pr\u00e1v a\u00a0povinnost\u00ed",
         "da": "G.3 Betingelser for \u00e6ndring af rettigheder og forpligtelser",
         "de": "G.3 Bedingungen f\u00fcr \u00c4nderungen von Rechten und Pflichten",
         "el": "\u0396.3 \u038c\u03c1\u03bf\u03b9 \u03c4\u03c1\u03bf\u03c0\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7\u03c2 \u03b4\u03b9\u03ba\u03b1\u03b9\u03c9\u03bc\u03ac\u03c4\u03c9\u03bd \u03ba\u03b1\u03b9 \u03c5\u03c0\u03bf\u03c7\u03c1\u03b5\u03ce\u03c3\u03b5\u03c9\u03bd",
         "es": "G.3 Condiciones para la modificaci\u00f3n de derechos y obligaciones",
         "et": "G.3 \u00d5iguste ja kohustuste muutmise tingimused",
         "fr": "G.3 Conditions applicables pour la modification des droits et obligations",
         "ga": "G.3 Coinn\u00edollacha maidir le cearta agus oibleag\u00e1id\u00ed a mhodhn\u00fa",
         "hr": "G.3 Uvjeti za izmjenu prava i obveza",
         "it": "G.3 Condizioni per la modifica dei diritti e degli obblighi",
         "lv": "G.3 Nosac\u012bjumi ties\u012bbu un pien\u0101kumu main\u012b\u0161anai",
         "lt": "G.3 Teisi\u0173 ir pareig\u0173 keitimo s\u0105lygos",
         "hu": "G.3 A jogok \u00e9s k\u00f6telezetts\u00e9gek m\u00f3dos\u00edt\u00e1s\u00e1nak felt\u00e9telei",
         "mt": "G.3 Kundizzjonijiet g\u0127al modifiki ta\u2019 drittijiet u obbligi",
         "nl": "G.3 Voorwaarden voor wijzigingen rechten en verplichtingen",
         "pl": "G.3 Warunki modyfikowania praw i\u00a0obowi\u0105zk\u00f3w",
         "pt": "G.3 Condi\u00e7\u00f5es para a altera\u00e7\u00e3o dos direitos e obriga\u00e7\u00f5es",
         "ro": "G.3 Condi\u021bii pentru modificarea drepturilor \u0219i obliga\u021biilor",
         "sk": "G.3 Podmienky zmien pr\u00e1v a\u00a0povinnost\u00ed",
         "sl": "G.3 Pogoji za spremembe pravic in obveznosti",
         "fi": "G.3 Edellytykset oikeuksien ja velvollisuuksien muuttamiseen",
         "sv": "G.3 Villkor f\u00f6r att \u00e4ndra r\u00e4ttigheter och skyldigheter"
        },
        "std": {
         "en": "Information about conditions for modifications of rights and obligations [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutFuturePublicOffersExplanatory": {
       "labels": {
        "ns0": {
         "en": "G.4 Future public offers",
         "bg": "G.4 \u0411\u044a\u0434\u0435\u0449\u043e \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435",
         "cs": "G.4 Budouc\u00ed ve\u0159ejn\u00e9 nab\u00eddky",
         "da": "G.4 Fremtidige offentlige udbud",
         "de": "G.4 K\u00fcnftige \u00f6ffentliche Angebote",
         "el": "\u0396.4 \u039c\u03b5\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b5\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ad\u03c2",
         "es": "G.4 Futuras ofertas p\u00fablicas",
         "et": "G.4 Tulevased avalikud pakkumised",
         "fr": "G.4 Futures offres au public",
         "ga": "G.4 Tairiscint\u00ed poibl\u00ed amach anseo",
         "hr": "G.4 Budu\u0107e javne ponude",
         "it": "G.4 Future offerte pubbliche",
         "lv": "G.4 Turpm\u0101ki publiskie pied\u0101v\u0101jumi",
         "lt": "G.4 B\u016bsimi vie\u0161i si\u016blymai",
         "hu": "G.4 J\u00f6v\u0151beli nyilv\u00e1nos aj\u00e1nlatt\u00e9telek",
         "mt": "G.4 Offerti pubbli\u010bi futuri",
         "nl": "G.4 Toekomstige aanbiedingen aan het publiek",
         "pl": "G.4 Przysz\u0142e oferty publiczne",
         "pt": "G.4 Futuras ofertas p\u00fablicas",
         "ro": "G.4 Viitoarele oferte publice",
         "sk": "G.4 Bud\u00face verejn\u00e9 ponuky",
         "sl": "G.4 Prihodnje javne ponudbe",
         "fi": "G.4 Tuleva yleis\u00f6lle tarjoaminen",
         "sv": "G.4 Framtida erbjudanden till allm\u00e4nheten"
        },
        "std": {
         "en": "Information about future public offers [text block]"
        },
        "doc": {
         "en": "Where applicable, information on the future offers to the public of crypto-assets by the issuer."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NumberOfIssuersRetainedOtherTokens": {
       "labels": {
        "std": {
         "en": "Number of issuer's retained other tokens"
        },
        "doc": {
         "en": "Where applicable, information on the number of crypto-assets retained by the issuer itself."
        },
        "ns0": {
         "en": "G.5 Issuer retained other token",
         "bg": "G.5 \u041a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438, \u0437\u0430\u0434\u044a\u0440\u0436\u0430\u043d\u0438 \u043e\u0442 \u0438\u0437\u0434\u0430\u0442\u0435\u043b\u044f",
         "cs": "G.5 Kryptoaktiva, kter\u00e1 si vydavatel ponech\u00e1",
         "da": "G.5 Kryptoaktiver opbevaret af udsteder selv",
         "de": "G.5 Vom Emittenten selbst behaltene Kryptowerte",
         "el": "\u0396.5 \u039a\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03b4\u03b9\u03b1\u03c4\u03b7\u03c1\u03bf\u03cd\u03bc\u03b5\u03bd\u03b1 \u03b1\u03c0\u03cc \u03c4\u03bf\u03bd \u03b5\u03ba\u03b4\u03cc\u03c4\u03b7",
         "es": "G.5 Criptoactivos retenidos por el emisor",
         "et": "G.5 Emitendi poolt endale j\u00e4etud kr\u00fcptovarad",
         "fr": "G.5 Crypto-actifs conserv\u00e9s par l\u2019\u00e9metteur",
         "ga": "G.5 Cripteash\u00f3cmhainn\u00ed a choinneoidh an t-eisitheoir",
         "hr": "G.5 Kriptoimovina koju je zadr\u017eao izdavatelj",
         "it": "G.5 Cripto-attivit\u00e0 conservate dall'emittente",
         "lv": "G.5 Kriptoakt\u012bvi, ko patur emitents",
         "lt": "G.5 Emitento pasiliktas kriptoturtas",
         "hu": "G.5 A kibocs\u00e1t\u00f3 \u00e1ltal megtartott kriptoeszk\u00f6z\u00f6k",
         "mt": "G.5 Kriptoassi mi\u017cmuma mill-emittent",
         "nl": "G.5 Door uitgever behouden cryptoactiva",
         "pl": "G.5 Kryptoaktywa zatrzymywane przez emitenta",
         "pt": "G.5 Criptoativos conservados pelo emitente",
         "ro": "G.5 Criptoactive p\u0103strate de emitent",
         "sk": "G.5 Kryptoakt\u00edva, ktor\u00e9 si ponech\u00e1va emitent",
         "sl": "G.5 Kriptosredstva, jih je zadr\u017eal izdajatelj",
         "fi": "G.5 Liikkeeseenlaskijan s\u00e4ilytt\u00e4m\u00e4t kryptovarat",
         "sv": "G.5 Kryptotillg\u00e5ngar som beh\u00e5lls av utgivaren"
        }
       },
       "dt": "xbrli:integerItemType"
      },
      "mica:UtilityTokenClassificationForOtherTokenIndicator": {
       "labels": {
        "ns0": {
         "en": "G.6 Utility token classification",
         "bg": "G.6 \u041a\u043b\u0430\u0441\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u044f \u043d\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "G.6 Klasifikace u\u017eitn\u00e9ho tokenu",
         "da": "G.6 Utility token-klassificering",
         "de": "G.6 Utility-Token-Einstufung",
         "el": "\u0396.6 \u039a\u03b1\u03c4\u03ac\u03c4\u03b1\u03be\u03b7 \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "G.6 Clasificaci\u00f3n como ficha de consumo",
         "et": "G.6 Liigitamine kasutustokenina",
         "fr": "G.6 Classement des jetons utilitaires",
         "ga": "G.6 Comhartha\u00ed f\u00f3ntais a aicmi\u00fa",
         "hr": "G.6 Klasifikacija korisni\u010dkog tokena",
         "it": "G.6 Classificazione degli utility token",
         "lv": "G.6 Pat\u0113ri\u0146a \u017eetona klasifik\u0101cija",
         "lt": "G.6 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 klasifikacija",
         "hu": "G.6 A felhaszn\u00e1l\u00f3i tokenek besorol\u00e1sa",
         "mt": "G.6 Klassifikazzjoni ta\u2019 token ta\u2019 utilit\u00e0",
         "nl": "G.6 Indeling als utility token",
         "pl": "G.6 Klasyfikacja token\u00f3w u\u017cytkowych",
         "pt": "G.6 Classifica\u00e7\u00e3o da criptoficha de consumo",
         "ro": "G.6 Clasificarea tokenurilor utilitare",
         "sk": "G.6 Klasifik\u00e1cia \u00fa\u017eitkov\u00e9ho tokenu",
         "sl": "G.6 Klasifikacija uporabni\u0161kega \u017eetona",
         "fi": "G.6 Hy\u00f6dyketokeniksi luokittelu",
         "sv": "G.6 Klassificering avseende nyttotoken"
        },
        "doc": {
         "en": "Indication as to whether the offer to the public of crypto-assets or their admission to trading concerns utility tokens."
        },
        "std": {
         "en": "Utility token classification for other token indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:NontradingRequestIndicatorRelatedToOtherTokens": {
       "labels": {
        "ns1": {
         "en": "\"\u2018true\u2019 \u2013 sought\n\u2018false\u2019 \u2013 not sought\""
        },
        "ns0": {
         "en": "G.9 Non-trading request",
         "bg": "G.9 \u041d\u0435\u0442\u044a\u0440\u0433\u043e\u0432\u0441\u043a\u043e \u0438\u0441\u043a\u0430\u043d\u0435",
         "cs": "G.9 Neobchodn\u00ed \u017e\u00e1dost",
         "da": "G.9 Ikke-handelsanmodning",
         "de": "G.9 Nicht-Handelsantrag",
         "el": "\u0396.9 \u0391\u03af\u03c4\u03b7\u03bc\u03b1 \u03bc\u03b7 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7\u03c2",
         "es": "G.9 Solicitud de no negociaci\u00f3n",
         "et": "G.9 Kauplemise taotlemine",
         "fr": "G.9 Absence de demande d\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "G.9 Iarraidh nach iarraidh chun tr\u00e1d\u00e1la \u00ed",
         "hr": "G.9 Zahtjev koji se ne odnosi na trgovanje",
         "it": "G.9 Richiesta di ammissione alla negoziazione",
         "lv": "G.9 Netirdzniec\u012bbas piepras\u012bjums",
         "lt": "G.9 Su prekyba nesusij\u0119s pra\u0161ymas",
         "hu": "G.9 Nem keresked\u00e9si c\u00e9l\u00fa k\u00e9relem",
         "mt": "G.9 Talba mhux g\u0127an-negozjar",
         "nl": "G.9 Non-trading request",
         "pl": "G.9 Ubieganie si\u0119 o\u00a0dopuszczenie do obrotu",
         "pt": "G.9 Pedido n\u00e3o relacionado com negocia\u00e7\u00e3o",
         "ro": "G.9 Solicitarea sau nu a admiterii la tranzac\u021bionare",
         "sk": "G.9 Nepodanie \u017eiadosti o\u00a0obchodovanie",
         "sl": "G.9 Brez pro\u0161nje za uvrstitev v\u00a0trgovanje",
         "fi": "G.9 Kaupank\u00e4ynnin kohteeksi ottamisen hakeminen",
         "sv": "G.9 Ans\u00f6kan om upptagande till handel"
        },
        "doc": {
         "en": "Indication as whether an admission to trading is sought."
        },
        "std": {
         "en": "Non-trading request indicator related to other token"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory": {
       "labels": {
        "std": {
         "en": "Other tokens purchase or sale modalities [text block]"
        },
        "ns0": {
         "en": "G.10 Other tokens purchase or sale modalities",
         "bg": "G.10 \u0423\u0441\u043b\u043e\u0432\u0438\u044f \u0437\u0430 \u043f\u043e\u043a\u0443\u043f\u043a\u0430 \u0438\u043b\u0438 \u043f\u0440\u043e\u0434\u0430\u0436\u0431\u0430 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "G.10 Zp\u016fsoby n\u00e1kupu nebo prodeje kryptoaktiv",
         "da": "G.10 Vilk\u00e5r for k\u00f8b eller salg af kryptoaktiverne",
         "de": "G.10 Modalit\u00e4ten f\u00fcr den Kauf oder Verkauf von Kryptowerten",
         "el": "\u0396.10 \u038c\u03c1\u03bf\u03b9 \u03b1\u03b3\u03bf\u03c1\u03ac\u03c2 \u03ae \u03c0\u03ce\u03bb\u03b7\u03c3\u03b7\u03c2 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "G.10 Modalidades de compra o venta de criptoactivos",
         "et": "G.10 Kr\u00fcptovara ostu- v\u00f5i m\u00fc\u00fcgiviisid",
         "fr": "G.10 Modalit\u00e9s d\u2019achat ou de vente des crypto-actifs",
         "ga": "G.10 M\u00f3d\u00falachta\u00ed chun cripteash\u00f3cmhainn\u00ed a cheannach n\u00f3 a dh\u00edol",
         "hr": "G.10 Na\u010dini kupnje ili prodaje kriptoimovine",
         "it": "G.10 Modalit\u00e0 di acquisto o vendita della cripto-attivit\u00e0",
         "lv": "G.10 Kriptoakt\u012bvu ieg\u0101des vai p\u0101rdo\u0161anas k\u0101rt\u012bba",
         "lt": "G.10 Kriptoturto pirkimo arba pardavimo s\u0105lygos",
         "hu": "G.10 Kriptoeszk\u00f6z-v\u00e1s\u00e1rl\u00e1si vagy -\u00e9rt\u00e9kes\u00edt\u00e9si m\u00f3dozatok",
         "mt": "G.10 Modalitajiet tax-xiri jew tal-bejg\u0127 ta\u2019 kriptoassi",
         "nl": "G.10 Concrete bepalingen aankoop of verkoop cryptoactiva",
         "pl": "G.10 Sposoby nabywania lub sprzeda\u017cy kryptoaktyw\u00f3w",
         "pt": "G.10 Modalidades de compra ou venda de criptoativos",
         "ro": "G.10 Modalit\u0103\u021bi de achizi\u021bionare sau de v\u00e2nzare a criptoactivelor",
         "sk": "G.10 Sp\u00f4soby n\u00e1kupu alebo predaja kryptoakt\u00edv",
         "sl": "G.10 Na\u010dini nakupa ali prodaje kriptosredstev",
         "fi": "G.10 Kryptovarojen osto- tai myyntitavat",
         "sv": "G.10 Hur kryptotillg\u00e5ngarna k\u00f6ps eller s\u00e4ljs"
        },
        "doc": {
         "en": "Where an admission to trading is not sought, information on how and where the crypto-assets can be purchased or sold after the offer to the public."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokensTransferRestrictionsExplanatory": {
       "labels": {
        "std": {
         "en": "Other tokens transfer restrictions [text block]"
        },
        "ns0": {
         "en": "G.11 Other tokens transfer restrictions",
         "bg": "G.11 \u041e\u0433\u0440\u0430\u043d\u0438\u0447\u0435\u043d\u0438\u044f \u043d\u0430 \u043f\u0440\u0435\u0445\u0432\u044a\u0440\u043b\u044f\u043d\u0435\u0442\u043e \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "G.11 Omezen\u00ed p\u0159evodu kryptoaktiv",
         "da": "G.11 Overf\u00f8rselsbegr\u00e6nsninger for kryptoaktiver",
         "de": "G.11 \u00dcbertragungsbeschr\u00e4nkungen f\u00fcr Kryptowerte",
         "el": "\u0396.11 \u03a0\u03b5\u03c1\u03b9\u03bf\u03c1\u03b9\u03c3\u03bc\u03bf\u03af \u03c3\u03c4\u03b7 \u03bc\u03b5\u03c4\u03b1\u03b2\u03af\u03b2\u03b1\u03c3\u03b7 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "G.11 Restricciones a las transferencias de criptoactivos",
         "et": "G.11 Kr\u00fcptovara\u00fclekannete piirangud",
         "fr": "G.11 Restrictions en mati\u00e8re de transfert des crypto-actifs",
         "ga": "G.11 Srianta ar aistri\u00fa na gcripteash\u00f3cmhainn\u00ed",
         "hr": "G.11 Ograni\u010denja prijenosa kriptoimovine",
         "it": "G.11 Restrizioni al trasferimento delle cripto-attivit\u00e0",
         "lv": "G.11 Kriptoakt\u012bvu p\u0101rveduma ierobe\u017eojumi",
         "lt": "G.11 Kriptoturto perleidimo apribojimai",
         "hu": "G.11 A kriptoeszk\u00f6z\u00f6k \u00e1truh\u00e1zhat\u00f3s\u00e1g\u00e1ra vonatkoz\u00f3 korl\u00e1toz\u00e1sok",
         "mt": "G.11 Restrizzjonijiet fuq it-trasferiment tal-kriptoassi",
         "nl": "G.11 Beperkingen overdracht cryptoactiva",
         "pl": "G.11 Ograniczenia dotycz\u0105ce transferu kryptoaktyw\u00f3w",
         "pt": "G.11 Restri\u00e7\u00f5es \u00e0 transfer\u00eancia de criptoativos",
         "ro": "G.11 Restric\u021bii privind transferurile de criptoactive",
         "sk": "G.11 Obmedzenia prevodu kryptoakt\u00edv",
         "sl": "G.11 Omejitve prenosa kriptosredstev",
         "fi": "G.11 Siirtokelpoisuuden rajoitukset",
         "sv": "G.11 Inskr\u00e4nkningar i r\u00e4tten att \u00f6verl\u00e5ta kryptotillg\u00e5ngar"
        },
        "doc": {
         "en": "Restrictions on the transferability of the crypto-assets that are being offered or admitted to trading."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:SupplyAdjustmentProtocolsIndicator": {
       "labels": {
        "ns0": {
         "en": "G.12 Supply adjustment protocols",
         "bg": "G.12 \u041f\u0440\u043e\u0442\u043e\u043a\u043e\u043b\u0438 \u0437\u0430 \u043a\u043e\u0440\u0435\u043a\u0446\u0438\u044f \u043d\u0430 \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435\u0442\u043e",
         "cs": "G.12 Protokoly pro p\u0159izp\u016fsoben\u00ed nab\u00eddky",
         "da": "G.12 Forsyningstilpasningsprotokoller",
         "de": "G.12 Protokolle f\u00fcr Angebotsanpassung",
         "el": "\u0396.12 \u03a0\u03c1\u03c9\u03c4\u03cc\u03ba\u03bf\u03bb\u03bb\u03b1 \u03c0\u03c1\u03bf\u03c3\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae\u03c2 \u03c4\u03b7\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2",
         "es": "G.12 Protocolos de ajuste de la oferta",
         "et": "G.12 Pakkumise kohandamise protokollid",
         "fr": "G.12 Protocoles d\u2019ajustement de l\u2019offre",
         "ga": "G.12 Pr\u00f3tacail chun sol\u00e1thar a choigeart\u00fa",
         "hr": "G.12 Protokoli za prilagodbu ponude",
         "it": "G.12 Protocolli di adeguamento dell'offerta",
         "lv": "G.12 Pieg\u0101des piel\u0101go\u0161anas protokoli",
         "lt": "G.12 Pasi\u016blos koregavimo protokolai",
         "hu": "G.12 K\u00edn\u00e1latkiigaz\u00edt\u00e1si protokollok",
         "mt": "G.12 Protokolli g\u0127all-a\u0121\u0121ustament tal-provvista",
         "nl": "G.12 Protocollen aanpassing aanbod",
         "pl": "G.12 Protoko\u0142y dostosowania poda\u017cy",
         "pt": "G.12 Protocolos de ajustamento da oferta",
         "ro": "G.12 Protocoale de adaptare a ofertei",
         "sk": "G.12 Protokoly na \u00fapravu ponuky",
         "sl": "G.12 Protokoli za prilagoditev ponudbe",
         "fi": "G.12 Tarjonnan mukautusprotokollat",
         "sv": "G.12 Protokoll f\u00f6r utbudsanpassning"
        },
        "doc": {
         "en": "Indication as to whether the asset-referenced token has protocols for the increase or decrease of their supply in response to changes in demand."
        },
        "std": {
         "en": "Supply adjustment protocols indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:SupplyAdjustmentMechanismsExplanatory": {
       "labels": {
        "ns0": {
         "en": "G.13 Supply adjustment mechanisms",
         "bg": "G.13 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0438 \u0437\u0430 \u043a\u043e\u0440\u0435\u043a\u0446\u0438\u044f \u043d\u0430 \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435\u0442\u043e",
         "cs": "G.13 Mechanismy pro p\u0159izp\u016fsoben\u00ed nab\u00eddky",
         "da": "G.13 Forsyningstilpasningsmekanismer",
         "de": "G.13 Mechanismen f\u00fcr die Angebotsanpassung",
         "el": "\u0396.13 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03af \u03c0\u03c1\u03bf\u03c3\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae\u03c2 \u03c4\u03b7\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2",
         "es": "G.13 Mecanismos de ajuste de la oferta",
         "et": "G.13 Pakkumise kohandamise mehhanismid",
         "fr": "G.13 M\u00e9canismes d\u2019ajustement de l\u2019offre",
         "ga": "G.13 S\u00e1sra\u00ed um shol\u00e1thar a choigeart\u00fa",
         "hr": "G.13 Mehanizmi za prilagodbu ponude",
         "it": "G.13 Meccanismi di adeguamento dell'offerta",
         "lv": "G.13 Pied\u0101v\u0101juma piel\u0101go\u0161anas meh\u0101nismi",
         "lt": "G.13 Pasi\u016blos koregavimo mechanizmai",
         "hu": "G.13 K\u00edn\u00e1latkiigaz\u00edt\u00e1si mechanizmusok",
         "mt": "G.13 Mekkani\u017cmi ta\u2019 a\u0121\u0121ustament tal-provvista",
         "nl": "G.13 Mechanismen aanpassing aanbod",
         "pl": "G.13 Mechanizmy dostosowania poda\u017cy",
         "pt": "G.13 Mecanismos de ajustamento da oferta",
         "ro": "G.13 Mecanisme de adaptare a ofertei",
         "sk": "G.13 Mechanizmy \u00fapravy ponuky",
         "sl": "G.13 Mehanizmi za prilagoditev ponudbe",
         "fi": "G.13 Tarjonnan mukautusmekanismit",
         "sv": "G.13 Mekanismer f\u00f6r utbudsanpassning"
        },
        "std": {
         "en": "Supply adjustment mechanisms [text block]"
        },
        "doc": {
         "en": "Where the crypto-assets has protocols for the increase or decrease of their supply in response to changes in demand, a description of the functioning of such protocols."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokenValueProtectionSchemesIndicator": {
       "labels": {
        "ns0": {
         "en": "G.14 Token value protection schemes",
         "bg": "G.14 \u0421\u0445\u0435\u043c\u0438 \u0437\u0430 \u0437\u0430\u0449\u0438\u0442\u0430 \u043d\u0430 \u0441\u0442\u043e\u0439\u043d\u043e\u0441\u0442\u0442\u0430 \u043d\u0430 \u0442\u043e\u043a\u0435\u043d\u0438\u0442\u0435",
         "cs": "G.14 Syst\u00e9my ochrany hodnoty tokenu",
         "da": "G.14 Ordninger til beskyttelse af tokenv\u00e6rdien",
         "de": "G.14 Sicherungssysteme f\u00fcr Token-Wert",
         "el": "\u0396.14 \u03a3\u03c5\u03c3\u03c4\u03ae\u03bc\u03b1\u03c4\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c4\u03b1\u03c3\u03af\u03b1\u03c2 \u03c4\u03b7\u03c2 \u03b1\u03be\u03af\u03b1\u03c2 \u03c4\u03c9\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "G.14 Sistemas de protecci\u00f3n del valor de las fichas",
         "et": "G.14 Tokeni v\u00e4\u00e4rtuse kaitseskeemid",
         "fr": "G.14 Dispositifs de protection de la valeur des jetons",
         "ga": "G.14 Sc\u00e9imeanna um luach comhartha\u00ed a chosaint",
         "hr": "G.14 Sustavi za\u0161tite vrijednosti tokena",
         "it": "G.14 Sistemi di protezione del valore del token",
         "lv": "G.14 \u017detona v\u0113rt\u012bbas aizsardz\u012bbas sh\u0113mas",
         "lt": "G.14 \u017detono vert\u0117s apsaugos schemos",
         "hu": "G.14 A token \u00e9rt\u00e9k\u00e9t v\u00e9d\u0151 v\u00e9delmi rendszerek",
         "mt": "G.14 Skemi ta\u2019 protezzjoni tal-valur tat-token",
         "nl": "G.14 Regelingen om tokenwaarde te beschermen",
         "pl": "G.14 Systemy ochrony warto\u015bci token\u00f3w",
         "pt": "G.14 Sistemas de prote\u00e7\u00e3o do valor da criptoficha",
         "ro": "G.14 Mecanisme de protec\u021bie a valorii tokenului",
         "sk": "G.14 Syst\u00e9my ochrany hodnoty tokenu",
         "sl": "G.14 Sheme za za\u0161\u010dito vrednosti \u017eetona",
         "fi": "G.14 Tokenin arvon suojaj\u00e4rjestelm\u00e4t",
         "sv": "G.14 Skyddssystem f\u00f6r tokenv\u00e4rde"
        },
        "doc": {
         "en": "Indication as to whether the crypto-asset has a protection scheme protecting the value of the crypto-asset."
        },
        "std": {
         "en": "Other token token value protection schemes indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory": {
       "labels": {
        "std": {
         "en": "Description about of other token value protection schemes [text block]"
        },
        "ns0": {
         "en": "G.15 Token value protection schemes description",
         "bg": "G.15 \u041e\u043f\u0438\u0441\u0430\u043d\u0438\u0435 \u043d\u0430 \u0441\u0445\u0435\u043c\u0438\u0442\u0435 \u0437\u0430 \u0437\u0430\u0449\u0438\u0442\u0430 \u043d\u0430 \u0441\u0442\u043e\u0439\u043d\u043e\u0441\u0442\u0442\u0430 \u043d\u0430 \u0442\u043e\u043a\u0435\u043d\u0438\u0442\u0435",
         "cs": "G.15 Popis syst\u00e9m\u016f ochrany hodnoty tokenu",
         "da": "G.15 Beskrivelse af ordningerne til beskyttelse af tokenv\u00e6rdien",
         "de": "G.15 Beschreibung der Sicherungssysteme f\u00fcr den Token-Wert",
         "el": "\u0396.15 \u03a0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae \u03c3\u03c5\u03c3\u03c4\u03b7\u03bc\u03ac\u03c4\u03c9\u03bd \u03c0\u03c1\u03bf\u03c3\u03c4\u03b1\u03c3\u03af\u03b1\u03c2 \u03c4\u03b7\u03c2 \u03b1\u03be\u03af\u03b1\u03c2 \u03c4\u03c9\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "G.15 Descripci\u00f3n de los sistemas de protecci\u00f3n del valor de las fichas",
         "et": "G.15 Tokeni v\u00e4\u00e4rtuse kaitseskeemide kirjeldus",
         "fr": "G.15 Description des dispositifs de protection de la valeur du jeton",
         "ga": "G.15 Tuairisc ar sc\u00e9imeanna um luach comhartha\u00ed a chosaint",
         "hr": "G.15 Opis sustava za\u0161tite vrijednosti tokena",
         "it": "G.15 Descrizione dei sistemi di protezione del valore del token",
         "lv": "G.15 \u017detona v\u0113rt\u012bbas aizsardz\u012bbas sh\u0113mu apraksts",
         "lt": "G.15 \u017detono vert\u0117s apsaugos schem\u0173 apra\u0161ymas",
         "hu": "G.15 A token \u00e9rt\u00e9k\u00e9t v\u00e9d\u0151 v\u00e9delmi rendszerek le\u00edr\u00e1sa",
         "mt": "G.15 Deskrizzjoni tal-iskemi ta\u2019 protezzjoni tal-valur tat-token",
         "nl": "G.15 Beschrijving regelingen om tokenwaarde te beschermen",
         "pl": "G.15 Opis system\u00f3w ochrony warto\u015bci token\u00f3w",
         "pt": "G.15 Descri\u00e7\u00e3o dos sistemas de prote\u00e7\u00e3o do valor da criptoficha",
         "ro": "G.15 Descrierea mecanismelor de protec\u021bie a valorii tokenului",
         "sk": "G.15 Opis syst\u00e9mov ochrany hodnoty tokenu",
         "sl": "G.15 Opis shem za za\u0161\u010dito vrednosti \u017eetona",
         "fi": "G.15 Tokenin arvon suojaj\u00e4rjestelmien kuvaus",
         "sv": "G.15 Beskrivning av skyddssystem f\u00f6r tokenv\u00e4rde"
        },
        "doc": {
         "en": "Where the field above is true, a description of the protection schemes protecting the value of the crypto-assets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokenCompensationSchemesIndicator": {
       "labels": {
        "std": {
         "en": "Other token compensation schemes indicator"
        },
        "ns0": {
         "en": "G.16 Compensation schemes",
         "bg": "G.16 \u0421\u0445\u0435\u043c\u0438 \u0437\u0430 \u043e\u0431\u0435\u0437\u0449\u0435\u0442\u0435\u043d\u0438\u0435",
         "cs": "G.16 Syst\u00e9my kompenzace",
         "da": "G.16 Garantiordninger",
         "de": "G.16 Entsch\u00e4digungssysteme",
         "el": "\u0396.16 \u03a3\u03c5\u03c3\u03c4\u03ae\u03bc\u03b1\u03c4\u03b1 \u03b1\u03c0\u03bf\u03b6\u03b7\u03bc\u03af\u03c9\u03c3\u03b7\u03c2",
         "es": "G.16 Reg\u00edmenes de indemnizaci\u00f3n",
         "et": "G.16 H\u00fcvitusskeemid",
         "fr": "G.16 Dispositifs de compensation",
         "ga": "G.16 Sc\u00e9imeanna c\u00faitimh",
         "hr": "G.16 Sustavi naknada",
         "it": "G.16 Sistemi di indennizzo",
         "lv": "G.16 Kompens\u0101cijas sist\u0113mas",
         "lt": "G.16 Kompensavimo sistemos",
         "hu": "G.16 K\u00e1rtalan\u00edt\u00e1si rendszerek",
         "mt": "G.16 Skemi ta\u2019 kumpens",
         "nl": "G.16 Compensatiestelsels",
         "pl": "G.16 Systemy rekompensat",
         "pt": "G.16 Sistemas de indemniza\u00e7\u00e3o",
         "ro": "G.16 Mecanisme de compensare",
         "sk": "G.16 Syst\u00e9my n\u00e1hrad",
         "sl": "G.16 Kompenzacijske sheme",
         "fi": "G.16 Korvausj\u00e4rjestelm\u00e4t",
         "sv": "G.16 Ers\u00e4ttningssystem"
        },
        "doc": {
         "en": "Indication as to whether the crypto-asset has a compensation schemes."
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfOtherTokenCompensationSchemesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of crypto-asset compensation schemes [text block]"
        },
        "ns0": {
         "en": "G.17 Compensation schemes description",
         "bg": "G.17 \u0421\u0445\u0435\u043c\u0438 \u0437\u0430 \u043e\u0431\u0435\u0437\u0449\u0435\u0442\u0435\u043d\u0438\u0435 \u043e\u043f\u0438\u0441\u0430\u043d\u0438\u0435",
         "cs": "G.17 Popis syst\u00e9m\u016f kompenzace",
         "da": "G.17 Garantiordninger Beskrivelse",
         "de": "G.17 Entsch\u00e4digungssysteme Beschreibung",
         "el": "\u0396.17 \u03a3\u03c5\u03c3\u03c4\u03ae\u03bc\u03b1\u03c4\u03b1 \u03b1\u03c0\u03bf\u03b6\u03b7\u03bc\u03af\u03c9\u03c3\u03b7\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae",
         "es": "G.17 Descripci\u00f3n de los reg\u00edmenes de indemnizaci\u00f3n",
         "et": "G.17 H\u00fcvitusskeemide kirjeldus",
         "fr": "G.17 Description des dispositifs de compensation",
         "ga": "G.17 Sc\u00e9imeanna c\u00faitimh tuairisc",
         "hr": "G.17 Opis sustava naknada",
         "it": "G.17 Sistemi di indennizzo Descrizione",
         "lv": "G.17 Kompens\u0101cijas sist\u0113mas apraksts",
         "lt": "G.17 Kompensavimo sistemos apra\u0161ymas",
         "hu": "G.17 K\u00e1rtalan\u00edt\u00e1si rendszerek le\u00edr\u00e1s",
         "mt": "G.17 Deskrizzjoni tal-iskemi ta\u2019 kumpens",
         "nl": "G.17 Beschrijving compensatiestelsels",
         "pl": "G.17 Opis system\u00f3w rekompensat",
         "pt": "G.17 Descri\u00e7\u00e3o dos sistemas de indemniza\u00e7\u00e3o",
         "ro": "G.17 Mecanisme de compensare descriere",
         "sk": "G.17 Opis syst\u00e9mov n\u00e1hrad",
         "sl": "G.17 Opis kompenzacijskih shem",
         "fi": "G.17 Korvausj\u00e4rjestelmien kuvaus",
         "sv": "G.17 Beskrivning av ers\u00e4ttningssystem"
        },
        "doc": {
         "en": "Where the field above is true, a description of the compensation schemes."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ApplicableLawForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Applicable law for other token [text block]"
        },
        "ns0": {
         "en": "G.18 Applicable law",
         "bg": "G.18 \u041f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u043e \u043f\u0440\u0430\u0432\u043e",
         "cs": "G.18 Pou\u017eiteln\u00e9 pr\u00e1vo",
         "da": "G.18 G\u00e6ldende ret",
         "de": "G.18 Geltendes Recht",
         "el": "\u0396.18 \u0395\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03bf \u03b4\u03af\u03ba\u03b1\u03b9\u03bf",
         "es": "G.18 Derecho aplicable",
         "et": "G.18 Kohaldatav \u00f5igus",
         "fr": "G.18 Droit applicable",
         "ga": "G.18 An dl\u00ed is infheidhme",
         "hr": "G.18 Primjenjivo pravo",
         "it": "G.18 Diritto applicabile",
         "lv": "G.18 Piem\u0113rojamie ties\u012bbu akti",
         "lt": "G.18 Taikytina teis\u0117",
         "hu": "G.18 Alkalmazand\u00f3 jog",
         "mt": "G.18 Li\u0121i applikabbli",
         "nl": "G.18 Toepasselijk recht",
         "pl": "G.18 Prawo maj\u0105ce zastosowanie",
         "pt": "G.18 Legisla\u00e7\u00e3o aplic\u00e1vel",
         "ro": "G.18 Dreptul aplicabil",
         "sk": "G.18 Uplatnite\u013en\u00e9 pr\u00e1vne predpisy",
         "sl": "G.18 Pravo, ki se uporablja",
         "fi": "G.18 Sovellettava laki",
         "sv": "G.18 Till\u00e4mplig lag"
        },
        "doc": {
         "en": "The law applicable to the crypto-assets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:CompetentCourtForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Competent court for other token [text block]"
        },
        "ns0": {
         "en": "G.19 Competent court",
         "bg": "G.19 \u041a\u043e\u043c\u043f\u0435\u0442\u0435\u043d\u0442\u0435\u043d \u0441\u044a\u0434",
         "cs": "G.19 P\u0159\u00edslu\u0161n\u00fd soud",
         "da": "G.19 Kompetent domstol",
         "de": "G.19 Zust\u00e4ndiges Gericht",
         "el": "\u0396.19 \u0391\u03c1\u03bc\u03cc\u03b4\u03b9\u03bf \u03b4\u03b9\u03ba\u03b1\u03c3\u03c4\u03ae\u03c1\u03b9\u03bf",
         "es": "G.19 Competencia objetiva y funcional",
         "et": "G.19 P\u00e4dev kohus",
         "fr": "G.19 Juridiction comp\u00e9tente",
         "ga": "G.19 An ch\u00fairt inni\u00fail",
         "hr": "G.19 Nadle\u017eni sud",
         "it": "G.19 Organo giurisdizionale competente",
         "lv": "G.19 Kompetent\u0101 tiesa",
         "lt": "G.19 Kompetentingas teismas",
         "hu": "G.19 Illet\u00e9kes b\u00edr\u00f3s\u00e1g",
         "mt": "G.19 Qorti kompetenti",
         "nl": "G.19 Bevoegde rechter",
         "pl": "G.19 W\u0142a\u015bciwy s\u0105d",
         "pt": "G.19 Tribunal competente",
         "ro": "G.19 Instan\u021ba competent\u0103",
         "sk": "G.19 Pr\u00edslu\u0161n\u00fd s\u00fad",
         "sl": "G.19 Pristojno sodi\u0161\u010de",
         "fi": "G.19 Toimivaltainen tuomioistuin",
         "sv": "G.19 Beh\u00f6rig domstol"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DistributedLedgerTechnologyForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Distributed ledger technology for other token [text block]"
        },
        "ns0": {
         "en": "H.1 Distributed ledger technology (DTL)",
         "bg": "H.1 \u0422\u0435\u0445\u043d\u043e\u043b\u043e\u0433\u0438\u044f \u043d\u0430 \u0434\u0435\u0446\u0435\u043d\u0442\u0440\u0430\u043b\u0438\u0437\u0438\u0440\u0430\u043d\u0438\u044f \u0440\u0435\u0433\u0438\u0441\u0442\u044a\u0440 (\u0422\u0414\u0420)",
         "cs": "H.1 Technologie distribuovan\u00e9ho registru (DTL)",
         "da": "H.1 Distributed ledger-teknologi (DLT)",
         "de": "H.1 Distributed-Ledger-Technologie (DTL)",
         "el": "H.1 \u03a4\u03b5\u03c7\u03bd\u03bf\u03bb\u03bf\u03b3\u03af\u03b1 \u03ba\u03b1\u03c4\u03b1\u03bd\u03b5\u03bc\u03b7\u03bc\u03ad\u03bd\u03bf\u03c5 \u03ba\u03b1\u03b8\u03bf\u03bb\u03b9\u03ba\u03bf\u03cd (DTL)",
         "es": "H.1 Tecnolog\u00eda de registro distribuido (TRD)",
         "et": "H.1 Hajusraamatu tehnoloogia",
         "fr": "H.1 Technologie des registres distribu\u00e9s (DLT)",
         "ga": "H.1 Teicneola\u00edocht m\u00f3rleabhar d\u00e1ilte (DTL)",
         "hr": "H.1 Tehnologija distribuiranog zapisa (DLT)",
         "it": "H.1 Tecnologia a registro distribuito (DTL)",
         "lv": "H.1 Sadal\u012bt\u0101s virsgr\u0101matas tehnolo\u0123ija (SVT)",
         "lt": "H.1 Paskirstytojo registro technologija (PRT)",
         "hu": "H.1 Megosztott f\u0151k\u00f6nyvi technol\u00f3gia (DTL)",
         "mt": "H.1 Teknolo\u0121ija ta\u2019 re\u0121istru distribwit (DLT, dsistributed ledger technology)",
         "nl": "H.1 Distributed ledger-technologie (DTL)",
         "pl": "H.1 Technologia rozproszonego rejestru (DLT)",
         "pt": "H.1 Tecnologia de registo distribu\u00eddo (DLT)",
         "ro": "H.1 Tehnologia registrelor distribuite (DLT)",
         "sk": "H.1 Technol\u00f3gia distribuovanej datab\u00e1zy transakci\u00ed (DLT)",
         "sl": "H.1 Tehnologija razpr\u0161ene evidence (DLT)",
         "fi": "H.1 Hajautetun tilikirjan teknologia",
         "sv": "H.1 Teknik f\u00f6r distribuerade liggare (DLT)"
        },
        "doc": {
         "en": "Information on the technology used, including distributed ledger technology."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory": {
       "labels": {
        "ns0": {
         "en": "H.2 Protocols and technical standards",
         "bg": "H.2 \u041f\u0440\u043e\u0442\u043e\u043a\u043e\u043b\u0438 \u0438 \u0442\u0435\u0445\u043d\u0438\u0447\u0435\u0441\u043a\u0438 \u0441\u0442\u0430\u043d\u0434\u0430\u0440\u0442\u0438",
         "cs": "H.2 Protokoly a\u00a0technick\u00e9 normy",
         "da": "H.2 Protokoller og tekniske standarder",
         "de": "H.2 Protokolle und technische Standards",
         "el": "H.2 \u03a0\u03c1\u03c9\u03c4\u03cc\u03ba\u03bf\u03bb\u03bb\u03b1 \u03ba\u03b1\u03b9 \u03c4\u03b5\u03c7\u03bd\u03b9\u03ba\u03ac \u03c0\u03c1\u03cc\u03c4\u03c5\u03c0\u03b1",
         "es": "H.2 Protocolos y normas t\u00e9cnicas",
         "et": "H.2 Protokollid ja tehnilised standardid",
         "fr": "H.2 Protocoles et normes techniques",
         "ga": "H.2 Pr\u00f3tacail agus caighde\u00e1in theicni\u00fala",
         "hr": "H.2 Protokoli i tehni\u010dki standardi",
         "it": "H.2 Protocolli e standard tecnici",
         "lv": "H.2 Protokoli un tehniskie standarti",
         "lt": "H.2 Protokolai ir techniniai standartai",
         "hu": "H.2 Protokollok \u00e9s m\u0171szaki szabv\u00e1nyok",
         "mt": "H.2 Protokolli u standards tekni\u010bi",
         "nl": "H.2 Protocollen en technische normen",
         "pl": "H.2 Protoko\u0142y i\u00a0standardy techniczne",
         "pt": "H.2 Protocolos e normas t\u00e9cnicas",
         "ro": "H.2 Protocoale \u0219i standarde tehnice",
         "sk": "H.2 Protokoly a\u00a0technick\u00e9 predpisy",
         "sl": "H.2 Protokoli in tehni\u010dni standardi",
         "fi": "H.2 Protokollat ja tekniset standardit",
         "sv": "H.2 Protokoll och tekniska standarder"
        },
        "doc": {
         "en": "Information about protocols and technical standards used"
        },
        "std": {
         "en": "Protocols and technical standards for other token [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory": {
       "labels": {
        "ns0": {
         "en": "H.3 Technology used",
         "bg": "H.3 \u0418\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0430 \u0442\u0435\u0445\u043d\u043e\u043b\u043e\u0433\u0438\u044f",
         "cs": "H.3 Pou\u017eit\u00e9 technologie",
         "da": "H.3 Anvendt teknologi",
         "de": "H.3 Eingesetzte Technologie",
         "el": "H.3 \u03a7\u03c1\u03b7\u03c3\u03b9\u03bc\u03bf\u03c0\u03bf\u03b9\u03bf\u03cd\u03bc\u03b5\u03bd\u03b7 \u03c4\u03b5\u03c7\u03bd\u03bf\u03bb\u03bf\u03b3\u03af\u03b1",
         "es": "H.3 Tecnolog\u00eda utilizada",
         "et": "H.3 Kasutatav tehnoloogia",
         "fr": "H.3 Technologie utilis\u00e9e",
         "ga": "H.3 An teicneola\u00edocht a \u00fas\u00e1idtear",
         "hr": "H.3 Kori\u0161tena tehnologija",
         "it": "H.3 Tecnologia utilizzata",
         "lv": "H.3 Izmantot\u0101 tehnolo\u0123ija",
         "lt": "H.3 Naudojama technologija",
         "hu": "H.3 Alkalmazott technol\u00f3gia",
         "mt": "H.3 Teknolo\u0121ija u\u017cata",
         "nl": "H.3 Gebruikte technologie",
         "pl": "H.3 Zastosowana technologia",
         "pt": "H.3 Tecnologia utilizada",
         "ro": "H.3 Tehnologia utilizat\u0103",
         "sk": "H.3 Pou\u017eit\u00e1 technol\u00f3gia",
         "sl": "H.3 Uporabljena tehnologija",
         "fi": "H.3 K\u00e4ytetty teknologia",
         "sv": "H.3 Teknik"
        },
        "std": {
         "en": "Information about technology used for other token [text block]"
        },
        "doc": {
         "en": "Other information on the technology used allowing for the holding, storing and transfer of crypto-assets, if relevant."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ConsensusMechanismForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Consensus mechanism for other token [text block]"
        },
        "ns0": {
         "en": "H.4 Consensus mechanism",
         "bg": "H.4 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u044a\u043c \u0437\u0430 \u043a\u043e\u043d\u0441\u0435\u043d\u0441\u0443\u0441",
         "cs": "H.4 Mechanismus konsensu",
         "da": "H.4 Konsensusmekanisme",
         "de": "H.4 Konsensmechanismus",
         "el": "H.4 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03cc\u03c2 \u03c3\u03c5\u03bd\u03b1\u03af\u03bd\u03b5\u03c3\u03b7\u03c2",
         "es": "H.4 Mecanismo de consenso",
         "et": "H.4 Konsensusmehhanism",
         "fr": "H.4 M\u00e9canisme de consensus",
         "ga": "H.4 S\u00e1sra comhthola",
         "hr": "H.4 Mehanizam konsenzusa",
         "it": "H.4 Meccanismo di consenso",
         "lv": "H.4 Konsensa meh\u0101nisms",
         "lt": "H.4 Susitarimo mechanizmas",
         "hu": "H.4 Konszenzusos mechanizmus",
         "mt": "H.4 Mekkani\u017cmu ta\u2019 kunsens",
         "nl": "H.4 Consensusmechanisme",
         "pl": "H.4 Mechanizm konsensusu",
         "pt": "H.4 Mecanismo de consenso",
         "ro": "H.4 Mecanismul de consens",
         "sk": "H.4 Mechanizmus konsenzu",
         "sl": "H.4 Mehanizem soglasja",
         "fi": "H.4 Konsensusmekanismi",
         "sv": "H.4 Konsensusmekanism"
        },
        "doc": {
         "en": "Information on the consensus mechanism, where applicable."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory": {
       "labels": {
        "ns0": {
         "en": "H.5 Incentive mechanisms and applicable fees",
         "bg": "H.5 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0438 \u0437\u0430 \u0441\u0442\u0438\u043c\u0443\u043b\u0438\u0440\u0430\u043d\u0435 (\u043d\u0430\u0441\u044a\u0440\u0447\u0430\u0432\u0430\u043d\u0435) \u0438 \u043f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u0438 \u0442\u0430\u043a\u0441\u0438",
         "cs": "H.5 Pob\u00eddkov\u00e9 mechanismy a\u00a0p\u0159\u00edslu\u0161n\u00e9 poplatky",
         "da": "H.5 Incitamentsmekanismer og gebyrer",
         "de": "H.5 Anreizmechanismen und geltende Geb\u00fchren",
         "el": "H.5 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03af \u03b4\u03b7\u03bc\u03b9\u03bf\u03c5\u03c1\u03b3\u03af\u03b1\u03c2 \u03ba\u03b9\u03bd\u03ae\u03c4\u03c1\u03c9\u03bd \u03ba\u03b1\u03b9 \u03b9\u03c3\u03c7\u03cd\u03bf\u03bd\u03c4\u03b1 \u03c4\u03ad\u03bb\u03b7",
         "es": "H.5 Mecanismos de incentivo y comisiones aplicables",
         "et": "H.5 Stiimulmehhanismid ja kehtivad tasud",
         "fr": "H.5 M\u00e9canismes incitatifs et frais applicables",
         "ga": "H.5 S\u00e1sra\u00ed dreasachta agus t\u00e1ill\u00ed is infheidhme",
         "hr": "H.5 Mehanizmi poticaja i primjenjive naknade",
         "it": "H.5 Meccanismi di incentivazione e commissioni applicabili",
         "lv": "H.5 Stimulu meh\u0101nismi un piem\u0113rojam\u0101s maksas",
         "lt": "H.5 Paskat\u0173 priemon\u0117s ir taikytini mokes\u010diai",
         "hu": "H.5 \u00d6szt\u00f6nz\u0151 mechanizmusok \u00e9s alkalmazand\u00f3 d\u00edjak",
         "mt": "H.5 Mekkani\u017cmi ta\u2019 in\u010bentiv u tariffi applikabbli",
         "nl": "H.5 Stimuleringsmechanismen en toepasselijke vergoedingen",
         "pl": "H.5 Mechanizmy zach\u0119t i\u00a0obowi\u0105zuj\u0105ce op\u0142aty",
         "pt": "H.5 Mecanismos de incentivo e taxas aplic\u00e1veis",
         "ro": "H.5 Mecanisme de stimulare \u0219i comisioane aplicabile",
         "sk": "H.5 Stimula\u010dn\u00e9 mechanizmy a\u00a0uplatnite\u013en\u00e9 poplatky",
         "sl": "H.5 Mehanizmi spodbud in provizije, ki se uporabljajo",
         "fi": "H.5 Kannustinmekanismit ja sovellettavat maksut",
         "sv": "H.5 Incitamentsmekanismer och till\u00e4mpliga avgifter"
        },
        "std": {
         "en": "Incentive mechanisms and applicable fees for other token [text block]"
        },
        "doc": {
         "en": "Information on incentive mechanisms to secure transactions and any fees applicable."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken": {
       "labels": {
        "ns0": {
         "en": "H.6 Use of distributed ledger technology",
         "bg": "H.6 \u0418\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435 \u043d\u0430 \u0442\u0435\u0445\u043d\u043e\u043b\u043e\u0433\u0438\u044f\u0442\u0430 \u043d\u0430 \u0434\u0435\u0446\u0435\u043d\u0442\u0440\u0430\u043b\u0438\u0437\u0438\u0440\u0430\u043d\u0438\u044f \u0440\u0435\u0433\u0438\u0441\u0442\u044a\u0440",
         "cs": "H.6 Pou\u017eit\u00ed technologie distribuovan\u00e9ho registru",
         "da": "H.6 Anvendelse af distributed ledger-teknologi",
         "de": "H.6 Einsatz von Distributed-Ledger-Technologie",
         "el": "H.6 \u03a7\u03c1\u03ae\u03c3\u03b7 \u03c4\u03b5\u03c7\u03bd\u03bf\u03bb\u03bf\u03b3\u03af\u03b1\u03c2 \u03ba\u03b1\u03c4\u03b1\u03bd\u03b5\u03bc\u03b7\u03bc\u03ad\u03bd\u03bf\u03c5 \u03ba\u03b1\u03b8\u03bf\u03bb\u03b9\u03ba\u03bf\u03cd",
         "es": "H.6 Utilizaci\u00f3n de la tecnolog\u00eda de registro distribuido",
         "et": "H.6 Hajusraamatu tehnoloogia kasutamine",
         "fr": "H.6 Utilisation de la technologie des registres distribu\u00e9s",
         "ga": "H.6 Teicneola\u00edocht m\u00f3rleabhar d\u00e1ilte a \u00fas\u00e1id",
         "hr": "H.6 Kori\u0161tenje tehnologije distribuiranog zapisa",
         "it": "H.6 Utilizzo della tecnologia a registro distribuito",
         "lv": "H.6 Sadal\u012bt\u0101s virsgr\u0101matas tehnolo\u0123ijas izmanto\u0161ana",
         "lt": "H.6 Paskirstytojo registro technologijos naudojimas",
         "hu": "H.6 Megosztott f\u0151k\u00f6nyvi technol\u00f3gia alkalmaz\u00e1sa",
         "mt": "H.6 U\u017cu tat-teknolo\u0121ija ta\u2019 re\u0121istru distribwit",
         "nl": "H.6 Gebruik van distributed ledger-technologie",
         "pl": "H.6 Wykorzystanie technologii rozproszonego rejestru",
         "pt": "H.6 Utiliza\u00e7\u00e3o da tecnologia de registo distribu\u00eddo",
         "ro": "H.6 Utilizarea tehnologiei registrelor distribuite",
         "sk": "H.6 Pou\u017eitie technol\u00f3gie distribuovanej datab\u00e1zy transakci\u00ed",
         "sl": "H.6 Uporaba tehnologije razpr\u0161ene evidence",
         "fi": "H.6 Hajautetun tilikirjan teknologian k\u00e4ytt\u00f6",
         "sv": "H.6 Anv\u00e4ndning av teknik f\u00f6r distribuerade liggare"
        },
        "doc": {
         "en": "Indication as to whether the crypto-assets are issued, transferred and stored using distributed ledger technology that is operated by the issuer, the offeror or a third-party acting on their behalf."
        },
        "std": {
         "en": "Use of distributed ledger technology indicator for other token"
        },
        "ns1": {
         "en": "\u2018true\u2019 \u2013 Yes, DLT operated by the issuer or a third-party acting on the issuer\u2019s behalf\n\u2018false\u2019 \u2013 No, DLT not operated by the issuer or a third-party acting on the issuer\u2019s behalf"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:AuditIndicatorForOtherToken": {
       "labels": {
        "std": {
         "en": "Audit indicator for other token"
        },
        "ns0": {
         "en": "H.8 Audit",
         "bg": "H.8 \u041e\u0434\u0438\u0442",
         "cs": "H.8 Audit",
         "da": "H.8 Kontrol",
         "de": "H.8 Pr\u00fcfung",
         "el": "H.8 \u0388\u03bb\u03b5\u03b3\u03c7\u03bf\u03c2",
         "es": "H.8 Auditor\u00eda",
         "et": "H.8 Auditeerimine",
         "fr": "H.8 Audit",
         "ga": "H.8 Ini\u00fachadh",
         "hr": "H.8 Revizija",
         "it": "H.8 Audit",
         "lv": "H.8 Rev\u012bzija",
         "lt": "H.8 Auditas",
         "hu": "H.8 Ellen\u0151rz\u00e9s",
         "mt": "H.8 Awditu",
         "nl": "H.8 Audit",
         "pl": "H.8 Audyt",
         "pt": "H.8 Auditoria",
         "ro": "H.8 Audit",
         "sk": "H.8 Audit",
         "sl": "H.8 Revizija",
         "fi": "H.8 Tarkastus",
         "sv": "H.8 \u00d6versyn"
        },
        "doc": {
         "en": "Indication as to whether an audit of the technology used was conducted."
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:AuditOutcomeForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Audit outcome for other token [text block]"
        },
        "ns0": {
         "en": "H.9 Audit outcome",
         "bg": "H.9 \u0420\u0435\u0437\u0443\u043b\u0442\u0430\u0442\u0438 \u043e\u0442 \u043e\u0434\u0438\u0442\u0430",
         "cs": "H.9 V\u00fdsledek auditu",
         "da": "H.9 Kontrolresultat",
         "de": "H.9 Ergebnis der Pr\u00fcfung",
         "el": "H.9 \u0391\u03c0\u03bf\u03c4\u03ad\u03bb\u03b5\u03c3\u03bc\u03b1 \u03c4\u03bf\u03c5 \u03b5\u03bb\u03ad\u03b3\u03c7\u03bf\u03c5",
         "es": "H.9 Resultado de la auditor\u00eda",
         "et": "H.9 Auditi tulemus",
         "fr": "H.9 R\u00e9sultats de l\u2019audit",
         "ga": "H.9 Toradh an ini\u00fachta",
         "hr": "H.9 Rezultati revizije",
         "it": "H.9 Esito dell'audit",
         "lv": "H.9 Rev\u012bzijas rezult\u0101ti",
         "lt": "H.9 Audito rezultatai",
         "hu": "H.9 Az ellen\u0151rz\u00e9s eredm\u00e9nye",
         "mt": "H.9 E\u017citu tal-awditu",
         "nl": "H.9 Uitkomst audit",
         "pl": "H.9 Wyniki audytu",
         "pt": "H.9 Resultado da auditoria",
         "ro": "H.9 Rezultatul auditului",
         "sk": "H.9 V\u00fdsledok auditu",
         "sl": "H.9 Rezultat revizije",
         "fi": "H.9 Tarkastuksen tulos",
         "sv": "H.9 Resultat av \u00f6versyn"
        },
        "doc": {
         "en": "Information on the audit outcome of the technology used."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the risks associated with the offer to the public of crypto-assets or their admission to trading."
        },
        "std": {
         "en": "Description of offer-related risks for other token [text block]"
        },
        "ns0": {
         "en": "I.1 Offer-related risks",
         "bg": "\u0418.1 \u0420\u0438\u0441\u043a\u043e\u0432\u0435, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435",
         "cs": "I.1 Rizika spojen\u00e1 s\u00a0nab\u00eddkou",
         "da": "I.1 Udbudsrelaterede risici",
         "de": "I.1 Angebotsbezogene Risiken",
         "el": "\u0398.1 \u039a\u03af\u03bd\u03b4\u03c5\u03bd\u03bf\u03b9 \u03c0\u03bf\u03c5 \u03c3\u03c7\u03b5\u03c4\u03af\u03b6\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03b7\u03bd \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac",
         "es": "I.1 Riesgos relacionados con la oferta",
         "et": "I.1 Pakkumisega seotud riskid",
         "fr": "I.1 Risques associ\u00e9s \u00e0 l\u2019offre",
         "ga": "I.1 Riosca\u00ed a bhaineann leis an tairiscint",
         "hr": "I.1 Rizici povezani s ponudom",
         "it": "I.1 Rischi connessi all'offerta",
         "lv": "I.1 Ar pied\u0101v\u0101jumu saist\u012btie riski",
         "lt": "I.1 Su pasi\u016blymu susijusi rizika",
         "hu": "I.1. Az aj\u00e1nlatt\u00e9tellel kapcsolatos kock\u00e1zatok",
         "mt": "I.1 Riskji relatati mal-offerta",
         "nl": "I.1 Risico\u2019s aanbieding",
         "pl": "I.1 Ryzyko zwi\u0105zane z\u00a0ofert\u0105",
         "pt": "I.1 Riscos relacionados com a oferta",
         "ro": "I.1 Riscuri legate de ofert\u0103",
         "sk": "I.1 Rizik\u00e1 s\u00favisiace s\u00a0ponukou",
         "sl": "I.1 Tveganja, povezana s\u00a0ponudbo",
         "fi": "I.1 Yleis\u00f6lle tarjoamiseen liittyv\u00e4t riskit",
         "sv": "I.1 Risker f\u00f6rknippade med erbjudandet"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the risks associated with the issuer, if different from the offeror or person seeking admission to trading, including risks related to the issuer's financial situation, business activities and related sector, legal and regulatory risk, internal control risk, governance risks."
        },
        "std": {
         "en": "Description of issuer-related risks for other token [text block]"
        },
        "ns0": {
         "en": "I.2 Issuer-related risks",
         "bg": "\u0418.2 \u0420\u0438\u0441\u043a\u043e\u0432\u0435, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0438\u0437\u0434\u0430\u0442\u0435\u043b\u044f",
         "cs": "I.2 Rizika spojen\u00e1 s\u00a0vydavatelem",
         "da": "I.2 Udstederrelaterede risici",
         "de": "I.2 Emittentenbezogene Risiken",
         "el": "\u0398.2 \u039a\u03af\u03bd\u03b4\u03c5\u03bd\u03bf\u03b9 \u03c0\u03bf\u03c5 \u03c3\u03c7\u03b5\u03c4\u03af\u03b6\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03bf\u03bd \u03b5\u03ba\u03b4\u03cc\u03c4\u03b7",
         "es": "I.2 Riesgos relacionados con el emisor",
         "et": "I.2 Emitendiga seotud riskid",
         "fr": "I.2 Risques associ\u00e9s \u00e0 l\u2019\u00e9metteur",
         "ga": "I.2 Riosca\u00ed a bhaineann le heisitheoir",
         "hr": "I.2 Rizici povezani s izdavateljem",
         "it": "I.2 Rischi associati all'emittente",
         "lv": "I.2 Ar emitentu saist\u012btie riski",
         "lt": "I.2 Su emitentu susijusi rizika",
         "hu": "I.2. Kibocs\u00e1t\u00f3val kapcsolatos kock\u00e1zatok",
         "mt": "I.2 Riskji relatati mal-emittent",
         "nl": "I.2 Risico\u2019s uitgever",
         "pl": "I.2 Ryzyko zwi\u0105zane z\u00a0emitentem",
         "pt": "I.2 Riscos relacionados com o emitente",
         "ro": "I.2 Riscuri legate de emitent",
         "sk": "I.2 Rizik\u00e1 s\u00favisiace s\u00a0emitentom",
         "sl": "I.2 Tveganja, povezana z\u00a0izdajateljem",
         "fi": "I.2 Liikkeeseenlaskijaan liittyv\u00e4t riskit",
         "sv": "I.2 Risker f\u00f6rknippade med utgivaren"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherTokensrelatedRisksExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the risks associated with the crypto-assets."
        },
        "std": {
         "en": "Other tokens-related risks [text block]"
        },
        "ns0": {
         "en": "I.3 Other tokens-related risks",
         "bg": "\u0418.3 \u0420\u0438\u0441\u043a\u043e\u0432\u0435, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438\u0442\u0435",
         "cs": "I.3 Rizika spojen\u00e1 s\u00a0kryptoaktivy",
         "da": "I.3 Kryptoaktivrelaterede risici",
         "de": "I.3 Risiken im Zusammenhang mit Kryptowerten",
         "el": "\u0398.3 \u039a\u03af\u03bd\u03b4\u03c5\u03bd\u03bf\u03b9 \u03c0\u03bf\u03c5 \u03c3\u03c7\u03b5\u03c4\u03af\u03b6\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1",
         "es": "I.3 Riesgos relacionados con los criptoactivos",
         "et": "I.3 Kr\u00fcptovaraga seotud riskid",
         "fr": "I.3 Risques associ\u00e9s aux crypto-actifs",
         "ga": "I.3 Riosca\u00ed a bhaineann le cripteash\u00f3cmhainn\u00ed",
         "hr": "I.3 Rizici povezani s kriptoimovinom",
         "it": "I.3 Rischi associati alle cripto-attivit\u00e0",
         "lv": "I.3 Ar kriptoakt\u012bviem saist\u012btie riski",
         "lt": "I.3 Su kriptoturtu susijusi rizika",
         "hu": "I.3. Kriptoeszk\u00f6z\u00f6kkel kapcsolatos kock\u00e1zatok",
         "mt": "I.3 Riskji relatati mal-kriptoassi",
         "nl": "I.3 Risico\u2019s cryptoactiva",
         "pl": "I.3 Ryzyko zwi\u0105zane z\u00a0kryptoaktywami",
         "pt": "I.3 Riscos relacionados com criptoativos",
         "ro": "I.3 Riscuri legate de criptoactive",
         "sk": "I.3 Rizik\u00e1 s\u00favisiace s\u00a0kryptoakt\u00edvami",
         "sl": "I.3 Tveganja, povezana s\u00a0kriptosredstvi",
         "fi": "I.3 Kryptovaroihin liittyv\u00e4t riskit",
         "sv": "I.3 Risker f\u00f6rknippade med kryptotillg\u00e5ngarna"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ProjectImplementationrelatedRisksExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the risks associated with project implementation."
        },
        "ns0": {
         "en": "I.4 Project implementation-related risks",
         "bg": "\u0418.4 \u0420\u0438\u0441\u043a\u043e\u0432\u0435, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0438\u0437\u043f\u044a\u043b\u043d\u0435\u043d\u0438\u0435\u0442\u043e \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430",
         "cs": "I.4 Rizika spojen\u00e1 s\u00a0realizac\u00ed projektu",
         "da": "I.4 Risici forbundet med projektgennemf\u00f8relsen",
         "de": "I.4 Risiken im Zusammenhang mit der Projektdurchf\u00fchrung",
         "el": "\u0398.4 \u039a\u03af\u03bd\u03b4\u03c5\u03bd\u03bf\u03b9 \u03c0\u03bf\u03c5 \u03c3\u03c7\u03b5\u03c4\u03af\u03b6\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03b7\u03bd \u03b5\u03ba\u03c4\u03ad\u03bb\u03b5\u03c3\u03b7 \u03c4\u03bf\u03c5 \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5",
         "es": "I.4 Riesgos relacionados con la ejecuci\u00f3n del proyecto",
         "et": "I.4 Projekti rakendamisega seotud riskid",
         "fr": "I.4 Risques associ\u00e9s \u00e0 la mise en \u0153uvre du projet",
         "ga": "I.4 Riosca\u00ed a bhaineann leis an tionscadal a chur chun feidhme",
         "hr": "I.4 Rizici povezani s provedbom projekta",
         "it": "I.4 Rischi associati all'attuazione del progetto",
         "lv": "I.4 Ar projekta \u012bsteno\u0161anu saist\u012btie riski",
         "lt": "I.4 Su projekto \u012fgyvendinimu susijusi rizika",
         "hu": "I.4. A projekt v\u00e9grehajt\u00e1s\u00e1val kapcsolatos kock\u00e1zatok",
         "mt": "I.4 Riskji relatati mal-implimentazzjoni tal-pro\u0121ett",
         "nl": "I.4 Risico\u2019s uitvoering project",
         "pl": "I.4 Ryzyko zwi\u0105zane z\u00a0realizacj\u0105 projektu",
         "pt": "I.4 Riscos relacionados com a execu\u00e7\u00e3o do projeto",
         "ro": "I.4 Riscuri legate de implementarea proiectului",
         "sk": "I.4 Rizik\u00e1 s\u00favisiace s\u00a0realiz\u00e1ciou projektu",
         "sl": "I.4 Tveganja, povezana z\u00a0izvedbo projekta",
         "fi": "I.4 Hankkeen toteutukseen liittyv\u00e4t riskit",
         "sv": "I.4 Risker f\u00f6rknippade med projektets genomf\u00f6rande"
        },
        "std": {
         "en": "Project implementation-related risks [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory": {
       "labels": {
        "doc": {
         "en": "A description of the risks associated with the technology used."
        },
        "std": {
         "en": "Description of technology-related risks for other token [text block]"
        },
        "ns0": {
         "en": "I.5 Technology-related risks",
         "bg": "\u0418.5 \u0420\u0438\u0441\u043a\u043e\u0432\u0435, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0442\u0435\u0445\u043d\u043e\u043b\u043e\u0433\u0438\u044f\u0442\u0430",
         "cs": "I.5 Rizika spojen\u00e1 s\u00a0technologiemi",
         "da": "I.5 Teknologirelaterede risici",
         "de": "I.5 Technologiebezogene Risiken",
         "el": "\u0398.5 \u039a\u03af\u03bd\u03b4\u03c5\u03bd\u03bf\u03b9 \u03c0\u03bf\u03c5 \u03c3\u03c7\u03b5\u03c4\u03af\u03b6\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03b7\u03bd \u03c4\u03b5\u03c7\u03bd\u03bf\u03bb\u03bf\u03b3\u03af\u03b1",
         "es": "I.5 Riesgos relacionados con la tecnolog\u00eda",
         "et": "I.5 Tehnoloogiaga seotud riskid",
         "fr": "I.5 Risques associ\u00e9s \u00e0 la technologie",
         "ga": "I.5 Riosca\u00ed a bhaineann leis an teicneola\u00edocht",
         "hr": "I.5 Rizici povezani s tehnologijom",
         "it": "I.5 Rischi associati alla tecnologia",
         "lv": "I.5 Ar tehnolo\u0123iju saist\u012btie riski",
         "lt": "I.5 Su technologija susijusi rizika",
         "hu": "I.5. A technol\u00f3gi\u00e1val kapcsolatos kock\u00e1zatok",
         "mt": "I.5 Riskji relatati mat-teknolo\u0121ija",
         "nl": "I.5 Risico\u2019s technologie",
         "pl": "I.5 Ryzyko zwi\u0105zane z\u00a0technologi\u0105",
         "pt": "I.5 Riscos relacionados com a tecnologia",
         "ro": "I.5 Riscuri legate de tehnologie",
         "sk": "I.5 Rizik\u00e1 s\u00favisiace s\u00a0technol\u00f3giou",
         "sl": "I.5 Tveganja, povezana s\u00a0tehnologijo",
         "fi": "I.5 Teknologiaan liittyv\u00e4t riskit",
         "sv": "I.5 Risker f\u00f6rknippade med tekniken"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory": {
       "labels": {
        "ns0": {
         "en": "I.6 Mitigation measures",
         "bg": "\u0418.6 \u041c\u0435\u0440\u043a\u0438 \u0437\u0430 \u0441\u043c\u0435\u043a\u0447\u0430\u0432\u0430\u043d\u0435",
         "cs": "I.6 Zm\u00edr\u0148uj\u00edc\u00ed opat\u0159en\u00ed",
         "da": "I.6 Risikobegr\u00e6nsende foranstaltninger",
         "de": "I.6 Risikominderungsma\u00dfnahmen",
         "el": "\u0398.6 \u039c\u03ad\u03c4\u03c1\u03b1 \u03bc\u03b5\u03c4\u03c1\u03b9\u03b1\u03c3\u03bc\u03bf\u03cd",
         "es": "I.6 Medidas de mitigaci\u00f3n",
         "et": "I.6 Riskimaandusmeetmed",
         "fr": "I.6 Mesures d\u2019att\u00e9nuation",
         "ga": "I.6 Bearta maol\u00fach\u00e1in",
         "hr": "I.6 Mjere za smanjenje rizika",
         "it": "I.6 Misure di attenuazione",
         "lv": "I.6 Riska mazin\u0101\u0161anas pas\u0101kumi",
         "lt": "I.6 Rizikos ma\u017einimo priemon\u0117s",
         "hu": "I.6. M\u00e9rs\u00e9kl\u0151 int\u00e9zked\u00e9sek",
         "mt": "I.6 Mi\u017curi ta\u2019 mitigazzjoni",
         "nl": "I.6 Mitigerende maatregelen",
         "pl": "I.6 \u015arodki ograniczaj\u0105ce ryzyko",
         "pt": "I.6 Medidas de atenua\u00e7\u00e3o",
         "ro": "I.6 M\u0103suri de atenuare",
         "sk": "I.6 Zmier\u0148uj\u00face opatrenia",
         "sl": "I.6 Ukrepi za zmanj\u0161evanje",
         "fi": "I.6 Lievent\u00e4mistoimenpiteet",
         "sv": "I.6 Riskreducerande \u00e5tg\u00e4rder"
        },
        "std": {
         "en": "Mitigation measures for technology risk for other token [text block]"
        },
        "doc": {
         "en": "Mitigation measures of the risks associated with the technology, if any."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:Name": {
       "labels": {
        "std": {
         "en": "Name"
        },
        "doc": {
         "en": "Name reported in Annex II to Commission Implementing Regulation (EU) 2024/2984, Table 2, fields A.1, B.2 or C.1, Table 3, field A.1, or Table 4, or name of the crypto-asset service provider."
        },
        "ns0": {
         "en": "S.1 Name",
         "bg": "S.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435",
         "cs": "S.1 N\u00e1zev",
         "da": "S.1 Navn",
         "de": "S.1 Bezeichnung",
         "el": "S.1 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1",
         "es": "S.1 Nombre",
         "et": "S.1 Nimi",
         "fr": "S.1 Nom",
         "ga": "S.1 Ainm",
         "hr": "S.1 Naziv",
         "it": "S.1 Nome",
         "lv": "S.1 V\u0101rds, uzv\u0101rds vai nosaukums",
         "lt": "S.1 Pavadinimas",
         "hu": "S.1 N\u00e9v",
         "mt": "S.1 Isem",
         "nl": "S.1 Naam",
         "pl": "S.1 Nazwa",
         "pt": "S.1 Nome",
         "ro": "S.1 Nume/Denumire",
         "sk": "S.1 N\u00e1zov",
         "sl": "S.1 Ime",
         "fi": "S.1 Nimi",
         "sv": "S.1 Namn"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:RelevantLegalEntityIdentifier": {
       "labels": {
        "doc": {
         "en": "Identifier referred to in Annex II to Implementing Regulation (EU) 2024/2984, Table 2, fields A.6 or A.7, B.7 or B.8 or C.6 or C.7, Table 3, fields A.7 and A.8 or Table 4, fields A.7 and A.8 or identifier of the crypto-asset service provider referred to in Article 1 of Commission Delegated Regulation (EU) 2025/305."
        },
        "std": {
         "en": "Relevant legal entity identifier"
        },
        "ns0": {
         "en": "S.2 Relevant legal entity identifier",
         "bg": "S.2 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u043d\u0438\u044f \u043f\u0440\u0430\u0432\u0435\u043d \u0441\u0443\u0431\u0435\u043a\u0442",
         "cs": "S.2 Identifika\u010dn\u00ed k\u00f3d p\u0159\u00edslu\u0161n\u00e9 pr\u00e1vnick\u00e9 osoby",
         "da": "S.2 Relevant identifikator for juridiske enheder",
         "de": "S.2 Relevante Rechtstr\u00e4gerkennung",
         "el": "S.2 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ae\u03c2 \u03bd\u03bf\u03bc\u03b9\u03ba\u03ae\u03c2 \u03bf\u03bd\u03c4\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2",
         "es": "S.2 Identificador de entidad jur\u00eddica pertinente",
         "et": "S.2 Asjakohane juriidilise isiku tunnus",
         "fr": "S.2 Identifiant d\u2019entit\u00e9 juridique pertinent",
         "ga": "S.2 Aitheant\u00f3ir eintitis dhl\u00edtheanaigh \u00e1bhartha",
         "hr": "S.2 Relevantna identifikacijska oznaka pravne osobe",
         "it": "S.2 Identificativo della persona giuridica pertinente",
         "lv": "S.2 Attiec\u012bgais juridisk\u0101s personas identifikators",
         "lt": "S.2 Atitinkamas juridinio asmens identifikatorius",
         "hu": "S.2 Relev\u00e1ns jogalany-azonos\u00edt\u00f3",
         "mt": "S.2 Identifikatur rilevanti ta\u2019 entit\u00e0 \u0121uridika",
         "nl": "S.2 Betrokken identificatiecode voor juridische entiteiten",
         "pl": "S.2 Identyfikator podmiotu prawnego",
         "pt": "S.2 Identificador de entidade jur\u00eddica pertinente",
         "ro": "S.2 Identificatorul entit\u0103\u021bii juridice relevant",
         "sk": "S.2 Pr\u00edslu\u0161n\u00fd identifik\u00e1tor pr\u00e1vneho subjektu",
         "sl": "S.2 Identifikator zadevnega pravnega subjekta",
         "fi": "S.2 Oikeushenkil\u00f6tunnus",
         "sv": "S.2 Relevant identifieringskod f\u00f6r juridiska personer"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:NameOfCryptoAssetSustainability": {
       "labels": {
        "std": {
         "en": "Name of crypto-asset"
        },
        "doc": {
         "en": "Name of the crypto-asset, as reported in Annex II to Implementing Regulation (EU) 2024/2984, Table 2, field D.2, Table 3, field B.1, or Table 4, field B.1 where relevant."
        },
        "ns0": {
         "en": "S.3 Name of the crypto-asset",
         "bg": "S.3 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "S.3 N\u00e1zev kryptoaktiva",
         "da": "S.3 Kryptoaktivets navn",
         "de": "S.3 Bezeichnung des Kryptowerts",
         "el": "S.3 \u039f\u03bd\u03bf\u03bc\u03b1\u03c3\u03af\u03b1 \u03c4\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf\u03c5",
         "es": "S.3 Nombre del criptoactivo",
         "et": "S.3 Kr\u00fcptovara nimi",
         "fr": "S.3 Nom du crypto-actif",
         "ga": "S.3 Ainm na cripteash\u00f3cmhainne.",
         "hr": "S.3 Naziv kriptoimovine",
         "it": "S.3 Nome della cripto-attivit\u00e0",
         "lv": "S.3 Kriptoakt\u012bva nosaukums",
         "lt": "S.3 Kriptoturto pavadinimas",
         "hu": "S.3 A kriptoeszk\u00f6z neve",
         "mt": "S.3 Isem il-kriptoassi",
         "nl": "S.3 Naam cryptoactivum",
         "pl": "S.3 Nazwa kryptoaktywa",
         "pt": "S.3 Nome do criptoativo",
         "ro": "S.3 Denumirea criptoactivului",
         "sk": "S.3 N\u00e1zov kryptoakt\u00edva",
         "sl": "S.3 Ime kriptosredstva",
         "fi": "S.3 Kryptovaran nimi",
         "sv": "S.3 Namn f\u00f6r kryptotillg\u00e5ngen"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:ConsensusMechanismSustainabilityExplanatory": {
       "labels": {
        "std": {
         "en": "Consensus mechanism [text block]"
        },
        "ns0": {
         "en": "S.4 Consensus mechanism",
         "bg": "S.4 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u044a\u043c \u0437\u0430 \u043a\u043e\u043d\u0441\u0435\u043d\u0441\u0443\u0441",
         "cs": "S.4 Mechanismus konsensu",
         "da": "S.4 Konsensusmekanisme",
         "de": "S.4 Konsensmechanismus",
         "el": "S.4 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03cc\u03c2 \u03c3\u03c5\u03bd\u03b1\u03af\u03bd\u03b5\u03c3\u03b7\u03c2",
         "es": "S.4 Mecanismo de consenso",
         "et": "S.4 Konsensusmehhanism",
         "fr": "S.4 M\u00e9canisme de consensus",
         "ga": "S.4 S\u00e1sra Comhthola",
         "hr": "S.4 Mehanizam konsenzusa",
         "it": "S.4 Meccanismo di consenso",
         "lv": "S.4 Konsensa meh\u0101nisms",
         "lt": "S.4 Susitarimo mechanizmas",
         "hu": "S.4 konszenzusos mechanizmus",
         "mt": "S.4 Mekkani\u017cmu ta\u2019 Kunsens",
         "nl": "S.4 Consensusmechanisme",
         "pl": "S.4 Mechanizm konsensusu",
         "pt": "S.4 Mecanismo de consenso",
         "ro": "S.4 Mecanismul de consens",
         "sk": "S.4 Mechanizmus konsenzu",
         "sl": "S.4 Mehanizem soglasja",
         "fi": "S.4 Konsensusmekanismi",
         "sv": "S.4 Konsensusmekanism"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory": {
       "labels": {
        "std": {
         "en": "Incentive mechanisms and applicable fees [text block]"
        },
        "doc": {
         "en": "Incentive mechanisms to secure transactions and any fees applicable, as reported in Annex II to Implementing Regulation (EU) 2024/2984, Table 2, field H.5, Table 3, field E.5 or Table 4, field E.6, where relevant..\nFor persons drawing up a crypto-asset white paper pursuant to Articles 6, 19 or 51 of Regulation (EU) 2023/1114, the information may be provided by including a cross-reference to the aforementioned fields."
        },
        "ns0": {
         "en": "S.5 Incentive mechanisms and applicable fees",
         "bg": "S.5 \u041c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0438 \u0437\u0430 \u0441\u0442\u0438\u043c\u0443\u043b\u0438\u0440\u0430\u043d\u0435 (\u043d\u0430\u0441\u044a\u0440\u0447\u0430\u0432\u0430\u043d\u0435) \u0438 \u043f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u0438 \u0442\u0430\u043a\u0441\u0438",
         "cs": "S.5 Pob\u00eddkov\u00e9 mechanismy a\u00a0p\u0159\u00edslu\u0161n\u00e9 poplatky",
         "da": "S.5 Incitamentsmekanismer og g\u00e6ldende gebyrer",
         "de": "S.5 Anreizmechanismen und Geb\u00fchren",
         "el": "S.5 \u039c\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03af \u03b4\u03b7\u03bc\u03b9\u03bf\u03c5\u03c1\u03b3\u03af\u03b1\u03c2 \u03ba\u03b9\u03bd\u03ae\u03c4\u03c1\u03c9\u03bd \u03ba\u03b1\u03b9 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03b1 \u03c4\u03ad\u03bb\u03b7",
         "es": "S.5 Mecanismos de incentivo y comisiones aplicables",
         "et": "S.5 Stiimulmehhanismid ja kehtivad tasud",
         "fr": "S.5 M\u00e9canismes incitatifs et frais applicables",
         "ga": "S.5 S\u00e1sra\u00ed Dreasachta agus T\u00e1ill\u00ed is Infheidhme",
         "hr": "S.5 Mehanizmi poticaja i primjenjive naknade",
         "it": "S.5 Meccanismi di incentivazione e commissioni applicabili",
         "lv": "S.5 Stimulu meh\u0101nismi un piem\u0113rojam\u0101s maksas",
         "lt": "S.5 Paskat\u0173 priemon\u0117s ir taikytini mokes\u010diai",
         "hu": "S.5 \u00d6szt\u00f6nz\u0151 mechanizmusok \u00e9s alkalmazand\u00f3 d\u00edjak",
         "mt": "S.5 Mekkani\u017cmi ta\u2019 In\u010bentiv u Tariffi Applikabbli",
         "nl": "S.5 Stimuleringsmechanisme en toepasselijke vergoedingen",
         "pl": "S.5 Mechanizmy zach\u0119t i\u00a0maj\u0105ce zastosowanie op\u0142aty",
         "pt": "S.5 Mecanismos de incentivo e comiss\u00f5es aplic\u00e1veis",
         "ro": "S.5 Mecanisme de stimulare \u0219i comisioane aplicabile",
         "sk": "S.5 Stimula\u010dn\u00e9 mechanizmy a\u00a0uplatnite\u013en\u00e9 poplatky",
         "sl": "S.5 Mehanizmi spodbud in veljavne provizije",
         "fi": "S.5 Kannustinmekanismit ja sovellettavat maksut",
         "sv": "S.5 Incitamentsmekanismer och till\u00e4mpliga avgifter"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:BeginningOfPeriodToWhichDisclosedInformationRelates": {
       "labels": {
        "std": {
         "en": "Beginning of period to which disclosed information relates"
        },
        "doc": {
         "en": "Beginning of the period to which the disclosed information relates."
        },
        "ns0": {
         "en": "S.6 Beginning of period to which disclosed information relates",
         "bg": "S.6 \u041d\u0430\u0447\u0430\u043b\u043e \u043d\u0430 \u043f\u0435\u0440\u0438\u043e\u0434\u0430, \u0437\u0430 \u043a\u043e\u0439\u0442\u043e \u0441\u0435 \u043e\u0442\u043d\u0430\u0441\u044f \u043e\u043f\u043e\u0432\u0435\u0441\u0442\u0435\u043d\u0430\u0442\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f",
         "cs": "S.6 Po\u010d\u00e1tek obdob\u00ed, k\u00a0n\u011bmu\u017e se zve\u0159ej\u0148ovan\u00e9 informace vztahuj\u00ed",
         "da": "S.6 Begyndelsen af den periode, som de videregivne oplysninger vedr\u00f8rer",
         "de": "S.6 Beginn des Zeitraums, auf den sich die offengelegten Informationen beziehen",
         "el": "S.6 \u0388\u03bd\u03b1\u03c1\u03be\u03b7 \u03c4\u03b7\u03c2 \u03c0\u03b5\u03c1\u03b9\u03cc\u03b4\u03bf\u03c5 \u03c4\u03b7\u03bd \u03bf\u03c0\u03bf\u03af\u03b1 \u03b1\u03c6\u03bf\u03c1\u03bf\u03cd\u03bd \u03bf\u03b9 \u03b4\u03b7\u03bc\u03bf\u03c3\u03b9\u03bf\u03c0\u03bf\u03b9\u03b7\u03bc\u03ad\u03bd\u03b5\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2",
         "es": "S.6 Inicio del ejercicio al que se refiere la informaci\u00f3n divulgada",
         "et": "S.6 Selle ajavahemiku algus, mida avalikustatud teave puudutab",
         "fr": "S.6 D\u00e9but de la p\u00e9riode \u00e0 laquelle se rapportent les informations pr\u00e9sent\u00e9es",
         "ga": "S.6 T\u00fas na tr\u00e9imhse lena mbaineann an fhaisn\u00e9is nochta",
         "hr": "S.6 Po\u010detak razdoblja na koje se odnose objavljene informacije",
         "it": "S.6 Inizio dell\u2019esercizio cui si riferiscono le informazioni comunicate",
         "lv": "S.6 T\u0101 perioda s\u0101kums, uz kuru attiecas atkl\u0101t\u0101 inform\u0101cija",
         "lt": "S.6 Laikotarpio, su kuriuo susijusi atskleid\u017eiama informacija, prad\u017eia",
         "hu": "S.6 Annak az id\u0151szaknak a kezdete, amelyre a k\u00f6zz\u00e9tett inform\u00e1ci\u00f3 vonatkozik",
         "mt": "S.6 Il-bidu tal-perjodu li g\u0127alih tirrelata l-informazzjoni \u017cvelata",
         "nl": "S.6 Begin periode waarop gepubliceerde informatie ziet",
         "pl": "S.6 Pocz\u0105tek okresu, kt\u00f3rego dotycz\u0105 podawane informacje",
         "pt": "S.6 In\u00edcio do per\u00edodo a que as informa\u00e7\u00f5es divulgadas dizem respeito",
         "ro": "S.6 \u00cenceputul perioadei la care se refer\u0103 informa\u021biile publicate",
         "sk": "S.6 Za\u010diatok obdobia, na ktor\u00e9 sa vz\u0165ahuj\u00fa zverejnen\u00e9 inform\u00e1cie",
         "sl": "S.6 Za\u010detek obdobja, na katerega se nana\u0161ajo razkrite informacije",
         "fi": "S.6 Julkistettaviin tietoihin liittyv\u00e4n ajanjakson alku",
         "sv": "S.6 B\u00f6rjan av den period som den offentliggjorda informationen avser"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:EndOfPeriodToWhichDisclosedInformationRelates": {
       "labels": {
        "std": {
         "en": "End of period to which disclosed information relates"
        },
        "doc": {
         "en": "End of the period to which the disclosed information relates."
        },
        "ns0": {
         "en": "S.7 End of period to which disclosed information relates",
         "bg": "S.7 \u041a\u0440\u0430\u0439 \u043d\u0430 \u043f\u0435\u0440\u0438\u043e\u0434\u0430, \u0437\u0430 \u043a\u043e\u0439\u0442\u043e \u0441\u0435 \u043e\u0442\u043d\u0430\u0441\u044f \u043e\u043f\u043e\u0432\u0435\u0441\u0442\u0435\u043d\u0430\u0442\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f",
         "cs": "S.7 Konec obdob\u00ed, k\u00a0n\u011bmu\u017e se zve\u0159ej\u0148ovan\u00e9 informace vztahuj\u00ed",
         "da": "S.7 Slutningen af den periode, som de videregivne oplysninger vedr\u00f8rer",
         "de": "S.7 Ende des Zeitraums, auf den sich die offengelegten Informationen beziehen",
         "el": "S.7 \u039b\u03ae\u03be\u03b7 \u03c4\u03b7\u03c2 \u03c0\u03b5\u03c1\u03b9\u03cc\u03b4\u03bf\u03c5 \u03c4\u03b7\u03bd \u03bf\u03c0\u03bf\u03af\u03b1 \u03b1\u03c6\u03bf\u03c1\u03bf\u03cd\u03bd \u03bf\u03b9 \u03b4\u03b7\u03bc\u03bf\u03c3\u03b9\u03bf\u03c0\u03bf\u03b9\u03b7\u03bc\u03ad\u03bd\u03b5\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2",
         "es": "S.7 Fin del ejercicio al que se refiere la informaci\u00f3n divulgada",
         "et": "S.7 Selle ajavahemiku l\u00f5pp, mida avalikustatud teave puudutab",
         "fr": "S.7 Fin de la p\u00e9riode \u00e0 laquelle se rapportent les informations pr\u00e9sent\u00e9es",
         "ga": "S.7 Deireadh na tr\u00e9imhse lena mbaineann an fhaisn\u00e9is nochta",
         "hr": "S.7 Kraj razdoblja na koje se odnose objavljene informacije",
         "it": "S.7 Fine dell\u2019esercizio cui si riferiscono le informazioni comunicate",
         "lv": "S.7 T\u0101 perioda beigas, uz kuru attiecas atkl\u0101t\u0101 inform\u0101cija",
         "lt": "S.7 Laikotarpio, su kuriuo susijusi atskleid\u017eiama informacija, pabaiga",
         "hu": "S.7 Annak az id\u0151szaknak a v\u00e9ge, amelyre a k\u00f6zz\u00e9tett inform\u00e1ci\u00f3 vonatkozik",
         "mt": "S.7 Il-bidu tal-perjodu li g\u0127alih tirrelata l-informazzjoni \u017cvelata",
         "nl": "S.7 Eind periode waarop gepubliceerde informatie ziet",
         "pl": "S.7 Koniec okresu, kt\u00f3rego dotycz\u0105 podawane informacje",
         "pt": "S.7 Fim do per\u00edodo a que as informa\u00e7\u00f5es divulgadas dizem respeito",
         "ro": "S.7 Sf\u00e2r\u0219itul perioadei la care se refer\u0103 informa\u021biile publicate",
         "sk": "S.7 Koniec obdobia, na ktor\u00e9 sa vz\u0165ahuj\u00fa zverejnen\u00e9 inform\u00e1cie",
         "sl": "S.7 Konec obdobja, na katerega se nana\u0161ajo razkrite informacije",
         "fi": "S.7 Julkistettaviin tietoihin liittyv\u00e4n ajanjakson loppu",
         "sv": "S.7 Slutet av den period som den offentliggjorda informationen avser"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:EnergyConsumption": {
       "labels": {
        "std": {
         "en": "Energy consumption"
        },
        "ns0": {
         "en": "S.8 Energy consumption",
         "bg": "S.8 \u041f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f",
         "cs": "S.8 Spot\u0159eba energie",
         "da": "S.8 Energiforbrug",
         "de": "S.8 Energieverbrauch",
         "el": "S.8 \u039a\u03b1\u03c4\u03b1\u03bd\u03ac\u03bb\u03c9\u03c3\u03b7 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2",
         "es": "S.8 Consumo de energ\u00eda",
         "et": "S.8 Energiatarbimine",
         "fr": "S.8 Consommation d\u2019\u00e9nergie",
         "ga": "S.8 Tomhaltas fuinnimh",
         "hr": "S.8 Potro\u0161nja energije",
         "it": "S.8 Consumo energetico",
         "lv": "S.8 Ener\u0123ijas pat\u0113ri\u0146\u0161",
         "lt": "S.8 Energijos suvartojimas",
         "hu": "S.8 Energiafogyaszt\u00e1s",
         "mt": "S.8 Konsum tal-ener\u0121ija",
         "nl": "S.8 Energieverbruik",
         "pl": "S.8 Zu\u017cycie energii",
         "pt": "S.8 Consumo de energia",
         "ro": "S.8 Consumul de energie",
         "sk": "S.8 Spotreba energie",
         "sl": "S.8 Poraba energije",
         "fi": "S.8 Energiankulutus",
         "sv": "S.8 Energif\u00f6rbrukning"
        },
        "doc": {
         "en": "Total amount of energy used for the validation of transactions and the maintenance of the integrity of the distributed ledger, expressed in kilowatt-hours per calendar year."
        }
       },
       "dt": "dtr-types:energyItemType"
      },
      "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of energy consumption sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.9 Energy consumption sources and methodologies",
         "bg": "S.9 \u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435\u0442\u043e \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f",
         "cs": "S.9 Zdroje a\u00a0metodiky pro ukazatel spot\u0159eby energie",
         "da": "S.9 Kilder til energiforbrug og metodologier",
         "de": "S.9 Quellen und Methoden f\u00fcr den Energieverbrauch",
         "el": "S.9 \u03a0\u03b7\u03b3\u03ad\u03c2 \u03ba\u03b1\u03c4\u03b1\u03bd\u03ac\u03bb\u03c9\u03c3\u03b7\u03c2 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.9 Fuentes de consumo de energ\u00eda y metodolog\u00edas",
         "et": "S.9 Energiatarbimine \u2013 allikad ja meetodid",
         "fr": "S.9 Sources et m\u00e9thodes concernant la consommation d\u2019\u00e9nergie",
         "ga": "S.9 Foins\u00ed agus modheola\u00edochta\u00ed tomhaltais fuinnimh",
         "hr": "S.9 Izvori i metodologije za potro\u0161nju energije",
         "it": "S.9 Fonti e metodologie per il consumo energetico",
         "lv": "S.9 Ener\u0123ijas pat\u0113ri\u0146a avoti un metodikas",
         "lt": "S.9 Su energijos suvartojimu susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.9 Energiafogyaszt\u00e1si forr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "S.9 Sorsi u metodolo\u0121iji tal-konsum tal-ener\u0121ija",
         "nl": "S.9 Bronnen en methodieken voor energieverbruik",
         "pl": "S.9 \u0179r\u00f3d\u0142a i\u00a0metody na potrzeby obliczania zu\u017cycia energii",
         "pt": "S.9 Fontes e metodologias sobre o consumo de energia",
         "ro": "S.9 Surse \u0219i metodologii aferente consumului de energie",
         "sk": "S.9 Zdroje spotreby energie a\u00a0s\u00favisiace metodiky",
         "sl": "S.9 Viri porabe energije in metodologije",
         "fi": "S.9 Energiankulutuksen l\u00e4hteet ja siihen liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.9 K\u00e4llor och metoder f\u00f6r energif\u00f6rbrukning"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in field S.8."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DevelopmentTeam": {
       "labels": {
        "std": {
         "en": "Development team"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:TypeOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Type of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Type of person"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "ns0:CH": {
       "labels": {
        "std": {
         "en": "Switzerland"
        },
        "ns2": {
         "en": "The Swiss Confederation"
        },
        "ns3": {
         "en": "CHE"
        },
        "ns4": {
         "en": "CH"
        },
        "ns5": {
         "en": "756"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:CH"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Domicile of company of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Domicile of company"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:CryptoassetServiceProvider": {
       "labels": {
        "std": {
         "en": "Crypto-asset service provider"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "ns0:MT": {
       "labels": {
        "std": {
         "en": "Malta"
        },
        "ns2": {
         "en": "The Republic of Malta"
        },
        "ns3": {
         "en": "MLT"
        },
        "ns4": {
         "en": "MT"
        },
        "ns5": {
         "en": "470"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:MT"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherPersonInvolvedInImplementation": {
       "labels": {
        "std": {
         "en": "Other person involved in implementation"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "ns0:ZA": {
       "labels": {
        "std": {
         "en": "South Africa"
        },
        "ns2": {
         "en": "The Republic of South Africa"
        },
        "ns3": {
         "en": "ZAF"
        },
        "ns4": {
         "en": "ZA"
        },
        "ns5": {
         "en": "710"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:ZA"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OfferToPublic": {
       "labels": {
        "ns0": {
         "en": "OTCP"
        },
        "std": {
         "en": "Offer to public"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PublicOfferingOrAdmissionToTrading": {
       "labels": {
        "ns0": {
         "en": "E.1 Public offering or admission to trading",
         "bg": "E.1 \u041f\u0443\u0431\u043b\u0438\u0447\u043d\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u0438\u043b\u0438 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.1 Ve\u0159ejn\u00e9 nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "E.1 Udbud til offentligheden eller optagelse til handel",
         "de": "E.1 \u00d6ffentliches Angebot oder Zulassung zum Handel",
         "el": "E.1 \u0394\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac \u03ae \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "E.1 Oferta p\u00fablica o admisi\u00f3n a negociaci\u00f3n",
         "et": "E.1 Avalik pakkumine v\u00f5i kauplemisele v\u00f5tmine",
         "fr": "E.1 Offre au public ou admission \u00e0 la n\u00e9gociation",
         "ga": "E.1 Tairiscint phoibl\u00ed n\u00f3 ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "E.1 Javna ponuda ili uvr\u0161tenje za trgovanje",
         "it": "E.1 Offerta pubblica o ammissione alla negoziazione",
         "lv": "E.1 Publiskais pied\u0101v\u0101jums vai pielaide tirdzniec\u012bbai",
         "lt": "E.1 Vie\u0161as si\u016blymas arba \u012ftraukimas \u012f prekyb\u0105",
         "hu": "E.1 Nyilv\u00e1nos kibocs\u00e1t\u00e1s vagy keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s",
         "mt": "E.1 Offerta pubblika jew ammissjoni g\u0127all-kummer\u010b",
         "nl": "E.1 Aanbieding aan het publiek of toelating tot de handel",
         "pl": "E.1 Oferta publiczna lub dopuszczenie do obrotu",
         "pt": "E.1 Oferta p\u00fablica ou admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "E.1 Ofert\u0103 public\u0103 sau admitere la tranzac\u021bionare",
         "sk": "E.1 Verejn\u00e1 ponuka alebo prijatie na obchodovanie",
         "sl": "E.1 Javna ponudba ali uvrstitev v\u00a0trgovanje",
         "fi": "E.1 Yleis\u00f6lle tarjoaminen tai kaupank\u00e4ynnin kohteeksi ottaminen",
         "sv": "E.1 Erbjudande till allm\u00e4nheten eller upptagande till handel"
        },
        "std": {
         "en": "Public offering and or admission to trading"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "iso4217:USD": {
       "labels": {
        "std": {
         "en": "US Dollar"
        },
        "doc": {
         "en": "Geographical entities associated with the currency 'USD' are 'AMERICAN SAMOA, BONAIRE, SINT EUSTATIUS AND SABA, BRITISH INDIAN OCEAN TERRITORY (THE), ECUADOR, EL SALVADOR, GUAM, HAITI, MARSHALL ISLANDS (THE), MICRONESIA (FEDERATED STATES OF), NORTHERN MARIANA ISLANDS (THE), PALAU, PANAMA, PUERTO RICO, TIMOR-LESTE, TURKS AND CAICOS ISLANDS (THE), UNITED STATES MINOR OUTLYING ISLANDS (THE), UNITED STATES OF AMERICA (THE), VIRGIN ISLANDS (BRITISH), VIRGIN ISLANDS (U.S.)'"
        },
        "ns3": {
         "en": "USD"
        },
        "ns5": {
         "en": "840"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "4217"
         ],
         [
          "IssueDate",
          "2026-01-01"
         ],
         [
          "Paragraph",
          "List"
         ],
         [
          "Subparagraph",
          "List one"
         ],
         [
          "URI",
          "https://www.iso.org/iso-4217-codes.html"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OfficialCurrencyDeterminingIssuePrice": {
       "labels": {
        "ns0": {
         "en": "E.9 Official currency determining issue price",
         "bg": "E.9 \u041e\u0444\u0438\u0446\u0438\u0430\u043b\u043d\u0430 \u0432\u0430\u043b\u0443\u0442\u0430 \u0438\u043b\u0438 \u0434\u0440\u0443\u0433\u0438 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438, \u043e\u043f\u0440\u0435\u0434\u0435\u043b\u044f\u0449\u0438 \u0446\u0435\u043d\u0430\u0442\u0430 \u043f\u0440\u0438 \u0438\u0437\u0434\u0430\u0432\u0430\u043d\u0435",
         "cs": "E.9 \u00da\u0159edn\u00ed m\u011bna nebo jak\u00e1koli jin\u00e1 kryptoaktiva ur\u010duj\u00edc\u00ed emisn\u00ed cenu",
         "da": "E.9 Officiel valuta eller andre kryptoaktiver, som fasts\u00e6tter udstedelseskursen",
         "de": "E.9 Amtliche W\u00e4hrung oder andere Kryptowerte, die den Ausgabepreis bestimmen",
         "el": "E.9 \u0395\u03c0\u03af\u03c3\u03b7\u03bc\u03bf \u03bd\u03cc\u03bc\u03b9\u03c3\u03bc\u03b1 \u03ae \u03ba\u03ac\u03b8\u03b5 \u03ac\u03bb\u03bb\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf \u03c0\u03bf\u03c5 \u03ba\u03b1\u03b8\u03bf\u03c1\u03af\u03b6\u03b5\u03b9 \u03c4\u03b7\u03bd \u03c4\u03b9\u03bc\u03ae \u03ad\u03ba\u03b4\u03bf\u03c3\u03b7\u03c2",
         "es": "E.9 Moneda oficial o cualquier otro criptoactivo que determine el precio de emisi\u00f3n",
         "et": "E.9 Ametlik v\u00e4\u00e4ring v\u00f5i muu kr\u00fcptovara, mis m\u00e4\u00e4rab emissioonihinna",
         "fr": "E.9 Monnaie officielle ou tout autre crypto-actif d\u00e9terminant le prix d\u2019\u00e9mission",
         "ga": "E.9 Airgeadra oifigi\u00fail n\u00f3 aon chripteash\u00f3cmhainn eile lena gcinntear an praghas eisi\u00fana",
         "hr": "E.9 Slu\u017ebena valuta ili bilo koja druga kriptoimovina na temelju koje se odre\u0111uje cijena izdanja",
         "it": "E.9 Valuta ufficiale o qualsiasi altra cripto-attivit\u00e0 che determinino il prezzo di emissione",
         "lv": "E.9 Ofici\u0101l\u0101 val\u016bta vai jebk\u0101di citi kriptoakt\u012bvi, kas nosaka emisijas cenu",
         "lt": "E.9 Oficiali valiuta arba kitas kriptoturtas, kuriais remiantis nustatoma emisijos kaina",
         "hu": "E.9 A kibocs\u00e1t\u00e1si \u00e1rat meghat\u00e1roz\u00f3 hivatalos p\u00e9nznem vagy b\u00e1rmely m\u00e1s kriptoeszk\u00f6z",
         "mt": "E.9 Munita uffi\u010bjali jew kwalunkwe kriptoassi ie\u0127or li jiddetermina l-prezz tal-\u0127ru\u0121",
         "nl": "E.9 Offici\u00eble valuta of andere cryptoactiva die de uitgiftekoers bepalen",
         "pl": "E.9 Waluta urz\u0119dowa lub inne kryptoaktywa, w\u00a0kt\u00f3rych okre\u015blona jest cena emisyjna",
         "pt": "E.9 Moeda oficial ou qualquer outro criptoativo que determina o pre\u00e7o de emiss\u00e3o",
         "ro": "E.9 Moneda oficial\u0103 sau orice alte criptoactive care determin\u0103 pre\u021bul de emisiune",
         "sk": "E.9 Ofici\u00e1lna mena alebo ak\u00e9ko\u013evek in\u00e9 kryptoakt\u00edva ur\u010duj\u00face emisn\u00fa cenu",
         "sl": "E.9 Uradna valuta ali druga kriptosredstva za dolo\u010ditev cene ob izdaji",
         "fi": "E.9 Liikkeeseenlaskuhinnan m\u00e4\u00e4ritysperusteena oleva virallinen valuutta tai muut kryptovarat",
         "sv": "E.9 Officiell valuta eller andra kryptotillg\u00e5ngar som styr utgivningskursen"
        },
        "std": {
         "en": "Official currency determining issue price"
        },
        "doc": {
         "en": "The official currency or any other crypto-assets on the basis of which the issue price of the crypto asset is being offered to the public."
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:RetailInvestors": {
       "labels": {
        "ns0": {
         "en": "RETL"
        },
        "std": {
         "en": "Retail investors"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:TargetedHoldersForOtherToken": {
       "labels": {
        "ns0": {
         "en": "E.13 Targeted holders",
         "bg": "E.13 \u0426\u0435\u043b\u0435\u0432\u0438 \u0434\u044a\u0440\u0436\u0430\u0442\u0435\u043b\u0438",
         "cs": "E.13 C\u00edlov\u00ed dr\u017eitel\u00e9",
         "da": "E.13 Tilt\u00e6nkte indehavere",
         "de": "E.13 Zielgruppe potenzieller Inhaber",
         "el": "E.13 \u03a3\u03c4\u03bf\u03c7\u03b5\u03c5\u03cc\u03bc\u03b5\u03bd\u03bf\u03b9 \u03ba\u03ac\u03c4\u03bf\u03c7\u03bf\u03b9",
         "es": "E.13 Titulares a los que se dirige la acci\u00f3n",
         "et": "E.13 Tulevased omanikud",
         "fr": "E.13 D\u00e9tenteurs cibl\u00e9s",
         "ga": "E.13 Sealbh\u00f3ir\u00ed spriocdh\u00edrithe",
         "hr": "E.13 Ciljani imatelji",
         "it": "E.13 Possessori destinatari",
         "lv": "E.13 Tur\u0113t\u0101ji, kuriem pied\u0101v\u0101jums adres\u0113ts",
         "lt": "E.13 Potencial\u016bs tur\u0117tojai",
         "hu": "E.13 A megc\u00e9lzott birtokosok",
         "mt": "E.13 Detenturi fil-mira",
         "nl": "E.13 Beoogde houders",
         "pl": "E.13 Docelowi posiadacze",
         "pt": "E.13 Detentores visados",
         "ro": "E.13 De\u021bin\u0103tori viza\u021bi",
         "sk": "E.13 Cie\u013eov\u00ed dr\u017eitelia",
         "sl": "E.13 Ciljni imetniki",
         "fi": "E.13 Kohteena olevat haltijat",
         "sv": "E.13 Innehavare som erbjudandet riktar sig till"
        },
        "doc": {
         "en": "Indication of the prospective holders targeted by the offer to the public of the crypto-asset or admission of such crypto-asset to trading."
        },
        "std": {
         "en": "Targeted holders for other token"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:WithoutAFirmCommitmentBasisPlacementForm": {
       "labels": {
        "ns0": {
         "en": "WOUT"
        },
        "std": {
         "en": "Without a firm commitment basis"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PlacementFormForOtherToken": {
       "labels": {
        "ns0": {
         "en": "E.32 Placement form",
         "bg": "E.32 \u0424\u043e\u0440\u043c\u0430, \u043f\u043e\u0434 \u043a\u043e\u044f\u0442\u043e \u0441\u0435 \u043e\u0441\u044a\u0449\u0435\u0441\u0442\u0432\u044f\u0432\u0430 \u043f\u043b\u0430\u0441\u0438\u0440\u0430\u043d\u0435\u0442\u043e",
         "cs": "E.32 Forma um\u00edst\u011bn\u00ed",
         "da": "E.32 Type placering",
         "de": "E.32 Art der Platzierung",
         "el": "E.32 \u039c\u03bf\u03c1\u03c6\u03ae \u03c4\u03bf\u03c0\u03bf\u03b8\u03ad\u03c4\u03b7\u03c3\u03b7\u03c2",
         "es": "E.32 Forma de colocaci\u00f3n",
         "et": "E.32 Pakkumise korraldamise vorm",
         "fr": "E.32 Forme du placement",
         "ga": "E.32 Foirm an l\u00e1ithrithe",
         "hr": "E.32 Na\u010din plasiranja",
         "it": "E.32 Forma di collocamento",
         "lv": "E.32 Izvieto\u0161anas veids",
         "lt": "E.32 Platinimo b\u016bdas",
         "hu": "E.32 Az elhelyez\u00e9s t\u00edpusa",
         "mt": "E.32 Forma tal-pjazzament",
         "nl": "E.32 Vorm van plaatsing",
         "pl": "E.32 Forma plasowania",
         "pt": "E.32 Forma de coloca\u00e7\u00e3o",
         "ro": "E.32 Forma plasamentului",
         "sk": "E.32 Forma umiestnenia",
         "sl": "E.32 Oblika plasiranja",
         "fi": "E.32 Kohdennetun tarjoamisen muoto",
         "sv": "E.32 Form f\u00f6r placering"
        },
        "std": {
         "en": "Placement form for other token"
        },
        "doc": {
         "en": "Where applicable, the form of such placement."
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:OtherCryptoassetWhitePaper": {
       "labels": {
        "ns0": {
         "en": "OTHR"
        },
        "std": {
         "en": "Other crypto-asset token white paper"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherTokenTypeOfWhitePaper": {
       "labels": {
        "std": {
         "en": "Other token type of white paper"
        },
        "ns0": {
         "en": "F.4 Type of crypto-asset white paper",
         "bg": "F.4 \u0412\u0438\u0434 \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.4 Druh b\u00edl\u00e9 knihy kryptoaktiva",
         "da": "F.4 Type kryptoaktivhvidbog",
         "de": "F.4 Art des Kryptowerte-Whitepapers",
         "el": "\u03a3\u03a4.4 \u0395\u03af\u03b4\u03bf\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.4 Tipo de libro blanco de criptoactivos",
         "et": "F.4 Kr\u00fcptovara valge raamatu liik",
         "fr": "F.4 Type de livre blanc",
         "ga": "F.4 Cine\u00e1l an ph\u00e1ip\u00e9ir bh\u00e1in maidir le cripteash\u00f3cmhainn\u00ed",
         "hr": "F.4 Vrsta bijele knjige o kriptoimovini",
         "it": "F.4 Tipo di White Paper sulle cripto-attivit\u00e0",
         "lv": "F.4 Kriptoakt\u012bvu balt\u0101s gr\u0101matas veids",
         "lt": "F.4 Kriptoturto baltosios knygos r\u016b\u0161is",
         "hu": "F.4 A kriptoeszk\u00f6z-alapdokumentum t\u00edpusa",
         "mt": "F.4 Tip ta\u2019 white paper dwar il-kriptoassi",
         "nl": "F.4 Soort cryptoactivawitboek",
         "pl": "F.4 Rodzaj dokumentu informacyjnego dotycz\u0105cego kryptoaktywa",
         "pt": "F.4 Tipo de livrete do criptoativo",
         "ro": "F.4 Tipul de carte alb\u0103 pentru criptoactive",
         "sk": "F.4 Druh bieleho dokladu o\u00a0kryptoakt\u00edvach",
         "sl": "F.4 Vrsta bele knjige o\u00a0kriptosredstvu",
         "fi": "F.4 Kryptovaran kuvauksen tyyppi",
         "sv": "F.4 Typ av vitbok om kryptotillg\u00e5ngar"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:NewTypeOfSubmission": {
       "labels": {
        "ns0": {
         "en": "NEWT"
        },
        "std": {
         "en": "New"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherTokenTypeOfSubmission": {
       "labels": {
        "std": {
         "en": "Other token type of submission"
        },
        "ns0": {
         "en": "F.5 Type of submission",
         "bg": "F.5 \u0412\u0438\u0434\u044a\u0442 \u043d\u0430 \u043f\u043e\u0434\u0430\u0432\u0430\u043d\u0435\u0442\u043e",
         "cs": "F.5 Druh p\u0159edkl\u00e1dan\u00e9ho dokumentu",
         "da": "F.5 Indsendelsestype",
         "de": "F.5 Die Art der \u00dcbermittlung",
         "el": "\u03a3\u03a4.5 \u03a4\u03bf \u03b5\u03af\u03b4\u03bf\u03c2 \u03c4\u03b7\u03c2 \u03c5\u03c0\u03bf\u03b2\u03bf\u03bb\u03ae\u03c2",
         "es": "F.5 Tipo de presentaci\u00f3n",
         "et": "F.5 Esitamise liik",
         "fr": "F.5 Le type de soumission",
         "ga": "F.5 An cine\u00e1l aighneachta",
         "hr": "F.5 Vrsta podneska",
         "it": "F.5 Tipo di segnalazione",
         "lv": "F.5 Iesnieg\u0161anas veids",
         "lt": "F.5 Prane\u0161imo r\u016b\u0161is",
         "hu": "F.5 A beny\u00fajt\u00e1s t\u00edpusa",
         "mt": "F.5 It-tip ta\u2019 sottomissjoni",
         "nl": "F.5 Het soort indiening",
         "pl": "F.5 Rodzaj zg\u0142oszenia",
         "pt": "F.5 Tipo de submiss\u00e3o",
         "ro": "F.5 Tipul de transmitere",
         "sk": "F.5 Typ predlo\u017eenia",
         "sl": "F.5 Vrsta predlo\u017eitve",
         "fi": "F.5 Ilmoituksen tyyppi",
         "sv": "F.5 Typ av inl\u00e4mning"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:MaltaMemberState": {
       "labels": {
        "std": {
         "en": "Malta"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherTokenHomeMemberState": {
       "labels": {
        "ns0": {
         "en": "F.18 Home member state",
         "bg": "F.18 \u0414\u044a\u0440\u0436\u0430\u0432\u0430 \u0447\u043b\u0435\u043d\u043a\u0430 \u043f\u043e \u043f\u0440\u043e\u0438\u0437\u0445\u043e\u0434",
         "cs": "F.18 Domovsk\u00fd \u010dlensk\u00fd st\u00e1t",
         "da": "F.18 Hjemland",
         "de": "F.18 Herkunftsmitgliedstaat",
         "el": "\u03a3\u03a4.18 \u039a\u03c1\u03ac\u03c4\u03bf\u03c2 \u03bc\u03ad\u03bb\u03bf\u03c2 \u03ba\u03b1\u03c4\u03b1\u03b3\u03c9\u03b3\u03ae\u03c2",
         "es": "F.18 Estado miembro de origen",
         "et": "F.18 P\u00e4ritoluliikmesriik",
         "fr": "F.18 \u00c9tat membre d\u2019origine",
         "ga": "F.18 Ballst\u00e1t Baile",
         "hr": "F.18 Mati\u010dna dr\u017eava \u010dlanica",
         "it": "F.18 Stato membro d'origine",
         "lv": "F.18 Pieder\u012bbas dal\u012bbvalsts",
         "lt": "F.18 Buvein\u0117s valstyb\u0117 nar\u0117",
         "hu": "F.18 Sz\u00e9khely szerinti tag\u00e1llam",
         "mt": "F.18 Stat Membru domi\u010biljari",
         "nl": "F.18 Lidstaat van herkomst",
         "pl": "F.18 Macierzyste pa\u0144stwo cz\u0142onkowskie",
         "pt": "F.18 Estado-Membro de origem",
         "ro": "F.18 Stat membru de origine",
         "sk": "F.18 Domovsk\u00fd \u010dlensk\u00fd \u0161t\u00e1t",
         "sl": "F.18 Mati\u010dna dr\u017eava \u010dlanica",
         "fi": "F.18 Kotij\u00e4senvaltio",
         "sv": "F.18 Hemmedlemsstat"
        },
        "doc": {
         "en": "Home member state as defined in Article 3 paragraph 33 of Regulation (EU) 2023/1114."
        },
        "std": {
         "en": "Other token home member state"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:AustriaMemberState": {
       "labels": {
        "std": {
         "en": "Austria"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:BelgiumMemberState": {
       "labels": {
        "std": {
         "en": "Belgium"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:BulgariaMemberState": {
       "labels": {
        "std": {
         "en": "Bulgaria"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:CroatiaMemberState": {
       "labels": {
        "std": {
         "en": "Croatia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:CyprusMemberState": {
       "labels": {
        "std": {
         "en": "Cyprus"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:CzechiaMemberState": {
       "labels": {
        "std": {
         "en": "Czechia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:DenmarkMemberState": {
       "labels": {
        "std": {
         "en": "Denmark"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:EstoniaMemberState": {
       "labels": {
        "std": {
         "en": "Estonia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:FinlandMemberState": {
       "labels": {
        "std": {
         "en": "Finland"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:FranceMemberState": {
       "labels": {
        "std": {
         "en": "France"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:GermanyMemberState": {
       "labels": {
        "std": {
         "en": "Germany"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:GreeceMemberState": {
       "labels": {
        "std": {
         "en": "Greece"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:HungaryMemberState": {
       "labels": {
        "std": {
         "en": "Hungary"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:IcelandMemberState": {
       "labels": {
        "std": {
         "en": "Iceland"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:IrelandMemberState": {
       "labels": {
        "std": {
         "en": "Ireland"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:ItalyMemberState": {
       "labels": {
        "std": {
         "en": "Italy"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:LatviaMemberState": {
       "labels": {
        "std": {
         "en": "Latvia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:LiechtensteinMemberState": {
       "labels": {
        "std": {
         "en": "Liechtenstein"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:LithuaniaMemberState": {
       "labels": {
        "std": {
         "en": "Lithuania"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:LuxembourgMemberState": {
       "labels": {
        "std": {
         "en": "Luxembourg"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:NetherlandsMemberState": {
       "labels": {
        "std": {
         "en": "Netherlands"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:NorwayMemberState": {
       "labels": {
        "std": {
         "en": "Norway"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PolandMemberState": {
       "labels": {
        "std": {
         "en": "Poland"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PortugalMemberState": {
       "labels": {
        "std": {
         "en": "Portugal"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:RomaniaMemberState": {
       "labels": {
        "std": {
         "en": "Romania"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:SlovakiaMemberState": {
       "labels": {
        "std": {
         "en": "Slovakia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:SloveniaMemberState": {
       "labels": {
        "std": {
         "en": "Slovenia"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:SpainMemberState": {
       "labels": {
        "std": {
         "en": "Spain"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:SwedenMemberState": {
       "labels": {
        "std": {
         "en": "Sweden"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherTokenHostMemberStates": {
       "labels": {
        "ns0": {
         "en": "F.19 Host member states",
         "bg": "F.19 \u041f\u0440\u0438\u0435\u043c\u0430\u0449\u0438 \u0434\u044a\u0440\u0436\u0430\u0432\u0438 \u0447\u043b\u0435\u043d\u043a\u0438",
         "cs": "F.19 Hostitelsk\u00e9 \u010dlensk\u00e9 st\u00e1ty",
         "da": "F.19 V\u00e6rtsland",
         "de": "F.19 Aufnahmemitgliedstaaten",
         "el": "\u03a3\u03a4.19 \u039a\u03c1\u03ac\u03c4\u03bf\u03c2 \u03bc\u03ad\u03bb\u03bf\u03c2 \u03c5\u03c0\u03bf\u03b4\u03bf\u03c7\u03ae\u03c2",
         "es": "F.19 Estados miembros de acogida",
         "et": "F.19 Vastuv\u00f5tvad liikmesriigid",
         "fr": "F.19 \u00c9tat membre d\u2019accueil",
         "ga": "F.19 Ballst\u00e1it \u00d3stacha",
         "hr": "F.19 Dr\u017eave \u010dlanice doma\u0107ini",
         "it": "F.19 Stati membri ospitanti",
         "lv": "F.19 Uz\u0146\u0113m\u0113jas dal\u012bbvalstis",
         "lt": "F.19 Priiman\u010diosios valstyb\u0117s nar\u0117s",
         "hu": "F.19 Fogad\u00f3 tag\u00e1llamok",
         "mt": "F.19 Stati Membri ospitanti",
         "nl": "F.19 Lidstaten van ontvangst",
         "pl": "F.19 Przyjmuj\u0105ce pa\u0144stwo cz\u0142onkowskie",
         "pt": "F.19 Estado-Membro de acolhimento",
         "ro": "F.19 State membre gazd\u0103",
         "sk": "F.19 Hostite\u013esk\u00e9 \u010dlensk\u00e9 \u0161t\u00e1ty",
         "sl": "F.19 Dr\u017eave \u010dlanice gostiteljice",
         "fi": "F.19 Vastaanottavat j\u00e4senvaltiot",
         "sv": "F.19 V\u00e4rdmedlemsstater"
        },
        "doc": {
         "en": "Host member state as defined in Article 3 paragraph 34 of Regulation (EU) 2023/1114."
        },
        "std": {
         "en": "Other token host member states"
        }
       },
       "e": true,
       "dt": "enum2:enumerationSetItemType"
      },
      "mica:GeneralInformationAboutOtherTokensAbstract": {
       "labels": {
        "std": {
         "en": "General information about other token [abstract]"
        },
        "ns0": {
         "en": "General information",
         "bg": "\u041e\u0431\u0449\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f",
         "cs": "Obecn\u00e9 informace",
         "da": "Generelle oplysninger",
         "de": "Allgemeine Informationen",
         "el": "\u0393\u03b5\u03bd\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2",
         "es": "Informaci\u00f3n general",
         "et": "\u00dcldteave",
         "fr": "Informations g\u00e9n\u00e9rales",
         "ga": "Faisn\u00e9is ghinear\u00e1lta",
         "hr": "Op\u0107e informacije",
         "it": "Informazioni generali",
         "lv": "Visp\u0101r\u012bg\u0101 inform\u0101cija",
         "lt": "Bendroji informacija",
         "hu": "\u00c1ltal\u00e1nos inform\u00e1ci\u00f3k",
         "mt": "Informazzjoni \u0121enerali",
         "nl": "Algemene informatie",
         "pl": "Informacje og\u00f3lne",
         "pt": "Informa\u00e7\u00f5es gerais",
         "ro": "Informa\u021bii generale",
         "sk": "V\u0161eobecn\u00e9 inform\u00e1cie",
         "sl": "Splo\u0161ne informacije",
         "fi": "Yleiset tiedot",
         "sv": "Allm\u00e4nna uppgifter"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:TemplateForWhitePapersForCryptoassetsOtherThanAssetreferencedTokensOrEmoneyTokensAbstract": {
       "labels": {
        "std": {
         "en": "Template for white papers for crypto-assets other than asset-referenced tokens or e-money tokens [abstract]"
        },
        "ns0": {
         "en": "Template for white papers for crypto-assets other than asset-referenced tokens or e-money tokens",
         "bg": "\u041e\u0431\u0440\u0430\u0437\u0446\u0438 \u043d\u0430 \u0431\u0435\u043b\u0438 \u043a\u043d\u0438\u0433\u0438 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438, \u0440\u0430\u0437\u043b\u0438\u0447\u043d\u0438 \u043e\u0442 \u0442\u043e\u043a\u0435\u043d\u0438, \u043e\u0431\u0435\u0437\u043f\u0435\u0447\u0435\u043d\u0438 \u0441 \u0430\u043a\u0442\u0438\u0432\u0438, \u0438\u043b\u0438 \u0442\u043e\u043a\u0435\u043d\u0438 \u0437\u0430 \u0435\u043b\u0435\u043a\u0442\u0440\u043e\u043d\u043d\u0438 \u043f\u0430\u0440\u0438",
         "cs": "Vzor pro b\u00edl\u00e9 knihy kryptoaktiv jin\u00fdch ne\u017e token\u016f v\u00e1zan\u00fdch na aktiva nebo elektronick\u00fdch pen\u011b\u017en\u00edch token\u016f",
         "da": "Model til hvidb\u00f8ger om andre kryptoaktiver end aktivbaserede tokens og e-pengetokens",
         "de": "Mustertext f\u00fcr Kryptowerte-Whitepaper in Bezug auf andere Kryptowerte als verm\u00f6genswertereferenzierte Token oder E-Geld-Token",
         "el": "\u03a5\u03c0\u03cc\u03b4\u03b5\u03b9\u03b3\u03bc\u03b1 \u03b3\u03b9\u03b1 \u03c4\u03b1 \u03bb\u03b5\u03c5\u03ba\u03ac \u03b2\u03b9\u03b2\u03bb\u03af\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03b5\u03ba\u03c4\u03cc\u03c2 \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd \u03bc\u03b5 \u03b1\u03bd\u03b1\u03c6\u03bf\u03c1\u03ac \u03c3\u03b5 \u03c0\u03b5\u03c1\u03b9\u03bf\u03c5\u03c3\u03b9\u03b1\u03ba\u03ac \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03ae \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd \u03b7\u03bb\u03b5\u03ba\u03c4\u03c1\u03bf\u03bd\u03b9\u03ba\u03bf\u03cd \u03c7\u03c1\u03ae\u03bc\u03b1\u03c4\u03bf\u03c2",
         "es": "Plantilla para los libros blancos de criptoactivos distintos de fichas referenciadas a activos o fichas de dinero electr\u00f3nico",
         "et": "Muud kr\u00fcptovara kui varap\u00f5hiseid tokeneid ja e-raha tokeneid k\u00e4sitlevate valgete raamatute mall",
         "fr": "Mod\u00e8le pour les livres blancs sur des crypto-actifs autres que des jetons se r\u00e9f\u00e9rant \u00e0 un ou des actifs et des jetons de monnaie \u00e9lectronique",
         "ga": "Teimpl\u00e9ad le haghaidh p\u00e1ip\u00e9ir bh\u00e1na maidir le cripteash\u00f3cmhainn\u00ed seachas comhartha\u00ed s\u00f3cmhainn-tagartha n\u00f3 comhartha\u00ed r\u00edomh-airgid",
         "hr": "Predlo\u017eak za bijele knjige o kriptoimovini koja nisu tokeni vezani uz imovinu ili tokeni e-novca",
         "it": "Modello per i White Paper sulle cripto-attivit\u00e0 diverse dai token collegati ad attivit\u00e0 o dai token di moneta elettronica",
         "lv": "Veidne t\u0101du kriptoakt\u012bvu baltaj\u0101m gr\u0101mat\u0101m, kas nav akt\u012bviem piesaist\u012bti \u017eetoni vai e-naudas \u017eetoni",
         "lt": "Kriptoturto, kuris n\u0117ra su turtu susieti \u017eetonai arba e. pinig\u0173 \u017eetonai, balt\u0173j\u0173 knyg\u0173 \u0161ablonas",
         "hu": "Mintadokumentum az eszk\u00f6zalap\u00fa tokenekt\u0151l \u00e9s az elektronikusp\u00e9nz-tokenekt\u0151l elt\u00e9r\u0151 kriptoeszk\u00f6z\u00f6kre vonatkoz\u00f3 alapdokumentumokhoz",
         "mt": "Mudell g\u0127all-white papers tal-kriptoassi g\u0127ajr tokens irreferenzjati ma\u2019 assi jew tokens ta\u2019 flus elettroni\u010bi",
         "nl": "Template voor cryptoactivawitboeken voor cryptoactiva andere dan activagerelateerde tokens of e-moneytokens",
         "pl": "Szablon dokument\u00f3w informacyjnych dotycz\u0105cych kryptoaktyw\u00f3w innych ni\u017c tokeny powi\u0105zane z\u00a0aktywami lub tokeny b\u0119d\u0105ce e-pieni\u0105dzem",
         "pt": "Modelo para livretes de criptoativos que n\u00e3o sejam criptofichas referenciadas a ativos nem criptofichas de moeda eletr\u00f3nica",
         "ro": "Model pentru c\u0103r\u021bile albe pentru criptoactive, altele dec\u00e2t tokenurile raportate la active sau tokenurile de moned\u0103 electronic\u0103",
         "sk": "Vzor pre biele doklady o\u00a0kryptoakt\u00edvach pre\u00a0kryptoakt\u00edva in\u00e9, ne\u017e s\u00fa tokeny naviazan\u00e9 na akt\u00edva alebo tokeny elektronick\u00fdch pe\u0148az\u00ed",
         "sl": "Predloga za bele knjige o\u00a0kriptosredstvu za kriptosredstva, ki niso \u017eetoni, vezani na sredstva, ali e-denarni \u017eetoni",
         "fi": "Muiden kryptovarojen kuin omaisuusreferenssitokenien tai s\u00e4hk\u00f6rahatokenien kuvauksen malli",
         "sv": "Mall f\u00f6r vitb\u00f6cker om andra kryptotillg\u00e5ngar \u00e4n tillg\u00e5ngsanknutna token eller e-pengatoken"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenOfferSummaryAbstract": {
       "labels": {
        "std": {
         "en": "Other token offer summary [abstract]"
        },
        "ns0": {
         "en": "SUMMARY",
         "bg": "\u0420\u0415\u0417\u042e\u041c\u0415 ",
         "cs": "SHRNUT\u00cd ",
         "da": "RESUM\u00c9 ",
         "de": "ZUSAMMENFASSUNG ",
         "el": "\u03a0\u0395\u03a1\u0399\u039b\u0397\u03a0\u03a4\u0399\u039a\u039f \u03a3\u0397\u039c\u0395\u0399\u03a9\u039c\u0391",
         "es": "RESUMEN ",
         "et": "KOKKUV\u00d5TE ",
         "fr": "R\u00c9SUM\u00c9 ",
         "ga": "ACHOIMRE ",
         "hr": "SA\u017dETAK ",
         "it": "SINTESI ",
         "lv": "KOPSAVILKUMS ",
         "lt": "SANTRAUKA ",
         "hu": "\u00d6SSZEFOGLAL\u00d3 ",
         "mt": "SOMMARJU ",
         "nl": "SAMENVATTING ",
         "pl": "PODSUMOWANIE ",
         "pt": "RESUMO ",
         "ro": "REZUMAT ",
         "sk": "ZHRNUTIE ",
         "sl": "POVZETEK ",
         "fi": "TIIVISTELM\u00c4 ",
         "sv": "SAMMANFATTNING "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationOnRisksForOtherTokenAbstract": {
       "labels": {
        "std": {
         "en": "Information on risks for other token [abstract]"
        },
        "ns0": {
         "en": "Part I - Information on risks",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0418\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u0440\u0438\u0441\u043a\u043e\u0432\u0435\u0442\u0435 ",
         "cs": "\u010c\u00e1st I\u00a0\u2013 Informace o\u00a0rizic\u00edch ",
         "da": "Del I \u2013 Oplysninger om risici ",
         "de": "Teil\u00a0I\u00a0\u2013 Informationen \u00fcber die Risiken ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0398 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf\u03c5\u03c2 \u03ba\u03b9\u03bd\u03b4\u03cd\u03bd\u03bf\u03c5\u03c2",
         "es": "Parte I: Informaci\u00f3n sobre los riesgos ",
         "et": "I osa. Teave riskide kohta ",
         "fr": "Partie\u00a0I \u2013 Informations sur les risques ",
         "ga": "Cuid I \u2013 Faisn\u00e9is faoi riosca\u00ed ",
         "hr": "Dio I \u2013 Informacije o rizicima ",
         "it": "Parte I \u2013 Informazioni sui rischi ",
         "lv": "I\u00a0da\u013ca. Inform\u0101cija par riskiem ",
         "lt": "I dalis. Informacija apie rizik\u0105 ",
         "hu": "I. r\u00e9sz \u2013 A kock\u00e1zatokra vonatkoz\u00f3 inform\u00e1ci\u00f3k ",
         "mt": "Parti I \u2013 Informazzjoni dwar ir-riskji ",
         "nl": "Deel I \u2013 Informatie over risico\u2019s ",
         "pl": "Cz\u0119\u015b\u0107 I: Informacje na temat ryzyka ",
         "pt": "Parte I \u2014 Informa\u00e7\u00f5es sobre riscos ",
         "ro": "Partea I \u2013 Informa\u021bii privind riscurile ",
         "sk": "\u010cas\u0165 I\u00a0\u2013 Inform\u00e1cie o\u00a0rizik\u00e1ch ",
         "sl": "Del I\u00a0\u2013 Informacije o\u00a0tveganjih ",
         "fi": "I osa \u2013 Tiedot riskeist\u00e4 ",
         "sv": "Del I: Information om riskerna "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOfferorOrPersonSeekingAdmissionToTradingAbstract": {
       "labels": {
        "std": {
         "en": "Information about offeror or person seeking admission to trading [abstract]"
        },
        "ns0": {
         "en": "Part A - Information about offeror or person seeking admission to trading",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0410\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u0435\u043b\u044f \u0438\u043b\u0438 \u043b\u0438\u0446\u0435\u0442\u043e, \u043a\u0430\u043d\u0434\u0438\u0434\u0430\u0442\u0441\u0442\u0432\u0430\u0449\u043e \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f ",
         "cs": "\u010c\u00e1st A\u00a0\u2013 \u00dadaje o\u00a0nab\u00edzej\u00edc\u00ed osob\u011b nebo osob\u011b usiluj\u00edc\u00ed o\u00a0p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed ",
         "da": "Del A \u2013 Oplysninger om udbyderen eller den person, der anmoder om optagelse til handel ",
         "de": "Teil\u00a0A\u00a0\u2013 Informationen \u00fcber den Anbieter oder die Person, die die Zulassung zum Handel beantragt ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 A \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf\u03bd \u03c0\u03c1\u03bf\u03c3\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1 \u03ae \u03c4\u03bf\u03bd \u03b5\u03c0\u03b9\u03b4\u03b9\u03ce\u03ba\u03bf\u03bd\u03c4\u03b1 \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "Parte A: Informaci\u00f3n sobre el oferente o la persona que solicite la admisi\u00f3n a negociaci\u00f3n ",
         "et": "A osa. Teave pakkuja v\u00f5i kauplemisele v\u00f5tmist taotleva isiku kohta ",
         "fr": "Partie\u00a0A - Informations concernant l\u2019offreur ou la personne qui demande l\u2019admission \u00e0 la n\u00e9gociation ",
         "ga": "Cuid\u00a0A: Faisn\u00e9is maidir leis an tairgeoir n\u00f3 leis an duine a bhfuil ligean isteach chun tr\u00e1d\u00e1la \u00e1 iarraidh aige ",
         "hr": "Dio A \u2013 Informacije o ponuditelju ili osobi koja tra\u017ei uvr\u0161tenje za trgovanje ",
         "it": "Parte A \u2013 Informazioni sull'offerente o sulla persona che chiede l'ammissione alla negoziazione ",
         "lv": "A\u00a0da\u013ca. Inform\u0101cija par pied\u0101v\u0101t\u0101ju vai personu, kas l\u016bdz pielaidi tirdzniec\u012bbai ",
         "lt": "A dalis. Informacija apie si\u016blytoj\u0105 arba asmen\u012f, pra\u0161ant\u012f \u012ftraukti \u012f prekyb\u0105 ",
         "hu": "A. r\u00e9sz \u2013 Inform\u00e1ci\u00f3k az aj\u00e1nlattev\u0151r\u0151l vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9st k\u00e9relmez\u0151 szem\u00e9lyr\u0151l ",
         "mt": "Parti A \u2013 Informazzjoni dwar l-offerent jew il-persuna li tkun qed tfittex l-ammissjoni g\u0127all-kummer\u010b ",
         "nl": "Deel A \u2013 Informatie over de aanbieder of de om toelating tot de handel verzoekende persoon ",
         "pl": "Cz\u0119\u015b\u0107 A: Informacje o\u00a0oferuj\u0105cym lub osobie ubiegaj\u0105cej si\u0119 o\u00a0dopuszczenie do obrotu ",
         "pt": "Parte A \u2014 Informa\u00e7\u00f5es sobre o oferente ou sobre a pessoa que solicita a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o ",
         "ro": "Partea A \u2013 Informa\u021bii despre ofertant sau persoana care solicit\u0103 admiterea la tranzac\u021bionare ",
         "sk": "\u010cas\u0165 A\u00a0\u2013 Inform\u00e1cie o\u00a0osobe, ktor\u00e1 pon\u00faka kryptoakt\u00edva, alebo osobe \u017eiadaj\u00facej o\u00a0prijatie na obchodovanie ",
         "sl": "Del A\u00a0\u2013 Informacije o\u00a0ponudniku ali osebi, ki zaprosi za uvrstitev v\u00a0trgovanje ",
         "fi": "A osa \u2013 Tiedot tarjoajasta tai kaupank\u00e4ynnin kohteeksi ottamista hakevasta henkil\u00f6st\u00e4 ",
         "sv": "Del A \u2013 Information om erbjudaren eller om den person som ans\u00f6ker om upptagande till handel "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsRegisteredAddress": {
       "labels": {
        "std": {
         "en": "Offeror's registered address"
        },
        "ns0": {
         "en": "Registered address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsRegisteredAddressDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "A.3 Registered address",
         "bg": "A.3 \u0410\u0434\u0440\u0435\u0441 \u043d\u0430 \u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u0435",
         "cs": "A.3 S\u00eddlo",
         "da": "A.3 Registreret adresse",
         "de": "A.3 Eingetragene Anschrift",
         "el": "A.3 \u039a\u03b1\u03c4\u03b1\u03c7\u03c9\u03c1\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03b4\u03b9\u03b5\u03cd\u03b8\u03c5\u03bd\u03c3\u03b7",
         "es": "A.3 Domicilio social",
         "et": "A.3 Registreeritud aadress",
         "fr": "A.3 Si\u00e8ge statutaire",
         "ga": "A.3 Seoladh cl\u00e1raithe",
         "hr": "A.3 Adresa sjedi\u0161ta",
         "it": "A.3 Sede legale",
         "lv": "A.3 Juridisk\u0101 adrese",
         "lt": "A.3 Registracijos adresas",
         "hu": "A.3. Bejegyzett c\u00edm",
         "mt": "A.3 Indirizz re\u0121istrat",
         "nl": "A.3 Officieel\u00a0adres",
         "pl": "A.3 Adres siedziby",
         "pt": "A.3 Sede social",
         "ro": "A.3 Sediu social",
         "sk": "A.3 Registrovan\u00e1 adresa",
         "sl": "A.3 Statutarni sede\u017e",
         "fi": "A.3 Virallinen osoite",
         "sv": "A.3 Registrerad adress"
        },
        "std": {
         "en": "Offeror's registered address details [abstract]"
        },
        "ns1": {
         "en": "Only applicable if an LEI is not provided in field A.6"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOfferorsManagementBodyForOtherTokenTable": {
       "labels": {
        "std": {
         "en": "Members of offeror's management body for other token [table]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOfferorsManagementBodyForOtherTokenAbstract": {
       "labels": {
        "ns0": {
         "en": "A.12 Members of management body",
         "bg": "A.12 \u0427\u043b\u0435\u043d\u043e\u0432\u0435 \u043d\u0430 \u0440\u044a\u043a\u043e\u0432\u043e\u0434\u043d\u0438\u044f \u043e\u0440\u0433\u0430\u043d",
         "cs": "A.12 \u010clenov\u00e9 vedouc\u00edho org\u00e1nu",
         "da": "A.12 Medlemmer af ledelsesorganet",
         "de": "A.12 Mitglieder des Leitungsorgans",
         "el": "A.12 \u039c\u03ad\u03bb\u03b7 \u03c4\u03bf\u03c5 \u03b4\u03b9\u03bf\u03b9\u03ba\u03b7\u03c4\u03b9\u03ba\u03bf\u03cd \u03bf\u03c1\u03b3\u03ac\u03bd\u03bf\u03c5",
         "es": "A.12 Miembros del \u00f3rgano de direcci\u00f3n:",
         "et": "A.12 Juhtorgani liikmed",
         "fr": "A.12 Membres de l\u2019organe de direction",
         "ga": "A.12 Comhalta\u00ed an chomhlachta bainist\u00edochta",
         "hr": "A.12 \u010clanovi upravlja\u010dkog tijela",
         "it": "A.12 Membri dell'organo di amministrazione",
         "lv": "A.12 Vad\u012bbas strukt\u016bras locek\u013ci",
         "lt": "A.12 Valdymo organo nariai",
         "hu": "A.12. A vezet\u0151 test\u00fclet tagjai",
         "mt": "A.12 Membri tal-korp mani\u0121erjali",
         "nl": "A.12 Leden leidinggevend orgaan",
         "pl": "A.12 Cz\u0142onkowie organu zarz\u0105dzaj\u0105cego",
         "pt": "A.12 Membros do \u00f3rg\u00e3o de administra\u00e7\u00e3o",
         "ro": "A.12 Membrii organului de conducere",
         "sk": "A.12 \u010clenovia riadiaceho org\u00e1nu",
         "sl": "A.12 \u010clani upravljalnega organa",
         "fi": "A.12 Ylimm\u00e4n hallintoelimen j\u00e4senet",
         "sv": "A.12 Medlemmarna i ledningsorganet"
        },
        "doc": {
         "en": "Identity, business address and functions of each person that is member of the management body, as defined in Article 3(1) point (27) of Regulation (EU) 2023/1114, of the offeror or the person seeking admission to trading."
        },
        "std": {
         "en": "Members of offeror's management body for other token [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOfferorsManagementBodyForOtherTokenLineItems": {
       "labels": {
        "std": {
         "en": "Members of offeror's management body for other token [line items]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsHeadOffice": {
       "labels": {
        "ns0": {
         "en": "Head office"
        },
        "std": {
         "en": "Offeror's head office"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsHeadOfficeDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "A.4 Head office",
         "bg": "A.4 \u0421\u0435\u0434\u0430\u043b\u0438\u0449\u0435",
         "cs": "A.4 \u00dast\u0159ed\u00ed",
         "da": "A.4 Hovedkontor",
         "de": "A.4 Sitz",
         "el": "A.4 \u0388\u03b4\u03c1\u03b1 \u03c4\u03b7\u03c2 \u03ba\u03b5\u03bd\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b4\u03b9\u03bf\u03af\u03ba\u03b7\u03c3\u03b7\u03c2",
         "es": "A.4 Domicilio social",
         "et": "A.4 Peakontor",
         "fr": "A.4 Si\u00e8ge social",
         "ga": "A.4 Ceannoifig",
         "hr": "A.4 Adresa mjesta uprave",
         "it": "A.4 Sede centrale",
         "lv": "A.4 Galvenais birojs",
         "lt": "A.4 Pagrindin\u0117 buvein\u0117",
         "hu": "A.4. K\u00f6zponti iroda",
         "mt": "A.4 Uffi\u010b\u010bju prin\u010bipali",
         "nl": "A.4 Hoofdkantoor",
         "pl": "A.4 Siedziba zarz\u0105du",
         "pt": "A.4 Sede estatut\u00e1ria",
         "ro": "A.4 Sediu central",
         "sk": "A.4 \u00dastredie",
         "sl": "A.4 Uprava",
         "fi": "A.4 P\u00e4\u00e4toimipaikka",
         "sv": "A.4 Huvudkontor"
        },
        "doc": {
         "en": "Head office, where different than registered address"
        },
        "std": {
         "en": "Offeror's head office details [abstract]"
        },
        "ns1": {
         "en": "Only applicable if an LEI is not provided in field A.6"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutIssuerIfDifferentFromOfferorOrPersonSeekingAdmissionToTradingAbstract": {
       "labels": {
        "std": {
         "en": "Information about issuer, if different from offeror or person seeking admission to trading [abstract]"
        },
        "ns0": {
         "en": "Part B - Information about issuer, if different from offeror or person seeking admission to trading",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0411\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u0438\u0437\u0434\u0430\u0442\u0435\u043b\u044f, \u0430\u043a\u043e \u0435 \u0440\u0430\u0437\u043b\u0438\u0447\u0435\u043d \u043e\u0442 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u0435\u043b\u044f \u0438\u043b\u0438 \u043b\u0438\u0446\u0435\u0442\u043e, \u043a\u0430\u043d\u0434\u0438\u0434\u0430\u0442\u0441\u0442\u0432\u0430\u0449\u043e \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f ",
         "cs": "\u010c\u00e1st B\u00a0\u2013 \u00dadaje o\u00a0vydavateli, pokud se li\u0161\u00ed od nab\u00edzej\u00edc\u00ed osoby nebo osoby usiluj\u00edc\u00ed o\u00a0p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed ",
         "da": "Del B \u2013 Oplysninger om udstederen, hvis denne er forskellig fra udbyderen eller den person, der anmoder om optagelse til handel ",
         "de": "Teil\u00a0B\u00a0\u2013 Informationen \u00fcber den Emittenten, wenn es sich hierbei nicht um den Anbieter oder die Person handelt, die die Zulassung zum Handel beantragt ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 B \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf\u03bd \u03b5\u03ba\u03b4\u03cc\u03c4\u03b7, \u03b5\u03ac\u03bd \u03c0\u03c1\u03cc\u03ba\u03b5\u03b9\u03c4\u03b1\u03b9 \u03b3\u03b9\u03b1 \u03b4\u03b9\u03b1\u03c6\u03bf\u03c1\u03b5\u03c4\u03b9\u03ba\u03cc \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03bf \u03b1\u03c0\u03cc \u03c4\u03bf\u03bd \u03c0\u03c1\u03bf\u03c3\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1 \u03ae \u03c4\u03bf\u03bd \u03b5\u03c0\u03b9\u03b4\u03b9\u03ce\u03ba\u03bf\u03bd\u03c4\u03b1 \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "Parte B: Informaci\u00f3n sobre el emisor, cuando difiera del oferente o la persona que solicite la admisi\u00f3n a negociaci\u00f3n ",
         "et": "B osa. Teave emitendi kohta, kui emitent ei ole pakkuja v\u00f5i kauplemisele v\u00f5tmist taotlev isik ",
         "fr": "Partie B \u2013 Informations concernant l\u2019\u00e9metteur, lorsque celui-ci diff\u00e8re de l\u2019offreur ou de la personne qui demande l\u2019admission \u00e0 la n\u00e9gociation ",
         "ga": "Cuid B - Faisn\u00e9is faoin eisitheoir, m\u00e1s rud \u00e9 nach ionann \u00e9 agus an tairgeoir n\u00f3 an duine a bhfuil ligean isteach chun tr\u00e1d\u00e1la \u00e1 iarraidh aige ",
         "hr": "Dio B \u2013 Informacije o izdavatelju, ako se razlikuje od ponuditelja ili osobe koja tra\u017ei uvr\u0161tenje za trgovanje ",
         "it": "Parte B \u2013 Informazioni sull'emittente, se diverso dall'offerente o dalla persona che chiede l'ammissione alla negoziazione ",
         "lv": "B\u00a0da\u013ca. Inform\u0101cija par emitentu, ja tas nav pied\u0101v\u0101t\u0101js vai persona, kas l\u016bdz pielaidi tirdzniec\u012bbai ",
         "lt": "B dalis. Informacija apie emitent\u0105, jei jis n\u0117ra si\u016blytojas arba asmuo, pra\u0161antis \u012ftraukti \u012f prekyb\u0105 ",
         "hu": "B. r\u00e9sz \u2013 Inform\u00e1ci\u00f3k a kibocs\u00e1t\u00f3r\u00f3l, ha az elt\u00e9r az aj\u00e1nlattev\u0151t\u0151l vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9st k\u00e9relmez\u0151 szem\u00e9lyt\u0151l ",
         "mt": "Parti B \u2013 Informazzjoni dwar l-emittent, jekk dan ikun differenti mill-offerent jew mill-persuna li tkun qed tfittex l-ammissjoni g\u0127all-kummer\u010b ",
         "nl": "Deel B \u2013 Informatie over de uitgever, indien verschillend van de aanbieder of om toelating tot de handel verzoekende persoon ",
         "pl": "Cz\u0119\u015b\u0107 B: Informacje o\u00a0emitencie, je\u017celi nie jest nim oferuj\u0105cy lub osoba ubiegaj\u0105ca si\u0119 o\u00a0dopuszczenie do obrotu ",
         "pt": "Parte B \u2013 Informa\u00e7\u00f5es relativas ao emitente, se for diferente do oferente ou da pessoa que solicita a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o ",
         "ro": "Partea B \u2013 Informa\u021bii despre emitent, \u00een cazul \u00een care acesta este diferit de ofertant sau de persoana care solicit\u0103 admiterea la tranzac\u021bionare ",
         "sk": "\u010cas\u0165 B: Inform\u00e1cie o\u00a0emitentovi, ak ide o\u00a0in\u00fd subjekt, ako je osoba, ktor\u00e1 pon\u00faka kryptoakt\u00edva, alebo osoba \u017eiadaj\u00faca o\u00a0prijatie na obchodovanie ",
         "sl": "Del B\u00a0\u2013 Informacije o\u00a0izdajatelju, \u010de se razlikuje od ponudnika ali osebe, ki zaprosi za uvrstitev v\u00a0trgovanje ",
         "fi": "B osa \u2013 Tiedot liikkeeseenlaskijasta, jos t\u00e4m\u00e4 on eri kuin tarjoaja tai kaupank\u00e4ynnin kohteeksi ottamista hakeva henkil\u00f6 ",
         "sv": "Del B \u2013 Information om utgivaren, om denna \u00e4r en annan person \u00e4n erbjudaren eller den person som ans\u00f6ker om upptagande till handel "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersRegisteredAddress": {
       "labels": {
        "std": {
         "en": "Issuer's registered address"
        },
        "ns0": {
         "en": "Registered addess"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersRegisteredAddressDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "B.4 Registered address",
         "bg": "B.4 \u0410\u0434\u0440\u0435\u0441 \u043d\u0430 \u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u0435",
         "cs": "B.4 S\u00eddlo",
         "da": "B.4 Registreret adresse",
         "de": "B.4 Eingetragene Anschrift",
         "el": "B.4 \u039a\u03b1\u03c4\u03b1\u03c7\u03c9\u03c1\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03b4\u03b9\u03b5\u03cd\u03b8\u03c5\u03bd\u03c3\u03b7",
         "es": "B.4 Domicilio social",
         "et": "B.4 Registreeritud aadress",
         "fr": "B.4 Si\u00e8ge statutaire",
         "ga": "B.4 Seoladh cl\u00e1raithe",
         "hr": "B.4 Adresa sjedi\u0161ta",
         "it": "B.4 Sede legale",
         "lv": "B.4 Juridisk\u0101 adrese",
         "lt": "B.4 Registracijos adresas",
         "hu": "B.4 Bejegyzett c\u00edm",
         "mt": "B.4 Indirizz re\u0121istrat",
         "nl": "B.4 Officieel\u00a0adres",
         "pl": "B.4 Adres siedziby",
         "pt": "B.4 Sede social",
         "ro": "B.4 Sediu social",
         "sk": "B.4 Registrovan\u00e1 adresa",
         "sl": "B.4 Statutarni sede\u017e",
         "fi": "B.4 Virallinen osoite",
         "sv": "B.4 Registrerad adress"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field B.7."
        },
        "std": {
         "en": "Issuer's registered address details [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersHeadOffice": {
       "labels": {
        "ns0": {
         "en": "Head office"
        },
        "std": {
         "en": "Issuer's head office"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersHeadOfficeDetailsAbstract": {
       "labels": {
        "doc": {
         "en": "Address of the Head office, where different than registered address"
        },
        "ns0": {
         "en": "B.5 Head office",
         "bg": "B.5 \u0421\u0435\u0434\u0430\u043b\u0438\u0449\u0435",
         "cs": "B.5 \u00dast\u0159ed\u00ed",
         "da": "B.5 Hovedkontor",
         "de": "B.5 Sitz",
         "el": "B.5 \u0388\u03b4\u03c1\u03b1 \u03c4\u03b7\u03c2 \u03ba\u03b5\u03bd\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b4\u03b9\u03bf\u03af\u03ba\u03b7\u03c3\u03b7\u03c2",
         "es": "B.5 Domicilio social",
         "et": "B.5 Peakontor",
         "fr": "B.5 Si\u00e8ge social",
         "ga": "B.5 Ceannoifig",
         "hr": "B.5 Adresa mjesta uprave",
         "it": "B.5 Sede centrale",
         "lv": "B.5 Galvenais birojs",
         "lt": "B.5 Pagrindin\u0117 buvein\u0117",
         "hu": "B.5 K\u00f6zponti iroda",
         "mt": "B.5 Uffi\u010b\u010bju prin\u010bipali",
         "nl": "B.5 Hoofdkantoor",
         "pl": "B.5 Siedziba zarz\u0105du",
         "pt": "B.5 Sede estatut\u00e1ria",
         "ro": "B.5 Sediu central",
         "sk": "B.5 \u00dastredie",
         "sl": "B.5 Uprava",
         "fi": "B.5 P\u00e4\u00e4toimipaikka",
         "sv": "B.5 Huvudkontor"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field B.7."
        },
        "std": {
         "en": "Issuer's head office details [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfIssuersManagementBodyForOtherTokenTable": {
       "labels": {
        "std": {
         "en": "Members of issuer's management body for other token [table]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfIssuersManagementBodyForOtherTokenAbstract": {
       "labels": {
        "ns0": {
         "en": "B.10 Members of management body",
         "bg": "B.10 \u0427\u043b\u0435\u043d\u043e\u0432\u0435 \u043d\u0430 \u0440\u044a\u043a\u043e\u0432\u043e\u0434\u043d\u0438\u044f \u043e\u0440\u0433\u0430\u043d",
         "cs": "B.10 \u010clenov\u00e9 vedouc\u00edho org\u00e1nu",
         "da": "B.10 Medlemmer af ledelsesorganet",
         "de": "B.10 Mitglieder des Leitungsorgans",
         "el": "B.10 \u039c\u03ad\u03bb\u03b7 \u03c4\u03bf\u03c5 \u03b4\u03b9\u03bf\u03b9\u03ba\u03b7\u03c4\u03b9\u03ba\u03bf\u03cd \u03bf\u03c1\u03b3\u03ac\u03bd\u03bf\u03c5",
         "es": "B.10 Miembros del \u00f3rgano de direcci\u00f3n:",
         "et": "B.10 Juhtorgani liikmed",
         "fr": "B.10 Membres de l\u2019organe de direction",
         "ga": "B.10 Comhalta\u00ed an chomhlachta bainist\u00edochta",
         "hr": "B.10 \u010clanovi upravlja\u010dkog tijela",
         "it": "B.10 Membri dell'organo di amministrazione",
         "lv": "B.10 Vad\u012bbas strukt\u016bras locek\u013ci",
         "lt": "B.10 Valdymo organo nariai",
         "hu": "B.10 A vezet\u0151 test\u00fclet tagjai",
         "mt": "B.10 Membri tal-korp mani\u0121erjali",
         "nl": "B.10 Leden leidinggevend orgaan",
         "pl": "B.10 Cz\u0142onkowie organu zarz\u0105dzaj\u0105cego",
         "pt": "B.10 Membros do \u00f3rg\u00e3o de administra\u00e7\u00e3o",
         "ro": "B.10 Membrii organului de conducere",
         "sk": "B.10 \u010clenovia riadiaceho org\u00e1nu",
         "sl": "B.10 \u010clani upravljalnega organa",
         "fi": "B.10 Ylimm\u00e4n hallintoelimen j\u00e4senet",
         "sv": "B.10 Medlemmarna i ledningsorganet"
        },
        "doc": {
         "en": "Identity, business address and functions of each of the persons that are members of the management body, as defined in Article 3(1) point (27) of Regulation (EU) 2023/1114, of the issuer."
        },
        "std": {
         "en": "Members of issuer's management body for other token [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:lineIdentifierForIssuersManagementBodyMemberForOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForIssuersManagementBodyMemberForOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for issuer's management body member for other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForIssuersManagementBodyMemberForOtherToken"
      },
      "mica:IdentityOfIssuersManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Identity"
        },
        "std": {
         "en": "Identity of issuer's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems": {
       "labels": {
        "std": {
         "en": "Members of issuer's management body for other token [line items]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:NameOfOtherTokenOperator": {
       "labels": {
        "ns0": {
         "en": "C.1 Name",
         "bg": "C.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435",
         "cs": "C.1 N\u00e1zev",
         "da": "C.1 Navn",
         "de": "C.1 Name",
         "el": "\u0393.1 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1",
         "es": "C.1 Nombre",
         "et": "C.1 Nimi",
         "fr": "C.1 Nom",
         "ga": "C.1 Ainm",
         "hr": "C.1 Naziv",
         "it": "C.1 Nome",
         "lv": "C.1 Nosaukums",
         "lt": "C.1 Pavadinimas",
         "hu": "C.1 N\u00e9v",
         "mt": "C.1 Isem",
         "nl": "C.1 Naam",
         "pl": "C.1 Nazwa",
         "pt": "C.1 Nome",
         "ro": "C.1 Nume",
         "sk": "C.1 N\u00e1zov",
         "sl": "C.1 Ime",
         "fi": "C.1 Nimi",
         "sv": "C.1 Namn"
        },
        "std": {
         "en": "Name of other token operator"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOperatorOfTradingPlatformInCasesWhereItDrawsUpCryptoassetWhitePaperAbstract": {
       "labels": {
        "std": {
         "en": "Information about operator of trading platform in cases where it draws up crypto-asset white paper [abstract]"
        },
        "ns0": {
         "en": "Part C - Information about the operator of the trading platform in cases where it draws up the crypto-asset white paper and information about other persons drawing the crypto-asset white paper pursuant to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0412\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043e\u043f\u0435\u0440\u0430\u0442\u043e\u0440\u0430 \u043d\u0430 \u043f\u043b\u0430\u0442\u0444\u043e\u0440\u043c\u0430\u0442\u0430 \u0437\u0430 \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f \u0432 \u0441\u043b\u0443\u0447\u0430\u0438\u0442\u0435, \u043a\u043e\u0433\u0430\u0442\u043e \u0442\u043e\u0439 \u0438\u0437\u0433\u043e\u0442\u0432\u044f \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430, \u0438 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u0434\u0440\u0443\u0433\u0438 \u043b\u0438\u0446\u0430, \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u0449\u0438 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a01, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114 ",
         "cs": "\u010c\u00e1st C\u00a0\u2013 \u00dadaje o\u00a0provozovateli obchodn\u00ed platformy v\u00a0p\u0159\u00edpadech, kdy vypracov\u00e1v\u00e1 b\u00edlou knihu kryptoaktiva, a\u00a0informace o\u00a0ostatn\u00edch osob\u00e1ch, kter\u00e9 vypracov\u00e1vaj\u00ed b\u00edlou knihu kryptoaktiva, podle \u010dl.\u00a06 odst.\u00a01 druh\u00e9ho pododstavce na\u0159\u00edzen\u00ed (EU) 2023/1114 ",
         "da": "Del C \u2014 Oplysninger om operat\u00f8ren af handelsplatformen i tilf\u00e6lde, hvor den p\u00e5g\u00e6ldende udarbejder hvidbogen om kryptoaktiver, og oplysninger om andre personer, der st\u00e5r for udarbejdelsen af hvidbogen om kryptoaktiver i henhold til artikel\u00a06, stk.\u00a01, andet afsnit, i forordning (EU) 2023/1114 ",
         "de": "Teil C\u00a0\u2013 Informationen \u00fcber den Betreiber der Handelsplattform in F\u00e4llen, in denen er das Kryptowerte-Whitepaper erstellt, und Informationen \u00fcber andere Personen, die das Kryptowerte-Whitepaper gem\u00e4\u00df Artikel\u00a06 Absatz\u00a01 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114 erstellen ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0393 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf\u03bd \u03b4\u03b9\u03b1\u03c7\u03b5\u03b9\u03c1\u03b9\u03c3\u03c4\u03ae \u03c4\u03b7\u03c2 \u03c0\u03bb\u03b1\u03c4\u03c6\u03cc\u03c1\u03bc\u03b1\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7\u03c2, \u03c3\u03b5 \u03c0\u03b5\u03c1\u03af\u03c0\u03c4\u03c9\u03c3\u03b7 \u03c0\u03bf\u03c5 \u03b1\u03c5\u03c4\u03cc\u03c2 \u03ba\u03b1\u03c4\u03b1\u03c1\u03c4\u03af\u03b6\u03b5\u03b9 \u03c4\u03bf \u03bb\u03b5\u03c5\u03ba\u03cc \u03b2\u03b9\u03b2\u03bb\u03af\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd, \u03ba\u03b1\u03b9 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03ac\u03bb\u03bb\u03b1 \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03b1 \u03c0\u03bf\u03c5 \u03ba\u03b1\u03c4\u03b1\u03c1\u03c4\u03af\u03b6\u03bf\u03c5\u03bd \u03c4\u03bf \u03bb\u03b5\u03c5\u03ba\u03cc \u03b2\u03b9\u03b2\u03bb\u03af\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 1 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "Parte C: Informaci\u00f3n sobre el operador de la plataforma de negociaci\u00f3n en los casos en que elabore el libro blanco de criptoactivos e informaci\u00f3n sobre otras personas que lo elaboren de conformidad con el art\u00edculo\u00a06, apartado\u00a01, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114 ",
         "et": "C osa. Teave kauplemisplatvormi korraldaja kohta, kui ta koostab kr\u00fcptovara valge raamatu, ja teave muude isikute kohta, kes koostavad kr\u00fcptovara valge raamatu vastavalt m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 1 teisele l\u00f5igule ",
         "fr": "Partie C \u2013 Informations \u00e0 fournir sur l\u2019exploitant de la plate-forme de n\u00e9gociation, s'il r\u00e9dige le livre blanc sur le crypto-actif, et sur toute autre personne r\u00e9digeant ce livre blanc, conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a01, second alin\u00e9a, du r\u00e8glement (UE) 2023/1114 ",
         "ga": "Cuid\u00a0C -\u00a0Faisn\u00e9is faoi oibreoir an ard\u00e1in tr\u00e1d\u00e1la i gc\u00e1sanna ina dtarraing\u00edonn s\u00e9 suas an p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed agus faisn\u00e9is faoi dhaoine eile a tharraing\u00edonn suas an p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed de bhun Airteagal\u00a06(1), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114 ",
         "hr": "Dio C \u2013 Informacije o operateru platforme za trgovanje u slu\u010dajevima kad izra\u0111uje bijelu knjigu o kriptoimovini i informacije o drugim osobama koje izra\u0111uju bijelu knjigu o kriptoimovini u skladu s \u010dlankom\u00a06. stavkom\u00a01. drugim podstavkom Uredbe (EU) 2023/1114 ",
         "it": "Parte C \u2013 Informazioni sul gestore della piattaforma di negoziazione nei casi in cui rediga il White Paper sulle cripto\u2013attivit\u00e0 e informazioni su altre persone che redigono il White Paper sulle cripto\u2013attivit\u00e0 a norma dell'articolo\u00a06, paragrafo 1, secondo comma, del regolamento (UE) 2023/1114 ",
         "lv": "C\u00a0da\u013ca. Inform\u0101cija par tirdzniec\u012bbas platformas operatoru gad\u012bjumos, kad tas izstr\u0101d\u0101 kriptoakt\u012bvu balto gr\u0101matu, un inform\u0101cija par cit\u0101m person\u0101m, kas izstr\u0101d\u0101 kriptoakt\u012bvu balto gr\u0101matu saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a01.\u00a0punkta otro da\u013cu ",
         "lt": "C dalis. Informacija apie prekybos platformos operatori\u0173 tais atvejais, kai jis rengia kriptoturto balt\u0105j\u0105 knyg\u0105, ir informacija apie kitus asmenis, rengian\u010dius kriptoturto balt\u0105j\u0105 knyg\u0105 pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a01 dalies antr\u0105 pastraip\u0105 ",
         "hu": "C. r\u00e9sz \u2013 Inform\u00e1ci\u00f3k a keresked\u00e9si platform \u00fczemeltet\u0151j\u00e9r\u0151l azokban az esetekben, amikor az k\u00e9sz\u00edti el a kriptoeszk\u00f6z-alapdokumentumot, valamint az (EU) 2023/1114 rendelet\u00a06. cikke (1) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9se szerint a kriptoeszk\u00f6z-alapdokumentumot elk\u00e9sz\u00edt\u0151 m\u00e1s szem\u00e9lyekre vonatkoz\u00f3 inform\u00e1ci\u00f3k ",
         "mt": "Parti C \u2013 Informazzjoni dwar l-operatur tal-pjattaforma ta\u2019 negozjar f\u2019ka\u017cijiet fejn dan ifassal il-white paper dwar il-kriptoassi u informazzjoni dwar persuni o\u0127ra li jfasslu l-white paper dwar il-kriptoassi skont l-Artikolu\u00a06(1), it-tieni subparagrafu, tar-Regolament (UE) 2023/1114 ",
         "nl": "Deel C \u2013 Informatie over de exploitant van het handelsplatform in gevallen waarin deze het cryptoactivawitboek opstelt en informatie over andere personen die het cryptoactivawitboek opstellen overeenkomstig artikel\u00a06, lid 1, tweede alinea, van Verordening (EU) 2023/1114 ",
         "pl": "Cz\u0119\u015b\u0107 C: Informacje na temat operatora platformy obrotu w\u00a0przypadkach, gdy sporz\u0105dza on dokument informacyjny dotycz\u0105cy kryptoaktywa, oraz informacje o\u00a0innych osobach sporz\u0105dzaj\u0105cych dokument informacyjny dotycz\u0105cy kryptoaktywa zgodnie z\u00a0art.\u00a06 ust.\u00a01 akapit drugi rozporz\u0105dzenia (UE) 2023/1114 ",
         "pt": "Parte C \u2014 Informa\u00e7\u00f5es sobre o operador da plataforma de negocia\u00e7\u00e3o nos casos em que este redige o livrete do criptoativo e informa\u00e7\u00f5es sobre outras pessoas que redigem o livrete do criptoativo nos termos do artigo\u00a06.o, n.o\u00a01, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114 ",
         "ro": "Partea C \u2013 Informa\u021bii despre operatorul platformei de tranzac\u021bionare \u00een cazurile \u00een care acesta elaboreaz\u0103 cartea alb\u0103 pentru criptoactive \u0219i informa\u021bii despre alte persoane care elaboreaz\u0103 cartea alb\u0103 pentru criptoactive \u00een temeiul articolului\u00a06 alineatul\u00a0(1) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114 ",
         "sk": "\u010cas\u0165 C\u00a0\u2013 Inform\u00e1cie o\u00a0prev\u00e1dzkovate\u013eovi obchodnej platformy v\u00a0pr\u00edpadoch, ke\u010f vyprac\u00fava biely doklad o\u00a0kryptoakt\u00edvach, a\u00a0inform\u00e1cie o\u00a0in\u00fdch osob\u00e1ch, ktor\u00e9 vyprac\u00favaj\u00fa biely doklad o\u00a0kryptoakt\u00edvach pod\u013ea \u010dl\u00e1nku\u00a06 ods.\u00a01 druh\u00e9ho pododseku nariadenia (E\u00da) 2023/1114 ",
         "sl": "Del C\u00a0\u2013 Informacije o\u00a0upravljavcu platforme za trgovanje v\u00a0primerih, ko pripravi belo knjigo o\u00a0kriptosredstvu, in informacije o\u00a0drugih osebah, ki belo knjigo o\u00a0kriptosredstvu pripravijo v\u00a0skladu s\u00a0\u010dlenom 6(1), drugi pododstavek, Uredbe (EU) 2023/1114 ",
         "fi": "C osa \u2013 Tiedot kaupank\u00e4yntialustan yll\u00e4pit\u00e4j\u00e4st\u00e4, jos se laatii kryptovaran kuvauksen, ja asetuksen (EU) 2023/1114 6\u00a0artiklan 1 kohdan toisen alakohdan mukaisesti tiedot muista henkil\u00f6ist\u00e4, jotka laativat kryptovaran kuvauksen ",
         "sv": "Del C \u2013 Information om den som driver handelsplattformen om denna utarbetar vitboken om kryptotillg\u00e5ngar och information om andra personer som uppr\u00e4ttar vitboken om kryptotillg\u00e5ngar, i enlighet med artikel\u00a06.1 andra stycket i f\u00f6rordning (EU) 2023/1114 "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsRegisteredAddress": {
       "labels": {
        "std": {
         "en": "Operator's registered address"
        },
        "ns0": {
         "en": "Registered address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsRegisteredAddressDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "C.3 Registered address",
         "bg": "C.3 \u0410\u0434\u0440\u0435\u0441 \u043d\u0430 \u0443\u043f\u0440\u0430\u0432\u043b\u0435\u043d\u0438\u0435",
         "cs": "C.3 S\u00eddlo",
         "da": "C.3 Registreret adresse",
         "de": "C.3 Eingetragene Anschrift",
         "el": "\u0393.3 \u039a\u03b1\u03c4\u03b1\u03c7\u03c9\u03c1\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03b4\u03b9\u03b5\u03cd\u03b8\u03c5\u03bd\u03c3\u03b7",
         "es": "C.3 Domicilio social",
         "et": "C.3 Registreeritud aadress",
         "fr": "C.3 Si\u00e8ge statutaire",
         "ga": "C.3 Seoladh cl\u00e1raithe",
         "hr": "C.3 Adresa sjedi\u0161ta",
         "it": "C.3 Sede legale",
         "lv": "C.3 Juridisk\u0101 adrese",
         "lt": "C.3 Registracijos adresas",
         "hu": "C.3 Bejegyzett c\u00edm",
         "mt": "C.3 Indirizz re\u0121istrat",
         "nl": "C.3 Officieel\u00a0adres",
         "pl": "C.3 Adres siedziby",
         "pt": "C.3 Sede social",
         "ro": "C.3 Sediu social",
         "sk": "C.3 Registrovan\u00e1 adresa",
         "sl": "C.3 Statutarni sede\u017e",
         "fi": "C.3 Virallinen osoite",
         "sv": "C.3 Registrerad adress"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field C.6."
        },
        "std": {
         "en": "Operator's registered address details [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsHeadOffice": {
       "labels": {
        "ns0": {
         "en": "Head office"
        },
        "std": {
         "en": "Operator's head office"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsHeadOfficeDetailsAbstract": {
       "labels": {
        "doc": {
         "en": "Address of the Head office, where different than registered address"
        },
        "ns0": {
         "en": "C.4 Head office",
         "bg": "C.4 \u0421\u0435\u0434\u0430\u043b\u0438\u0449\u0435",
         "cs": "C.4 \u00dast\u0159ed\u00ed",
         "da": "C.4 Hovedkontor",
         "de": "C.4 Sitz",
         "el": "\u0393.4 \u0388\u03b4\u03c1\u03b1 \u03c4\u03b7\u03c2 \u03ba\u03b5\u03bd\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b4\u03b9\u03bf\u03af\u03ba\u03b7\u03c3\u03b7\u03c2",
         "es": "C.4 Domicilio social",
         "et": "C.4 Peakontor",
         "fr": "C.4 Si\u00e8ge social",
         "ga": "C.4 Ceannoifig",
         "hr": "C.4 Adresa mjesta uprave",
         "it": "C.4 Sede centrale",
         "lv": "C.4 Galvenais birojs",
         "lt": "C.4 Pagrindin\u0117 buvein\u0117",
         "hu": "C.4 K\u00f6zponti iroda",
         "mt": "C.4 Uffi\u010b\u010bju prin\u010bipali",
         "nl": "C.4 Hoofdkantoor",
         "pl": "C.4 Siedziba zarz\u0105du",
         "pt": "C.4 Sede estatut\u00e1ria",
         "ro": "C.4 Sediu central",
         "sk": "C.4 \u00dastredie",
         "sl": "C.4 Uprava",
         "fi": "C.4 P\u00e4\u00e4toimipaikka",
         "sv": "C.4 Huvudkontor"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field C.6."
        },
        "std": {
         "en": "Operator's head office details [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOperatorsManagementBodyForOtherTokenTable": {
       "labels": {
        "std": {
         "en": "Members of operator's management body for other token [table]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOperatorsManagementBodyForOtherTokenAbstract": {
       "labels": {
        "ns0": {
         "en": "C.10 Members of management body",
         "bg": "C.10 \u0427\u043b\u0435\u043d\u043e\u0432\u0435 \u043d\u0430 \u0440\u044a\u043a\u043e\u0432\u043e\u0434\u043d\u0438\u044f \u043e\u0440\u0433\u0430\u043d",
         "cs": "C.10 \u010clenov\u00e9 vedouc\u00edho org\u00e1nu",
         "da": "C.10 Medlemmer af ledelsesorganet",
         "de": "C.10 Mitglieder des Leitungsorgans",
         "el": "\u0393.10 \u039c\u03ad\u03bb\u03b7 \u03c4\u03bf\u03c5 \u03b4\u03b9\u03bf\u03b9\u03ba\u03b7\u03c4\u03b9\u03ba\u03bf\u03cd \u03bf\u03c1\u03b3\u03ac\u03bd\u03bf\u03c5",
         "es": "C.10 Miembros del \u00f3rgano de direcci\u00f3n",
         "et": "C.10 Juhtorgani liikmed",
         "fr": "C.10 Membres de l\u2019organe de direction",
         "ga": "C.10 Comhalta\u00ed an Chomhlachta bainist\u00edochta",
         "hr": "C.10 \u010clanovi upravlja\u010dkog tijela",
         "it": "C.10 Membri dell'organo di amministrazione",
         "lv": "C.10 Vad\u012bbas strukt\u016bras locek\u013ci",
         "lt": "C.10 Valdymo organo nariai",
         "hu": "C.10 A vezet\u0151 test\u00fclet tagjai",
         "mt": "C.10 Membri tal-Korp mani\u0121erjali",
         "nl": "C.10 Leden van het leidinggevend orgaan",
         "pl": "C.10 Cz\u0142onkowie organu zarz\u0105dzaj\u0105cego",
         "pt": "C.10 Membros do \u00f3rg\u00e3o de administra\u00e7\u00e3o",
         "ro": "C.10 Membrii organului de conducere",
         "sk": "C.10 \u010clenovia riadiaceho org\u00e1nu",
         "sl": "C.10 \u010clani upravljalnega organa",
         "fi": "C.10 Ylimm\u00e4n hallintoelimen j\u00e4senet",
         "sv": "C.10 Medlemmarna i ledningsorganet"
        },
        "doc": {
         "en": "Identity (name or other identifiers), business address and functions of each of the persons that are members of the management body, as defined in Article 3(1) point (27) of Regulation (EU) 2023/1114, of the operator of the trading platform."
        },
        "std": {
         "en": "Members of operator's management body for other token [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:lineIdentifierForOperatorsManagementBodyMemberForOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForOperatorsManagementBodyMemberForOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for operator's management body member for other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForOperatorsManagementBodyMemberForOtherToken"
      },
      "mica:IdentityOfOperatorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Identity"
        },
        "std": {
         "en": "Identity of operator's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MembersOfOperatorsManagementBodyForOtherTokenLineItems": {
       "labels": {
        "std": {
         "en": "Members of operator's management body for other token [line items]"
        },
        "ns0": {
         "en": "Members of management body"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOtherTokenProjectAbstract": {
       "labels": {
        "std": {
         "en": "Information about other token project [abstract]"
        },
        "ns0": {
         "en": "Part D - Information about other token project",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0413\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 ",
         "cs": "\u010c\u00e1st D\u00a0\u2013 Informace o\u00a0projektu t\u00fdkaj\u00edc\u00edm se kryptoaktiv ",
         "da": "Del D \u2013 Oplysninger om kryptoaktivprojektet ",
         "de": "Teil\u00a0D\u00a0\u2013 Informationen \u00fcber das Kryptowert-Projekt ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0394 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf \u03c3\u03c7\u03ad\u03b4\u03b9\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "Parte D: Informaci\u00f3n sobre el proyecto de criptoactivos ",
         "et": "D osa. Teave kr\u00fcptovaraprojekti kohta ",
         "fr": "Partie D \u2013 Informations sur le projet de crypto-actif ",
         "ga": "Cuid D- Faisn\u00e9is faoin tionscadal cripteash\u00f3cmhainn\u00ed ",
         "hr": "Dio D \u2013 Informacije o projektu u vezi s kriptoimovinom ",
         "it": "Parte D \u2013 Informazioni sul progetto di cripto\u2013attivit\u00e0 ",
         "lv": "D\u00a0da\u013ca. Inform\u0101cija par kriptoakt\u012bvu projektu ",
         "lt": "D dalis. Informacija apie kriptoturto projekt\u0105 ",
         "hu": "D. r\u00e9sz \u2013 Inform\u00e1ci\u00f3k a kriptoeszk\u00f6z-projektr\u0151l ",
         "mt": "Parti D \u2013 Informazzjoni dwar il-pro\u0121ett tal-kriptoassi ",
         "nl": "Deel D \u2013 Informatie over het cryptoactivaproject ",
         "pl": "Cz\u0119\u015b\u0107 D: Informacje o\u00a0projekcie kryptoaktywa ",
         "pt": "Parte D \u2014 Informa\u00e7\u00f5es sobre o projeto de criptoativos ",
         "ro": "Partea D \u2013 Informa\u021bii despre proiectul de criptoactive ",
         "sk": "\u010cas\u0165 D\u00a0\u2013 Inform\u00e1cie o\u00a0projekte kryptoakt\u00edva ",
         "sl": "Del D\u00a0\u2013 Informacije o\u00a0projektu v\u00a0zvezi s\u00a0kriptosredstvi ",
         "fi": "D osa \u2013 Tiedot kryptovarahankkeesta ",
         "sv": "Del D \u2013 Information om kryptotillg\u00e5ngsprojektet "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectTable": {
       "labels": {
        "std": {
         "en": "Details of all natural or legal persons involved in implementation of other token project [table]"
        },
        "ns0": {
         "en": "Details of all natural or legal persons involved in implementation of crypto-asset project"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract": {
       "labels": {
        "ns0": {
         "en": "D.5 Details of all natural or legal persons involved in implementation of crypto-asset project",
         "bg": "D.5 \u041f\u043e\u0434\u0440\u043e\u0431\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u0432\u0441\u0438\u0447\u043a\u0438 \u0444\u0438\u0437\u0438\u0447\u0435\u0441\u043a\u0438 \u0438\u043b\u0438 \u044e\u0440\u0438\u0434\u0438\u0447\u0435\u0441\u043a\u0438 \u043b\u0438\u0446\u0430, \u043a\u043e\u0438\u0442\u043e \u0443\u0447\u0430\u0441\u0442\u0432\u0430\u0442 \u0432 \u0438\u0437\u043f\u044a\u043b\u043d\u0435\u043d\u0438\u0435\u0442\u043e \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "D.5 \u00dadaje o\u00a0v\u0161ech fyzick\u00fdch nebo pr\u00e1vnick\u00fdch osob\u00e1ch zapojen\u00fdch do realizace projektu t\u00fdkaj\u00edc\u00edho se kryptoaktiv",
         "da": "D.5 N\u00e6rmere oplysninger om alle fysiske eller juridiske personer, der er involveret i gennemf\u00f8relsen af kryptoaktivprojektet",
         "de": "D.5 Genaue Angaben zu allen nat\u00fcrlichen oder juristischen Personen, die an der Durchf\u00fchrung des Kryptowert-Projekts beteiligt sind",
         "el": "\u0394.5 \u03a3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03cc\u03bb\u03c9\u03bd \u03c4\u03c9\u03bd \u03c6\u03c5\u03c3\u03b9\u03ba\u03ce\u03bd \u03ae \u03bd\u03bf\u03bc\u03b9\u03ba\u03ce\u03bd \u03c0\u03c1\u03bf\u03c3\u03ce\u03c0\u03c9\u03bd \u03c0\u03bf\u03c5 \u03c3\u03c5\u03bc\u03bc\u03b5\u03c4\u03ad\u03c7\u03bf\u03c5\u03bd \u03c3\u03c4\u03b7\u03bd \u03c5\u03bb\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7 \u03c4\u03bf\u03c5 \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.5 Datos de todas las personas f\u00edsicas o jur\u00eddicas que participan en la ejecuci\u00f3n del proyecto de criptoactivos",
         "et": "D.5 K\u00f5igi kr\u00fcptovaraprojekti rakendamisega seotud f\u00fc\u00fcsiliste v\u00f5i juriidiliste isikute andmed",
         "fr": "D.5 Coordonn\u00e9es de toutes les personnes physiques ou morales participant \u00e0 la mise en \u0153uvre du projet de crypto-actif",
         "ga": "D.5 Mionsonra\u00ed na ndaoine n\u00e1d\u00fartha n\u00f3 dl\u00edtheanacha uile a bhfuil baint acu le cur chun feidhme thionscadal na gcripteash\u00f3cmhainn\u00ed",
         "hr": "D.5 Pojedinosti o svim fizi\u010dkim ili pravnim koje su uklju\u010dene u provedbu projekta u vezi s kriptoimovinom",
         "it": "D.5 Dettagli di tutte le persone fisiche o giuridiche coinvolte nell'attuazione del progetto di cripto-attivit\u00e0",
         "lv": "D.5 Detaliz\u0113ta inform\u0101cija par vis\u0101m fiziskaj\u0101m vai juridiskaj\u0101m person\u0101m, kas iesaist\u012btas kriptoakt\u012bvu projekta \u012bsteno\u0161an\u0101",
         "lt": "D.5 Vis\u0173 \u012fgyvendinant kriptoturto projekt\u0105 dalyvaujan\u010di\u0173 fizini\u0173 ar juridini\u0173 asmen\u0173 i\u0161sam\u016bs duomenys",
         "hu": "D.5 A kriptoeszk\u00f6z-projekt v\u00e9grehajt\u00e1s\u00e1ban r\u00e9szt vev\u0151 valamennyi term\u00e9szetes vagy jogi szem\u00e9ly adatai",
         "mt": "D.5 Dettalji tal-persuni fi\u017ci\u010bi jew \u0121uridi\u010bi kollha involuti fl-implimentazzjoni tal-pro\u0121ett tal-kriptoassi",
         "nl": "D.5 Nadere gegevens van alle bij de uitvoering van het cryptoactivaproject betrokken natuurlijke personen of rechtspersonen",
         "pl": "D.5 Dane wszystkich os\u00f3b fizycznych lub prawnych zaanga\u017cowanych w\u00a0realizacj\u0119 projektu kryptoaktywa",
         "pt": "D.5 Dados de todas as pessoas singulares ou coletivas envolvidas na execu\u00e7\u00e3o do projeto de criptoativos",
         "ro": "D.5 Informa\u021bii detaliate despre toate persoanele fizice sau juridice implicate \u00een implementarea proiectului de criptoactive",
         "sk": "D.5 \u00dadaje o\u00a0v\u0161etk\u00fdch fyzick\u00fdch alebo pr\u00e1vnick\u00fdch osob\u00e1ch zapojen\u00fdch do implement\u00e1cie projektu kryptoakt\u00edva",
         "sl": "D.5 Podatki o\u00a0vseh fizi\u010dnih ali pravnih osebah, ki sodelujejo pri izvajanju projekta v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "D.5 Yksityiskohtaiset tiedot kaikista kryptovarahankkeen toteuttamiseen osallistuvista luonnollisista henkil\u00f6ist\u00e4 ja oikeushenkil\u00f6ist\u00e4",
         "sv": "D.5 Uppgifter om alla fysiska eller juridiska personer som deltar i kryptotillg\u00e5ngsprojektets genomf\u00f6rande"
        },
        "doc": {
         "en": "Details of advisors, development team, crypto-assets service providers and other persons involved in the implementation of the crypto-asset project, including business addresses or domicile of the company."
        },
        "std": {
         "en": "Details of all natural or legal persons involved in implementation of other token project [abstract]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectLineItems": {
       "labels": {
        "std": {
         "en": "Details of all natural or legal persons involved in implementation of other token project [line items]"
        },
        "ns0": {
         "en": "Details of all natural or legal persons involved in implementation of crypto-asset project"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:PlansForTokenAbstract": {
       "labels": {
        "ns0": {
         "en": "D.8 Plans for the token",
         "bg": "D.8 \u041f\u043b\u0430\u043d\u043e\u0432\u0435 \u0437\u0430 \u0442\u043e\u043a\u0435\u043d\u0430",
         "cs": "D.8 Pl\u00e1ny pro token",
         "da": "D.8 Tokenplaner",
         "de": "D.8 Pl\u00e4ne f\u00fcr den Token",
         "el": "\u0394.8 \u03a3\u03c7\u03ad\u03b4\u03b9\u03b1 \u03b3\u03b9\u03b1 \u03c4\u03b7 \u03bc\u03ac\u03c1\u03ba\u03b1",
         "es": "D.8 Planes para la ficha",
         "et": "D.8 Tokeni kavad",
         "fr": "D.8 Plans relatifs au jeton",
         "ga": "D.8 Pleananna le haghaidh an chomhartha",
         "hr": "D.8 Planovi za token",
         "it": "D.8 Piani per il token",
         "lv": "D.8 Pl\u0101ni attiec\u012bb\u0101 uz \u017eetonu",
         "lt": "D.8 \u017detonui skirti planai",
         "hu": "D.8 A tokenre vonatkoz\u00f3 tervek",
         "mt": "D.8 Pjanijiet g\u0127at-token",
         "nl": "D.8 Plannen voor het token",
         "pl": "D.8 Plany dotycz\u0105ce tokena",
         "pt": "D.8 Planos para a criptoficha",
         "ro": "D.8 Planuri pentru token",
         "sk": "D.8 Pl\u00e1ny pre token",
         "sl": "D.8 Na\u010drti za \u017eeton",
         "fi": "D.8 Tokenia koskevat suunnitelmat",
         "sv": "D.8 Planer f\u00f6r token"
        },
        "doc": {
         "en": "Information about the crypto-asset project, including the description of the past and future milestones."
        },
        "std": {
         "en": "Plans for token [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOfferToPublicOfOtherTokensOrTheirAdmissionToTradingAbstract": {
       "labels": {
        "std": {
         "en": "Information about offer to public of other tokens or their admission to trading [abstract]"
        },
        "ns0": {
         "en": "Part E - Information about offer to public of other tokens or their admission to trading",
         "bg": "\u0427\u0430\u0441\u0442 \u0414\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438 \u0438\u043b\u0438 \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0438\u043c \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f ",
         "cs": "\u010c\u00e1st E\u00a0\u2013 Informace o\u00a0ve\u0159ejn\u00e9m nab\u00edzen\u00ed kryptoaktiv nebo jejich p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed ",
         "da": "Del E \u2013 Oplysninger om udbuddet til offentligheden af kryptoaktiver eller deres optagelse til handel ",
         "de": "Teil\u00a0E\u00a0\u2013 Informationen \u00fcber das \u00f6ffentliche Angebot von Kryptowerten oder deren Zulassung zum Handel ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0395 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b7 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03ae \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c4\u03bf\u03c5\u03c2 \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "Parte E: Informaci\u00f3n sobre la oferta p\u00fablica de criptoactivos o su admisi\u00f3n a negociaci\u00f3n ",
         "et": "E osa. Teave kr\u00fcptovara avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise kohta ",
         "fr": "Partie E \u2013 Informations concernant l\u2019offre au public de crypto-actifs ou leur admission \u00e0 la n\u00e9gociation ",
         "ga": "Cuid E - Faisn\u00e9is faoin tairiscint don phobal ar chripteash\u00f3cmhainn\u00ed n\u00f3 faoina ligean isteach chun a dtr\u00e1d\u00e1la ",
         "hr": "Dio E \u2013 Informacije o javnoj ponudi kriptoimovine ili njezinu uvr\u0161tenju za trgovanje ",
         "it": "Parte E \u2013 Informazioni sull'offerta al pubblico di cripto\u2013attivit\u00e0 o sulla loro ammissione alla negoziazione ",
         "lv": "E\u00a0da\u013ca. Inform\u0101cija par kriptoakt\u012bvu publisko pied\u0101v\u0101jumu vai to pielaidi tirdzniec\u012bbai ",
         "lt": "E dalis. Informacija apie vie\u0161\u0105 kriptoturto si\u016blym\u0105 arba jo \u012ftraukim\u0105 \u012f prekyb\u0105 ",
         "hu": "E. r\u00e9sz \u2013 A kriptoeszk\u00f6z\u00f6kre vonatkoz\u00f3 nyilv\u00e1nos aj\u00e1nlatt\u00e9telre vagy azok keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s\u00e9re vonatkoz\u00f3 inform\u00e1ci\u00f3k ",
         "mt": "Parti E \u2013 Informazzjoni dwar l-offerta ta\u2019 kriptoassi lill-pubbliku jew l-ammissjoni tag\u0127hom g\u0127all-kummer\u010b ",
         "nl": "Deel E \u2013 Informatie over de aanbieding aan het publiek van cryptoactiva of de toelating daarvan tot de handel ",
         "pl": "Cz\u0119\u015b\u0107 E: Informacje na temat oferty publicznej kryptoaktyw\u00f3w lub ich dopuszczenia do obrotu ",
         "pt": "Parte E \u2014 Informa\u00e7\u00f5es sobre a oferta p\u00fablica de criptoativos ou sobre a sua admiss\u00e3o \u00e0 negocia\u00e7\u00e3o ",
         "ro": "Partea E \u2013 Informa\u021bii despre oferta public\u0103 de criptoactive sau admiterea la tranzac\u021bionare a acestora ",
         "sk": "\u010cas\u0165 E\u00a0\u2013 Inform\u00e1cie o\u00a0verejnej ponuke kryptoakt\u00edv alebo ich prijat\u00ed na obchodovanie ",
         "sl": "Del E\u00a0\u2013 Informacije o\u00a0javni ponudbi kriptosredstev ali njihovi uvrstitvi v\u00a0trgovanje ",
         "fi": "E osa \u2013 Tiedot kryptovarojen tarjoamisesta yleis\u00f6lle tai niiden ottamisesta kaupank\u00e4ynnin kohteeksi ",
         "sv": "Del E \u2013 Information om erbjudandet till allm\u00e4nheten av kryptotillg\u00e5ngar eller tillg\u00e5ngarnas upptagande till handel "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FundraisingTargetDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "E.3 Fundraising target",
         "bg": "E.3 \u0426\u0435\u043b \u0437\u0430 \u0441\u044a\u0431\u0438\u0440\u0430\u043d\u0435 \u043d\u0430 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430",
         "cs": "E.3 C\u00edlov\u00e1 v\u00fd\u0161e vybran\u00fdch finan\u010dn\u00edch prost\u0159edk\u016f",
         "da": "E.3 Indsamlingsm\u00e5l",
         "de": "E.3 Ziel der Mittelbeschaffung",
         "el": "E.3 \u03a3\u03c4\u03cc\u03c7\u03bf\u03c2 \u03c3\u03c5\u03b3\u03ba\u03ad\u03bd\u03c4\u03c1\u03c9\u03c3\u03b7\u03c2 \u03ba\u03b5\u03c6\u03b1\u03bb\u03b1\u03af\u03c9\u03bd",
         "es": "E.3 Objetivo de recaudaci\u00f3n de fondos",
         "et": "E.3 Rahaliste vahendite kogumise eesm\u00e4rk",
         "fr": "E.3 Objectif de la lev\u00e9e de fonds",
         "ga": "E.3 Sprioc le haghaidh airgead a thioms\u00fa",
         "hr": "E.3 Cilj prikupljanja nov\u010danih sredstava",
         "it": "E.3 Obiettivo della raccolta fondi",
         "lv": "E.3 L\u012bdzek\u013cu piesaistes m\u0113r\u0137is",
         "lt": "E.3 L\u0117\u0161\u0173 rinkimo tikslas",
         "hu": "E.3 Forr\u00e1sbevon\u00e1si c\u00e9l",
         "mt": "E.3 Mira g\u0127all-\u0121bir ta\u2019 fondi",
         "nl": "E.3 Doel werving geldmiddelen",
         "pl": "E.3 Docelowa kwota pozyskiwanych funduszy",
         "pt": "E.3 Objetivo da mobiliza\u00e7\u00e3o de fundos",
         "ro": "E.3 Obiectiv de str\u00e2ngere de fonduri",
         "sk": "E.3 Cie\u013eov\u00e1 suma, ktor\u00e1 sa m\u00e1 z\u00edska\u0165",
         "sl": "E.3 Ciljni znesek zbiranja sredstev",
         "fi": "E.3 Varainkeruutavoite",
         "sv": "E.3 M\u00e5l f\u00f6r anskaffning av medel"
        },
        "std": {
         "en": "Fundraising target details [abstract]"
        },
        "doc": {
         "en": "Where applicable, the amount that the offer to the public intends to raise in funds or in any other crypto-asset in an official currency or any other crypto-assets."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MinimumSubscriptionGoalExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Minimum subscription goal expressed in currency"
        },
        "ns0": {
         "en": "Goals expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:MinimumSubscriptionGoalsDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "E.4 Minimum subscription goals",
         "bg": "E.4 \u041c\u0438\u043d\u0438\u043c\u0430\u043b\u043d\u0438 \u0446\u0435\u043b\u0438 \u043e\u0442\u043d\u043e\u0441\u043d\u043e \u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435\u0442\u043e",
         "cs": "E.4 Minim\u00e1ln\u00ed c\u00edlov\u00e9 hodnoty ups\u00e1n\u00ed",
         "da": "E.4 Minimumsm\u00e5l for tegning",
         "de": "E.4 Mindestziele f\u00fcr die Zeichnung",
         "el": "E.4 \u0395\u03bb\u03ac\u03c7\u03b9\u03c3\u03c4\u03bf\u03b9 \u03c3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.4 Objetivos m\u00ednimos de suscripci\u00f3n",
         "et": "E.4 Minimaalsed m\u00e4rkimiseesm\u00e4rgid",
         "fr": "E.4 Objectifs minimaux de souscription",
         "ga": "E.4 Spriocanna suibscr\u00edofa \u00edosta",
         "hr": "E.4 Najmanji ciljevi za upis",
         "it": "E.4 Obiettivi minimi di sottoscrizione",
         "lv": "E.4 Minim\u0101lie parakst\u012b\u0161an\u0101s m\u0113r\u0137i",
         "lt": "E.4 Minimal\u016bs pasira\u0161ymo tikslai",
         "hu": "E.4 Minim\u00e1lis jegyz\u00e9si c\u00e9lok",
         "mt": "E.4 G\u0127anijiet minimi ta\u2019 sottoskrizzjoni",
         "nl": "E.4 Minimumdoelen inschrijving",
         "pl": "E.4 Minimalne cele subskrypcji",
         "pt": "E.4 Objetivos m\u00ednimos de subscri\u00e7\u00e3o",
         "ro": "E.4 Obiective minime de subscriere",
         "sk": "E.4 Minim\u00e1lne ciele v\u00a0oblasti upisovania",
         "sl": "E.4 Minimalni ciljni vpis",
         "fi": "E.4 Merkinn\u00e4n minimitavoite",
         "sv": "E.4 Minimim\u00e5l f\u00f6r teckning"
        },
        "std": {
         "en": "Minimum subscription goals details [abstract]"
        },
        "doc": {
         "en": "Where applicable, any minimum target subscription goals set for the offer to the public of the crypto-assets in an official currency or any other crypto-assets."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MaximumSubscriptionGoalsDetailsAbstract": {
       "labels": {
        "ns0": {
         "en": "E.5 Maximum subscription goals",
         "bg": "E.5 \u041c\u0430\u043a\u0441\u0438\u043c\u0430\u043b\u043d\u0438 \u0446\u0435\u043b\u0438 \u043e\u0442\u043d\u043e\u0441\u043d\u043e \u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435\u0442\u043e",
         "cs": "E.5 Maxim\u00e1ln\u00ed c\u00edlov\u00e9 hodnoty ups\u00e1n\u00ed",
         "da": "E.5 Maksimumsm\u00e5l for tegning",
         "de": "E.5 H\u00f6chstziele f\u00fcr die Zeichnung",
         "el": "E.5 \u039c\u03ad\u03b3\u03b9\u03c3\u03c4\u03bf\u03b9 \u03c3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.5 Objetivos m\u00e1ximos de suscripci\u00f3n",
         "et": "E.5 Maksimaalsed m\u00e4rkimiseesm\u00e4rgid",
         "fr": "E.5 Objectifs maximaux de souscription",
         "ga": "E.5 Spriocanna suibscr\u00edofa uasta",
         "hr": "E.5 Najve\u0107i ciljevi za upis",
         "it": "E.5 Obiettivi massimi di sottoscrizione",
         "lv": "E.5 Maksim\u0101lie parakst\u012b\u0161an\u0101s m\u0113r\u0137i",
         "lt": "E.5 Maksimal\u016bs pasira\u0161ymo tikslai",
         "hu": "E.5 Maxim\u00e1lis jegyz\u00e9si c\u00e9lok",
         "mt": "E.5 G\u0127anijiet massimi ta\u2019 sottoskrizzjoni",
         "nl": "E.5 Maximumdoelen inschrijving",
         "pl": "E.5 Maksymalne cele subskrypcji",
         "pt": "E.5 Objetivos m\u00e1ximos de subscri\u00e7\u00e3o",
         "ro": "E.5 Obiective maxime de subscriere",
         "sk": "E.5 Maxim\u00e1lne ciele v\u00a0oblasti upisovania",
         "sl": "E.5 Maksimalni ciljni vpis",
         "fi": "E.5 Merkinn\u00e4n maksimitavoite",
         "sv": "E.5 Maximim\u00e5l f\u00f6r teckning"
        },
        "std": {
         "en": "Maximum subscription goals details [abstract]"
        },
        "doc": {
         "en": "Where applicable, any maximum target subscription goals set for the offer to the public of the crypto-assets in an official currency or any other crypto-assets."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SubscriptionFeeDetailsAbstract": {
       "labels": {
        "doc": {
         "en": "Any applicable subscription fee in an official currency or any other crypto-assets."
        },
        "ns0": {
         "en": "E.10 Subscription fee",
         "bg": "E.10 \u0422\u0430\u043a\u0441\u0430 \u0437\u0430 \u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435",
         "cs": "E.10 Poplatek za ups\u00e1n\u00ed",
         "da": "E.10 Tegningsgebyr",
         "de": "E.10 Zeichnungsgeb\u00fchr",
         "el": "E.10 \u0391\u03bc\u03bf\u03b9\u03b2\u03ae \u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.10 Comisi\u00f3n de suscripci\u00f3n",
         "et": "E.10 M\u00e4rkimistasu",
         "fr": "E.10 Commission de souscription",
         "ga": "E.10 T\u00e1ille suibscr\u00edofa",
         "hr": "E.10 Naknada za upis",
         "it": "E.10 Commissione di sottoscrizione",
         "lv": "E.10 Parakst\u012b\u0161an\u0101s maksa",
         "lt": "E.10 Pasira\u0161ymo mokestis",
         "hu": "E.10 Jegyz\u00e9si d\u00edj",
         "mt": "E.10 Tariffa ta\u2019 abbonament",
         "nl": "E.10 Inschrijvingsvergoeding",
         "pl": "E.10 Op\u0142aty z\u00a0tytu\u0142u subskrypcji",
         "pt": "E.10 Taxa de subscri\u00e7\u00e3o",
         "ro": "E.10 Taxa de subscriere",
         "sk": "E.10 Poplatok za up\u00edsanie",
         "sl": "E.10 Provizija za vpis",
         "fi": "E.10 Merkint\u00e4palkkio",
         "sv": "E.10 Teckningsavgift"
        },
        "std": {
         "en": "Subscription fee details [abstract]"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenServiceProviderCharacteristicsAbstract": {
       "labels": {
        "std": {
         "en": "Other token services provider characteristics [abstract]"
        },
        "ns0": {
         "en": "Other token services provider characteristics"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:TradingPlatformsCharacteristicsAbstract": {
       "labels": {
        "std": {
         "en": "Trading platforms characteristics [abstract]"
        },
        "ns0": {
         "en": "Trading platforms characteristics"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuePriceDetailsAbstract": {
       "labels": {
        "std": {
         "en": "Issue price details [abstract]"
        },
        "ns0": {
         "en": "Issue price details"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationAboutOtherTokensAbstract": {
       "labels": {
        "std": {
         "en": "Information about other tokens [abstract]"
        },
        "ns0": {
         "en": "Part F - Information about other tokens",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0415\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438\u0442\u0435 ",
         "cs": "\u010c\u00e1st F\u00a0\u2013 Informace o\u00a0kryptoaktivech ",
         "da": "Del F \u2013 Oplysninger om kryptoaktiverne ",
         "de": "Teil\u00a0F\u00a0\u2013 Informationen \u00fcber die Kryptowerte ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u03a3\u03a4 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1",
         "es": "Parte F: Informaci\u00f3n sobre los criptoactivos ",
         "et": "F osa. Teave kr\u00fcptovara kohta ",
         "fr": "Partie F - Informations sur les crypto-actifs ",
         "ga": "Cuid F - Faisn\u00e9is faoi na cripteash\u00f3cmhainn\u00ed ",
         "hr": "Dio F \u2013 Informacije o kriptoimovini ",
         "it": "Parte F \u2013 Informazioni sulle cripto\u2013attivit\u00e0 ",
         "lv": "F\u00a0da\u013ca. Inform\u0101cija par kriptoakt\u012bviem ",
         "lt": "F dalis. Informacija apie kriptoturt\u0105 ",
         "hu": "F. r\u00e9sz \u2013 Inform\u00e1ci\u00f3k a kriptoeszk\u00f6z\u00f6kr\u0151l ",
         "mt": "Parti F \u2013 Informazzjoni dwar il-kriptoassi ",
         "nl": "Deel F \u2013 Informatie over de cryptoactiva ",
         "pl": "Cz\u0119\u015b\u0107 F: Informacje na temat kryptoaktyw\u00f3w ",
         "pt": "Parte F \u2014 Informa\u00e7\u00f5es sobre os criptoativos ",
         "ro": "Partea F \u2013 Informa\u021bii despre criptoactive ",
         "sk": "\u010cas\u0165 F\u00a0\u2013 Inform\u00e1cie o\u00a0kryptoakt\u00edvach ",
         "sl": "Del F\u00a0\u2013 Informacije o\u00a0kriptosredstvih ",
         "fi": "F osa \u2013 Tiedot kryptovaroista ",
         "sv": "Del F \u2013 Information om kryptotillg\u00e5ngarna "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:DescriptionOfCharacteristicsOfOtherTokenIncludingDataNecessaryForClassificationOfOtherTokenWhitePaperInRegisterAbstract": {
       "labels": {
        "std": {
         "en": "Description of characteristics of other token, including data necessary for classification of crypto-asset white paper in register [abstract]"
        },
        "doc": {
         "en": "Referred to in Article 109 of Regulation (EU) 2023/1114, as specified in accordance with paragraph 8 of that Article."
        },
        "ns0": {
         "en": "A description of the characteristics of the other token, including the data necessary for classification of the crypto-asset white paper in the register referred to in Article 109 of Regulation (EU) 2023/1114, as specified in accordance with paragraph 8 of that Article",
         "bg": "\u041e\u043f\u0438\u0441\u0430\u043d\u0438\u0435 \u043d\u0430 \u0445\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438\u0442\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430, \u0432\u043a\u043b\u044e\u0447\u0438\u0442\u0435\u043b\u043d\u043e \u0434\u0430\u043d\u043d\u0438\u0442\u0435, \u043d\u0435\u043e\u0431\u0445\u043e\u0434\u0438\u043c\u0438 \u0437\u0430 \u043a\u043b\u0430\u0441\u0438\u0444\u0438\u0446\u0438\u0440\u0430\u043d\u0435\u0442\u043e \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 \u0432 \u0440\u0435\u0433\u0438\u0441\u0442\u044a\u0440\u0430, \u043f\u043e\u0441\u043e\u0447\u0435\u043d \u0432 \u0447\u043b\u0435\u043d\u00a0109 \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114, \u043a\u0430\u043a\u0442\u043e \u0435 \u0443\u0442\u043e\u0447\u043d\u0435\u043d\u043e \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a08 \u043e\u0442 \u0441\u044a\u0449\u0438\u044f \u0447\u043b\u0435\u043d ",
         "cs": "Popis charakteristik kryptoaktiva, v\u010detn\u011b \u00fadaj\u016f nezbytn\u00fdch pro klasifikaci b\u00edl\u00e9 knihy kryptoaktiva v\u00a0rejst\u0159\u00edku uveden\u00e9m v\u00a0\u010dl\u00e1nku\u00a0109 na\u0159\u00edzen\u00ed (EU) 2023/1114, jak jsou specifikov\u00e1ny v\u00a0odstavci 8 uveden\u00e9ho \u010dl\u00e1nku ",
         "da": "En beskrivelse af kryptoaktivets karakteristika, herunder de data, der er n\u00f8dvendige for klassificeringen af hvidbogen om kryptoaktivet i den i artikel\u00a0109 i forordning (EU) 2023/1114 omhandlede fortegnelse, jf. samme artikels stk.\u00a08 ",
         "de": "Beschreibung der Merkmale des Kryptowerts, einschlie\u00dflich der Daten, die f\u00fcr die Einstufung des Kryptowerte-Whitepaper im Register gem\u00e4\u00df Artikel\u00a0109 der Verordnung (EU) 2023/1114 nach Ma\u00dfgabe von dessen Absatz\u00a08 notwendig sind ",
         "el": "\u03a0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae \u03c4\u03c9\u03bd \u03c7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ce\u03bd \u03c4\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf\u03c5, \u03c3\u03c5\u03bc\u03c0\u03b5\u03c1\u03b9\u03bb\u03b1\u03bc\u03b2\u03b1\u03bd\u03bf\u03bc\u03ad\u03bd\u03c9\u03bd \u03c4\u03c9\u03bd \u03b4\u03b5\u03b4\u03bf\u03bc\u03ad\u03bd\u03c9\u03bd \u03c0\u03bf\u03c5 \u03b5\u03af\u03bd\u03b1\u03b9 \u03b1\u03bd\u03b1\u03b3\u03ba\u03b1\u03af\u03b1 \u03b3\u03b9\u03b1 \u03c4\u03b7\u03bd \u03ba\u03b1\u03c4\u03ac\u03c4\u03b1\u03be\u03b7 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03c3\u03c4\u03bf \u03bc\u03b7\u03c4\u03c1\u03ce\u03bf \u03c0\u03bf\u03c5 \u03b1\u03bd\u03b1\u03c6\u03ad\u03c1\u03b5\u03c4\u03b1\u03b9 \u03c3\u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a0109 \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114, \u03cc\u03c0\u03c9\u03c2 \u03c0\u03c1\u03bf\u03c3\u03b4\u03b9\u03bf\u03c1\u03af\u03b6\u03b5\u03c4\u03b1\u03b9 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03b7\u03bd \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf 8 \u03c4\u03bf\u03c5 \u03b5\u03bd \u03bb\u03cc\u03b3\u03c9 \u03ac\u03c1\u03b8\u03c1\u03bf\u03c5",
         "es": "Descripci\u00f3n de las caracter\u00edsticas del criptoactivo, incluida la informaci\u00f3n necesaria para la clasificaci\u00f3n del libro blanco de criptoactivos en el registro a que se refiere el art\u00edculo\u00a0109 del Reglamento (UE) 2023/1114, tal como se especifique de conformidad con el apartado\u00a08 de dicho art\u00edculo. ",
         "et": "Kr\u00fcptovara omaduste kirjeldus, sealhulgas andmed, mis on vajalikud kr\u00fcptovara valge raamatu liigitamiseks m\u00e4\u00e4ruse (EL)\u00a02023/1114 artiklis\u00a0109 osutatud registris, nii nagu on t\u00e4psustatud koosk\u00f5las sama artikli l\u00f5ikega\u00a08 ",
         "fr": "Description des caract\u00e9ristiques du crypto-actif, y compris les donn\u00e9es n\u00e9cessaires au classement du livre blanc sur le crypto-actif dans le registre vis\u00e9 \u00e0 l\u2019article\u00a0109 du r\u00e8glement (UE) 2023/1114, comme pr\u00e9cis\u00e9 conform\u00e9ment au paragraphe\u00a08 dudit article ",
         "ga": "Tuairisc ar shaintr\u00e9ithe na cripteash\u00f3cmhainne, lena n-\u00e1ir\u00edtear na sonra\u00ed is g\u00e1 chun an p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed a aicmi\u00fa sa chl\u00e1r d\u00e1 dtagra\u00edtear in Airteagal\u00a0109 de Rialach\u00e1n (AE) 2023/1114, mar a shonra\u00edtear i gcomhr\u00e9ir le m\u00edr\u00a08 den Airteagal sin ",
         "hr": "Opis zna\u010dajki kriptoimovine, uklju\u010duju\u0107i podatke potrebne za klasifikaciju bijele knjige o kriptoimovini u registru iz \u010dlanka\u00a0109. Uredbe (EU) 2023/1114, kako je detaljno utvr\u0111eno u skladu sa stavkom\u00a08. tog \u010dlanka ",
         "it": "Una descrizione delle caratteristiche della cripto-attivit\u00e0, compresi i dati necessari per la classificazione del White Paper sulle cripto-attivit\u00e0 nel registro di cui all'articolo\u00a0109 del regolamento (UE) 2023/1114, come indicato conformemente al paragrafo 8 di tale articolo ",
         "lv": "Kriptoakt\u012bva raksturlielumu apraksts, tostarp dati, kas vajadz\u012bgi kriptoakt\u012bvu balt\u0101s gr\u0101matas klasific\u0113\u0161anai Regulas (ES)\u00a02023/1114 109.\u00a0pant\u0101 min\u0113taj\u0101 re\u0123istr\u0101, k\u0101 preciz\u0113ts saska\u0146\u0101 ar min\u0113t\u0101 panta\u00a08.\u00a0punktu ",
         "lt": "Kriptoturto ypatybi\u0173 apra\u0161ymas, \u012fskaitant duomenis, b\u016btinus kriptoturto balt\u0173j\u0173 knyg\u0173 klasifikavimui Reglamento (ES) 2023/1114 109\u00a0straipsnyje nurodytame registre, kaip nurodyta to straipsnio\u00a08\u00a0dalyje ",
         "hu": "A kriptoeszk\u00f6z jellemz\u0151inek le\u00edr\u00e1sa, ide\u00e9rtve a kriptoeszk\u00f6z-alapdokumentumnak az (EU) 2023/1114 rendelet\u00a0109. cikk\u00e9ben eml\u00edtett nyilv\u00e1ntart\u00e1sban val\u00f3 besorol\u00e1s\u00e1hoz sz\u00fcks\u00e9ges adatokat, az eml\u00edtett cikk (8) bekezd\u00e9s\u00e9ben meghat\u00e1rozottakkal \u00f6sszhangban ",
         "mt": "Deskrizzjoni tal-karatteristi\u010bi tal-kriptoassi, inklu\u017ca d-data me\u0127tie\u0121a g\u0127all-klassifikazzjoni tal-white paper dwar il-kriptoassi fir-re\u0121istru msemmi fl-Artikolu\u00a0109 tar-Regolament (UE) 2023/1114, kif spe\u010bifikat f\u2019konformit\u00e0 mal-paragrafu 8 ta\u2019 dak l-Artikolu ",
         "nl": "Een beschrijving van de kenmerken van het cryptoactivum, zoals de data die nodig zijn voor de classificatie van het cryptoactivawitboek in het register als bedoeld in artikel\u00a0109 van Verordening (EU) 2023/1114, zoals gespecifieerd overeenkomstig lid\u00a08 van dat artikel ",
         "pl": "Opis w\u0142a\u015bciwo\u015bci kryptoaktywa, w\u00a0tym dane niezb\u0119dne do sklasyfikowania dokumentu informacyjnego dotycz\u0105cego kryptoaktywa w\u00a0rejestrze, o\u00a0kt\u00f3rym mowa w\u00a0art.\u00a0109 rozporz\u0105dzenia (UE) 2023/1114, okre\u015blone zgodnie z\u00a0ust.\u00a08 tego artyku\u0142u ",
         "pt": "Uma descri\u00e7\u00e3o das caracter\u00edsticas do criptoativo, incluindo os dados necess\u00e1rios para a classifica\u00e7\u00e3o do livrete do criptoativo no registo referido no artigo\u00a0109.o\u00a0do Regulamento (UE) 2023/1114, conforme especificado em conformidade com o n.o\u00a08 desse artigo ",
         "ro": "O descriere a caracteristicilor criptoactivului, inclusiv a datelor necesare pentru clasificarea c\u0103r\u021bii albe pentru criptoactive \u00een registrul men\u021bionat la articolul\u00a0109 din Regulamentul\u00a0(UE)\u00a02023/1114, astfel cum se precizeaz\u0103 la alineatul\u00a0(8) de la articolul men\u021bionat ",
         "sk": "Opis charakterist\u00edk kryptoakt\u00edva vr\u00e1tane \u00fadajov potrebn\u00fdch na klasifik\u00e1ciu bieleho dokladu o\u00a0kryptoakt\u00edvach v\u00a0registri uvedenom v\u00a0\u010dl\u00e1nku\u00a0109 nariadenia (E\u00da) 2023/1114, ako sa upres\u0148uje v\u00a0s\u00falade s\u00a0odsekom 8 uveden\u00e9ho \u010dl\u00e1nku ",
         "sl": "Opis zna\u010dilnosti kriptosredstva, vklju\u010dno s\u00a0podatki, potrebnimi za razvrstitev bele knjige o\u00a0kriptosredstvu v\u00a0registru iz \u010dlena\u00a0109 Uredbe (EU) 2023/1114, kot je dolo\u010deno v\u00a0skladu z\u00a0odstavkom 8 navedenega \u010dlena ",
         "fi": "Kuvaus kryptovaran ominaisuuksista, mukaan lukien tiedot, joita tarvitaan kryptovaran kuvauksen luokittelemiseksi asetuksen (EU) 2023/1114 109 artiklassa tarkoitettuun rekisteriin ja jotka on t\u00e4smennetty kyseisen artiklan 8 kohdan mukaisesti ",
         "sv": "En beskrivning av egenskaperna hos kryptotillg\u00e5ngen, inbegripet de uppgifter som kr\u00e4vs f\u00f6r klassificeringen av vitboken om kryptotillg\u00e5ngar i det register som avses i artikel\u00a0109 i f\u00f6rordning (EU) 2023/1114, enligt vad som specificerats i enlighet med punkt 8 i den artikeln "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationOnRightsAndObligationsAttachedToOtherTokensAbstract": {
       "labels": {
        "std": {
         "en": "Information on rights and obligations attached to other tokens [abstract]"
        },
        "ns0": {
         "en": "Part G - Information on rights and obligations attached to other tokens",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0416\u00a0\u2014\u00a0\u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0440\u0430\u0432\u0430\u0442\u0430 \u0438 \u0437\u0430\u0434\u044a\u043b\u0436\u0435\u043d\u0438\u044f\u0442\u0430, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438\u0442\u0435 ",
         "cs": "\u010c\u00e1st G\u00a0\u2013\u00a0Informace o\u00a0pr\u00e1vech a\u00a0povinnostech spojen\u00fdch s\u00a0kryptoaktivy ",
         "da": "Del G\u00a0\u2013\u00a0Oplysninger om de rettigheder og forpligtelser, der knytter sig til kryptoaktiverne ",
         "de": "Teil\u00a0G\u00a0\u2013\u00a0Informationen \u00fcber die mit den Kryptowerten verbundenen Rechte und Pflichten ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0396\u00a0\u2014\u00a0\u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b1 \u03b4\u03b9\u03ba\u03b1\u03b9\u03ce\u03bc\u03b1\u03c4\u03b1 \u03ba\u03b1\u03b9 \u03c4\u03b9\u03c2 \u03c5\u03c0\u03bf\u03c7\u03c1\u03b5\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c0\u03bf\u03c5 \u03c3\u03c5\u03bd\u03b4\u03ad\u03bf\u03bd\u03c4\u03b1\u03b9 \u03bc\u03b5 \u03c4\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1",
         "es": "Parte G: Informaci\u00f3n sobre los derechos y obligaciones vinculados a los criptoactivos ",
         "et": "G osa. Teave kr\u00fcptovaraga seotud \u00f5iguste ja kohustuste kohta ",
         "fr": "Partie G \u2013 Informations sur les droits et obligations attach\u00e9s aux crypto-actifs ",
         "ga": "Cuid\u00a0G\u00a0-\u00a0Faisn\u00e9is faoi na cearta agus na hoibleag\u00e1id\u00ed a ghabhann leis na cripteash\u00f3cmhainn\u00ed ",
         "hr": "Dio G \u2013 Informacije o pravima i obvezama koje su povezane s kriptoimovinom ",
         "it": "Parte G \u2013 Informazioni sui diritti e gli obblighi connessi alle cripto\u2013attivit\u00e0 ",
         "lv": "G\u00a0da\u013ca. Inform\u0101cija par ties\u012bb\u0101m un pien\u0101kumiem, kas ir piesaist\u012bti kriptoakt\u012bviem ",
         "lt": "G dalis.\u00a0Informacija apie su kriptoturtu susijusias teises ir pareigas ",
         "hu": "G. r\u00e9sz\u00a0\u2013\u00a0Inform\u00e1ci\u00f3k a kriptoeszk\u00f6z\u00f6kh\u00f6z kapcsol\u00f3d\u00f3 jogokr\u00f3l \u00e9s k\u00f6telezetts\u00e9gekr\u0151l ",
         "mt": "Parti G \u2013 Informazzjoni dwar id-drittijiet u l-obbligi marbuta mal-kriptoassi ",
         "nl": "Deel G \u2013 Informatie over de aan de cryptoactiva verbonden rechten en verplichtingen ",
         "pl": "Cz\u0119\u015b\u0107 G: Informacje na temat praw i\u00a0obowi\u0105zk\u00f3w zwi\u0105zanych z\u00a0kryptoaktywami ",
         "pt": "Parte G\u00a0\u2014\u00a0Informa\u00e7\u00f5es sobre os direitos e obriga\u00e7\u00f5es associados aos criptoativos ",
         "ro": "Partea G\u00a0\u2013\u00a0Informa\u021bii despre drepturile \u0219i obliga\u021biile aferente criptoactivelor ",
         "sk": "\u010cas\u0165 G:\u00a0Inform\u00e1cie o\u00a0pr\u00e1vach a\u00a0povinnostiach spojen\u00fdch s\u00a0kryptoakt\u00edvami ",
         "sl": "Del G\u00a0\u2013 Informacije o\u00a0pravicah in obveznostih, povezanih s\u00a0kriptosredstvi ",
         "fi": "G osa \u2013 Tiedot kryptovaroihin liitetyist\u00e4 oikeuksista ja velvollisuuksista ",
         "sv": "Del G \u2013 Information om de r\u00e4ttigheter och skyldigheter som \u00e4r knutna till kryptotillg\u00e5ngarna "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenSchemesDetailsAbstract": {
       "labels": {
        "std": {
         "en": "Other token schemes details [abstract]"
        },
        "ns0": {
         "en": "Other token schemes details"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationOnUnderlyingTechnologyForOtherTokensAbstract": {
       "labels": {
        "std": {
         "en": "Information on underlying technology for other token [abstract]"
        },
        "ns0": {
         "en": "Part H \u2013 Information on underlying technology",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0417\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u043e\u0442\u043d\u043e\u0441\u043d\u043e \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0430\u0442\u0430 \u0442\u0435\u0445\u043d\u043e\u043b\u043e\u0433\u0438\u044f ",
         "cs": "\u010c\u00e1st H\u00a0\u2013 Informace o\u00a0z\u00e1kladn\u00edch technologi\u00edch ",
         "da": "Del H \u2013 Oplysninger om den underliggende teknologi ",
         "de": "Teil\u00a0H\u00a0\u2013 Informationen \u00fcber die zugrunde liegende Technologie ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 \u0397 \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b7\u03bd \u03c5\u03c0\u03bf\u03ba\u03b5\u03af\u03bc\u03b5\u03bd\u03b7 \u03c4\u03b5\u03c7\u03bd\u03bf\u03bb\u03bf\u03b3\u03af\u03b1",
         "es": "Parte H: Informaci\u00f3n sobre la tecnolog\u00eda subyacente ",
         "et": "H osa. Teave kasutatava tehnoloogia kohta ",
         "fr": "Partie H \u2013 Informations sur la technologie sous-jacente ",
         "ga": "Cuid H - faisn\u00e9is faoin mbunteicneola\u00edocht ",
         "hr": "Dio H \u2013 Informacije o osnovnoj tehnologiji ",
         "it": "Parte H \u2013 Informazioni relative alla tecnologia sottostante ",
         "lv": "H\u00a0da\u013ca. Inform\u0101cija par pamat\u0101 eso\u0161o tehnolo\u0123iju ",
         "lt": "H dalis. Informacija apie pagrindin\u0119 technologij\u0105 ",
         "hu": "H. r\u00e9sz \u2013 A m\u00f6g\u00f6ttes technol\u00f3gi\u00e1ra vonatkoz\u00f3 inform\u00e1ci\u00f3k ",
         "mt": "Parti H \u2013 informazzjoni dwar it-teknolo\u0121ija sottostanti ",
         "nl": "Deel H \u2013 Informatie over de onderliggende technologie ",
         "pl": "Cz\u0119\u015b\u0107 H: Informacje na temat technologii bazowej ",
         "pt": "Parte H \u2014 Informa\u00e7\u00f5es sobre a tecnologia subjacente ",
         "ro": "Partea H \u2013 Informa\u021bii despre tehnologia-suport ",
         "sk": "\u010cas\u0165 H\u00a0\u2013 Inform\u00e1cie o\u00a0z\u00e1kladnej technol\u00f3gii ",
         "sl": "Del H\u00a0\u2013 Informacije o\u00a0osnovni tehnologiji ",
         "fi": "H osa \u2013 Tiedot perustana olevasta teknologiasta ",
         "sv": "Del H \u2013 Information om den underliggande tekniken "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenAuditDetailsAbstract": {
       "labels": {
        "std": {
         "en": "Other token audit details [abstract]"
        },
        "ns0": {
         "en": "Other token audit details"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:InformationOnAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Information on adverse impacts on climate and other environment-related adverse impacts for other token [text block]"
        },
        "doc": {
         "en": "Information referred to in the Annex to Commission Delegated Regulation (XX) [Delegated Regulation (EU) 2024/XXX specifying the content, methodologies and presentation of information in respect of sustainability indicators in relation to adverse impacts on the climate and other environment\u2010related adverse impacts]"
        },
        "ns0": {
         "en": "J.1 Adverse impacts on climate and other environment-related adverse impacts",
         "bg": "\u0419.1 \u041d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f \u0432\u044a\u0440\u0445\u0443 \u043a\u043b\u0438\u043c\u0430\u0442\u0430 \u0438 \u0434\u0440\u0443\u0433\u0438 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043e\u043a\u043e\u043b\u043d\u0430\u0442\u0430 \u0441\u0440\u0435\u0434\u0430",
         "cs": "J.1 Nep\u0159\u00edzniv\u00e9 dopady na klima a\u00a0jin\u00e9 nep\u0159\u00edzniv\u00e9 dopady na \u017eivotn\u00ed prost\u0159ed\u00ed",
         "da": "J.1 Negative indvirkninger p\u00e5 klimaet og andre milj\u00f8relaterede negative indvirkninger",
         "de": "J.1 Nachteilige Auswirkungen auf das Klima und andere umweltbezogene nachteilige Auswirkungen",
         "el": "\u0399.1 \u0394\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c4\u03bf \u03ba\u03bb\u03af\u03bc\u03b1 \u03ba\u03b1\u03b9 \u03ac\u03bb\u03bb\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b2\u03b1\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2",
         "es": "J.1 Efectos adversos sobre el clima y otros efectos adversos relacionados con el medio ambiente",
         "et": "J.1 Kahjulik m\u00f5ju kliimale ja muu keskkonnale avalduv kahjulik m\u00f5ju",
         "fr": "J.1 Incidences n\u00e9gatives sur le climat et autres incidences n\u00e9gatives li\u00e9es \u00e0 l\u2019environnement",
         "ga": "J.1 Drochthionchair ar an aer\u00e1id agus drochthionchair eile a bhaineann leis an gcomhshaol",
         "hr": "J.1 \u0160tetni u\u010dinci na klimu i drugi \u0161tetni u\u010dinci povezani s okoli\u0161em",
         "it": "J.1 Impatti negativi sul clima e altri effetti negativi connessi all'ambiente",
         "lv": "J.1 Nelabv\u0113l\u012bga ietekme uz klimatu un cita ar vidi saist\u012bta nelabv\u0113l\u012bga ietekme",
         "lt": "J.1 Neigiamas poveikis klimatui ir kitas su aplinka susij\u0119s neigiamas poveikis",
         "hu": "J.1. Az \u00e9ghajlatra gyakorolt k\u00e1ros hat\u00e1sok \u00e9s m\u00e1s k\u00e1ros k\u00f6rnyezeti hat\u00e1sok",
         "mt": "J.1 Impatti negattivi fuq il-klima u l-impatti negattivi o\u0127ra relatati mal-ambjent",
         "nl": "J.1 Negatieve klimaateffecten en andere negatieve milieueffecten",
         "pl": "J.1 Niekorzystne skutki dla klimatu i\u00a0inne niekorzystne skutki \u015brodowiskowe",
         "pt": "J.1 Impactos negativos no clima e outros impactos negativos relacionados com o ambiente",
         "ro": "J.1 Efectele negative asupra climei \u0219i alte efecte negative legate de mediu",
         "sk": "J.1 Nepriazniv\u00e9 vplyvy na kl\u00edmu a\u00a0in\u00e9 nepriazniv\u00e9 vplyvy s\u00favisiace so \u017eivotn\u00fdm prostred\u00edm",
         "sl": "J.1 \u0160kodljivi vplivi na podnebje in drugi \u0161kodljivi vplivi, povezani z\u00a0okoljem",
         "fi": "J.1 Ilmastoon kohdistuvat ja muut ymp\u00e4rist\u00f6\u00f6n liittyv\u00e4t haitalliset vaikutukset",
         "sv": "J.1 Negativa konsekvenser f\u00f6r klimatet och andra milj\u00f6relaterade negativa konsekvenser"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationOnSustainabilityIndicatorsInRelationToAdverseImpactOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenAbstract": {
       "labels": {
        "std": {
         "en": "Information on sustainability indicators in relation to adverse impact on climate and other environment-related adverse impacts for other token [abstract]"
        },
        "ns0": {
         "en": "Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts",
         "bg": "\u0427\u0430\u0441\u0442\u00a0\u0419\u00a0\u2014 \u0418\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u043e\u043a\u0430\u0437\u0430\u0442\u0435\u043b\u0438\u0442\u0435 \u0437\u0430 \u0443\u0441\u0442\u043e\u0439\u0447\u0438\u0432\u043e\u0441\u0442 \u0432\u044a\u0432 \u0432\u0440\u044a\u0437\u043a\u0430 \u0441 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u043e\u0442\u043e \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u0435 \u0432\u044a\u0440\u0445\u0443 \u043a\u043b\u0438\u043c\u0430\u0442\u0430 \u0438 \u0434\u0440\u0443\u0433\u0438 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043e\u043a\u043e\u043b\u043d\u0430\u0442\u0430 \u0441\u0440\u0435\u0434\u0430 ",
         "cs": "\u010c\u00e1st J\u00a0\u2013 Informace o\u00a0ukazatel\u00edch udr\u017eitelnosti ve vztahu k\u00a0nep\u0159\u00edzniv\u00fdm dopad\u016fm na klima a\u00a0jin\u00fdm nep\u0159\u00edzniv\u00fdm dopad\u016fm na \u017eivotn\u00ed prost\u0159ed\u00ed ",
         "da": "Del J \u2014 Oplysninger om b\u00e6redygtighedsindikatorerne i relation til negative indvirkninger p\u00e5 klimaet og andre milj\u00f8relaterede negative indvirkninger ",
         "de": "Teil\u00a0J\u00a0\u2013 Informationen zu den Nachhaltigkeitsindikatoren in Bezug auf nachteilige Auswirkungen auf das Klima und andere umweltbezogene nachteilige Auswirkungen ",
         "el": "\u039c\u03ad\u03c1\u03bf\u03c2 I \u2014 \u03a0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03bf\u03c5\u03c2 \u03b4\u03b5\u03af\u03ba\u03c4\u03b5\u03c2 \u03b2\u03b9\u03c9\u03c3\u03b9\u03bc\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2 \u03cc\u03c3\u03bf\u03bd \u03b1\u03c6\u03bf\u03c1\u03ac \u03c4\u03b9\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c4\u03bf \u03ba\u03bb\u03af\u03bc\u03b1 \u03ba\u03b1\u03b9 \u03ac\u03bb\u03bb\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b2\u03b1\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2",
         "es": "Parte J: Informaci\u00f3n sobre los indicadores de sostenibilidad en relaci\u00f3n con los efectos adversos sobre el clima y otros efectos adversos relacionados con el medio ambiente ",
         "et": "J osa. Teave kestlikkuse n\u00e4itajate kohta seoses kahjuliku m\u00f5juga kliimale ja muu keskkonnale avalduva kahjuliku m\u00f5juga ",
         "fr": "Partie J \u2013 Informations sur les indicateurs de durabilit\u00e9 relatifs aux incidences n\u00e9gatives sur le climat et aux autres incidences n\u00e9gatives li\u00e9es \u00e0 l\u2019environnement ",
         "ga": "Cuid\u00a0J \u2013 Faisn\u00e9is faoi na t\u00e1scair\u00ed inbhuanaitheachta i nd\u00e1il le drochthionchar ar an aer\u00e1id agus drochthionchair eile a bhaineann leis an gcomhshaol ",
         "hr": "Dio J \u2013 Informacije o pokazateljima odr\u017eivosti u odnosu na \u0161tetne u\u010dinke na klimu i druge \u0161tetne u\u010dinke povezane s okoli\u0161em ",
         "it": "Parte J \u2013 Informazioni sugli indicatori di sostenibilit\u00e0 in relazione agli impatti negativi sul clima e ad altri effetti negativi connessi all'ambiente ",
         "lv": "J\u00a0da\u013ca. Inform\u0101cija par ilgtsp\u0113jas r\u0101d\u012bt\u0101jiem saist\u012bb\u0101 ar nelabv\u0113l\u012bgu ietekmi uz klimatu un citu ar vidi saist\u012btu nelabv\u0113l\u012bgu ietekmi ",
         "lt": "J dalis. Su tvarumo rodikliais susijusi informacija apie neigiam\u0105 poveik\u012f klimatui ir kit\u0105 su aplinka susijus\u012f neigiam\u0105 poveik\u012f ",
         "hu": "J. r\u00e9sz \u2013 Az \u00e9ghajlatra gyakorolt k\u00e1ros hat\u00e1ssal \u00e9s m\u00e1s k\u00e1ros k\u00f6rnyezeti hat\u00e1sokkal kapcsolatos fenntarthat\u00f3s\u00e1gi mutat\u00f3kra vonatkoz\u00f3 inform\u00e1ci\u00f3k ",
         "mt": "Parti J \u2013 Informazzjoni dwar l-indikaturi tas-sostenibbilt\u00e0 fir-rigward tal-impatt negattiv fuq il-klima u impatti negattivi o\u0127ra relatati mal-ambjent ",
         "nl": "Deel J \u2013 Informatie over de duurzaamheidsindicatoren wat betreft negatieve klimaateffecten en andere negatieve milieueffecten ",
         "pl": "Cz\u0119\u015b\u0107 J: Informacje na temat wska\u017anik\u00f3w zr\u00f3wnowa\u017conego rozwoju dotycz\u0105cych niekorzystnych skutk\u00f3w dla klimatu i\u00a0innych niekorzystnych skutk\u00f3w \u015brodowiskowych ",
         "pt": "Parte J \u2014 Informa\u00e7\u00f5es sobre os indicadores de sustentabilidade relacionados com o impacto negativo no clima e outros impactos negativos relacionados com o ambiente ",
         "ro": "Partea J \u2013 Informa\u021bii privind indicatorii de sustenabilitate \u00een leg\u0103tur\u0103 cu efectele negative asupra climei \u0219i cu alte efecte negative legate de mediu ",
         "sk": "\u010cas\u0165 J\u00a0\u2013 Inform\u00e1cie o\u00a0ukazovate\u013eoch udr\u017eate\u013enosti v\u00a0s\u00favislosti s\u00a0nepriazniv\u00fdmi vplyvmi na kl\u00edmu a\u00a0in\u00fdmi nepriazniv\u00fdmi vplyvmi s\u00favisiacimi so \u017eivotn\u00fdm prostred\u00edm ",
         "sl": "Del J\u00a0\u2013 Informacije o\u00a0kazalnikih trajnostnosti \u0161kodljivih podnebnih vplivov in drugih \u0161kodljivih vplivov, povezanih z\u00a0okoljem ",
         "fi": "J osa \u2013 Tiedot ilmastoon kohdistuvia ja muita ymp\u00e4rist\u00f6\u00f6n liittyvi\u00e4 haitallisia vaikutuksia koskevista kest\u00e4vyysindikaattoreista ",
         "sv": "Del J \u2013 Information om h\u00e5llbarhetsindikatorerna f\u00f6r negativa konsekvenser f\u00f6r klimatet och andra milj\u00f6relaterade negativa konsekvenser "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MandatoryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": {
       "labels": {
        "std": {
         "en": "Mandatory information on principal adverse impacts on the climate and other environment-related adverse impacts of the consensus mechanism [abstract]"
        },
        "ns0": {
         "en": "Mandatory information on principal adverse impacts on the climate and other environment-related adverse impacts of the consensus mechanism",
         "bg": "\u0417\u0430\u0434\u044a\u043b\u0436\u0438\u0442\u0435\u043b\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043e\u0441\u043d\u043e\u0432\u043d\u0438\u0442\u0435 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f \u0432\u044a\u0440\u0445\u0443 \u043a\u043b\u0438\u043c\u0430\u0442\u0430 \u0438 \u0434\u0440\u0443\u0433\u0438 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043e\u043a\u043e\u043b\u043d\u0430\u0442\u0430 \u0441\u0440\u0435\u0434\u0430, \u043d\u0430 \u043c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0430 \u0437\u0430 \u043a\u043e\u043d\u0441\u0435\u043d\u0441\u0443\u0441",
         "cs": "Povinn\u00e9 informace o\u00a0hlavn\u00edch nep\u0159\u00edzniv\u00fdch dopadech mechanismu konsensu na klima a\u00a0o\u00a0dal\u0161\u00edch nep\u0159\u00edzniv\u00fdch dopadech tohoto mechanismu na \u017eivotn\u00ed prost\u0159ed\u00ed",
         "da": "Obligatoriske oplysninger om de prim\u00e6re negative indvirkninger p\u00e5 klimaet og andre milj\u00f8relaterede negative indvirkninger af konsensusmekanismen",
         "de": "Obligatorische Informationen \u00fcber die wichtigsten nachteiligen Auswirkungen des Konsensmechanismus auf das Klima und andere umweltbezogene nachteilige Auswirkungen",
         "el": "\u03a5\u03c0\u03bf\u03c7\u03c1\u03b5\u03c9\u03c4\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b9\u03c2 \u03ba\u03cd\u03c1\u03b9\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c4\u03bf \u03ba\u03bb\u03af\u03bc\u03b1 \u03ba\u03b1\u03b9 \u03ac\u03bb\u03bb\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b2\u03b1\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03bf\u03c5 \u03bc\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd \u03c3\u03c5\u03bd\u03b1\u03af\u03bd\u03b5\u03c3\u03b7\u03c2",
         "es": "Informaci\u00f3n obligatoria relativa a los principales efectos adversos sobre el clima y otros efectos adversos relacionados con el medio ambiente del mecanismo de consenso",
         "et": "Kohustuslik teave selle kohta, milline on konsensusmehhanismi peamine kahjulik m\u00f5ju kliimale ja muu keskkonnale avalduv kahjulik m\u00f5ju",
         "fr": "Informations obligatoires sur les principales incidences n\u00e9gatives sur le climat et autres incidences n\u00e9gatives li\u00e9es \u00e0 l\u2019environnement du m\u00e9canisme de consensus",
         "ga": "Faisn\u00e9is shainordaitheach faoi na drochthionchair phr\u00edomha ar an aer\u00e1id agus faoi dhrochthionchair eile a bhaineann leis an gcomhshaol at\u00e1 ag an s\u00e1sra comhthola",
         "hr": "Obvezne informacije o glavnim \u0161tetnim u\u010dincima mehanizma konsenzusa na klimu i drugim \u0161tetnim u\u010dincima povezanima s okoli\u0161em",
         "it": "Informazioni obbligatorie sui principali impatti negativi sul clima e su altri effetti negativi connessi all\u2019ambiente del meccanismo di consenso",
         "lv": "Oblig\u0101t\u0101 inform\u0101cija par konsensa meh\u0101nisma galveno nelabv\u0113l\u012bgo ietekmi uz klimatu un citu ar vidi saist\u012bto nelabv\u0113l\u012bgo ietekmi",
         "lt": "Privaloma informacija apie susitarimo mechanizmo pagrindin\u012f neigiam\u0105 poveik\u012f klimatui ir kit\u0105 su aplinka susijus\u012f neigiam\u0105 poveik\u012f",
         "hu": "K\u00f6telez\u0151 inform\u00e1ci\u00f3k a konszenzusos mechanizmus \u00e9ghajlatra gyakorolt f\u0151bb k\u00e1ros hat\u00e1sair\u00f3l \u00e9s a k\u00f6rnyezettel kapcsolatos egy\u00e9b k\u00e1ros hat\u00e1sair\u00f3l",
         "mt": "Informazzjoni obbligatorja dwar l-impatti negattivi prin\u010bipali fuq il-klima u impatti negattivi o\u0127rajn relatati mal-ambjent tal-mekkani\u017cmu ta\u2019 kunsens",
         "nl": "Verplichte informatie over belangrijkste negatieve klimaat- en andere milieueffecten van het consensusmechanisme",
         "pl": "Informacje obowi\u0105zkowe na temat g\u0142\u00f3wnych niekorzystnych skutk\u00f3w dla klimatu i\u00a0innych niekorzystnych skutk\u00f3w \u015brodowiskowych mechanizmu konsensusu",
         "pt": "Informa\u00e7\u00f5es obrigat\u00f3rias sobre os principais impactos negativos no clima e outros impactos negativos relacionados com o ambiente do mecanismo de consenso",
         "ro": "Informa\u021bii obligatorii privind principalele efecte negative asupra climei \u0219i alte efecte negative legate de mediu ale mecanismului de consens",
         "sk": "Povinn\u00e9 inform\u00e1cie o\u00a0hlavn\u00fdch nepriazniv\u00fdch vplyvoch mechanizmu konsenzu na kl\u00edmu a\u00a0in\u00fdch nepriazniv\u00fdch vplyvoch tohto mechanizmu s\u00favisiacich so \u017eivotn\u00fdm prostred\u00edm",
         "sl": "Obvezne informacije o\u00a0glavnih \u0161kodljivih podnebnih vplivih in drugih z\u00a0okoljem povezanih \u0161kodljivih vplivih mehanizma soglasja",
         "fi": "Pakolliset tiedot konsensusmekanismin ilmastoon kohdistuvista p\u00e4\u00e4asiallisista haitallisista vaikutuksista ja muista ymp\u00e4rist\u00f6\u00f6n liittyvist\u00e4 haitallisista vaikutuksista",
         "sv": "Obligatorisk information om de huvudsakliga negativa konsekvenserna f\u00f6r klimatet och andra milj\u00f6relaterade negativa konsekvenser av konsensusmekanismen"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:GeneralInformationAboutAdverseImpactsAbstract": {
       "labels": {
        "std": {
         "en": "General information about adverse impacts [abstract]"
        },
        "ns0": {
         "en": "General information about adverse impacts",
         "bg": "\u041e\u0431\u0449\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f",
         "cs": "Obecn\u00e9 informace",
         "da": "Generelle oplysninger",
         "de": "Allgemeine Informationen",
         "el": "\u0393\u03b5\u03bd\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2",
         "es": "Informaci\u00f3n general",
         "et": "\u00dcldteave",
         "fr": "Informations g\u00e9n\u00e9rales",
         "ga": "Faisn\u00e9is ghinear\u00e1lta",
         "hr": "Op\u0107e informacije",
         "it": "Informazioni generali",
         "lv": "Visp\u0101r\u012bg\u0101 inform\u0101cija",
         "lt": "Bendroji informacija",
         "hu": "\u00c1ltal\u00e1nos inform\u00e1ci\u00f3k",
         "mt": "Informazzjoni \u0121enerali",
         "nl": "Algemene informatie",
         "pl": "Informacje og\u00f3lne",
         "pt": "Informa\u00e7\u00f5es gerais",
         "ro": "Informa\u021bii generale",
         "sk": "V\u0161eobecn\u00e9 inform\u00e1cie",
         "sl": "Splo\u0161ne informacije",
         "fi": "Yleiset tiedot",
         "sv": "Allm\u00e4nna uppgifter"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MandatoryKeyIndicatorOnEnergyConsumptionAbstract": {
       "labels": {
        "std": {
         "en": "Mandatory key indicator on energy consumption [abstract]"
        },
        "ns0": {
         "en": "Mandatory key indicator",
         "bg": "\u0417\u0430\u0434\u044a\u043b\u0436\u0438\u0442\u0435\u043b\u0435\u043d \u043e\u0441\u043d\u043e\u0432\u0435\u043d \u043f\u043e\u043a\u0430\u0437\u0430\u0442\u0435\u043b \u0437\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435\u0442\u043e \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f",
         "cs": "Povinn\u00fd kl\u00ed\u010dov\u00fd ukazatel spot\u0159eby energie",
         "da": "Obligatorisk n\u00f8gleindikator for energiforbrug",
         "de": "Obligatorischer Schl\u00fcsselindikator f\u00fcr den Energieverbrauch",
         "el": "\u03a5\u03c0\u03bf\u03c7\u03c1\u03b5\u03c9\u03c4\u03b9\u03ba\u03cc\u03c2 \u03b2\u03b1\u03c3\u03b9\u03ba\u03cc\u03c2 \u03b4\u03b5\u03af\u03ba\u03c4\u03b7\u03c2 \u03b3\u03b9\u03b1 \u03c4\u03b7\u03bd \u03ba\u03b1\u03c4\u03b1\u03bd\u03ac\u03bb\u03c9\u03c3\u03b7 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2",
         "es": "Indicador clave obligatorio sobre el consumo de energ\u00eda",
         "et": "Kohustuslik p\u00f5hin\u00e4itaja energiatarbimise kohta",
         "fr": "Indicateur cl\u00e9 obligatoire relatif \u00e0 la consommation d\u2019\u00e9nergie",
         "ga": "Pr\u00edomhth\u00e1scaire sainordaitheach maidir le tomhaltas fuinnimh",
         "hr": "Obvezni klju\u010dni pokazatelj za potro\u0161nju energije",
         "it": "Indicatore chiave obbligatorio sul consumo energetico",
         "lv": "Oblig\u0101tais ener\u0123ijas pat\u0113ri\u0146a pamatr\u0101d\u012bt\u0101js",
         "lt": "Privalomas pagrindinis energijos suvartojimo rodiklis",
         "hu": "Az energiafogyaszt\u00e1sra vonatkoz\u00f3 k\u00f6telez\u0151 f\u0151 mutat\u00f3",
         "mt": "Indikatur ewlieni obbligatorju dwar il-konsum tal-ener\u0121ija",
         "nl": "Verplichte sleutelindicator voor energieverbruik",
         "pl": "Obowi\u0105zkowy wska\u017anik kluczowy dotycz\u0105cy zu\u017cycia energii",
         "pt": "Indicador-chave obrigat\u00f3rio sobre o consumo de energia",
         "ro": "Indicator-cheie obligatoriu privind consumul de energie",
         "sk": "Povinn\u00fd k\u013e\u00fa\u010dov\u00fd ukazovate\u013e t\u00fdkaj\u00faci sa spotreby energie",
         "sl": "Obvezni klju\u010dni kazalnik porabe energije",
         "fi": "Energiankulutusta koskeva pakollinen keskeinen indikaattori",
         "sv": "Obligatorisk nyckelindikator f\u00f6r energif\u00f6rbrukning"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SourcesAndMethodologiesOnEnergyConsumptionsAbstract": {
       "labels": {
        "std": {
         "en": "Sources and methodologies on energy consumptions [abstract]"
        },
        "ns0": {
         "en": "Sources and methodologies",
         "bg": "\u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "Zdroje a\u00a0metodiky",
         "da": "Kilder og metodologier",
         "de": "Quellen und Methoden",
         "el": "\u03a0\u03b7\u03b3\u03ad\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "Fuentes y metodolog\u00edas",
         "et": "Allikad ja meetodid",
         "fr": "Sources et m\u00e9thodes",
         "ga": "Foins\u00ed agus modheola\u00edochta\u00ed",
         "hr": "Izvori i metodologije",
         "it": "Fonti e metodologie",
         "lv": "Avoti un metodikas",
         "lt": "\u0160altiniai ir metodikos",
         "hu": "Forr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "Sorsi u metodolo\u0121iji",
         "nl": "Bronnen en methodieken",
         "pl": "\u0179r\u00f3d\u0142a i\u00a0metody",
         "pt": "Fontes e metodologias",
         "ro": "Surse \u0219i metodologii",
         "sk": "Zdroje a\u00a0metodiky",
         "sl": "Viri in metodologije",
         "fi": "L\u00e4hteet ja menetelm\u00e4t",
         "sv": "K\u00e4llor och metoder"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SupplementaryKeyIndicatorsOnEnergyAndGHGEmissionsAbstract": {
       "labels": {
        "std": {
         "en": "Supplementary key indicators on energy and GHG emissions [abstract]"
        },
        "ns0": {
         "en": "Supplementary key indicators",
         "bg": "\u0414\u043e\u043f\u044a\u043b\u043d\u0438\u0442\u0435\u043b\u043d\u0438 \u043e\u0441\u043d\u043e\u0432\u043d\u0438 \u043f\u043e\u043a\u0430\u0437\u0430\u0442\u0435\u043b\u0438 \u0437\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f\u0442\u0430 \u0438 \u0435\u043c\u0438\u0441\u0438\u0438\u0442\u0435 \u043d\u0430 \u043f\u0430\u0440\u043d\u0438\u043a\u043e\u0432\u0438 \u0433\u0430\u0437\u043e\u0432\u0435 (\u041f\u0413)",
         "cs": "Dopl\u0148kov\u00e9 kl\u00ed\u010dov\u00e9 ukazatele spot\u0159eby energie a\u00a0emis\u00ed sklen\u00edkov\u00fdch plyn\u016f",
         "da": "Supplerende n\u00f8gleindikatorer for energi og drivhusgasemissioner",
         "de": "Zus\u00e4tzliche Schl\u00fcsselindikatoren f\u00fcr Energie- und THG-Emissionen",
         "el": "\u03a3\u03c5\u03bc\u03c0\u03bb\u03b7\u03c1\u03c9\u03bc\u03b1\u03c4\u03b9\u03ba\u03bf\u03af \u03b2\u03b1\u03c3\u03b9\u03ba\u03bf\u03af \u03b4\u03b5\u03af\u03ba\u03c4\u03b5\u03c2 \u03b3\u03b9\u03b1 \u03c4\u03b7\u03bd \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1 \u03ba\u03b1\u03b9 \u03c4\u03b9\u03c2 \u03b5\u03ba\u03c0\u03bf\u03bc\u03c0\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5",
         "es": "Indicadores clave complementarios sobre energ\u00eda y emisiones de GEI",
         "et": "T\u00e4iendavad p\u00f5hin\u00e4itajad energia ja kasvuhoonegaaside heite kohta",
         "fr": "Indicateurs cl\u00e9s compl\u00e9mentaires relatifs \u00e0 l\u2019\u00e9nergie et aux \u00e9missions de GES",
         "ga": "Pr\u00edomhth\u00e1scair\u00ed forl\u00edontacha maidir le fuinneamh agus asta\u00edochta\u00ed GCT",
         "hr": "Dodatni klju\u010dni pokazatelji za energiju i emisije stakleni\u010dkih plinova",
         "it": "Indicatori chiave supplementari in materia di energia e di emissioni di gas a effetto serra",
         "lv": "Ener\u0123ijas un SEG emisiju papildu pamatr\u0101d\u012bt\u0101ji",
         "lt": "Papildomi pagrindiniai energijos ir i\u0161metamo \u0160ESD kiekio rodikliai",
         "hu": "Az energi\u00e1ra \u00e9s az \u00dcHG-kibocs\u00e1t\u00e1sra vonatkoz\u00f3 kieg\u00e9sz\u00edt\u0151 f\u0151 mutat\u00f3k",
         "mt": "Indikaturi ewlenin supplimentari dwar l-ener\u0121ija u l-emissjonijiet ta\u2019 gassijiet serra",
         "nl": "Aanvullende sleutelindicatoren voor energie en BKG-emissies",
         "pl": "Dodatkowe wska\u017aniki kluczowe dotycz\u0105ce energii i\u00a0emisji gaz\u00f3w cieplarnianych",
         "pt": "Indicadores-chave complementares sobre a energia e as emiss\u00f5es de GEE",
         "ro": "Indicatori-cheie suplimentari privind energia \u0219i emisiile de GES",
         "sk": "Dopl\u0148uj\u00face k\u013e\u00fa\u010dov\u00e9 ukazovatele t\u00fdkaj\u00face sa energie a\u00a0emisi\u00ed sklen\u00edkov\u00fdch plynov",
         "sl": "Dodatni klju\u010dni kazalniki o\u00a0energiji in emisijah TGP",
         "fi": "Energiaa ja kasvihuonekaasup\u00e4\u00e4st\u00f6j\u00e4 koskevat t\u00e4ydent\u00e4v\u00e4t keskeiset indikaattorit",
         "sv": "Kompletterande nyckelindikatorer f\u00f6r energi- och v\u00e4xthusgasutsl\u00e4pp"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SupplementaryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": {
       "labels": {
        "std": {
         "en": "Supplementary information on principal adverse impacts on climate and other environment-related adverse impacts of the consensus mechanism [abstract]"
        },
        "ns0": {
         "en": "Supplementary information on principal adverse impacts on climate and other environment-related adverse impacts of the consensus mechanism",
         "bg": "\u0414\u043e\u043f\u044a\u043b\u043d\u0438\u0442\u0435\u043b\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043e\u0441\u043d\u043e\u0432\u043d\u0438\u0442\u0435 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f \u0432\u044a\u0440\u0445\u0443 \u043a\u043b\u0438\u043c\u0430\u0442\u0430 \u0438 \u0434\u0440\u0443\u0433\u0438 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043e\u043a\u043e\u043b\u043d\u0430\u0442\u0430 \u0441\u0440\u0435\u0434\u0430, \u043d\u0430 \u043c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0430 \u0437\u0430 \u043a\u043e\u043d\u0441\u0435\u043d\u0441\u0443\u0441",
         "cs": "Dopl\u0148uj\u00edc\u00ed informace o\u00a0hlavn\u00edch nep\u0159\u00edzniv\u00fdch dopadech mechanismu konsensu na klima a\u00a0o\u00a0dal\u0161\u00edch nep\u0159\u00edzniv\u00fdch dopadech tohoto mechanismu na \u017eivotn\u00ed prost\u0159ed\u00ed",
         "da": "Supplerende oplysninger om de prim\u00e6re negative indvirkninger p\u00e5 klimaet og andre milj\u00f8relaterede negative indvirkninger af konsensusmekanismen",
         "de": "Zus\u00e4tzliche Informationen \u00fcber die wichtigsten nachteiligen Auswirkungen des Konsensmechanismus auf das Klima und andere umweltbezogene nachteilige Auswirkungen",
         "el": "\u03a3\u03c5\u03bc\u03c0\u03bb\u03b7\u03c1\u03c9\u03bc\u03b1\u03c4\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b9\u03c2 \u03ba\u03cd\u03c1\u03b9\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c4\u03bf \u03ba\u03bb\u03af\u03bc\u03b1 \u03ba\u03b1\u03b9 \u03ac\u03bb\u03bb\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b2\u03b1\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03bf\u03c5 \u03bc\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd \u03c3\u03c5\u03bd\u03b1\u03af\u03bd\u03b5\u03c3\u03b7\u03c2",
         "es": "Informaci\u00f3n complementaria relativa a los principales efectos adversos sobre el clima y otros efectos adversos relacionados con el medio ambiente del mecanismo de consenso",
         "et": "T\u00e4iendav teave selle kohta, milline on konsensusmehhanismi peamine kahjulik m\u00f5ju kliimale ja muu keskkonnale avalduv kahjulik m\u00f5ju",
         "fr": "Informations compl\u00e9mentaires sur les principales incidences n\u00e9gatives sur le climat et autres incidences n\u00e9gatives li\u00e9es \u00e0 l\u2019environnement du m\u00e9canisme de consensus",
         "ga": "Faisn\u00e9is fhorl\u00edontach faoi na drochthionchair phr\u00edomha ar an aer\u00e1id agus faoi dhrochthionchair eile a bhaineann leis an gcomhshaol at\u00e1 ag an s\u00e1sra comhthola",
         "hr": "Dodatne informacije o glavnim \u0161tetnim u\u010dincima mehanizma konsenzusa na klimu i drugim \u0161tetnim u\u010dincima povezanima s okoli\u0161em",
         "it": "Informazioni supplementari sui principali impatti negativi sul clima e su altri effetti negativi connessi all\u2019ambiente del meccanismo di consenso",
         "lv": "Papildu inform\u0101cija par konsensa meh\u0101nisma galveno nelabv\u0113l\u012bgo ietekmi uz klimatu un citu ar vidi saist\u012bto nelabv\u0113l\u012bgo ietekmi",
         "lt": "Papildoma informacija apie susitarimo mechanizmo pagrindin\u012f neigiam\u0105 poveik\u012f klimatui ir kit\u0105 su aplinka susijus\u012f neigiam\u0105 poveik\u012f",
         "hu": "Kieg\u00e9sz\u00edt\u0151 inform\u00e1ci\u00f3k a konszenzusos mechanizmus \u00e9ghajlatra gyakorolt f\u0151bb k\u00e1ros hat\u00e1sair\u00f3l \u00e9s a k\u00f6rnyezettel kapcsolatos egy\u00e9b k\u00e1ros hat\u00e1sair\u00f3l",
         "mt": "Informazzjoni supplimentari dwar l-impatti negattivi prin\u010bipali fuq il-klima u impatti negattivi o\u0127rajn relatati mal-ambjent tal-mekkani\u017cmu ta\u2019 kunsens",
         "nl": "Aanvullende informatie over belangrijkste negatieve klimaat- en andere milieueffecten van het consensusmechanisme",
         "pl": "Dodatkowe informacje na temat g\u0142\u00f3wnych niekorzystnych skutk\u00f3w dla klimatu i\u00a0innych niekorzystnych skutk\u00f3w \u015brodowiskowych mechanizmu konsensusu",
         "pt": "Informa\u00e7\u00f5es complementares sobre os principais impactos negativos no clima e outros impactos negativos relacionados com o ambiente do mecanismo de consenso",
         "ro": "Informa\u021bii suplimentare privind principalele efecte negative asupra climei \u0219i alte efecte negative legate de mediu ale mecanismului de consens",
         "sk": "Dopl\u0148uj\u00face inform\u00e1cie o\u00a0hlavn\u00fdch nepriazniv\u00fdch vplyvoch mechanizmu konsenzu na kl\u00edmu a\u00a0in\u00fdch nepriazniv\u00fdch vplyvoch tohto mechanizmu s\u00favisiacich so \u017eivotn\u00fdm prostred\u00edm",
         "sl": "Dodatne informacije o\u00a0glavnih \u0161kodljivih podnebnih vplivih in drugih z\u00a0okoljem povezanih \u0161kodljivih vplivih mehanizma soglasja",
         "fi": "Lis\u00e4tiedot konsensusmekanismin ilmastoon kohdistuvista p\u00e4\u00e4asiallisista haitallisista vaikutuksista ja muista ymp\u00e4rist\u00f6\u00f6n liittyvist\u00e4 haitallisista vaikutuksista",
         "sv": "Kompletterande information om de huvudsakliga negativa konsekvenserna f\u00f6r klimatet och andra milj\u00f6relaterade negativa konsekvenser av konsensusmekanismen"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:RenewableEnergyConsumptionPercentage": {
       "labels": {
        "std": {
         "en": "Renewable energy consumption (percentage)"
        },
        "ns0": {
         "en": "S.10 Renewable energy consumption",
         "bg": "S.10 \u041f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f \u043e\u0442 \u0432\u044a\u0437\u043e\u0431\u043d\u043e\u0432\u044f\u0435\u043c\u0438 \u0438\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438",
         "cs": "S.10 Spot\u0159eba obnoviteln\u00e9 energie",
         "da": "S.10 Forbrug af vedvarende energi",
         "de": "S.10 Verbrauch erneuerbarer Energien",
         "el": "S.10 \u039a\u03b1\u03c4\u03b1\u03bd\u03ac\u03bb\u03c9\u03c3\u03b7 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2 \u03b1\u03c0\u03cc \u03b1\u03bd\u03b1\u03bd\u03b5\u03ce\u03c3\u03b9\u03bc\u03b5\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2",
         "es": "S.10 Consumo de energ\u00edas renovables",
         "et": "S.10 Taastuvenergia tarbimine",
         "fr": "S.10 Consommation d\u2019\u00e9nergie renouvelable",
         "ga": "S.10 Tomhaltas fuinnimh in-athnuaite",
         "hr": "S.10 Potro\u0161nja energije iz obnovljivih izvora",
         "it": "S.10 Consumo di energia rinnovabile",
         "lv": "S.10 Atjaun\u012bg\u0101s ener\u0123ijas pat\u0113ri\u0146\u0161",
         "lt": "S.10 Atsinaujinan\u010di\u0173j\u0173 i\u0161tekli\u0173 energijos suvartojimas",
         "hu": "S.10 Meg\u00fajul\u00f3energia-fogyaszt\u00e1s",
         "mt": "S.10 Konsum tal-ener\u0121ija rinnovabbli",
         "nl": "S.10 Verbruik hernieuwbare energie",
         "pl": "S.10 Zu\u017cycie energii ze \u017ar\u00f3de\u0142 odnawialnych",
         "pt": "S.10 Consumo de energia renov\u00e1vel",
         "ro": "S.10 Consumul de energie din surse regenerabile",
         "sk": "S.10 Spotreba energie z\u00a0obnovite\u013en\u00fdch zdrojov",
         "sl": "S.10 Poraba energije iz obnovljivih virov",
         "fi": "S.10 Uusiutuvan energian kulutus",
         "sv": "S.10 F\u00f6rbrukning av f\u00f6rnybar energi"
        },
        "doc": {
         "en": "Share of energy from renewable sources, used for the validation of transactions and the maintenance of the integrity of the distributed ledger, expressed as a percentage of the total amount of energy used per calendar year."
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:DescriptionOfKeyEnergySourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of key energy sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.15 Key energy sources and methodologies",
         "bg": "S.15 \u041e\u0441\u043d\u043e\u0432\u043d\u0438 \u0438\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.15 Kl\u00ed\u010dov\u00e9 zdroje a\u00a0metodiky pro ukazatele spot\u0159eby energie",
         "da": "S.15 Vigtigste energikilder og metodologier",
         "de": "S.15 Wichtigste energiebezogene Quellen und Methoden",
         "el": "S.15 \u0392\u03b1\u03c3\u03b9\u03ba\u03ad\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.15 Fuentes energ\u00e9ticas clave y metodolog\u00edas",
         "et": "S.15 Energia \u2013 peamised allikad ja meetodid",
         "fr": "S.15 Principales sources et m\u00e9thodes concernant l\u2019\u00e9nergie",
         "ga": "S.15 Pr\u00edomhfhoins\u00ed agus pr\u00edomh-mhodheola\u00edochta\u00ed fuinnimh",
         "hr": "S.15 Klju\u010dni izvori i metodologije za energiju",
         "it": "S.15 Principali fonti e metodologie per l\u2019energia",
         "lv": "S.15 Galvenie ener\u0123ijas avoti un metodikas",
         "lt": "S.15 Pagrindiniai su energija susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.15 A f\u0151 energiaforr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "S.15 Sorsi u metodolo\u0121iji ewlenin tal-ener\u0121ija",
         "nl": "S.15 Sleutelbronnen en -methodieken voor energie",
         "pl": "S.15 Najwa\u017cniejsze \u017ar\u00f3d\u0142a i\u00a0metody na potrzeby obliczania zu\u017cycia energii",
         "pt": "S.15 Principais fontes e metodologias sobre a energia",
         "ro": "S.15 Principalele surse de energie \u0219i metodologii",
         "sk": "S.15 K\u013e\u00fa\u010dov\u00e9 zdroje energie a\u00a0s\u00favisiace metodiky",
         "sl": "S.15 Klju\u010dni viri energije in metodologije",
         "fi": "S.15 Keskeiset energial\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.15 Huvudsakliga energik\u00e4llor och metoder"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.10 and S.11."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:KeySourcesAndMethodologiesAbstract": {
       "labels": {
        "std": {
         "en": "Key sources and methodologies [abstract]"
        },
        "ns0": {
         "en": "Sources and methodologies",
         "bg": "\u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "Zdroje a\u00a0metodiky",
         "da": "Kilder og metodologier",
         "de": "Quellen und Methoden",
         "el": "\u03a0\u03b7\u03b3\u03ad\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "Fuentes y metodolog\u00edas",
         "et": "Allikad ja meetodid",
         "fr": "Sources et m\u00e9thodes",
         "ga": "Foins\u00ed agus modheola\u00edochta\u00ed",
         "hr": "Izvori i metodologije",
         "it": "Fonti e metodologie",
         "lv": "Avoti un metodikas",
         "lt": "\u0160altiniai ir metodikos",
         "hu": "Forr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "Sorsi u metodolo\u0121iji",
         "nl": "Bronnen en methodieken",
         "pl": "\u0179r\u00f3d\u0142a i\u00a0metody",
         "pt": "Fontes e metodologias",
         "ro": "Surse \u0219i metodologii",
         "sk": "Zdroje a\u00a0metodiky",
         "sl": "Viri in metodologije",
         "fi": "L\u00e4hteet ja menetelm\u00e4t",
         "sv": "K\u00e4llor och metoder"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OptionalIndicatorsAbstract": {
       "labels": {
        "std": {
         "en": "Optional indicators [abstract]"
        },
        "ns0": {
         "en": "Optional indicators",
         "bg": "\u041d\u0435\u0437\u0430\u0434\u044a\u043b\u0436\u0438\u0442\u0435\u043b\u043d\u0438 \u043f\u043e\u043a\u0430\u0437\u0430\u0442\u0435\u043b\u0438",
         "cs": "Nepovinn\u00e9 ukazatele",
         "da": "Valgfrie indikatorer",
         "de": "Fakultative Indikatoren",
         "el": "\u03a0\u03c1\u03bf\u03b1\u03b9\u03c1\u03b5\u03c4\u03b9\u03ba\u03bf\u03af \u03b4\u03b5\u03af\u03ba\u03c4\u03b5\u03c2",
         "es": "Indicadores opcionales",
         "et": "Vabatahtlikud n\u00e4itajad",
         "fr": "Indicateurs facultatifs",
         "ga": "T\u00e1scair\u00ed roghnacha",
         "hr": "Neobvezni pokazatelji",
         "it": "Indicatori facoltativi",
         "lv": "Fakultat\u012bvie r\u0101d\u012bt\u0101ji",
         "lt": "Neprivalomi rodikliai",
         "hu": "Opcion\u00e1lis mutat\u00f3k",
         "mt": "Indikaturi fakultattivi",
         "nl": "Optionele indicatoren",
         "pl": "Wska\u017aniki nieobowi\u0105zkowe",
         "pt": "Indicadores facultativos",
         "ro": "Indicatori op\u021bionali",
         "sk": "Nepovinn\u00e9 ukazovatele",
         "sl": "Neobvezni kazalniki",
         "fi": "Valinnaiset indikaattorit",
         "sv": "Frivilliga indikatorer"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OptionalInformationOnPrincipalAdverseImpactsOnClimateAndOnOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": {
       "labels": {
        "std": {
         "en": "Optional information on principal adverse impacts on the climate and on other environment-related adverse impacts of the consensus mechanism [abstract]"
        },
        "ns0": {
         "en": "Optional information on principal adverse impacts on the climate and on other environment-related adverse impacts of the consensus mechanism",
         "bg": "\u041d\u0435\u0437\u0430\u0434\u044a\u043b\u0436\u0438\u0442\u0435\u043b\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043e\u0441\u043d\u043e\u0432\u043d\u0438\u0442\u0435 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f \u0432\u044a\u0440\u0445\u0443 \u043a\u043b\u0438\u043c\u0430\u0442\u0430 \u0438 \u0434\u0440\u0443\u0433\u0438 \u043d\u0435\u0431\u043b\u0430\u0433\u043e\u043f\u0440\u0438\u044f\u0442\u043d\u0438 \u0432\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u044f, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u043e\u043a\u043e\u043b\u043d\u0430\u0442\u0430 \u0441\u0440\u0435\u0434\u0430, \u043d\u0430 \u043c\u0435\u0445\u0430\u043d\u0438\u0437\u043c\u0430 \u0437\u0430 \u043a\u043e\u043d\u0441\u0435\u043d\u0441\u0443\u0441",
         "cs": "Nepovinn\u00e9 informace o\u00a0hlavn\u00edch nep\u0159\u00edzniv\u00fdch dopadech mechanismu konsensu na klima a\u00a0o\u00a0dal\u0161\u00edch nep\u0159\u00edzniv\u00fdch dopadech tohoto mechanismu na \u017eivotn\u00ed prost\u0159ed\u00ed",
         "da": "Valgfrie oplysninger om de prim\u00e6re negative indvirkninger p\u00e5 klimaet og andre milj\u00f8relaterede negative indvirkninger af konsensusmekanismen",
         "de": "Fakultative Informationen \u00fcber die wichtigsten nachteiligen Auswirkungen des Konsensmechanismus auf das Klima und andere umweltbezogene nachteilige Auswirkungen",
         "el": "\u03a0\u03c1\u03bf\u03b1\u03b9\u03c1\u03b5\u03c4\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b9\u03c2 \u03ba\u03cd\u03c1\u03b9\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c3\u03c4\u03bf \u03ba\u03bb\u03af\u03bc\u03b1 \u03ba\u03b1\u03b9 \u03ac\u03bb\u03bb\u03b5\u03c2 \u03b4\u03c5\u03c3\u03bc\u03b5\u03bd\u03b5\u03af\u03c2 \u03c0\u03b5\u03c1\u03b9\u03b2\u03b1\u03bb\u03bb\u03bf\u03bd\u03c4\u03b9\u03ba\u03ad\u03c2 \u03b5\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03bf\u03c5 \u03bc\u03b7\u03c7\u03b1\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd \u03c3\u03c5\u03bd\u03b1\u03af\u03bd\u03b5\u03c3\u03b7\u03c2",
         "es": "Informaci\u00f3n opcional relativa a los principales efectos adversos sobre el clima y otros efectos adversos relacionados con el medio ambiente del mecanismo de consenso",
         "et": "Vabatahtlik teave selle kohta, milline on konsensusmehhanismi peamine kahjulik m\u00f5ju kliimale ja muu keskkonnale avalduv kahjulik m\u00f5ju",
         "fr": "Informations facultatives sur les principales incidences n\u00e9gatives sur le climat et autres incidences n\u00e9gatives li\u00e9es \u00e0 l\u2019environnement du m\u00e9canisme de consensus",
         "ga": "Faisn\u00e9is roghnach faoi na drochthionchair phr\u00edomha ar an aer\u00e1id agus faoi dhrochthionchair eile a bhaineann leis an gcomhshaol at\u00e1 ag an s\u00e1sra comhthola",
         "hr": "Neobvezne informacije o glavnim \u0161tetnim u\u010dincima mehanizma konsenzusa na klimu i drugim \u0161tetnim u\u010dincima povezanima s okoli\u0161em",
         "it": "Informazioni facoltative sui principali impatti negativi sul clima e su altri effetti negativi connessi all\u2019ambiente del meccanismo di consenso",
         "lv": "Fakultat\u012bv\u0101 inform\u0101cija par konsensa meh\u0101nisma galveno nelabv\u0113l\u012bgo ietekmi uz klimatu un citu ar vidi saist\u012bto nelabv\u0113l\u012bgo ietekmi",
         "lt": "Neprivaloma informacija apie susitarimo mechanizmo pagrindin\u012f neigiam\u0105 poveik\u012f klimatui ir kit\u0105 su aplinka susijus\u012f neigiam\u0105 poveik\u012f",
         "hu": "Opcion\u00e1lis inform\u00e1ci\u00f3k a konszenzusos mechanizmus \u00e9ghajlatra gyakorolt f\u0151bb k\u00e1ros hat\u00e1sair\u00f3l \u00e9s a k\u00f6rnyezettel kapcsolatos egy\u00e9b k\u00e1ros hat\u00e1sair\u00f3l",
         "mt": "Informazzjoni fakultattiva dwar l-impatti negattivi prin\u010bipali fuq il-klima u impatti negattivi o\u0127rajn relatati mal-ambjent tal-mekkani\u017cmu ta\u2019 kunsens",
         "nl": "Optionele informatie over belangrijkste negatieve klimaat- en andere milieueffecten van het consensusmechanisme",
         "pl": "Informacje nieobowi\u0105zkowe na temat g\u0142\u00f3wnych niekorzystnych skutk\u00f3w dla klimatu i\u00a0innych niekorzystnych skutk\u00f3w \u015brodowiskowych mechanizmu konsensusu",
         "pt": "Informa\u00e7\u00f5es facultativas sobre os principais impactos negativos no clima e outros impactos negativos relacionados com o ambiente do mecanismo de consenso",
         "ro": "Informa\u021bii op\u021bionale privind principalele efecte negative asupra climei \u0219i alte efecte negative legate de mediu ale mecanismului de consens",
         "sk": "Nepovinn\u00e9 inform\u00e1cie o\u00a0hlavn\u00fdch nepriazniv\u00fdch vplyvoch mechanizmu konsenzu na kl\u00edmu a\u00a0in\u00fdch nepriazniv\u00fdch vplyvoch tohto mechanizmu s\u00favisiacich so \u017eivotn\u00fdm prostred\u00edm",
         "sl": "Neobvezne informacije o\u00a0glavnih \u0161kodljivih podnebnih vplivih in drugih z\u00a0okoljem povezanih \u0161kodljivih vplivih mehanizma soglasja",
         "fi": "Valinnaiset tiedot konsensusmekanismin ilmastoon kohdistuvista p\u00e4\u00e4asiallisista haitallisista vaikutuksista ja muista ymp\u00e4rist\u00f6\u00f6n liittyvist\u00e4 haitallisista vaikutuksista",
         "sv": "Frivillig information om de huvudsakliga negativa konsekvenserna f\u00f6r klimatet och andra milj\u00f6relaterade negativa konsekvenser av konsensusmekanismen"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:EnergyMixPercentage": {
       "labels": {
        "doc": {
         "en": "Description of the relative contributions of each different primary energy source used for the validation of transactions and the maintenance of the integrity of the distributed ledger of transactions, expressed as percentages."
        },
        "std": {
         "en": "Energy mix"
        },
        "ns0": {
         "en": "S.17 Energy mix",
         "bg": "S.17 \u0415\u043d\u0435\u0440\u0433\u0438\u0435\u043d \u0441\u044a\u0441\u0442\u0430\u0432",
         "cs": "S.17 Skladba zdroj\u016f energie",
         "da": "S.17 Energimiks",
         "de": "S.17 Energiemix",
         "el": "S.17 \u0395\u03bd\u03b5\u03c1\u03b3\u03b5\u03b9\u03b1\u03ba\u03cc \u03bc\u03b5\u03af\u03b3\u03bc\u03b1",
         "es": "S.17 Combinaci\u00f3n energ\u00e9tica",
         "et": "S.17 Energiaallikate jaotus",
         "fr": "S.17 Mix \u00e9nerg\u00e9tique",
         "ga": "S.17 Measc\u00e1n fuinnimh",
         "hr": "S.17 Kombinacija izvora energije",
         "it": "S.17 Mix energetico",
         "lv": "S.17 Energoresursu strukt\u016bra",
         "lt": "S.17 Energijos r\u016b\u0161i\u0173 derinys",
         "hu": "S.17 Energiaszerkezet",
         "mt": "S.17 Ta\u0127lita ener\u0121etika",
         "nl": "S.17 Energiemix",
         "pl": "S.17 Koszyk energetyczny",
         "pt": "S.17 Matriz energ\u00e9tica",
         "ro": "S.17 Mixul energetic",
         "sk": "S.17 Energetick\u00fd mix",
         "sl": "S.17 Me\u0161anica virov energije",
         "fi": "S.17 Energiapaletti",
         "sv": "S.17 Energimix"
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:EnergyUseReductionTargetAbsoluteValue": {
       "labels": {
        "std": {
         "en": "Energy use reduction target (absolute value)"
        }
       },
       "dt": "dtr-types:energyItemType"
      },
      "mica:EnergyUseReductionDetailsAbstract": {
       "labels": {
        "std": {
         "en": "Energy use reduction details [abstract]"
        },
        "doc": {
         "en": "Energy use reduction targets or commitments, expressed in absolute or relative reduction of energy use over one calendar year."
        },
        "ns0": {
         "en": "S.18 Energy use reduction",
         "bg": "S.18 \u041d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435\u0442\u043e \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f",
         "cs": "S.18 Sn\u00ed\u017een\u00ed spot\u0159eby energie",
         "da": "S.18 Reduktion af energiforbruget",
         "de": "S.18 Senkung des Energieverbrauchs",
         "el": "S.18 \u039c\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03b7\u03c2 \u03c7\u03c1\u03ae\u03c3\u03b7\u03c2 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2",
         "es": "S.18 Reducci\u00f3n del consumo de energ\u00eda",
         "et": "S.18 Energiakasutuse v\u00e4hendamine",
         "fr": "S.18 R\u00e9duction de la consommation d\u2019\u00e9nergie",
         "ga": "S.18 \u00das\u00e1id fuinnimh a laghd\u00fa",
         "hr": "S.18 Smanjenje potro\u0161nje energije",
         "it": "S.18 Riduzione del consumo energetico",
         "lv": "S.18 Ener\u0123ijas pat\u0113ri\u0146a samazin\u0101\u0161ana",
         "lt": "S.18 Energijos vartojimo suma\u017einimas",
         "hu": "S.18 Az energiafelhaszn\u00e1l\u00e1s cs\u00f6kkent\u00e9se",
         "mt": "S.18 Tnaqqis fl-u\u017cu tal-ener\u0121ija",
         "nl": "S.18 Reductie energieverbruik",
         "pl": "S.18 Zmniejszenie zu\u017cycia energii",
         "pt": "S.18 Redu\u00e7\u00e3o da utiliza\u00e7\u00e3o de energia",
         "ro": "S.18 Reducerea consumului de energie",
         "sk": "S.18 Zn\u00ed\u017eenie spotreby energie",
         "sl": "S.18 Zmanj\u0161anje porabe energije",
         "fi": "S.18 Energiank\u00e4yt\u00f6n v\u00e4hent\u00e4minen",
         "sv": "S.18 Minskad energif\u00f6rbrukning"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherEnergySourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Other energy sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.33 Other energy sources and methodologies",
         "bg": "S.33 \u0414\u0440\u0443\u0433\u0438 \u0438\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u0435\u043d\u0435\u0440\u0433\u0438\u044f \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.33 Dal\u0161\u00ed zdroje a\u00a0metodiky pro ukazatele energie",
         "da": "S.33 Andre energikilder og metodologier",
         "de": "S.33 Sonstige energiebezogene Quellen und Methoden",
         "el": "S.33 \u0386\u03bb\u03bb\u03b5\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.33 Otras fuentes energ\u00e9ticas clave y metodolog\u00edas",
         "et": "S.33 Energia \u2013 muud allikad ja meetodid",
         "fr": "S.33 Autres sources et m\u00e9thodes concernant l\u2019\u00e9nergie",
         "ga": "S.33 Foins\u00ed agus modheola\u00edochta\u00ed fuinnimh eile",
         "hr": "S.33 Ostali izvori i metodologije za energiju",
         "it": "S.33 Altre fonti e metodologie per l\u2019energia",
         "lv": "S.33 Citi ener\u0123ijas avoti un metodikas",
         "lt": "S.33 Kiti su energija susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.33 Egy\u00e9b energiaforr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "S.33 Sorsi u metodolo\u0121iji o\u0127ra tal-ener\u0121ija",
         "nl": "S.33 Andere bronnen en methodieken energie",
         "pl": "S.33 Inne \u017ar\u00f3d\u0142a i\u00a0metody na potrzeby obliczania zu\u017cycia energii",
         "pt": "S.33 Outras fontes e metodologias sobre a energia",
         "ro": "S.33 Alte surse de energie \u0219i metodologii",
         "sk": "S.33 In\u00e9 zdroje energie a\u00a0s\u00favisiace metodiky",
         "sl": "S.33 Drugi viri energije in metodologije",
         "fi": "S.33 Muut energial\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.33 Andra energik\u00e4llor och metoder"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.17 and S.18."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherSourcesAndMethodologiesAbstract": {
       "labels": {
        "std": {
         "en": "Other sources and methodologies [abstract]"
        },
        "ns0": {
         "en": "Sources and and methodologies",
         "bg": "\u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "Zdroje a\u00a0metodiky",
         "da": "Kilder og metodologier",
         "de": "Quellen und Methoden",
         "el": "\u03a0\u03b7\u03b3\u03ad\u03c2 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "Fuentes y metodolog\u00edas",
         "et": "Allikad ja meetodid",
         "fr": "Sources et m\u00e9thodes",
         "ga": "Foins\u00ed agus modheola\u00edochta\u00ed",
         "hr": "Izvori i metodologije",
         "it": "Fonti e metodologie",
         "lv": "Avoti un metodikas",
         "lt": "\u0160altiniai ir metodikos",
         "hu": "Forr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "Sorsi u metodolo\u0121iji",
         "nl": "Bronnen en methodieken",
         "pl": "\u0179r\u00f3d\u0142a i\u00a0metody",
         "pt": "Fontes e metodologias",
         "ro": "Surse \u0219i metodologii",
         "sk": "Zdroje a\u00a0metodiky",
         "sl": "Viri in metodologije",
         "fi": "L\u00e4hteet ja menetelm\u00e4t",
         "sv": "K\u00e4llor och metoder"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsRegisteredCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Offeror's registered country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:OfferorsHeadOfficeCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Offeror's head office country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:OfferorsLegalForm": {
       "labels": {
        "ns0": {
         "en": "A.2 Legal form",
         "bg": "A.2 \u041f\u0440\u0430\u0432\u043d\u0430 \u0444\u043e\u0440\u043c\u0430",
         "cs": "A.2 Pr\u00e1vn\u00ed forma",
         "da": "A.2 Juridisk form",
         "de": "A.2 Rechtsform",
         "el": "A.2 \u039d\u03bf\u03bc\u03b9\u03ba\u03ae \u03bc\u03bf\u03c1\u03c6\u03ae",
         "es": "A.2 Forma jur\u00eddica",
         "et": "A.2 \u00d5iguslik vorm",
         "fr": "A.2 Forme juridique",
         "ga": "A.2 Foirm dhl\u00edthi\u00fail",
         "hr": "A.2 Pravni oblik",
         "it": "A.2 Forma giuridica",
         "lv": "A.2 Juridisk\u0101 forma",
         "lt": "A.2 Teisin\u0117 forma",
         "hu": "A.2. Jogi forma",
         "mt": "A.2 Forma \u0121uridika",
         "nl": "A.2 Rechtsvorm",
         "pl": "A.2 Forma prawna",
         "pt": "A.2 Forma jur\u00eddica",
         "ro": "A.2 Form\u0103 juridic\u0103",
         "sk": "A.2 Pr\u00e1vna forma",
         "sl": "A.2 Pravna oblika",
         "fi": "A.2 Oikeudellinen muoto",
         "sv": "A.2 R\u00e4ttslig form"
        },
        "std": {
         "en": "Offeror's legal form"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:NameOfOtherTokenIssuer": {
       "labels": {
        "ns0": {
         "en": "B.2 Name",
         "bg": "B.2 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435",
         "cs": "B.2 N\u00e1zev",
         "da": "B.2 Navn",
         "de": "B.2 Name",
         "el": "B.2 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1",
         "es": "B.2 Nombre",
         "et": "B.2 Nimi",
         "fr": "B.2 Nom",
         "ga": "B.2 Ainm",
         "hr": "B.2 Naziv",
         "it": "B.2 Nome",
         "lv": "B.2 Nosaukums",
         "lt": "B.2 Pavadinimas",
         "hu": "B.2 N\u00e9v",
         "mt": "B.2 Isem",
         "nl": "B.2 Naam",
         "pl": "B.2 Nazwa",
         "pt": "B.2 Nome",
         "ro": "B.2 Nume",
         "sk": "B.2 N\u00e1zov",
         "sl": "B.2 Ime",
         "fi": "B.2 Nimi",
         "sv": "B.2 Namn"
        },
        "std": {
         "en": "Name of other token issuer"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersRegisteredCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Issuer's registered country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:IssuersHeadOfficeCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Issuer's head office country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:BusinessAddressOfIssuersManagementBodyMemberForOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of issuer's management body member for other token"
        },
        "ns0": {
         "en": "Business address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsLegalForm": {
       "labels": {
        "ns0": {
         "en": "C.2 Legal form",
         "bg": "C.2 \u041f\u0440\u0430\u0432\u043d\u0430 \u0444\u043e\u0440\u043c\u0430",
         "cs": "C.2 Pr\u00e1vn\u00ed forma",
         "da": "C.2 Juridisk form",
         "de": "C.2 Rechtsform",
         "el": "\u0393.2 \u039d\u03bf\u03bc\u03b9\u03ba\u03ae \u03bc\u03bf\u03c1\u03c6\u03ae",
         "es": "C.2 Forma jur\u00eddica",
         "et": "C.2 \u00d5iguslik vorm",
         "fr": "C.2 Forme juridique",
         "ga": "C.2 Foirm dhl\u00edthi\u00fail",
         "hr": "C.2 Pravni oblik",
         "it": "C.2 Forma giuridica",
         "lv": "C.2 Juridisk\u0101 forma",
         "lt": "C.2 Teisin\u0117 forma",
         "hu": "C.2 Jogi forma",
         "mt": "C.2 Forma \u0121uridika",
         "nl": "C.2 Rechtsvorm",
         "pl": "C.2 Forma prawna",
         "pt": "C.2 Forma jur\u00eddica",
         "ro": "C.2 Form\u0103 juridic\u0103",
         "sk": "C.2 Pr\u00e1vna forma",
         "sl": "C.2 Pravna oblika",
         "fi": "C.2 Oikeudellinen muoto",
         "sv": "C.2 R\u00e4ttslig form"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field C.6."
        },
        "std": {
         "en": "Operator's legal form"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsRegisteredCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Operator's registered country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:OperatorsHeadOfficeCountry": {
       "labels": {
        "ns0": {
         "en": "Country"
        },
        "std": {
         "en": "Operator's head office country"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:BusinessAddressOfOperatorsManagementBodyMemberForOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of operator's management body member for other token"
        },
        "ns0": {
         "en": "Business address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FundraisingTargetExpressedInUnits": {
       "labels": {
        "std": {
         "en": "Fundraising target expressed in units"
        },
        "ns0": {
         "en": "Target expressed in units"
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:MinimumSubscriptionGoalExpressedInUnits": {
       "labels": {
        "std": {
         "en": "Minimum subscription goal expressed in units"
        },
        "ns0": {
         "en": "Goals expressed in units"
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:MaximumSubscriptionGoalsExpressedInUnits": {
       "labels": {
        "std": {
         "en": "Maximum subscription goal expressed in unit"
        },
        "ns0": {
         "en": "Goals expressed in units"
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:SubscriptionFeeExpressedInUnits": {
       "labels": {
        "std": {
         "en": "Subscription fee expressed in units"
        },
        "ns0": {
         "en": "Fee expressed in units"
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:EnergyIntensity": {
       "labels": {
        "doc": {
         "en": "Average amount of energy used per validated transaction."
        },
        "std": {
         "en": "Energy intensity"
        },
        "ns0": {
         "en": "S.11 Energy intensity",
         "bg": "S.11 \u0415\u043d\u0435\u0440\u0433\u043e\u0435\u043c\u043a\u043e\u0441\u0442",
         "cs": "S.11 Energetick\u00e1 n\u00e1ro\u010dnost",
         "da": "S.11 Energiintensitet",
         "de": "S.11 Energieintensit\u00e4t",
         "el": "S.11 \u0388\u03bd\u03c4\u03b1\u03c3\u03b7 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1\u03c2",
         "es": "S.11 Intensidad energ\u00e9tica",
         "et": "S.11 Energiamahukus",
         "fr": "S.11 Intensit\u00e9 \u00e9nerg\u00e9tique",
         "ga": "S.11 D\u00e9ine fuinnimh",
         "hr": "S.11 Energetski intenzitet",
         "it": "S.11 Intensit\u00e0 energetica",
         "lv": "S.11 Energointensit\u0101te",
         "lt": "S.11 Energijos suvartojimo intensyvumas",
         "hu": "S.11 Energiaintenzit\u00e1s",
         "mt": "S.11 Intensit\u00e0 ener\u0121etika",
         "nl": "S.11 Energie-intensiteit",
         "pl": "S.11 Energoch\u0142onno\u015b\u0107",
         "pt": "S.11 Intensidade energ\u00e9tica",
         "ro": "S.11 Intensitatea energetic\u0103",
         "sk": "S.11 Energetick\u00e1 n\u00e1ro\u010dnos\u0165",
         "sl": "S.11 Energijska intenzivnost",
         "fi": "S.11 Energiaintensiteetti",
         "sv": "S.11 Energiintensitet"
        }
       },
       "dt": "dtr-types:energyItemType"
      },
      "mica:DescriptionOfKeyGHGSourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of key GHG sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.16 Key GHG sources and methodologies",
         "bg": "S.16 \u041e\u0441\u043d\u043e\u0432\u043d\u0438 \u0438\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u041f\u0413 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.16 Kl\u00ed\u010dov\u00e9 zdroje a\u00a0metodiky pro ukazatele emis\u00ed sklen\u00edkov\u00fdch plyn\u016f",
         "da": "S.16 Vigtigste kilder til drivhusgasemissioner og metodologier",
         "de": "S.16 Wichtigste THG-Quellen und -Methoden",
         "el": "S.16 \u0392\u03b1\u03c3\u03b9\u03ba\u03ad\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.16 Fuentes de GEI clave y metodolog\u00edas",
         "et": "S.16 Kasvuhoonegaasid \u2013 peamised allikad ja meetodid",
         "fr": "S.16 Principales sources et m\u00e9thodes concernant les GES",
         "ga": "S.16 Pr\u00edomhfhoins\u00ed agus pr\u00edomh-mhodheola\u00edochta\u00ed GCT",
         "hr": "S.16 Klju\u010dni izvori i metodologije za stakleni\u010dke plinove",
         "it": "S.16 Principali fonti e metodologie per i gas a effetto serra",
         "lv": "S.16 Galvenie SEG avoti un metodikas",
         "lt": "S.16 Pagrindiniai su \u0160ESD susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.16 F\u0151 \u00dcHG-forr\u00e1sok \u00e9s -m\u00f3dszertanok",
         "mt": "S.16 Sorsi u metodolo\u0121iji ewlenin tal-gassijiet serra",
         "nl": "S.16 Sleutelbronnen en -methodieken voor BKG",
         "pl": "S.16 Najwa\u017cniejsze \u017ar\u00f3d\u0142a i\u00a0metody na potrzeby obliczania emisji gaz\u00f3w cieplarnianych",
         "pt": "S.16 Principais fontes e metodologias sobre GEE",
         "ro": "S.16 Principalele surse de GES \u0219i metodologii",
         "sk": "S.16 K\u013e\u00fa\u010dov\u00e9 zdroje sklen\u00edkov\u00fdch plynov a\u00a0s\u00favisiace metodiky",
         "sl": "S.16 Klju\u010dni viri TGP in metodologije v\u00a0zvezi s\u00a0TGP",
         "fi": "S.16 Keskeiset kasvihuonekaasup\u00e4\u00e4st\u00f6jen l\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.16 Huvudsakliga v\u00e4xthusgask\u00e4llor och metoder"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.12, S.13 and S.14."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:EnergyUseReductionTargetPercentage": {
       "labels": {
        "std": {
         "en": "Energy use reduction target (percentage)"
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:OtherGHGSourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Other GHG sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.34 Other GHG sources and methodologies",
         "bg": "S.34 \u0414\u0440\u0443\u0433\u0438 \u0438\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u041f\u0413 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.34 Dal\u0161\u00ed zdroje a\u00a0metodiky pro ukazatele emis\u00ed sklen\u00edkov\u00fdch plyn\u016f",
         "da": "S.34 Andre kilder til drivhusgasemissioner og metodologier",
         "de": "S.34 Sonstige THG-Quellen und -Methoden",
         "el": "S.34 \u0386\u03bb\u03bb\u03b5\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5 \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.34 Otras fuentes de GEI clave y metodolog\u00edas",
         "et": "S.34 Kasvuhoonegaasid \u2013 muud allikad ja meetodid",
         "fr": "S.34 Autres sources et m\u00e9thodes concernant les GES",
         "ga": "S.34 Foins\u00ed agus modheola\u00edochta\u00ed GCT eile",
         "hr": "S.34 Ostali izvori i metodologije za stakleni\u010dke plinove",
         "it": "S.34 Altre fonti e metodologie per i gas a effetto serra",
         "lv": "S.34 Citi SEG avoti un metodikas",
         "lt": "S.34 Kiti su \u0160ESD susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.34 Egy\u00e9b \u00dcHG-forr\u00e1sok \u00e9s -m\u00f3dszertanok",
         "mt": "S.34 Sorsi u metodolo\u0121iji o\u0127ra tal-gassijiet serra",
         "nl": "S.34 Andere bronnen en methodieken BKG",
         "pl": "S.34 Inne \u017ar\u00f3d\u0142a i\u00a0metody na potrzeby obliczania emisji gaz\u00f3w cieplarnianych",
         "pt": "S.34 Outras fontes e metodologias sobre GEE",
         "ro": "S.34 Alte surse de GES \u0219i metodologii",
         "sk": "S.34 In\u00e9 zdroje sklen\u00edkov\u00fdch plynov a\u00a0s\u00favisiace metodiky",
         "sl": "S.34 Drugi viri TGP in metodologije v\u00a0zvezi s\u00a0TGP",
         "fi": "S.34 Muut kasvihuonekaasup\u00e4\u00e4st\u00f6jen l\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.34 Andra v\u00e4xthusgask\u00e4llor och metoder"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.19, S.20 and S.21."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OfferorsRegisteredCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Offeror's registered country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsHeadOfficeCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Offeror's head office country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersLegalForm": {
       "labels": {
        "ns0": {
         "en": "B.3 Legal form",
         "bg": "B.3 \u041f\u0440\u0430\u0432\u043d\u0430 \u0444\u043e\u0440\u043c\u0430",
         "cs": "B.3 Pr\u00e1vn\u00ed forma",
         "da": "B.3 Juridisk form",
         "de": "B.3 Rechtsform",
         "el": "B.3 \u039d\u03bf\u03bc\u03b9\u03ba\u03ae \u03bc\u03bf\u03c1\u03c6\u03ae",
         "es": "B.3 Forma jur\u00eddica",
         "et": "B.3 \u00d5iguslik vorm",
         "fr": "B.3 Forme juridique",
         "ga": "B.3 Foirm dhl\u00edthi\u00fail",
         "hr": "B.3 Pravni oblik",
         "it": "B.3 Forma giuridica",
         "lv": "B.3 Juridisk\u0101 forma",
         "lt": "B.3 Teisin\u0117 forma",
         "hu": "B.3 Jogi forma",
         "mt": "B.3 Forma \u0121uridika",
         "nl": "B.3 Rechtsvorm",
         "pl": "B.3 Forma prawna",
         "pt": "B.3 Forma jur\u00eddica",
         "ro": "B.3 Form\u0103 juridic\u0103",
         "sk": "B.3 Pr\u00e1vna forma",
         "sl": "B.3 Pravna oblika",
         "fi": "B.3 Oikeudellinen muoto",
         "sv": "B.3 R\u00e4ttslig form"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field B.7."
        },
        "std": {
         "en": "Issuer's legal form"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersRegisteredCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Issuer's registered country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersHeadOfficeCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Issuer's head office country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FunctionOfIssuersManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Function"
        },
        "std": {
         "en": "Function of issuer's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsRegisteredCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Operator's registered country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OperatorsHeadOfficeCountrySubdivision": {
       "labels": {
        "std": {
         "en": "Operator's head office country sub-division"
        },
        "ns0": {
         "en": "Sub-division"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FunctionOfOperatorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Function"
        },
        "std": {
         "en": "Function of operator's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FundraisingTargetExpressedInUnitsDigitalTokenIdentifier": {
       "labels": {
        "std": {
         "en": "Fundraising target expressed in units, digital token identifier"
        },
        "ns0": {
         "en": "Target expressed in digital token identifier"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MinimumSubscriptionGoalExpressedInUnitsDigitalTokenIdentifier": {
       "labels": {
        "ns0": {
         "en": "Goals expressed in digital token identifier"
        },
        "std": {
         "en": "Minimum subscription goal expressed in units, digital token identifier"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:MaximumSubscriptionGoalsExpressedInUnitsDigitalTokenIdentifier": {
       "labels": {
        "std": {
         "en": "Maximum subscription goal expressed in unit, digital token identifier"
        },
        "ns0": {
         "en": "Goals expressed in digital token identifier"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:SubscriptionFeeExpressedInUnitsDigitalTokenIdentifier": {
       "labels": {
        "std": {
         "en": "Subscription fee expressed in units, digital token identifier"
        },
        "ns0": {
         "en": "Fee expressed in digital token identifier"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:Scope1DLTGHGEmissionsControlled": {
       "labels": {
        "ns0": {
         "en": "S.12 Scope 1 DLT GHG emissions - controlled",
         "bg": "S.12 \u0415\u043c\u0438\u0441\u0438\u0438 \u043d\u0430 \u041f\u0413, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0422\u0414\u0420, \u043e\u0442 \u043e\u0431\u0445\u0432\u0430\u0442 1\u00a0\u2014 \u043a\u043e\u043d\u0442\u0440\u043e\u043b\u0438\u0440\u0430\u043d\u0438",
         "cs": "S.12 Emise sklen\u00edkov\u00fdch plyn\u016f DLT r\u00e1mce 1 \u2013 \u0159\u00edzen\u00e9",
         "da": "S.12 DLT-relaterede scope 1-drivhusgasemissioner \u2014 Kontrolleret",
         "de": "S.12 Scope-1-DLT-Treibhausgasemissionen\u00a0\u2014 Kontrolliert",
         "el": "S.12 \u0395\u03ba\u03c0\u03bf\u03bc\u03c0\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5 \u03c0\u03b5\u03b4\u03af\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae\u03c2 1 \u03b1\u03c0\u03cc DLT \u2014 \u0395\u03bb\u03b5\u03b3\u03c7\u03cc\u03bc\u03b5\u03bd\u03b5\u03c2 \u03c0\u03b7\u03b3\u03ad\u03c2",
         "es": "S.12 Emisiones de GEI TRD de alcance 1: controladas",
         "et": "S.12 DLT 1. valdkonna kasvuhoonegaaside heide \u2013 kontrollitavatest allikatest",
         "fr": "S.12 \u00c9missions de GES du scope\u00a01 de la DLT\u00a0\u2014 Contr\u00f4l\u00e9es",
         "ga": "S.12 Asta\u00edochta\u00ed GCT DLT Sc\u00f3ip 1 \u2013 Rialaithe",
         "hr": "S.12 Emisije stakleni\u010dkih plinova DLT-a iz opsega 1 \u2013 kontrolirano",
         "it": "S.12 Emissioni di gas a effetto serra DLT di ambito 1 - da fonti controllate",
         "lv": "S.12 1. tv\u0113ruma SVT SEG emisijas \u2013 kontrol\u0113tas",
         "lt": "S.12 Su PRT susij\u0119s 1 lygio i\u0161metamas \u0160ESD kiekis \u2013 i\u0161 kontroliuojam\u0173 \u0161altini\u0173",
         "hu": "S.12 1. alkalmaz\u00e1si k\u00f6rbe tartoz\u00f3 DLT-alap\u00fa \u00dcHG-kibocs\u00e1t\u00e1s \u2013 Ellen\u0151rz\u00f6tt",
         "mt": "S.12 Emissjonijiet ta\u2019 gassijiet serra tad-DLT tal-ambitu 1 \u2014 Ikkontrollati",
         "nl": "S.12 Scope\u00a01 DLT-BKG-emissies \u2014 Gecontroleerd",
         "pl": "S.12 Emisje gaz\u00f3w cieplarnianych powi\u0105zane z\u00a0DLT zakresu 1 \u2013 kontrolowane",
         "pt": "S.12 Emiss\u00f5es de GEE de \u00e2mbito 1 da DLT \u2014 Controladas",
         "ro": "S.12 Categoria 1 de emisii de GES generate de DLT \u2013 Controlate",
         "sk": "S.12 Emisie sklen\u00edkov\u00fdch plynov DLT rozsahu 1 \u2013 kontrolovan\u00e9",
         "sl": "S.12 Emisije TGP obsega 1 DLT \u2013 nadzorovani viri",
         "fi": "S.12 DLT-teknologian scope 1 -kasvihuonekaasup\u00e4\u00e4st\u00f6t \u2013 hallinnassa",
         "sv": "S.12 DLT-v\u00e4xthusgasutsl\u00e4pp i scope 1 \u2013 kontrollerade"
        },
        "std": {
         "en": "Scope 1 DLT GHG emissions controlled"
        },
        "doc": {
         "en": "Scope 1 GHG emissions per calendar year for the validation of transactions and the maintenance of the integrity of the distributed ledger."
        }
       },
       "dt": "dtr-types:ghgEmissionsItemType"
      },
      "mica:CarbonIntensity": {
       "labels": {
        "std": {
         "en": "Carbon intensity"
        },
        "doc": {
         "en": "Carbon intensity of the energy used for the validation of transactions and the maintenance of the integrity of the distributed ledger."
        },
        "ns0": {
         "en": "S.19 Carbon intensity",
         "bg": "S.19 \u0412\u044a\u0433\u043b\u0435\u0440\u043e\u0434\u0435\u043d \u0438\u043d\u0442\u0435\u043d\u0437\u0438\u0442\u0435\u0442",
         "cs": "S.19 Uhl\u00edkov\u00e1 n\u00e1ro\u010dnost",
         "da": "S.19 Kulstofintensitet",
         "de": "S.19 CO2-Intensit\u00e4t",
         "el": "S.19 \u0388\u03bd\u03c4\u03b1\u03c3\u03b7 \u03ac\u03bd\u03b8\u03c1\u03b1\u03ba\u03b1",
         "es": "S.19 Intensidad de carbono",
         "et": "S.19 CO2-mahukus",
         "fr": "S.19 Intensit\u00e9 de carbone",
         "ga": "S.19 D\u00e9ine carb\u00f3in",
         "hr": "S.19 Intenzitet ugljika",
         "it": "S.19 Intensit\u00e0 di carbonio",
         "lv": "S.19 Oglek\u013ca dioks\u012bda emisiju intensit\u0101te",
         "lt": "S.19 Tar\u0161os anglies dioksidu intensyvumas",
         "hu": "S.19 Sz\u00e9n-dioxid-intenzit\u00e1s",
         "mt": "S.19 Intensit\u00e0 tal-karbonju",
         "nl": "S.19 Koolstofintensiteit",
         "pl": "S.19 Intensywno\u015b\u0107 emisji dwutlenku w\u0119gla",
         "pt": "S.19 Intensidade de carbono",
         "ro": "S.19 Intensitatea emisiilor de CO2",
         "sk": "S.19 Uhl\u00edkov\u00e1 n\u00e1ro\u010dnos\u0165",
         "sl": "S.19 Oglji\u010dna intenzivnost",
         "fi": "S.19 Hiili-intensiteetti",
         "sv": "S.19 Koldioxidintensitet"
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "mica:WasteSourcesAndMethodologiesExplanatory": {
       "labels": {
        "ns0": {
         "en": "S.35 Waste sources and methodologies",
         "bg": "S.35 \u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.35 Zdroje a\u00a0metodiky pro ukazatele odpadu",
         "da": "S.35 Affaldskilder og metodologier",
         "de": "S.35 Abfallbezogene Quellen und Methoden",
         "el": "S.35 \u03a0\u03b7\u03b3\u03ad\u03c2 \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.35 Fuentes de residuos y metodolog\u00edas",
         "et": "S.35 J\u00e4\u00e4tmed \u2013 allikad ja meetodid",
         "fr": "S.35 Sources et m\u00e9thodes concernant les d\u00e9chets",
         "ga": "S.35 Foins\u00ed agus modheola\u00edochta\u00ed dramha\u00edola",
         "hr": "S.35 Izvori i metodologije za otpad",
         "it": "S.35 Fonti e metodologie per i rifiuti",
         "lv": "S.35 Avoti un metodikas attiec\u012bb\u0101 uz atkritumiem",
         "lt": "S.35 Su atliekomis susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.35 Hullad\u00e9kforr\u00e1sok \u00e9s m\u00f3dszertanok",
         "mt": "S.35 Sorsi u metodolo\u0121iji tal-iskart",
         "nl": "S.35 Bronnen en methodieken afval",
         "pl": "S.35 \u0179r\u00f3d\u0142a i\u00a0metody na potrzeby obliczania ilo\u015bci odpad\u00f3w",
         "pt": "S.35 Fontes e metodologias sobre res\u00edduos",
         "ro": "S.35 Surse \u0219i metodologii referitoare la ap\u0103",
         "sk": "S.35 Zdroje odpadu a\u00a0s\u00favisiace metodiky",
         "sl": "S.35 Viri odpadkov in metodologije",
         "fi": "S.35 J\u00e4tel\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.35 Avfallsk\u00e4llor och metoder"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.22, S.23, S.24, S.25, S.26, S.27 and S.28."
        },
        "std": {
         "en": "Waste sources and methodologies [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:Scope2DLTGHGEmissionsPurchased": {
       "labels": {
        "ns0": {
         "en": "S.13 Scope 2 DLT GHG emissions - purchased",
         "bg": "S.13 \u0415\u043c\u0438\u0441\u0438\u0438 \u043d\u0430 \u041f\u0413, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0422\u0414\u0420, \u043e\u0442 \u043e\u0431\u0445\u0432\u0430\u0442 2\u00a0\u2014 \u0437\u0430\u043a\u0443\u043f\u0435\u043d\u0438",
         "cs": "S.13 Emise sklen\u00edkov\u00fdch plyn\u016f DLT r\u00e1mce 2 \u2013 nakoupen\u00e9",
         "da": "S.13 DLT-relaterede scope 2-drivhusgasemissioner \u2014 K\u00f8bt",
         "de": "S.13 Scope-2-DLT-Treibhausgasemissionen\u00a0\u2014 Zugekauft",
         "el": "S.13 \u0395\u03ba\u03c0\u03bf\u03bc\u03c0\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5 \u03c0\u03b5\u03b4\u03af\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae\u03c2 2 \u03b1\u03c0\u03cc DLT \u2014 \u0391\u03b3\u03bf\u03c1\u03b1\u03c3\u03bc\u03ad\u03bd\u03b7 \u03b5\u03bd\u03ad\u03c1\u03b3\u03b5\u03b9\u03b1",
         "es": "S.13 Emisiones de GEI TRD de alcance 2: compradas",
         "et": "S.13 DLT 2. valdkonna kasvuhoonegaaside heide \u2013 ostetud allikatest",
         "fr": "S.13 \u00c9missions de GES du scope\u00a02 de la DLT\u00a0\u2014 Achet\u00e9es",
         "ga": "S.13 Asta\u00edochta\u00ed GCT DLT Sc\u00f3ip 2 \u2013 Ceannaithe",
         "hr": "S.13 Emisije stakleni\u010dkih plinova DLT-a iz opsega 2 \u2013 kupljeno",
         "it": "S.13 Emissioni di gas a effetto serra DLT di ambito 2 - da energia acquistata",
         "lv": "S.13 2. tv\u0113ruma SVT SEG emisijas \u2013 iepirktas",
         "lt": "S.13 Su PRT susij\u0119s 2 lygio i\u0161metamas \u0160ESD kiekis \u2013 i\u0161 \u012fsigytos energijos",
         "hu": "S.13 2. alkalmaz\u00e1si k\u00f6rbe tartoz\u00f3 DLT-alap\u00fa \u00dcHG-kibocs\u00e1t\u00e1s \u2013 V\u00e1s\u00e1rolt",
         "mt": "S.13 Emissjonijiet ta\u2019 gassijiet serra tad-DLT tal-ambitu 2 \u2014 Mixtrija",
         "nl": "S.13 Scope\u00a02 DLT-BKG-emissies \u2014 Ingekocht",
         "pl": "S.13 Emisje gaz\u00f3w cieplarnianych powi\u0105zane z\u00a0DLT zakresu 2 \u2013 nabyte",
         "pt": "S.13 Emiss\u00f5es de GEE de \u00e2mbito 2 da DLT \u2014 Adquiridas",
         "ro": "S.13 Categoria 2 de emisii de GES generate de DLT \u2013 Achizi\u021bionate",
         "sk": "S.13 Emisie sklen\u00edkov\u00fdch plynov DLT rozsahu 2 \u2013 nak\u00fapen\u00e9",
         "sl": "S.13 Emisije TGP obsega 2 DLT \u2013 kupljena energija",
         "fi": "S.13 DLT-teknologian scope 2 -kasvihuonekaasup\u00e4\u00e4st\u00f6t \u2013 hankitut",
         "sv": "S.13 DLT-v\u00e4xthusgasutsl\u00e4pp i scope 2 \u2013 ink\u00f6pta"
        },
        "std": {
         "en": "Scope 2 DLT GHG emissions purchased"
        },
        "doc": {
         "en": "Scope 2 GHG emissions, expressed in tCO2e per calendar year for the validation of transactions and the maintenance of the integrity of the distributed ledger."
        }
       },
       "dt": "dtr-types:ghgEmissionsItemType"
      },
      "mica:Scope3DLTGHGEmissionsValueChain": {
       "labels": {
        "ns0": {
         "en": "S.20 Scope 3 DLT GHG emissions - value chain",
         "bg": "S.20 \u0415\u043c\u0438\u0441\u0438\u0438 \u043d\u0430 \u041f\u0413, \u0441\u0432\u044a\u0440\u0437\u0430\u043d\u0438 \u0441 \u0422\u0414\u0420, \u043e\u0442 \u043e\u0431\u0445\u0432\u0430\u0442 3\u00a0\u2014 \u0432\u0435\u0440\u0438\u0433\u0430 \u043d\u0430 \u0441\u0442\u043e\u0439\u043d\u043e\u0441\u0442\u0442\u0430",
         "cs": "S.20 Emise sklen\u00edkov\u00fdch plyn\u016f DLT r\u00e1mce 3 \u2013 hodnotov\u00fd \u0159et\u011bzec",
         "da": "S.20 DLT-relaterede scope 3-drivhusgasemissioner \u2014 V\u00e6rdik\u00e6de",
         "de": "S.20 Scope-3-DLT-Treibhausgasemissionen\u00a0\u2014 Wertsch\u00f6pfungskette",
         "el": "S.20 \u0395\u03ba\u03c0\u03bf\u03bc\u03c0\u03ad\u03c2 \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5 \u03c0\u03b5\u03b4\u03af\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03b3\u03ae\u03c2 3 \u03b1\u03c0\u03cc DLT \u2014 \u0391\u03be\u03b9\u03b1\u03ba\u03ae \u03b1\u03bb\u03c5\u03c3\u03af\u03b4\u03b1",
         "es": "S.20 Emisiones de GEI TRD de alcance 3: cadena de valor",
         "et": "S.20 DLT 3. valdkonna kasvuhoonegaaside heide \u2013 v\u00e4\u00e4rtusahel",
         "fr": "S.20 \u00c9missions de GES du scope\u00a03 de la DLT\u00a0\u2014 Cha\u00eene de valeur",
         "ga": "S.20 Asta\u00edochta\u00ed GCT DLT Sc\u00f3ip 3 \u2013 Slabhra luacha",
         "hr": "S.20 Emisije stakleni\u010dkih plinova DLT-a iz opsega 3 \u2013 lanac vrijednosti",
         "it": "S.20 Emissioni di gas a effetto serra DLT di ambito 3 - dalla catena del valore",
         "lv": "S.20 3. tv\u0113ruma SVT SEG emisijas \u2013 v\u0113rt\u012bbas \u0137\u0113de",
         "lt": "S.20 Su PRT susij\u0119s 3 lygio i\u0161metamas \u0160ESD kiekis \u2013 i\u0161 vert\u0117s grandin\u0117s",
         "hu": "S.20 3. alkalmaz\u00e1si k\u00f6rbe tartoz\u00f3 DLT-alap\u00fa \u00dcHG-kibocs\u00e1t\u00e1s \u2013 \u00c9rt\u00e9kl\u00e1nc",
         "mt": "S.20 Emissjonijiet ta\u2019 gassijiet serra tad-DLT tal-ambitu 3 \u2014 Katina tal-valur",
         "nl": "S.20 Scope\u00a03 DLT-BKG-emissies \u2014 Waardeketen",
         "pl": "S.20 Emisje gaz\u00f3w cieplarnianych powi\u0105zane z\u00a0DLT zakresu 3 \u2013 \u0142a\u0144cuch warto\u015bci",
         "pt": "S.20 Emiss\u00f5es de GEE de \u00e2mbito 3 da DLT \u2014 Cadeia de valor",
         "ro": "S.20 Categoria 3 de emisii de GES generate de DLT \u2013 Lan\u021bul valoric",
         "sk": "S.20 Emisie sklen\u00edkov\u00fdch plynov DLT rozsahu 3 \u2013 hodnotov\u00fd re\u0165azec",
         "sl": "S.20 Emisije TGP obsega 3 DLT \u2013 vrednostna veriga",
         "fi": "S.20 DLT-teknologian scope 3 -kasvihuonekaasup\u00e4\u00e4st\u00f6t \u2013 arvoketju",
         "sv": "S.20 DLT-v\u00e4xthusgasutsl\u00e4pp i scope 3 \u2013 v\u00e4rdekedja"
        },
        "std": {
         "en": "Scope 3 DLT GHG emissions value chain"
        },
        "doc": {
         "en": "Scope 3 GHG emissions for the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year."
        }
       },
       "dt": "dtr-types:ghgEmissionsItemType"
      },
      "mica:NaturalResourcesSourcesAndMethodologiesExplanatory": {
       "labels": {
        "std": {
         "en": "Natural resources sources and methodologies [text block]"
        },
        "ns0": {
         "en": "S.36 Natural resources sources and methodologies",
         "bg": "S.36 \u0418\u0437\u0442\u043e\u0447\u043d\u0438\u0446\u0438 \u043d\u0430 \u043f\u0440\u0438\u0440\u043e\u0434\u043d\u0438 \u0440\u0435\u0441\u0443\u0440\u0441\u0438 \u0438 \u043c\u0435\u0442\u043e\u0434\u0438\u043a\u0438",
         "cs": "S.36 Zdroje a\u00a0metodiky pro ukazatele p\u0159\u00edrodn\u00edch zdroj\u016f",
         "da": "S.36 Naturressourcekilder og metodologier",
         "de": "S.36 Quellen und Methoden in Bezug auf nat\u00fcrliche Ressourcen",
         "el": "S.36 \u03a0\u03b7\u03b3\u03ad\u03c2 \u03c6\u03c5\u03c3\u03b9\u03ba\u03ce\u03bd \u03c0\u03cc\u03c1\u03c9\u03bd \u03ba\u03b1\u03b9 \u03bc\u03b5\u03b8\u03bf\u03b4\u03bf\u03bb\u03bf\u03b3\u03af\u03b5\u03c2",
         "es": "S.36 Fuentes de recursos naturales y metodolog\u00edas",
         "et": "S.36 Loodusvarad \u2013 allikad ja meetodid",
         "fr": "S.36 Sources et m\u00e9thodes concernant les ressources naturelles",
         "ga": "S.36 Foins\u00ed agus modheola\u00edochta\u00ed acmhainn\u00ed n\u00e1d\u00fartha",
         "hr": "S.36 Izvori i metodologije za prirodne resurse",
         "it": "S.36 Fonti e metodologie per le risorse naturali",
         "lv": "S.36 Avoti un metodikas attiec\u012bb\u0101 uz dabas resursiem",
         "lt": "S.36 Su gamtos i\u0161tekliais susij\u0119 \u0161altiniai ir metodikos",
         "hu": "S.36 Term\u00e9szeti er\u0151forr\u00e1sok forr\u00e1sai \u00e9s m\u00f3dszertanai",
         "mt": "S.36 Sorsi u metodolo\u0121iji tar-ri\u017corsi naturali",
         "nl": "S.36 Bronnen en methodieken natuurlijke hulpbronnen",
         "pl": "S.36 \u0179r\u00f3d\u0142a i\u00a0metody na potrzeby informacji dotycz\u0105cych zasob\u00f3w naturalnych",
         "pt": "S.36 Fontes e metodologias sobre recursos naturais",
         "ro": "S.36 Surse de resurse naturale \u0219i metodologii",
         "sk": "S.36 Zdroje pr\u00edrodn\u00fdch zdrojov a\u00a0s\u00favisiace metodiky",
         "sl": "S.36 Viri naravnih virov in metodologije",
         "fi": "S.36 Luonnonvarojen l\u00e4hteet ja niihin liittyv\u00e4t menetelm\u00e4t",
         "sv": "S.36 K\u00e4llor och metoder f\u00f6r naturresurser"
        },
        "doc": {
         "en": "Sources and methodologies used in relation to the information reported in fields S.29, S.30, S.31 and S.32."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OperatorsRegistrationDate": {
       "labels": {
        "ns0": {
         "en": "C.5 Registration date",
         "bg": "C.5 \u0414\u0430\u0442\u0430 \u043d\u0430 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f",
         "cs": "C.5 Datum registrace",
         "da": "C.5 Registreringsdato",
         "de": "C.5 Registrierungsdatum",
         "el": "\u0393.5 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7\u03c2",
         "es": "C.5 Fecha de inscripci\u00f3n en el registro",
         "et": "C.5 Registreerimise kuup\u00e4ev",
         "fr": "C.5 Date d\u2019enregistrement",
         "ga": "C.5 D\u00e1ta cl\u00e1r\u00fach\u00e1in",
         "hr": "C.5 Datum registracije",
         "it": "C.5 Data di registrazione",
         "lv": "C.5 Re\u0123istr\u0101cijas datums",
         "lt": "C.5 Registracijos data",
         "hu": "C.5 Bejegyz\u00e9si d\u00e1tum",
         "mt": "C.5 Data tar-re\u0121istrazzjoni",
         "nl": "C.5 Registratiedatum",
         "pl": "C.5 Data rejestracji",
         "pt": "C.5 Data de registo",
         "ro": "C.5 Data \u00eenregistr\u0103rii",
         "sk": "C.5 D\u00e1tum registr\u00e1cie",
         "sl": "C.5 Datum registracije",
         "fi": "C.5 Rekister\u00f6intip\u00e4iv\u00e4",
         "sv": "C.5 Registreringsdatum"
        },
        "std": {
         "en": "Operator's registration date"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:GHGIntensity": {
       "labels": {
        "doc": {
         "en": "Average GHG emissions (scope 1 and scope 2) per validated transaction."
        },
        "std": {
         "en": "GHG intensity"
        },
        "ns0": {
         "en": "S.14 GHG intensity",
         "bg": "S.14 \u0418\u043d\u0442\u0435\u043d\u0437\u0438\u0442\u0435\u0442 \u043d\u0430 \u0435\u043c\u0438\u0441\u0438\u0438\u0442\u0435 \u043d\u0430 \u041f\u0413",
         "cs": "S.14 Intenzita sklen\u00edkov\u00fdch plyn\u016f",
         "da": "S.14 Drivhusgasintensitet",
         "de": "S.14 THG-Intensit\u00e4t",
         "el": "S.14 \u0388\u03bd\u03c4\u03b1\u03c3\u03b7 \u03b5\u03ba\u03c0\u03bf\u03bc\u03c0\u03ce\u03bd \u0391\u03c4\u0398",
         "es": "S.14 Intensidad de GEI",
         "et": "S.14 Kasvuhoonegaaside heite mahukus",
         "fr": "S.14 Intensit\u00e9 de GES",
         "ga": "S.14 D\u00e9ine GCT",
         "hr": "S.14 Intenzitet stakleni\u010dkih plinova",
         "it": "S.14 Intensit\u00e0 delle emissioni di gas a effetto serra",
         "lv": "S.14 SEG intensit\u0101te",
         "lt": "S.14 \u0160ESD intensyvumas",
         "hu": "S.14 \u00dcHG-intenzit\u00e1s",
         "mt": "S.14 Intensit\u00e0 tal-gassijiet serra",
         "nl": "S.14 Broeikasgasintensiteit",
         "pl": "S.14 Intensywno\u015b\u0107 emisji gaz\u00f3w cieplarnianych",
         "pt": "S.14 Intensidade de emiss\u00e3o de GEE",
         "ro": "S.14 Intensitatea GES",
         "sk": "S.14 Intenzita sklen\u00edkov\u00fdch plynov",
         "sl": "S.14 Intenzivnost TGP",
         "fi": "S.14 Kasvihuonekaasuintensiteetti",
         "sv": "S.14 V\u00e4xthusgasintensitet"
        }
       },
       "dt": "dtr-types:ghgEmissionsItemType"
      },
      "mica:GHGEmissionsReductionTargetsOrCommitmentsExplanatory": {
       "labels": {
        "std": {
         "en": "GHG emissions reduction targets or commitments [text block]"
        },
        "doc": {
         "en": "GHG emissions reduction targets or commitments, expressed in terms of absolute or relative reduction in GHG emissions over one calendar year."
        },
        "ns0": {
         "en": "S.21 GHG emissions reduction targets or commitments",
         "bg": "S.21 \u0426\u0435\u043b\u0438 \u0438\u043b\u0438 \u0430\u043d\u0433\u0430\u0436\u0438\u043c\u0435\u043d\u0442\u0438 \u0437\u0430 \u043d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u0435\u043c\u0438\u0441\u0438\u0438\u0442\u0435 \u043d\u0430 \u041f\u0413",
         "cs": "S.21 C\u00edle nebo z\u00e1vazky v\u00a0oblasti sn\u00ed\u017een\u00ed emis\u00ed sklen\u00edkov\u00fdch plyn\u016f",
         "da": "S.21 M\u00e5ls\u00e6tninger for eller tilsagn om reduktion af drivhusgasemissioner",
         "de": "S.21 Ziele oder Verpflichtungen zur Verringerung der Treibhausgasemissionen",
         "el": "S.21 \u03a3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03ae \u03b4\u03b5\u03c3\u03bc\u03b5\u03cd\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03bc\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03c9\u03bd \u03b5\u03ba\u03c0\u03bf\u03bc\u03c0\u03ce\u03bd \u03b1\u03b5\u03c1\u03af\u03c9\u03bd \u03c4\u03bf\u03c5 \u03b8\u03b5\u03c1\u03bc\u03bf\u03ba\u03b7\u03c0\u03af\u03bf\u03c5",
         "es": "S.21 Objetivos o compromisos de reducci\u00f3n de las emisiones de GEI",
         "et": "S.21 Kasvuhoonegaaside heite v\u00e4hendamise eesm\u00e4rgid v\u00f5i kohustused",
         "fr": "S.21 Objectifs ou engagements en mati\u00e8re de r\u00e9duction des \u00e9missions de GES",
         "ga": "S.21 Spriocanna n\u00f3 gealltanais maidir le hasta\u00edochta\u00ed GCT a laghd\u00fa",
         "hr": "S.21 Ciljevi ili obveze smanjenja emisija stakleni\u010dkih plinova",
         "it": "S.21 Obiettivi o impegni di riduzione delle emissioni di gas a effetto serra",
         "lv": "S.21 SEG emisiju samazin\u0101\u0161anas m\u0113r\u0137r\u0101d\u012bt\u0101ji vai saist\u012bbas",
         "lt": "S.21 I\u0161metamo \u0160ESD kiekio ma\u017einimo tikslai arba \u012fsipareigojimai",
         "hu": "S.21 \u00dcHG-kibocs\u00e1t\u00e1scs\u00f6kkent\u00e9si c\u00e9lok vagy k\u00f6telezetts\u00e9gv\u00e1llal\u00e1sok",
         "mt": "S.21 Miri jew impenji g\u0127at-tnaqqis tal-emissjonijiet tal-gassijiet serra",
         "nl": "S.21 Doelen of toezeggingen BKG-emissiereductie",
         "pl": "S.21 Cele lub zobowi\u0105zania dotycz\u0105ce redukcji emisji gaz\u00f3w cieplarnianych",
         "pt": "S.21 Metas ou compromissos em mat\u00e9ria de redu\u00e7\u00e3o das emiss\u00f5es de GEE",
         "ro": "S.21 Obiective sau angajamente de reducere a emisiilor de GES",
         "sk": "S.21 Ciele alebo z\u00e1v\u00e4zky v\u00a0oblasti zni\u017eovania emisi\u00ed sklen\u00edkov\u00fdch plynov",
         "sl": "S.21 Cilji ali zaveze glede zmanj\u0161anja emisij TGP",
         "fi": "S.21 Kasvihuonekaasup\u00e4\u00e4st\u00f6jen v\u00e4hennystavoitteet tai -sitoumukset",
         "sv": "S.21 M\u00e5l och \u00e5taganden vad g\u00e4ller minskade v\u00e4xthusgasutsl\u00e4pp"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:IssuersRegistrationDate": {
       "labels": {
        "ns0": {
         "en": "B.6 Registration date",
         "bg": "B.6 \u0414\u0430\u0442\u0430 \u043d\u0430 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f",
         "cs": "B.6 Datum registrace",
         "da": "B.6 Registreringsdato",
         "de": "B.6 Registrierungsdatum",
         "el": "B.6 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7\u03c2",
         "es": "B.6 Fecha de inscripci\u00f3n en el registro",
         "et": "B.6 Registreerimise kuup\u00e4ev",
         "fr": "B.6 Date d\u2019enregistrement",
         "ga": "B.6 D\u00e1ta cl\u00e1r\u00fach\u00e1in",
         "hr": "B.6 Datum registracije",
         "it": "B.6 Data di registrazione",
         "lv": "B.6 Re\u0123istr\u0101cijas datums",
         "lt": "B.6 Registracijos data",
         "hu": "B.6 Bejegyz\u00e9si d\u00e1tum",
         "mt": "B.6 Data tar-re\u0121istrazzjoni",
         "nl": "B.6 Registratiedatum",
         "pl": "B.6 Data rejestracji",
         "pt": "B.6 Data de registo",
         "ro": "B.6 Data \u00eenregistr\u0103rii",
         "sk": "B.6 D\u00e1tum registr\u00e1cie",
         "sl": "B.6 Datum registracije",
         "fi": "B.6 Rekister\u00f6intip\u00e4iv\u00e4",
         "sv": "B.6 Registreringsdatum"
        },
        "std": {
         "en": "Issuer's registration date"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:OperatorsLegalEntityIdentifier": {
       "labels": {
        "ns0": {
         "en": "C.6 Legal entity identifier",
         "bg": "C.6 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u043f\u0440\u0430\u0432\u043d\u0438\u044f \u0441\u0443\u0431\u0435\u043a\u0442",
         "cs": "C.6 Identifika\u010dn\u00ed k\u00f3d pr\u00e1vnick\u00e9 osoby",
         "da": "C.6 Identifikator for juridiske enheder",
         "de": "C.6 Rechtstr\u00e4gerkennung",
         "el": "\u0393.6 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03bd\u03bf\u03bc\u03b9\u03ba\u03ae\u03c2 \u03bf\u03bd\u03c4\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2",
         "es": "C.6 Identificador de persona jur\u00eddica",
         "et": "C.6 Juriidilise isiku tunnus",
         "fr": "C.6 Identifiant d\u2019entit\u00e9 juridique",
         "ga": "C.6 Aitheant\u00f3ir an eintitis dhl\u00edtheanaigh",
         "hr": "C.6 Identifikacijska oznaka pravne osobe",
         "it": "C.6 Identificativo della persona giuridica",
         "lv": "C.6 Juridisk\u0101s personas identifikators",
         "lt": "C.6 Juridinio asmens identifikatorius",
         "hu": "C.6 Jogalany-azonos\u00edt\u00f3",
         "mt": "C.6 Identifikatur ta\u2019 entit\u00e0 \u0121uridika",
         "nl": "C.6 Identificatiecode voor juridische entiteiten",
         "pl": "C.6 Identyfikator podmiotu prawnego",
         "pt": "C.6 Identificador de entidade jur\u00eddica",
         "ro": "C.6 Identificatorul entit\u0103\u021bii juridice",
         "sk": "C.6 Identifik\u00e1tor pr\u00e1vneho subjektu",
         "sl": "C.6 Identifikator pravnih subjektov",
         "fi": "C.6 Oikeushenkil\u00f6tunnus",
         "sv": "C.6 Identifieringskod f\u00f6r juridiska personer"
        },
        "doc": {
         "en": "Legal entity identifier of the operator of the trading platform"
        },
        "std": {
         "en": "Operator's legal entity identifier"
        }
       },
       "dt": "lei:leiItemType"
      },
      "mica:GenerationOfWasteElectricalAndElectronicEquipmentWEEE": {
       "labels": {
        "std": {
         "en": "Generation of waste electrical and electronic equipment (WEEE)"
        },
        "ns0": {
         "en": "S.22 Generation of waste electrical and electronic equipment (WEEE)",
         "bg": "S.22 \u041e\u0431\u0440\u0430\u0437\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 \u043e\u0442 \u0435\u043b\u0435\u043a\u0442\u0440\u0438\u0447\u0435\u0441\u043a\u043e \u0438 \u0435\u043b\u0435\u043a\u0442\u0440\u043e\u043d\u043d\u043e \u043e\u0431\u043e\u0440\u0443\u0434\u0432\u0430\u043d\u0435 (\u041e\u0415\u0415\u041e)",
         "cs": "S.22 Produkce odpadn\u00edch elektrick\u00fdch a\u00a0elektronick\u00fdch za\u0159\u00edzen\u00ed (OEEZ)",
         "da": "S.22 Produktion af affald af elektrisk og elektronisk udstyr (WEEE)",
         "de": "S.22 Aufkommen von Elektro- und Elektronik-Altger\u00e4ten (EEAG)",
         "el": "S.22 \u03a0\u03b1\u03c1\u03b1\u03b3\u03c9\u03b3\u03ae \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd \u03b7\u03bb\u03b5\u03ba\u03c4\u03c1\u03b9\u03ba\u03bf\u03cd \u03ba\u03b1\u03b9 \u03b7\u03bb\u03b5\u03ba\u03c4\u03c1\u03bf\u03bd\u03b9\u03ba\u03bf\u03cd \u03b5\u03be\u03bf\u03c0\u03bb\u03b9\u03c3\u03bc\u03bf\u03cd (\u0391\u0397\u0397\u0395)",
         "es": "S.22 Generaci\u00f3n de residuos de aparatos el\u00e9ctricos y electr\u00f3nicos (RAEE)",
         "et": "S.22 Elektri- ja elektroonikaseadmete romude (elektroonikaromude) teke",
         "fr": "S.22 Production de d\u00e9chets d\u2019\u00e9quipements \u00e9lectriques et \u00e9lectroniques (DEEE)",
         "ga": "S.22 Gini\u00faint dramhthrealaimh leictrigh agus leictreonaigh (DTLL)",
         "hr": "S.22 Proizvodnja otpadne elektri\u010dne i elektroni\u010dke opreme (OEEO)",
         "it": "S.22 Produzione di rifiuti di apparecchiature elettriche ed elettroniche (RAEE)",
         "lv": "S.22 Elektrisko un elektronisko iek\u0101rtu atkritumu (EEIA) rad\u012b\u0161ana",
         "lt": "S.22 Elektros ir elektronin\u0117s \u012frangos atliek\u0173 (EE\u012eA) susidarymas",
         "hu": "S.22 Elektromos \u00e9s elektronikus berendez\u00e9sek hullad\u00e9kainak keletkez\u00e9se (WEE)",
         "mt": "S.22 \u0120enerazzjoni ta\u2019 skart ta\u2019 tag\u0127mir elettriku u elettroniku (WEEE, waste electrical and electronic equipment)",
         "nl": "S.22 Productie afgedankte elektrische en elektronische apparatuur (AEEA)",
         "pl": "S.22 Wytwarzanie zu\u017cytego sprz\u0119tu elektrycznego i\u00a0elektronicznego (WEEE)",
         "pt": "S.22 Produ\u00e7\u00e3o de res\u00edduos de equipamentos el\u00e9tricos e eletr\u00f3nicos (REEE)",
         "ro": "S.22 Generarea de de\u0219euri de echipamente electrice \u0219i electronice (DEEE)",
         "sk": "S.22 Vznik odpadu z\u00a0elektrick\u00fdch a\u00a0elektronick\u00fdch zariaden\u00ed (OEEZ)",
         "sl": "S.22 Nastajanje odpadne elektri\u010dne in elektronske opreme (OEEO)",
         "fi": "S.22 S\u00e4hk\u00f6- ja elektroniikkalaiteromun syntyminen",
         "sv": "S.22 Genererat avfall som utg\u00f6rs av eller inneh\u00e5ller elektrisk och elektronisk utrustning (WEEE)"
        },
        "doc": {
         "en": "Total amount of WEEE generated for the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year."
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:OfferorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw": {
       "labels": {
        "ns0": {
         "en": "A.7 Another identifier required pursuant to applicable national law",
         "bg": "A.7 \u0414\u0440\u0443\u0433 \u0438\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434, \u0438\u0437\u0438\u0441\u043a\u0432\u0430\u043d \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u043f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u043e\u0442\u043e \u043d\u0430\u0446\u0438\u043e\u043d\u0430\u043b\u043d\u043e \u043f\u0440\u0430\u0432\u043e",
         "cs": "A.7 Jin\u00fd identifik\u00e1tor vy\u017eadovan\u00fd podle platn\u00fdch vnitrost\u00e1tn\u00edch pr\u00e1vn\u00edch p\u0159edpis\u016f",
         "da": "A.7 Anden identifikator p\u00e5kr\u00e6vet i henhold til g\u00e6ldende national ret",
         "de": "A.7 Sonstige nach geltendem nationalem Recht erforderliche Kennung",
         "el": "A.7 \u0386\u03bb\u03bb\u03bf\u03c2 \u03b1\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03c0\u03bf\u03c5 \u03b1\u03c0\u03b1\u03b9\u03c4\u03b5\u03af\u03c4\u03b1\u03b9 \u03b4\u03c5\u03bd\u03ac\u03bc\u03b5\u03b9 \u03c4\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03bf\u03c5 \u03b5\u03b8\u03bd\u03b9\u03ba\u03bf\u03cd \u03b4\u03b9\u03ba\u03b1\u03af\u03bf\u03c5",
         "es": "A.7 Otro identificador exigido en virtud del Derecho nacional aplicable",
         "et": "A.7 Kohaldatava riigisisese \u00f5iguse kohaselt n\u00f5utav muu tunnus",
         "fr": "A.7 Autre identifiant requis par le droit national applicable",
         "ga": "A.7 Aitheant\u00f3ir eile a cheangla\u00edtear de bhun an dl\u00ed n\u00e1isi\u00fanta is infheidhme",
         "hr": "A.7 Druga identifikacijska oznaka propisana primjenjivim nacionalnim pravom",
         "it": "A.7 Altro identificativo richiesto a norma del diritto nazionale applicabile",
         "lv": "A.7 Cits identifikators, kas tiek piepras\u012bts saska\u0146\u0101 ar piem\u0113rojamiem valsts ties\u012bbu aktiem",
         "lt": "A.7 Kitas identifikatorius, privalomas pagal taikytin\u0105 nacionalin\u0119 teis\u0119",
         "hu": "A.7. Az alkalmazand\u00f3 nemzeti jog \u00e1ltal el\u0151\u00edrt egy\u00e9b azonos\u00edt\u00f3",
         "mt": "A.7 Identifikatur ie\u0127or me\u0127tie\u0121 skont il-li\u0121i nazzjonali applikabbli",
         "nl": "A.7 Een andere op grond van toepasselijk nationaal recht vereiste identificatiecode",
         "pl": "A.7 Inny identyfikator wymagany zgodnie z\u00a0maj\u0105cym zastosowanie prawem krajowym",
         "pt": "A.7 Outro identificador exigido nos termos da legisla\u00e7\u00e3o nacional aplic\u00e1vel",
         "ro": "A.7 Un alt identificator necesar \u00een temeiul dreptului intern aplicabil",
         "sk": "A.7 In\u00fd identifik\u00e1tor po\u017eadovan\u00fd pod\u013ea pr\u00edslu\u0161n\u00e9ho vn\u00fatro\u0161t\u00e1tneho pr\u00e1va",
         "sl": "A.7 Drug identifikator, ki se zahteva na podlagi veljavnega nacionalnega prava",
         "fi": "A.7 Muu sovellettavan kansallisen lains\u00e4\u00e4d\u00e4nn\u00f6n nojalla vaadittu tunnus",
         "sv": "A.7 Annan identifieringskod som kr\u00e4vs enligt till\u00e4mplig nationell r\u00e4tt"
        },
        "doc": {
         "en": "National identifier based on the nationality of the offeror or the person seeking admission to trading, if required under the applicable national law\nThis field only applies to entities that are not eligible for a legal entity identifier and for which a national identifier is required under applicable national law."
        },
        "std": {
         "en": "Offeror's another identifier required pursuant to applicable national law"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersLegalEntityIdentifier": {
       "labels": {
        "std": {
         "en": "Issuer's legal entity identifier"
        },
        "doc": {
         "en": "Legal entity identifier"
        },
        "ns0": {
         "en": "B.7 Legal entity identifier",
         "bg": "B.7 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u043f\u0440\u0430\u0432\u043d\u0438\u044f \u0441\u0443\u0431\u0435\u043a\u0442",
         "cs": "B.7 Identifika\u010dn\u00ed k\u00f3d pr\u00e1vnick\u00e9 osoby",
         "da": "B.7 Identifikator for juridiske enheder",
         "de": "B.7 Rechtstr\u00e4gerkennung",
         "el": "B.7 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03bd\u03bf\u03bc\u03b9\u03ba\u03ae\u03c2 \u03bf\u03bd\u03c4\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2",
         "es": "B.7 Identificador de persona jur\u00eddica",
         "et": "B.7 Juriidilise isiku tunnus",
         "fr": "B.7 Identifiant d\u2019entit\u00e9 juridique",
         "ga": "B.7 Aitheant\u00f3ir an eintitis dhl\u00edtheanaigh",
         "hr": "B.7 Identifikacijska oznaka pravne osobe",
         "it": "B.7 Identificativo della persona giuridica",
         "lv": "B.7 Juridisk\u0101s personas identifikators",
         "lt": "B.7 Juridinio asmens identifikatorius",
         "hu": "B.7 Jogalany-azonos\u00edt\u00f3",
         "mt": "B.7 Identifikatur ta\u2019 entit\u00e0 \u0121uridika",
         "nl": "B.7 Identificatiecode voor juridische entiteiten",
         "pl": "B.7 Identyfikator podmiotu prawnego",
         "pt": "B.7 Identificador de entidade jur\u00eddica",
         "ro": "B.7 Identificatorul entit\u0103\u021bii juridice",
         "sk": "B.7 Identifik\u00e1tor pr\u00e1vneho subjektu",
         "sl": "B.7 Identifikator pravnih subjektov",
         "fi": "B.7 Oikeushenkil\u00f6tunnus",
         "sv": "B.7 Identifieringskod f\u00f6r juridiska personer"
        }
       },
       "dt": "lei:leiItemType"
      },
      "mica:OperatorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw": {
       "labels": {
        "ns0": {
         "en": "C.7 Another identifier required pursuant to applicable national law",
         "bg": "C.7 \u0414\u0440\u0443\u0433 \u0438\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434, \u0438\u0437\u0438\u0441\u043a\u0432\u0430\u043d \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u043f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u043e\u0442\u043e \u043d\u0430\u0446\u0438\u043e\u043d\u0430\u043b\u043d\u043e \u043f\u0440\u0430\u0432\u043e",
         "cs": "C.7 Jin\u00fd identifik\u00e1tor vy\u017eadovan\u00fd podle platn\u00fdch vnitrost\u00e1tn\u00edch pr\u00e1vn\u00edch p\u0159edpis\u016f",
         "da": "C.7 Anden identifikator p\u00e5kr\u00e6vet i henhold til g\u00e6ldende national ret",
         "de": "C.7 Sonstige nach geltendem nationalem Recht erforderliche Kennung",
         "el": "\u0393.7 \u0386\u03bb\u03bb\u03bf\u03c2 \u03b1\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03c0\u03bf\u03c5 \u03b1\u03c0\u03b1\u03b9\u03c4\u03b5\u03af\u03c4\u03b1\u03b9 \u03b4\u03c5\u03bd\u03ac\u03bc\u03b5\u03b9 \u03c4\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03bf\u03c5 \u03b5\u03b8\u03bd\u03b9\u03ba\u03bf\u03cd \u03b4\u03b9\u03ba\u03b1\u03af\u03bf\u03c5",
         "es": "C.7 Otro identificador exigido en virtud del Derecho nacional aplicable",
         "et": "C.7 Kohaldatava riigisisese \u00f5iguse kohaselt n\u00f5utav muu tunnus",
         "fr": "C.7 Autre identifiant requis par le droit national applicable",
         "ga": "C.7 Aitheant\u00f3ir eile a cheangla\u00edtear de bhun an dl\u00ed n\u00e1isi\u00fanta is infheidhme",
         "hr": "C.7 Druga identifikacijska oznaka propisana primjenjivim nacionalnim pravom",
         "it": "C.7 Altro identificativo richiesto a norma del diritto nazionale applicabile",
         "lv": "C.7 Cits identifikators, kas tiek piepras\u012bts saska\u0146\u0101 ar piem\u0113rojamiem valsts ties\u012bbu aktiem",
         "lt": "C.7 Kitas identifikatorius, privalomas pagal taikytin\u0105 nacionalin\u0119 teis\u0119",
         "hu": "C.7 Az alkalmazand\u00f3 nemzeti jog \u00e1ltal el\u0151\u00edrt egy\u00e9b azonos\u00edt\u00f3",
         "mt": "C.7 Identifikatur ie\u0127or me\u0127tie\u0121 skont il-li\u0121i nazzjonali applikabbli",
         "nl": "C.7 Een andere op grond van toepasselijk nationaal recht vereiste identificatiecode",
         "pl": "C.7 Inny identyfikator wymagany zgodnie z\u00a0maj\u0105cym zastosowanie prawem krajowym",
         "pt": "C.7 Outro identificador exigido nos termos da legisla\u00e7\u00e3o nacional aplic\u00e1vel",
         "ro": "C.7 Un alt identificator necesar \u00een temeiul dreptului intern aplicabil",
         "sk": "C.7 In\u00fd identifik\u00e1tor po\u017eadovan\u00fd pod\u013ea pr\u00edslu\u0161n\u00e9ho vn\u00fatro\u0161t\u00e1tneho pr\u00e1va",
         "sl": "C.7 Drug identifikator, ki se zahteva na podlagi veljavnega nacionalnega prava",
         "fi": "C.7 Muu sovellettavan kansallisen lains\u00e4\u00e4d\u00e4nn\u00f6n nojalla vaadittu tunnus",
         "sv": "C.7 Annan identifieringskod som kr\u00e4vs enligt till\u00e4mplig nationell r\u00e4tt"
        },
        "doc": {
         "en": "National identifier based on the nationality of the issuer, if required under the applicable national law. This field only applies to entities that are not eligible for a legal entity identifier and for which a national identifier is required under applicable national law."
        },
        "std": {
         "en": "Operator's another identifier required pursuant to applicable national law"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:KeyFeaturesOfGoodsOrServicesForUtilityTokenProjectsExplanatory": {
       "labels": {
        "ns0": {
         "en": "D.7 Key features of goods or services for utility token projects",
         "bg": "D.7 \u041e\u0441\u043d\u043e\u0432\u043d\u0438 \u0445\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438 \u043d\u0430 \u0441\u0442\u043e\u043a\u0438/\u0443\u0441\u043b\u0443\u0433\u0438 \u0437\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0438 \u0437\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "D.7 Kl\u00ed\u010dov\u00e9 vlastnosti zbo\u017e\u00ed/slu\u017eeb pro projekty t\u00fdkaj\u00edc\u00ed se u\u017eitn\u00fdch token\u016f",
         "da": "D.7 Hovedegenskaber ved varer/tjenester til utility token-projekter",
         "de": "D.7 Hauptmerkmale der Waren/Dienstleistungen f\u00fcr Utility-Token-Projekte",
         "el": "\u0394.7 \u0392\u03b1\u03c3\u03b9\u03ba\u03ac \u03c7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ac \u03b1\u03b3\u03b1\u03b8\u03ce\u03bd/\u03c5\u03c0\u03b7\u03c1\u03b5\u03c3\u03b9\u03ce\u03bd \u03b3\u03b9\u03b1 \u03c3\u03c7\u03ad\u03b4\u03b9\u03b1 \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "D.7 Caracter\u00edsticas clave de los productos/servicios para proyectos de fichas de consumo",
         "et": "D.7 Kaupade/teenuste p\u00f5hiomadused kasutustokeni projektide puhul",
         "fr": "D.7 Principales caract\u00e9ristiques des biens/services auxquels les projets de jetons utilitaires sont li\u00e9s",
         "ga": "D.7 Pr\u00edomhghn\u00e9ithe na nEarra\u00ed/Seirbh\u00eds\u00ed le haghaidh Tionscadail Comhartha\u00ed F\u00f3ntais",
         "hr": "D.7 Klju\u010dne zna\u010dajke robe/usluga za projekte koji se odnose na korisni\u010dke tokene",
         "it": "D.7 Principali caratteristiche dei beni/servizi relativi ai progetti di utility token",
         "lv": "D.7 Pre\u010du/pakalpojumu galven\u0101s iez\u012bmes pat\u0113ri\u0146a \u017eetonu projektiem",
         "lt": "D.7 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 projektuose naudojam\u0173 preki\u0173\u00a0/\u00a0paslaug\u0173 pagrindin\u0117s savyb\u0117s",
         "hu": "D.7 Az \u00e1ruk/szolg\u00e1ltat\u00e1sok f\u0151 jellemz\u0151i a felhaszn\u00e1l\u00f3itoken-projektekben",
         "mt": "D.7 Karatteristi\u010bi Ewlenin ta\u2019 O\u0121\u0121etti/Servizzi g\u0127al Pro\u0121etti ta\u2019 Tokens ta\u2019 Utilit\u00e0",
         "nl": "D.7 Sleutelkenmerken van goederen/diensten voor utility token-projecten",
         "pl": "D.7 Najwa\u017cniejsze cechy towar\u00f3w lub us\u0142ug powi\u0105zanych z\u00a0projektem dotycz\u0105cym token\u00f3w u\u017cytkowych",
         "pt": "D.7 Principais caracter\u00edsticas dos bens/servi\u00e7os para projetos de criptofichas de consumo",
         "ro": "D.7 Principalele caracteristici ale bunurilor/serviciilor pentru proiectele de tokenuri utilitare",
         "sk": "D.7 K\u013e\u00fa\u010dov\u00e9 vlastnosti tovaru/slu\u017eieb pre projekty \u00fa\u017eitkov\u00fdch tokenov",
         "sl": "D.7 Klju\u010dne zna\u010dilnosti blaga/storitev za projekte v\u00a0zvezi z\u00a0uporabni\u0161kim \u017eetonom",
         "fi": "D.7 Hy\u00f6dyketokeneita koskeviin hankkeisiin liittyvien tavaroiden/palveluiden keskeiset ominaisuudet",
         "sv": "D.7 V\u00e4sentliga egenskaper hos varor/tj\u00e4nster som ing\u00e5r i nyttotokenprojekt"
        },
        "std": {
         "en": "Key features of goods or services for utility token projects [text block]"
        },
        "doc": {
         "en": "Where applicable, key features of the goods or services to be developed for utility tokens crypto-asset projects."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OversubscriptionAllocationExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.7 Oversubscription allocation",
         "bg": "E.7 \u0420\u0430\u0437\u043f\u0440\u0435\u0434\u0435\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0441\u0432\u0440\u044a\u0445\u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435",
         "cs": "E.7 Alokace \u00fapis\u016f nad c\u00edlovou hodnotu",
         "da": "E.7 Fordeling af overtegning",
         "de": "E.7 Zuweisung von \u00dcberzeichnungen",
         "el": "E.7 \u039a\u03b1\u03c4\u03b1\u03bd\u03bf\u03bc\u03ae \u03c5\u03c0\u03b5\u03c1\u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.7 Asignaci\u00f3n del exceso de suscripciones",
         "et": "E.7 \u00dclem\u00e4rkimise jaotamine",
         "fr": "E.7 Allocation de sursouscriptions",
         "ga": "E.7 R\u00f3-shuibscr\u00edobh a leithdh\u00e1ileadh",
         "hr": "E.7 Raspodjela prekomjernih upisa",
         "it": "E.7 Assegnazione delle sottoscrizioni in eccesso",
         "lv": "E.7 Parakst\u012b\u0161an\u0101s p\u0101rsniegumu sadale",
         "lt": "E.7 Pasira\u0161ytos vir\u0161ytos sumos paskirstymas",
         "hu": "E.7 T\u00faljegyz\u00e9sek feloszt\u00e1sa",
         "mt": "E.7 Allokazzjoni ta\u2019 sottoskrizzjoni \u017cejda",
         "nl": "E.7 Toewijzing bij overtekening",
         "pl": "E.7 Przydzia\u0142 w\u00a0przypadku nadsubskrypcji",
         "pt": "E.7 Afeta\u00e7\u00e3o de sobressubscri\u00e7\u00f5es",
         "ro": "E.7 Alocarea suprasubscrierii",
         "sk": "E.7 Alok\u00e1cia nadmern\u00e9ho up\u00edsania",
         "sl": "E.7 Razporeditev prekora\u010ditve ciljnega vpisa",
         "fi": "E.7 Ylimerkint\u00f6jen kohdentaminen",
         "sv": "E.7 F\u00f6rdelning av \u00f6verteckningar"
        },
        "std": {
         "en": "Oversubscription allocation [text block]"
        },
        "doc": {
         "en": "Where oversubscriptions are accepted, how they are allocated."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory": {
       "labels": {
        "ns0": {
         "en": "G.7 Key features of goods or services utility tokens",
         "bg": "G.7 \u041e\u0441\u043d\u043e\u0432\u043d\u0438 \u0445\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438 \u043d\u0430 \u0441\u0442\u043e\u043a\u0438\u0442\u0435/\u0443\u0441\u043b\u0443\u0433\u0438\u0442\u0435 \u0437\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "G.7 Kl\u00ed\u010dov\u00e9 vlastnosti zbo\u017e\u00ed/slu\u017eeb u\u017eitn\u00fdch token\u016f",
         "da": "G.7 Hovedegenskaber ved de p\u00e5g\u00e6ldende utility token-varer/tjenester",
         "de": "G.7 Hauptmerkmale der Waren/Dienstleistungen von Utility-Token",
         "el": "\u0396.7 \u0392\u03b1\u03c3\u03b9\u03ba\u03ac \u03c7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ac \u03b1\u03b3\u03b1\u03b8\u03ce\u03bd/\u03c5\u03c0\u03b7\u03c1\u03b5\u03c3\u03b9\u03ce\u03bd \u03c4\u03c9\u03bd \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "G.7 Caracter\u00edsticas clave de los productos/servicios de las fichas de consumo",
         "et": "G.7 Kaupade/teenuste p\u00f5hiomadused kasutustokeni projektide puhul",
         "fr": "G.7 Principales caract\u00e9ristiques des biens/services auxquels les jetons utilitaires sont li\u00e9s",
         "ga": "G.7 Pr\u00edomhghn\u00e9ithe earra\u00ed/seirbh\u00eds\u00ed na gcomhartha\u00ed f\u00f3ntais",
         "hr": "G.7 Klju\u010dne zna\u010dajke robe/usluga korisni\u010dkih tokena",
         "it": "G.7 Caratteristiche principali dei beni/servizi degli utility token",
         "lv": "G.7 Pat\u0113ri\u0146a \u017eetonu pre\u010du/pakalpojumu galven\u0101s iez\u012bmes",
         "lt": "G.7 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 preki\u0173\u00a0/\u00a0paslaug\u0173 pagrindin\u0117s savyb\u0117s",
         "hu": "G.7 A felhaszn\u00e1l\u00f3i tokenekhez kapcsol\u00f3d\u00f3 \u00e1ruk/szolg\u00e1ltat\u00e1sok f\u0151 jellemz\u0151i",
         "mt": "G.7 Karatteristi\u010bi ewlenin tal-o\u0121\u0121etti/tas-servizzi tat-tokens ta\u2019 utilit\u00e0",
         "nl": "G.7 Sleutelkenmerken van goederen/diensten van utility tokens",
         "pl": "G.7 Najwa\u017cniejsze cechy towar\u00f3w lub us\u0142ug powi\u0105zanych z\u00a0tokenami u\u017cytkowymi",
         "pt": "G.7 Principais caracter\u00edsticas dos bens/servi\u00e7os de criptofichas de consumo",
         "ro": "G.7 Principalele caracteristici ale bunurilor/serviciilor la care se refer\u0103 tokenurile utilitare",
         "sk": "G.7 K\u013e\u00fa\u010dov\u00e9 vlastnosti tovaru/slu\u017eieb v\u00a0s\u00favislosti s\u00a0\u00fa\u017eitkov\u00fdmi tokenmi",
         "sl": "G.7 Klju\u010dne zna\u010dilnosti blaga/storitev v\u00a0zvezi z\u00a0uporabni\u0161kimi \u017eetoni",
         "fi": "G.7 Hy\u00f6dyketokeneihin liittyvien tavaroiden/palveluiden keskeiset ominaisuudet",
         "sv": "G.7 V\u00e4sentliga egenskaper hos varor/tj\u00e4nster f\u00f6r nyttotoken"
        },
        "doc": {
         "en": "Information about the quality and quantity of goods or services to which the utility tokens give access."
        },
        "std": {
         "en": "Key features of goods and services of utility tokens [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory": {
       "labels": {
        "std": {
         "en": "Description of DLT functionality for other token [text block]"
        },
        "ns0": {
         "en": "H.7 DLT functionality description",
         "bg": "H.7 \u041e\u043f\u0438\u0441\u0430\u043d\u0438\u0435 \u043d\u0430 \u0444\u0443\u043d\u043a\u0446\u0438\u0438\u0442\u0435 \u043d\u0430 \u0422\u0414\u0420",
         "cs": "H.7 Popis funkc\u00ed DLT",
         "da": "H.7 Beskrivelse af DLT-funktionen",
         "de": "H.7 Beschreibung der Funktionsweise der Distributed-Ledger-Technologie",
         "el": "H.7 \u03a0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae \u03bb\u03b5\u03b9\u03c4\u03bf\u03c5\u03c1\u03b3\u03af\u03b1\u03c2 \u03c4\u03b7\u03c2 DLT",
         "es": "H.7 Descripci\u00f3n de la funcionalidad TRD",
         "et": "H.7 Hajusraamatu tehnoloogia funktsionaalsuse kirjeldus",
         "fr": "H.7 Description de la fonctionnalit\u00e9 DLT",
         "ga": "H.7 Tuairisc ar fheidhmi\u00falacht DLT",
         "hr": "H.7 Opis funkcionalnosti DLT-a",
         "it": "H.7 Descrizione delle funzionalit\u00e0 DLT",
         "lv": "H.7 SVT funkcionalit\u0101tes apraksts",
         "lt": "H.7 PRT funkcij\u0173 apra\u0161ymas",
         "hu": "H.7 A megosztott f\u0151k\u00f6nyvi technol\u00f3gia m\u0171k\u00f6d\u00e9s\u00e9nek le\u00edr\u00e1sa",
         "mt": "H.7 Deskrizzjoni tal-funzjonalit\u00e0 tad-DLT",
         "nl": "H.7 Beschrijving DLT-functionaliteit",
         "pl": "H.7 Opis funkcjonowania DLT",
         "pt": "H.7 Descri\u00e7\u00e3o da funcionalidade DLT",
         "ro": "H.7 Descrierea func\u021bionalit\u0103\u021bii DLT",
         "sk": "H.7 Opis funk\u010dnosti DLT",
         "sl": "H.7 Opis delovanja DLT",
         "fi": "H.7 Kuvaus hajautetun tilikirjan teknologian toiminnasta",
         "sv": "H.7 Beskrivning av hur tekniken f\u00f6r distribuerade liggare fungerar"
        },
        "doc": {
         "en": "If the DLT is operated by the issuer or a third party acting on the issuer\u2019s behalf, a detailed description of the functioning of such distributed ledger technology."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NonrecycledWEEEratio": {
       "labels": {
        "std": {
         "en": "Non-recycled WEEE ratio"
        },
        "ns0": {
         "en": "S.23 Non-recycled WEEE ratio",
         "bg": "S.23 \u0421\u044a\u043e\u0442\u043d\u043e\u0448\u0435\u043d\u0438\u0435 \u043d\u0430 \u043d\u0435\u0440\u0435\u0446\u0438\u043a\u043b\u0438\u0440\u0430\u043d\u0438\u0442\u0435 \u041e\u0415\u0415\u041e",
         "cs": "S.23 Pod\u00edl nerecyklovan\u00fdch za\u0159\u00edzen\u00ed OEEZ",
         "da": "S.23 Andel ikkegenanvendt WEEE",
         "de": "S.23 Anteil nicht recycelter Elektro- und Elektronik-Altger\u00e4te",
         "el": "S.23 \u0391\u03bd\u03b1\u03bb\u03bf\u03b3\u03af\u03b1 \u03bc\u03b7 \u03b1\u03bd\u03b1\u03ba\u03c5\u03ba\u03bb\u03c9\u03bc\u03ad\u03bd\u03c9\u03bd \u0391\u0397\u0397\u0395",
         "es": "S.23 Ratio de RAEE no reciclados",
         "et": "S.23 Ringlusse v\u00f5tmata elektroonikaromude suhtarv",
         "fr": "S.23 Taux de DEEE non recycl\u00e9s",
         "ga": "S.23 C\u00f3imheas DTLL neamh-athch\u00fars\u00e1ilte",
         "hr": "S.23 Udio nerecikliranog OEEO-a",
         "it": "S.23 Tasso di RAEE non riciclati",
         "lv": "S.23 Nep\u0101rstr\u0101d\u0101to EEIA \u012bpatsvars",
         "lt": "S.23 Neperdirbt\u0173 EE\u012eA santykis",
         "hu": "S.23 Az elektromos \u00e9s elektronikus berendez\u00e9sek nem \u00fajrafeldolgozott hullad\u00e9kainak ar\u00e1nya",
         "mt": "S.23 Proporzjon tal-WEEE mhux ri\u010biklat",
         "nl": "S.23 Aandeel niet-gerecycled AEEA",
         "pl": "S.23 Wsp\u00f3\u0142czynnik WEEE niepoddanego recyklingowi",
         "pt": "S.23 R\u00e1cio de REEE n\u00e3o reciclados",
         "ro": "S.23 Procentul de DEEE nereciclate",
         "sk": "S.23 Podiel nerecyklovan\u00e9ho OEEZ",
         "sl": "S.23 Dele\u017e nereciklirane OEEO",
         "fi": "S.23 Kierr\u00e4tt\u00e4m\u00e4tt\u00f6m\u00e4n s\u00e4hk\u00f6- ja elektroniikkalaiteromun osuus",
         "sv": "S.23 Andelen avfall som utg\u00f6rs av eller inneh\u00e5ller elektrisk och elektronisk utrustning och som inte \u00e5tervinns"
        },
        "doc": {
         "en": "Share of the total amount of WEEE generated for the validation of transactions and the maintenance of the integrity of the distributed ledger, not recycled per calendar year."
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:IssuersAnotherIdentifierRequiredPursuantToApplicableNationalLaw": {
       "labels": {
        "ns0": {
         "en": "B.8 Another identifier required pursuant to applicable national law",
         "bg": "B.8 \u0414\u0440\u0443\u0433 \u0438\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434, \u0438\u0437\u0438\u0441\u043a\u0432\u0430\u043d \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u043f\u0440\u0438\u043b\u043e\u0436\u0438\u043c\u043e\u0442\u043e \u043d\u0430\u0446\u0438\u043e\u043d\u0430\u043b\u043d\u043e \u043f\u0440\u0430\u0432\u043e",
         "cs": "B.8 Jin\u00fd identifik\u00e1tor vy\u017eadovan\u00fd podle platn\u00fdch vnitrost\u00e1tn\u00edch pr\u00e1vn\u00edch p\u0159edpis\u016f",
         "da": "B.8 Anden identifikator p\u00e5kr\u00e6vet i henhold til g\u00e6ldende national ret",
         "de": "B.8 Sonstige nach geltendem nationalem Recht erforderliche Kennung",
         "el": "B.8 \u0386\u03bb\u03bb\u03bf\u03c2 \u03b1\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03c0\u03bf\u03c5 \u03b1\u03c0\u03b1\u03b9\u03c4\u03b5\u03af\u03c4\u03b1\u03b9 \u03b4\u03c5\u03bd\u03ac\u03bc\u03b5\u03b9 \u03c4\u03bf\u03c5 \u03b5\u03c6\u03b1\u03c1\u03bc\u03bf\u03c3\u03c4\u03ad\u03bf\u03c5 \u03b5\u03b8\u03bd\u03b9\u03ba\u03bf\u03cd \u03b4\u03b9\u03ba\u03b1\u03af\u03bf\u03c5",
         "es": "B.8 Otro identificador exigido en virtud del Derecho nacional aplicable",
         "et": "B.8 Kohaldatava riigisisese \u00f5iguse kohaselt n\u00f5utav muu tunnus",
         "fr": "B.8 Autre identifiant requis par le droit national applicable",
         "ga": "B.8 Aitheant\u00f3ir eile a cheangla\u00edtear de bhun an dl\u00ed n\u00e1isi\u00fanta is infheidhme",
         "hr": "B.8 Druga identifikacijska oznaka propisana primjenjivim nacionalnim pravom",
         "it": "B.8 Altro identificativo richiesto a norma del diritto nazionale applicabile",
         "lv": "B.8 Cits identifikators, kas tiek piepras\u012bts saska\u0146\u0101 ar piem\u0113rojamiem valsts ties\u012bbu aktiem",
         "lt": "B.8 Kitas identifikatorius, privalomas pagal taikytin\u0105 nacionalin\u0119 teis\u0119",
         "hu": "B.8 Az alkalmazand\u00f3 nemzeti jog \u00e1ltal el\u0151\u00edrt egy\u00e9b azonos\u00edt\u00f3",
         "mt": "B.8 Identifikatur ie\u0127or me\u0127tie\u0121 skont il-li\u0121i nazzjonali applikabbli",
         "nl": "B.8 Een andere op grond van toepasselijk nationaal recht vereiste identificatiecode",
         "pl": "B.8 Inny identyfikator wymagany zgodnie z\u00a0maj\u0105cym zastosowanie prawem krajowym",
         "pt": "B.8 Outro identificador exigido nos termos da legisla\u00e7\u00e3o nacional aplic\u00e1vel",
         "ro": "B.8 Un alt identificator necesar \u00een temeiul dreptului intern aplicabil",
         "sk": "B.8 In\u00fd identifik\u00e1tor po\u017eadovan\u00fd pod\u013ea pr\u00edslu\u0161n\u00e9ho vn\u00fatro\u0161t\u00e1tneho pr\u00e1va",
         "sl": "B.8 Drug identifikator, ki se zahteva na podlagi veljavnega nacionalnega prava",
         "fi": "B.8 Muu sovellettavan kansallisen lains\u00e4\u00e4d\u00e4nn\u00f6n nojalla vaadittu tunnus",
         "sv": "B.8 Annan identifieringskod som kr\u00e4vs enligt till\u00e4mplig nationell r\u00e4tt"
        },
        "std": {
         "en": "Issuer's another identifier required pursuant to applicable national law"
        },
        "doc": {
         "en": "National identifier based on the nationality of the issuer, if required under the applicable national law.\nThis field only applies to entities that are not eligible for a legal entity identifier and for which a national identifier is required under applicable national law."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IdentificationOfOperatorsParentCompany": {
       "labels": {
        "ns0": {
         "en": "C.8 Parent company",
         "bg": "C.8 \u0414\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "C.8 Mate\u0159sk\u00e1 spole\u010dnost",
         "da": "C.8 Moderselskab",
         "de": "C.8 Mutterunternehmen",
         "el": "\u0393.8 \u039c\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1",
         "es": "C.8 Empresa matriz",
         "et": "C.8 Emaettev\u00f5tja",
         "fr": "C.8 Soci\u00e9t\u00e9 m\u00e8re",
         "ga": "C.8 M\u00e1thairghn\u00f3thas",
         "hr": "C.8 Mati\u010dno dru\u0161tvo",
         "it": "C.8 Societ\u00e0 madre",
         "lv": "C.8 M\u0101tesuz\u0146\u0113mums",
         "lt": "C.8 Patronuojan\u010dioji \u012fmon\u0117",
         "hu": "C.8 Anyav\u00e1llalat",
         "mt": "C.8 Kumpanija omm",
         "nl": "C.8 Moederonderneming",
         "pl": "C.8 Jednostka dominuj\u0105ca",
         "pt": "C.8 Empresa-m\u00e3e",
         "ro": "C.8 Societatea-mam\u0103",
         "sk": "C.8 Matersk\u00e1 spolo\u010dnos\u0165",
         "sl": "C.8 Nadrejeno podjetje",
         "fi": "C.8 Emoyritys",
         "sv": "C.8 Moderf\u00f6retag"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field C.6."
        },
        "std": {
         "en": "Identification of operator's parent company"
        },
        "doc": {
         "en": "Where applicable, the identity of the parent company."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:UtilityTokensRedemptionExplanatory": {
       "labels": {
        "ns0": {
         "en": "G.8 Utility tokens redemption",
         "bg": "G.8 \u041e\u0431\u0440\u0430\u0442\u043d\u043e \u0438\u0437\u043a\u0443\u043f\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "G.8 Zp\u011btn\u00e1 v\u00fdm\u011bna u\u017eitn\u00fdch token\u016f",
         "da": "G.8 Utility token-indl\u00f8sning",
         "de": "G.8 Einl\u00f6sung von Utility-Token",
         "el": "\u0396.8 \u0395\u03be\u03b1\u03c1\u03b3\u03cd\u03c1\u03c9\u03c3\u03b7 \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "G.8 Reembolso de la ficha de consumo",
         "et": "G.8 Kasutustokenite lunastamine",
         "fr": "G.8 Remboursement des jetons utilitaires",
         "ga": "G.8 Comhartha\u00ed f\u00f3ntais a fhuascailt",
         "hr": "G.8 Iskup korisni\u010dkih tokena",
         "it": "G.8 Riscatto degli utility token",
         "lv": "G.8 Pat\u0113ri\u0146a \u017eetonu izpirk\u0161ana",
         "lt": "G.8 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 i\u0161pirkimas",
         "hu": "G.8 A felhaszn\u00e1l\u00f3i tokenek visszav\u00e1lt\u00e1sa",
         "mt": "G.8 Tifdija ta\u2019 tokens ta\u2019 utilit\u00e0",
         "nl": "G.8 Inwisseling utility tokens",
         "pl": "G.8 Wykup token\u00f3w u\u017cytkowych",
         "pt": "G.8 Reembolso das criptofichas de consumo",
         "ro": "G.8 R\u0103scump\u0103rarea tokenurilor utilitare",
         "sk": "G.8 Sp\u00e4tn\u00e1 v\u00fdmena \u00fa\u017eitkov\u00fdch tokenov",
         "sl": "G.8 Unov\u010denje uporabni\u0161kih \u017eetonov",
         "fi": "G.8 Hy\u00f6dyketokenien lunastaminen",
         "sv": "G.8 Inl\u00f6sen av nyttotoken"
        },
        "doc": {
         "en": "Information on how utility tokens can be redeemed for goods or services to which they relate."
        },
        "ns1": {
         "en": "Only applicable if field G.7 is true"
        },
        "std": {
         "en": "Utility tokens redemption [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:GenerationOfHazardousWaste": {
       "labels": {
        "std": {
         "en": "Generation of hazardous waste"
        },
        "ns0": {
         "en": "S.24 Generation of hazardous waste",
         "bg": "S.24 \u041e\u0431\u0440\u0430\u0437\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u043f\u0430\u0441\u043d\u0438 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438",
         "cs": "S.24 Produkce nebezpe\u010dn\u00e9ho odpadu",
         "da": "S.24 Produktion af farligt affald",
         "de": "S.24 Erzeugung gef\u00e4hrlicher Abf\u00e4lle",
         "el": "S.24 \u03a0\u03b1\u03c1\u03b1\u03b3\u03c9\u03b3\u03ae \u03b5\u03c0\u03b9\u03ba\u03af\u03bd\u03b4\u03c5\u03bd\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd",
         "es": "S.24 Generaci\u00f3n de residuos peligrosos",
         "et": "S.24 Ohtlike j\u00e4\u00e4tmete teke",
         "fr": "S.24 Production de d\u00e9chets dangereux",
         "ga": "S.24 Gini\u00faint dramha\u00edola guais\u00ed",
         "hr": "S.24 Proizvodnja opasnog otpada",
         "it": "S.24 Produzione di rifiuti pericolosi",
         "lv": "S.24 B\u012bstamo atkritumu rad\u012b\u0161ana",
         "lt": "S.24 Pavojing\u0173j\u0173 atliek\u0173 susidarymas",
         "hu": "S.24 Vesz\u00e9lyes hullad\u00e9k keletkez\u00e9se",
         "mt": "S.24 \u0120enerazzjoni ta\u2019 skart perikolu\u017c",
         "nl": "S.24 Productie gevaarlijke afvalstoffen",
         "pl": "S.24 Wytwarzanie odpad\u00f3w niebezpiecznych",
         "pt": "S.24 Produ\u00e7\u00e3o de res\u00edduos perigosos",
         "ro": "S.24 Generarea de de\u0219euri periculoase",
         "sk": "S.24 Vznik nebezpe\u010dn\u00e9ho odpadu",
         "sl": "S.24 Nastajanje nevarnih odpadkov",
         "fi": "S.24 Vaarallisen j\u00e4tteen syntyminen",
         "sv": "S.24 Generering av farligt avfall"
        },
        "doc": {
         "en": "Total amount of hazardous waste generated for the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year."
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:IdentificationOfIssuersParentCompany": {
       "labels": {
        "ns0": {
         "en": "B.9 Parent company",
         "bg": "B.9 \u0414\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "B.9 Mate\u0159sk\u00e1 spole\u010dnost",
         "da": "B.9 Moderselskab",
         "de": "B.9 Mutterunternehmen",
         "el": "B.9 \u039c\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1",
         "es": "B.9 Empresa matriz",
         "et": "B.9 Emaettev\u00f5tja",
         "fr": "B.9 Soci\u00e9t\u00e9 m\u00e8re",
         "ga": "B.9 M\u00e1thairghn\u00f3thas",
         "hr": "B.9 Mati\u010dno dru\u0161tvo",
         "it": "B.9 Societ\u00e0 madre",
         "lv": "B.9 M\u0101tesuz\u0146\u0113mums",
         "lt": "B.9 Patronuojan\u010dioji \u012fmon\u0117",
         "hu": "B.9 Anyav\u00e1llalat",
         "mt": "B.9 Kumpanija omm",
         "nl": "B.9 Moederonderneming",
         "pl": "B.9 Jednostka dominuj\u0105ca",
         "pt": "B.9 Empresa-m\u00e3e",
         "ro": "B.9 Societatea-mam\u0103",
         "sk": "B.9 Matersk\u00e1 spolo\u010dnos\u0165",
         "sl": "B.9 Nadrejeno podjetje",
         "fi": "B.9 Emoyritys",
         "sv": "B.9 Moderf\u00f6retag"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field B.7."
        },
        "std": {
         "en": "Identification of issuer's parent company"
        },
        "doc": {
         "en": "Where applicable, the identity of the parent company."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:ReasonForCryptoassetWhitePaperPreparationExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.9 Reason for crypto-asset white paper preparation",
         "bg": "C.9 \u041f\u0440\u0438\u0447\u0438\u043d\u0430 \u0437\u0430 \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u043d\u0435\u0442\u043e \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "C.9 D\u016fvod p\u0159\u00edpravy b\u00edl\u00e9 knihy kryptoaktiva",
         "da": "C.9 Begrundelse for udarbejdelse af hvidbogen om kryptoaktiver",
         "de": "C.9 Grund f\u00fcr die Erstellung des Kryptowerte-Whitepapers",
         "el": "\u0393.9 \u039b\u03cc\u03b3\u03bf\u03c2 \u03ba\u03b1\u03c4\u03ac\u03c1\u03c4\u03b9\u03c3\u03b7\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "C.9 Motivo de la preparaci\u00f3n del libro blanco de criptoactivos",
         "et": "C.9 Kr\u00fcptovara valge raamatu koostamise p\u00f5hjus",
         "fr": "C.9 Raison justifiant l\u2019\u00e9laboration du livre blanc sur le crypto-actif",
         "ga": "C.9 An ch\u00fais le p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed a ullmh\u00fa",
         "hr": "C.9 Razlog za izradu bijele knjige o kriptoimovini",
         "it": "C.9 Motivo della preparazione del White Paper sulle cripto-attivit\u00e0",
         "lv": "C.9 Kriptoakt\u012bvu balt\u0101s gr\u0101matas sagatavo\u0161anas iemesls",
         "lt": "C.9 Kriptoturto baltosios knygos rengimo prie\u017eastis",
         "hu": "C.9 A kriptoeszk\u00f6z-alapdokumentum elk\u00e9sz\u00edt\u00e9s\u00e9nek oka",
         "mt": "C.9 Ra\u0121uni g\u0127at-t\u0127ejjija tal-white paper dwar il-kriptoassi",
         "nl": "C.9 Reden voor opstellen cryptoactivawitboek",
         "pl": "C.9 Pow\u00f3d sporz\u0105dzenia dokumentu informacyjnego dotycz\u0105cego kryptoaktywa",
         "pt": "C.9 Raz\u00e3o para a elabora\u00e7\u00e3o do livrete do criptoativo",
         "ro": "C.9 Motivul elabor\u0103rii c\u0103r\u021bii albe pentru criptoactive",
         "sk": "C.9 D\u00f4vod vypracovania bieleho dokladu o\u00a0kryptoakt\u00edvach",
         "sl": "C.9 Razlog za pripravo bele knjige o\u00a0kriptosredstvu",
         "fi": "C.9 Syy kryptovaran kuvauksen laatimiseen",
         "sv": "C.9 Anledning till utarbetande av vitbok om kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Reason for crypto-asset white paper preparation [text block]"
        },
        "doc": {
         "en": "The reason why the operator of the trading platform drew up the crypto-asset white paper."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:GenerationOfWasteAllTypes": {
       "labels": {
        "std": {
         "en": "Generation of waste (all types)"
        },
        "ns0": {
         "en": "S.25 Generation of waste (all types)",
         "bg": "S.25 \u041e\u0431\u0440\u0430\u0437\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.25 Produkce odpadu (v\u0161ech druh\u016f)",
         "da": "S.25 Affaldsproduktion (alle typer)",
         "de": "S.25 Erzeugung von Abf\u00e4llen (alle Arten)",
         "el": "S.25 \u03a0\u03b1\u03c1\u03b1\u03b3\u03c9\u03b3\u03ae \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.25 Generaci\u00f3n de residuos (todos los tipos)",
         "et": "S.25 J\u00e4\u00e4tmeteke (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.25 Production de d\u00e9chets (de tous types)",
         "ga": "S.25 Gini\u00faint dramha\u00edola (gach cine\u00e1l)",
         "hr": "S.25 Proizvodnja otpada (sve vrste)",
         "it": "S.25 Produzione di rifiuti (tutti i tipi)",
         "lv": "S.25 Atkritumu (visu veidu) rad\u012b\u0161ana",
         "lt": "S.25 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 susidarymas",
         "hu": "S.25 Hullad\u00e9kk\u00e9pz\u0151d\u00e9s (valamennyi t\u00edpus)",
         "mt": "S.25 \u0120enerazzjoni tal-iskart (kull tip)",
         "nl": "S.25 Productie afval (alle soorten)",
         "pl": "S.25 Wytwarzanie odpad\u00f3w (wszystkie rodzaje)",
         "pt": "S.25 Produ\u00e7\u00e3o de res\u00edduos (todos os tipos)",
         "ro": "S.25 Generarea de de\u0219euri (toate tipurile)",
         "sk": "S.25 Vznik odpadu (v\u0161etky druhy)",
         "sl": "S.25 Nastajanje odpadkov (vseh vrst)",
         "fi": "S.25 J\u00e4tteen syntyminen (kaikki tyypit)",
         "sv": "S.25 Generering av avfall (alla typer)"
        },
        "doc": {
         "en": "Total amount of waste generated by the validation of transactions and the maintenance of the integrity of the distributed ledger."
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:NonrecycledWasteRatioAllTypes": {
       "labels": {
        "std": {
         "en": "Non-recycled waste ratio (all types)"
        },
        "ns0": {
         "en": "S.26 Non-recycled waste ratio (all types)",
         "bg": "S.26 \u0421\u044a\u043e\u0442\u043d\u043e\u0448\u0435\u043d\u0438\u0435 \u043d\u0430 \u043d\u0435\u0440\u0435\u0446\u0438\u043a\u043b\u0438\u0440\u0430\u043d\u0438\u0442\u0435 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.26 Pod\u00edl nerecyklovan\u00e9ho odpadu (v\u0161ech druh\u016f)",
         "da": "S.26 Andel ikkegenanvendt affald (alle typer)",
         "de": "S.26 Anteil nicht recycelter Abf\u00e4lle (alle Arten)",
         "el": "S.26 \u0391\u03bd\u03b1\u03bb\u03bf\u03b3\u03af\u03b1 \u03bc\u03b7 \u03b1\u03bd\u03b1\u03ba\u03c5\u03ba\u03bb\u03c9\u03bc\u03ad\u03bd\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.26 Ratio de residuos no reciclados (todos los tipos)",
         "et": "S.26 Ringlusse v\u00f5tmata j\u00e4\u00e4tmete suhtarv (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.26 Taux de d\u00e9chets non recycl\u00e9s (de tous types)",
         "ga": "S.26 C\u00f3imheas dramha\u00edola neamh-athch\u00fars\u00e1ilte (gach cine\u00e1l)",
         "hr": "S.26 Udio nerecikliranog otpada (sve vrste)",
         "it": "S.26 Tasso di rifiuti non riciclati (tutti i tipi)",
         "lv": "S.26 Nep\u0101rstr\u0101d\u0101to atkritumu \u012bpatsvars (visi veidi)",
         "lt": "S.26 (Vis\u0173 r\u016b\u0161i\u0173) neperdirbt\u0173 atliek\u0173 santykis",
         "hu": "S.26 Nem \u00fajrafeldolgozott hullad\u00e9k ar\u00e1nya (valamennyi t\u00edpus)",
         "mt": "S.26 Proporzjon ta\u2019 skart mhux ri\u010biklat (it-tipi kollha)",
         "nl": "S.26 Aandeel niet-gerecycled afval (alle soorten)",
         "pl": "S.26 Wsp\u00f3\u0142czynnik odpad\u00f3w niepoddanych recyklingowi (wszystkie rodzaje)",
         "pt": "S.26 R\u00e1cio de res\u00edduos n\u00e3o reciclados (todos os tipos)",
         "ro": "S.26 Procentul de de\u0219euri nereciclate (toate tipurile)",
         "sk": "S.26 Podiel nerecyklovan\u00e9ho odpadu (v\u0161etky druhy)",
         "sl": "S.26 Dele\u017e nerecikliranih odpadkov (vseh vrst)",
         "fi": "S.26 Kierr\u00e4tt\u00e4m\u00e4tt\u00f6m\u00e4n j\u00e4tteen osuus (kaikki tyypit)",
         "sv": "S.26 Andelen avfall (alla typer) som inte \u00e5tervinns"
        },
        "doc": {
         "en": "Share of the total amount of waste generated for the validation of transactions and the maintenance of the integrity of the distributed ledger not recycled per calendar year."
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:IdentificationOfOfferorsParentCompany": {
       "labels": {
        "ns0": {
         "en": "A.11 Parent company",
         "bg": "A.11 \u0414\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "A.11 Mate\u0159sk\u00e1 spole\u010dnost",
         "da": "A.11 Moderselskab",
         "de": "A.11 Mutterunternehmen",
         "el": "A.11 \u039c\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1",
         "es": "A.11 Empresa matriz",
         "et": "A.11 Emaettev\u00f5tja",
         "fr": "A.11 Soci\u00e9t\u00e9 m\u00e8re",
         "ga": "A.11 M\u00e1thairghn\u00f3thas",
         "hr": "A.11 Mati\u010dno dru\u0161tvo",
         "it": "A.11 Societ\u00e0 madre",
         "lv": "A.11 M\u0101tesuz\u0146\u0113mums",
         "lt": "A.11 Patronuojan\u010dioji \u012fmon\u0117",
         "hu": "A.11. Anyav\u00e1llalat",
         "mt": "A.11 Kumpanija omm",
         "nl": "A.11 Moederonderneming",
         "pl": "A.11 Jednostka dominuj\u0105ca",
         "pt": "A.11 Empresa-m\u00e3e",
         "ro": "A.11 Societatea-mam\u0103",
         "sk": "A.11 Matersk\u00e1 spolo\u010dnos\u0165",
         "sl": "A.11 Nadrejeno podjetje",
         "fi": "A.11 Emoyritys",
         "sv": "A.11 Moderf\u00f6retag"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field A.6."
        },
        "std": {
         "en": "Identification of offeror's parent company"
        },
        "doc": {
         "en": "Where applicable, the identity of the parent company."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "B.11 Business activity",
         "bg": "B.11 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "B.11 Podnikatelsk\u00e1 \u010dinnost",
         "da": "B.11 Forretningsaktiviteter",
         "de": "B.11 Gesch\u00e4ftst\u00e4tigkeit",
         "el": "B.11 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1",
         "es": "B.11 Actividades comerciales",
         "et": "B.11 \u00c4ritegevus",
         "fr": "B.11 Activit\u00e9 commerciale",
         "ga": "B.11 Gn\u00edomha\u00edocht ghn\u00f3",
         "hr": "B.11 Poslovna djelatnost",
         "it": "B.11 Attivit\u00e0 commerciale",
         "lv": "B.11 Dar\u012bjumdarb\u012bba",
         "lt": "B.11 Verslo veikla",
         "hu": "B.11 \u00dczleti tev\u00e9kenys\u00e9g",
         "mt": "B.11 Attivit\u00e0 kummer\u010bjali",
         "nl": "B.11 Bedrijfsactiviteit",
         "pl": "B.11 Dzia\u0142alno\u015b\u0107 gospodarcza",
         "pt": "B.11 Atividade comercial",
         "ro": "B.11 Activitate economic\u0103",
         "sk": "B.11 Podnikate\u013esk\u00e1 \u010dinnos\u0165",
         "sl": "B.11 Poslovna dejavnost",
         "fi": "B.11 Toiminta",
         "sv": "B.11 Aff\u00e4rsverksamhet"
        },
        "doc": {
         "en": "Business or professional activity of the issuer, including principal activities, principal markets and recent financial condition."
        },
        "std": {
         "en": "Issuer's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OperatorsBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.11 Operator business activity",
         "bg": "C.11 \u041e\u043f\u0435\u0440\u0430\u0442\u043e\u0440 \u043d\u0430 \u0441\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "C.11 Podnikatelsk\u00e1 \u010dinnost provozovatele",
         "da": "C.11 Operat\u00f8rens forretningsaktiviteter",
         "de": "C.11 Gesch\u00e4ftst\u00e4tigkeit des Betreibers",
         "el": "\u0393.11 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03c4\u03bf\u03c5 \u03b4\u03b9\u03b1\u03c7\u03b5\u03b9\u03c1\u03b9\u03c3\u03c4\u03ae",
         "es": "C.11 Actividad empresarial del operador",
         "et": "C.11 Ettev\u00f5tja \u00e4ritegevus",
         "fr": "C.11 Activit\u00e9 commerciale de l\u2019exploitant",
         "ga": "C.11 Gn\u00edomha\u00edocht ghn\u00f3 an oibreora",
         "hr": "C.11 Poslovna djelatnost operatera",
         "it": "C.11 Attivit\u00e0 commerciale del gestore",
         "lv": "C.11 Operatora dar\u012bjumdarb\u012bba",
         "lt": "C.11 Operatoriaus verslo veikla",
         "hu": "C.11 Az \u00fczemeltet\u0151 \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "C.11 Attivit\u00e0 kummer\u010bjali tal-operatur",
         "nl": "C.11 Bedrijfsactiviteit exploitant",
         "pl": "C.11 Dzia\u0142alno\u015b\u0107 gospodarcza operatora",
         "pt": "C.11 Atividade comercial do operador",
         "ro": "C.11 Activitatea economic\u0103 a operatorului",
         "sk": "C.11 Podnikate\u013esk\u00e1 \u010dinnos\u0165 prev\u00e1dzkovate\u013ea",
         "sl": "C.11 Poslovna dejavnost upravljavca",
         "fi": "C.11 Yll\u00e4pit\u00e4j\u00e4n toiminta",
         "sv": "C.11 Aff\u00e4rsverksamhet som bedrivs av den som driver handelsplattformen"
        },
        "doc": {
         "en": "Business or professional activity of the operator, including principal activities and principal markets."
        },
        "std": {
         "en": "Operator's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WasteIntensityAllTypes": {
       "labels": {
        "ns0": {
         "en": "S.27 Waste intensity (all types)",
         "bg": "S.27 \u0418\u043d\u0442\u0435\u043d\u0437\u0438\u0442\u0435\u0442 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438\u0442\u0435 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.27 Intenzita odpadu (v\u0161ech druh\u016f)",
         "da": "S.27 Affaldsintensitet (alle typer)",
         "de": "S.27 Abfallintensit\u00e4t (alle Arten)",
         "el": "S.27 \u0388\u03bd\u03c4\u03b1\u03c3\u03b7 \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.27 Intensidad de los residuos (todos los tipos)",
         "et": "S.27 J\u00e4\u00e4tmemahukus (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.27 Intensit\u00e9 de d\u00e9chets (de tous types)",
         "ga": "S.27 D\u00e9ine dramha\u00edola (gach cine\u00e1l)",
         "hr": "S.27 Intenzitet otpada (sve vrste)",
         "it": "S.27 Intensit\u00e0 di rifiuti (tutti i tipi)",
         "lv": "S.27 Atkritumu intensit\u0101te (visi veidi)",
         "lt": "S.27 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 susidarymo intensyvumas",
         "hu": "S.27 Hullad\u00e9kintenzit\u00e1s (minden t\u00edpus)",
         "mt": "S.27 Intensit\u00e0 tal-iskart (it-tipi kollha)",
         "nl": "S.27 Afvalintensiteit (alle soorten)",
         "pl": "S.27 Odpadoch\u0142onno\u015b\u0107 (wszystkie rodzaje odpad\u00f3w)",
         "pt": "S.27 Intensidade dos res\u00edduos (todos os tipos)",
         "ro": "S.27 Intensitatea de\u0219eurilor (toate tipurile)",
         "sk": "S.27 Intenzita odpadu (v\u0161etky druhy)",
         "sl": "S.27 Intenzivnost odpadkov (vseh vrst)",
         "fi": "S.27 J\u00e4teintensiteetti (kaikki tyypit)",
         "sv": "S.27 Avfallsintensitet (alla typer)"
        },
        "doc": {
         "en": "Total amount of waste generated per transaction validated."
        },
        "std": {
         "en": "Waste intensity (all types)"
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:ParentCompanyBusinessActivityOfIssuerSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "B.12 Parent company business activity",
         "bg": "B.12 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "B.12 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "B.12 Moderselskabets forretningsaktiviteter",
         "de": "B.12 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "B.12 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "B.12 Actividad empresarial de la sociedad matriz",
         "et": "B.12 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "B.12 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "B.12 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "B.12 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "B.12 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "B.12 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "B.12 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "B.12 Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "B.12 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "B.12 Bedrijfsactiviteit moederonderneming",
         "pl": "B.12 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "B.12 Atividade comercial da empresa-m\u00e3e",
         "ro": "B.12 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "B.12 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "B.12 Poslovna dejavnost nadrejenega podjetja",
         "fi": "B.12 Emoyrityksen toiminta",
         "sv": "B.12 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of issuer side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ParentCompanyBusinessActivityOfOperatorSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.12 Parent company business activity",
         "bg": "C.12 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "C.12 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "C.12 Moderselskabets forretningsaktiviteter",
         "de": "C.12 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "\u0393.12 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "C.12 Actividad empresarial de la sociedad matriz",
         "et": "C.12 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "C.12 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "C.12 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "C.12 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "C.12 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "C.12 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "C.12 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "C.12 Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "C.12 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "C.12 Bedrijfsactiviteit moederonderneming",
         "pl": "C.12 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "C.12 Atividade comercial da empresa-m\u00e3e",
         "ro": "C.12 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "C.12 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "C.12 Poslovna dejavnost nadrejenega podjetja",
         "fi": "C.12 Emoyrityksen toiminta",
         "sv": "C.12 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of operator side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WasteReductionTargetsOrCommitmentsAllTypesExplanatory": {
       "labels": {
        "ns0": {
         "en": "S.28 Waste reduction targets or commitments (all types)",
         "bg": "S.28 \u0426\u0435\u043b\u0438 \u0438\u043b\u0438 \u0430\u043d\u0433\u0430\u0436\u0438\u043c\u0435\u043d\u0442\u0438 \u0437\u0430 \u043d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438\u0442\u0435 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.28 C\u00edle nebo z\u00e1vazky v\u00a0oblasti sn\u00ed\u017een\u00ed mno\u017estv\u00ed odpadu (v\u0161ech druh\u016f)",
         "da": "S.28 M\u00e5ls\u00e6tninger for eller tilsagn om affaldsreduktion (alle typer)",
         "de": "S.28 Ziele oder Verpflichtung zur Vermeidung von Abf\u00e4llen (alle Arten)",
         "el": "S.28 \u03a3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03ae \u03b4\u03b5\u03c3\u03bc\u03b5\u03cd\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03bc\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.28 Objetivos o compromisos de reducci\u00f3n de residuos (todos los tipos)",
         "et": "S.28 J\u00e4\u00e4tmete v\u00e4hendamise eesm\u00e4rgid v\u00f5i kohustused (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.28 Objectifs ou engagements en mati\u00e8re de r\u00e9duction des d\u00e9chets (de tous types)",
         "ga": "S.28 Spriocanna n\u00f3 gealltanais maidir le dramha\u00edl a laghd\u00fa (gach cine\u00e1l)",
         "hr": "S.28 Ciljevi ili obveze smanjenja otpada (sve vrste)",
         "it": "S.28 Obiettivi o impegni di riduzione dei rifiuti (tutti i tipi)",
         "lv": "S.28 Atkritumu samazin\u0101\u0161anas m\u0113r\u0137r\u0101d\u012bt\u0101ji vai saist\u012bbas (visi veidi)",
         "lt": "S.28 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 ma\u017einimo tikslai arba \u012fsipareigojimai",
         "hu": "S.28 Hullad\u00e9kcs\u00f6kkent\u00e9si c\u00e9lok vagy k\u00f6telezetts\u00e9gv\u00e1llal\u00e1sok (valamennyi t\u00edpus)",
         "mt": "S.28 Miri jew impenji g\u0127at-tnaqqis tal-iskart (it-tipi kollha)",
         "nl": "S.28 Doelen of toezeggingen afvalreductie (alle soorten)",
         "pl": "S.28 Cele lub zobowi\u0105zania dotycz\u0105ce ograniczenia ilo\u015bci odpad\u00f3w (wszystkie rodzaje)",
         "pt": "S.28 Metas ou compromissos em mat\u00e9ria de redu\u00e7\u00e3o de res\u00edduos (todos os tipos)",
         "ro": "S.28 Obiective sau angajamente de reducere a de\u0219eurilor (toate tipurile)",
         "sk": "S.28 Ciele alebo z\u00e1v\u00e4zky v\u00a0oblasti zni\u017eovania odpadu (v\u0161etky druhy)",
         "sl": "S.28 Cilji ali zaveze glede zmanj\u0161anja odpadkov (vseh vrst)",
         "fi": "S.28 J\u00e4tteen v\u00e4hent\u00e4mistavoitteet tai -sitoumukset (kaikki tyypit)",
         "sv": "S.28 M\u00e5l och \u00e5taganden vad g\u00e4ller minskat avfall (alla typer)"
        },
        "std": {
         "en": "Waste reduction targets or commitments (all types) [text block]"
        },
        "doc": {
         "en": "Waste reduction targets or commitments, expressed in absolute or relative reduction in waste generation over one calendar year"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherPersonsDrawingUpCryptoassetWhitePaperExplanatory": {
       "labels": {
        "doc": {
         "en": "Article 6(1), second subparagraph, of Regulation (EU) 2023/1114. Where different from the offeror, person seeking admission to trading, issuer, operator of the trading platform, indication of the identity of the person drawing up the crypto-asset white paper."
        },
        "ns0": {
         "en": "C.13 Other persons drawing up the crypto-asset white paper according to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "C.13 \u0414\u0440\u0443\u0433\u0438 \u043b\u0438\u0446\u0430, \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u0449\u0438 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430, \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a01, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "C.13 Ostatn\u00ed osoby, kter\u00e9 vypracov\u00e1vaj\u00ed b\u00edlou knihu kryptoaktiva, podle \u010dl.\u00a06 odst.\u00a01 druh\u00e9ho pododstavce na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "C.13 Andre personer, der st\u00e5r for udarbejdelsen af hvidbogen om kryptoaktiver i henhold til artikel\u00a06, stk.\u00a01, andet afsnit, i forordning (EU) 2023/1114",
         "de": "C.13 Andere Personen, die das Kryptowerte-Whitepaper gem\u00e4\u00df Artikel\u00a06 Absatz\u00a01 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114 erstellen",
         "el": "\u0393.13 \u0386\u03bb\u03bb\u03b1 \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03b1 \u03c0\u03bf\u03c5 \u03ba\u03b1\u03c4\u03b1\u03c1\u03c4\u03af\u03b6\u03bf\u03c5\u03bd \u03c4\u03bf \u03bb\u03b5\u03c5\u03ba\u03cc \u03b2\u03b9\u03b2\u03bb\u03af\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 1 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "C.13 Otras personas que elaboren el libro blanco de criptoactivos de conformidad con el art\u00edculo\u00a06, apartado\u00a01, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114",
         "et": "C.13 Muud isikud, kes koostavad kr\u00fcptovara valge raamatu vastavalt m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 1 teisele l\u00f5igule",
         "fr": "C.13 Autres personnes qui r\u00e9digent le livre blanc sur le crypto-actif conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a01, second alin\u00e9a, du r\u00e8glement (UE) 2023/1114",
         "ga": "C.13 Daoine eile a bhfuil an p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed \u00e1 tharraingt suas acu de r\u00e9ir Airteagal\u00a06(1), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "C.13 Druge osobe koje izra\u0111uju bijelu knjigu o kriptoimovini u skladu s \u010dlankom\u00a06. stavkom\u00a01. drugim podstavkom Uredbe (EU) 2023/1114",
         "it": "C.13 Altre persone che redigono il White Paper sulle cripto-attivit\u00e0 a norma dell'articolo\u00a06, paragrafo 1, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "C.13 Citas personas, kas izstr\u0101d\u0101 kriptoakt\u012bvu balto gr\u0101matu saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a01.\u00a0punktu",
         "lt": "C.13 Kiti asmenys, rengiantys kriptoturto balt\u0105j\u0105 knyg\u0105 pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a01 dalies antr\u0105 pastraip\u0105",
         "hu": "C.13 Az (EU) 2023/1114 rendelet\u00a06. cikke (1) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9se szerint a kriptoeszk\u00f6z-alapdokumentumot elk\u00e9sz\u00edt\u0151 m\u00e1s szem\u00e9lyek",
         "mt": "C.13 Persuni o\u0127ra li jfasslu l-white paper dwar il-kriptoassi skont it-tieni subparagrafu tal-Artikolu\u00a06(1) tar-Regolament (UE) 2023/1114",
         "nl": "C.13 Andere personen die het cryptoactivawitboek opstellen overeenkomstig artikel\u00a06, lid 1, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "C.13 Inne osoby sporz\u0105dzaj\u0105ce dokument informacyjny dotycz\u0105cy kryptoaktywa zgodnie z\u00a0art.\u00a06 ust.\u00a01 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "C.13 Outras pessoas que redigem o livrete do criptoativo em conformidade com o artigo\u00a06.o, n.o\u00a01, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "C.13 Alte persoane care elaboreaz\u0103 cartea alb\u0103 pentru criptoactive \u00een conformitate cu articolul\u00a06 alineatul\u00a0(1) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "C.13 In\u00e9 osoby, ktor\u00e9 vypracovali biely doklad o\u00a0kryptoakt\u00edvach pod\u013ea \u010dl\u00e1nku\u00a06 ods.\u00a01 druh\u00e9ho pododseku nariadenia (E\u00da) 2023/1114",
         "sl": "C.13 Druge osebe, ki pripravijo belo knjigo o\u00a0kriptosredstvu v\u00a0skladu s\u00a0\u010dlenom 6(1), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "C.13 Asetuksen (EU) 2023/1114 6\u00a0artiklan 1 kohdan toisen alakohdan mukaisesti muut henkil\u00f6t, jotka laativat kryptovaran kuvauksen",
         "sv": "C.13 Andra personer som utarbetar vitboken om kryptotillg\u00e5ngar i enlighet med artikel\u00a06.1 andra stycket i f\u00f6rordning (EU) 2023/1114"
        },
        "std": {
         "en": "Other persons drawing up crypto-asset white paper [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ImpactOfUseOfEquipmentOnNaturalResourcesExplanatory": {
       "labels": {
        "doc": {
         "en": "Description of the impact on natural resources of the production, the use and the disposal of the devices of the DLT network nodes."
        },
        "std": {
         "en": "Impact of use of equipment on natural resources [text block]"
        },
        "ns0": {
         "en": "S.29 Impact of the use of equipment on natural resources",
         "bg": "S.29 \u0412\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u0435 \u043d\u0430 \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435\u0442\u043e \u043d\u0430 \u043e\u0431\u043e\u0440\u0443\u0434\u0432\u0430\u043d\u0435 \u0432\u044a\u0440\u0445\u0443 \u043f\u0440\u0438\u0440\u043e\u0434\u043d\u0438\u0442\u0435 \u0440\u0435\u0441\u0443\u0440\u0441\u0438",
         "cs": "S.29 Dopad pou\u017e\u00edv\u00e1n\u00ed za\u0159\u00edzen\u00ed na p\u0159\u00edrodn\u00ed zdroje",
         "da": "S.29 Indvirkning p\u00e5 naturressourcerne af anvendelsen af udstyr",
         "de": "S.29 Auswirkungen des Einsatzes der Ausr\u00fcstung auf nat\u00fcrliche Ressourcen",
         "el": "S.29 \u0395\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03b7\u03c2 \u03c7\u03c1\u03ae\u03c3\u03b7\u03c2 \u03b5\u03be\u03bf\u03c0\u03bb\u03b9\u03c3\u03bc\u03bf\u03cd \u03c3\u03c4\u03bf\u03c5\u03c2 \u03c6\u03c5\u03c3\u03b9\u03ba\u03bf\u03cd\u03c2 \u03c0\u03cc\u03c1\u03bf\u03c5\u03c2",
         "es": "S.29 Impacto del uso de equipos en los recursos naturales",
         "et": "S.29 Seadmete kasutamise m\u00f5ju loodusvaradele",
         "fr": "S.29 Incidence de l\u2019utilisation des \u00e9quipements sur les ressources naturelles",
         "ga": "S.29 Tionchar na h\u00fas\u00e1ide a bhaintear as trealamh ar acmhainn\u00ed n\u00e1d\u00fartha",
         "hr": "S.29 U\u010dinak kori\u0161tenja opreme na prirodne resurse",
         "it": "S.29 Impatto dell\u2019uso delle apparecchiature sulle risorse naturali",
         "lv": "S.29 Apr\u012bkojuma izmanto\u0161anas ietekme uz dabas resursiem",
         "lt": "S.29 \u012erangos naudojimo poveikis gamtos i\u0161tekliams",
         "hu": "S.29 A berendez\u00e9sek haszn\u00e1lat\u00e1nak term\u00e9szeti er\u0151forr\u00e1sokra gyakorolt hat\u00e1sa",
         "mt": "S.29 Impatt tal-u\u017cu tat-tag\u0127mir fuq ir-ri\u017corsi naturali",
         "nl": "S.29 Impact gebruik uitrusting op natuurlijke hulpbronnen",
         "pl": "S.29 Wp\u0142yw wykorzystania sprz\u0119tu na zasoby naturalne",
         "pt": "S.29 Impacto da utiliza\u00e7\u00e3o de equipamento nos recursos naturais",
         "ro": "S.29 Impactul utiliz\u0103rii echipamentelor asupra resurselor naturale",
         "sk": "S.29 Vplyv pou\u017e\u00edvania zariaden\u00ed na pr\u00edrodn\u00e9 zdroje",
         "sl": "S.29 Vpliv uporabe opreme na naravne vire",
         "fi": "S.29 Laitteiden k\u00e4yt\u00f6n vaikutus luonnonvaroihin",
         "sv": "S.29 P\u00e5verkan av anv\u00e4ndning av utrustning p\u00e5 naturresurser"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ReasonForDrawingWhitePaperExplanatory": {
       "labels": {
        "doc": {
         "en": "Article 6(1), second subparagraph, of Regulation (EU) 2023/1114. Where the white paper is drawn up by a person different from the offeror, person seeking admission to trading, issuer, operator of the trading platform, reason for drawing up the white paper."
        },
        "ns0": {
         "en": "C.14 Reason for drawing the white paper by persons referred to in Article 6(1), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "C.14 \u041f\u0440\u0438\u0447\u0438\u043d\u0430 \u0437\u0430 \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u043d\u0435 \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u043e\u0442 \u043b\u0438\u0446\u0430\u0442\u0430, \u043f\u043e\u0441\u043e\u0447\u0435\u043d\u0438 \u0432 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a01, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "C.14 D\u016fvod, pro\u010d b\u00edlou knihu vypracovaly osoby uveden\u00e9 v\u00a0\u010dl.\u00a06 odst.\u00a01 druh\u00e9m pododstavci na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "C.14 Begrundelse for, at personer som omhandlet i artikel\u00a06, stk.\u00a01, andet afsnit, i forordning (EU) 2023/1114 st\u00e5r for udarbejdelsen af hvidbogen",
         "de": "C.14 Grund f\u00fcr die Erstellung des Whitepapers durch Personen gem\u00e4\u00df Artikel\u00a06 Absatz\u00a01 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114",
         "el": "\u0393.14 \u039b\u03cc\u03b3\u03bf\u03c2 \u03ba\u03b1\u03c4\u03ac\u03c1\u03c4\u03b9\u03c3\u03b7\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03b1\u03c0\u03cc \u03c4\u03b1 \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03b1 \u03c0\u03bf\u03c5 \u03b1\u03bd\u03b1\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1\u03b9 \u03c3\u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 1 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "C.14 Motivo para redactar el libro blanco por las personas a que se refiere el art\u00edculo\u00a06, apartado\u00a01, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114",
         "et": "C.14 P\u00f5hjus, miks valge raamatu on koostanud m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 1 teises l\u00f5igus osutatud isik",
         "fr": "C.14 Raison justifiant la r\u00e9daction du livre blanc par des personnes vis\u00e9es \u00e0 l\u2019article\u00a06, paragraphe\u00a01, second alin\u00e9a, du r\u00e8glement (UE) 2023/1114",
         "ga": "C.14 An ch\u00fais leis an bp\u00e1ip\u00e9ar b\u00e1n a bheith \u00e1 tharraingt suas ag daoine d\u00e1 dtagra\u00edtear in Airteagal\u00a06(1), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "C.14 Razlog zbog kojeg osobe iz \u010dlanka\u00a06. stavka\u00a01. drugog podstavka Uredbe (EU) 2023/1114 izra\u0111uju bijelu knjigu",
         "it": "C.14 Motivo per cui il White Paper \u00e8 stato redatto dalle persone di cui all'articolo\u00a06, paragrafo 1, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "C.14 Iemesls, k\u0101p\u0113c Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a01.\u00a0punkta otraj\u0101 da\u013c\u0101 min\u0113t\u0101s personas izstr\u0101d\u0101 balto gr\u0101matu",
         "lt": "C.14 Prie\u017eastis, d\u0117l kurios Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a01 dalies antroje pastraipoje nurodyti asmenys rengia balt\u0105j\u0105 knyg\u0105",
         "hu": "C.14 A kriptoeszk\u00f6z-alapdokumentumnak az (EU) 2023/1114 rendelet\u00a06. cikke (1) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9s\u00e9ben eml\u00edtett szem\u00e9lyek \u00e1ltali elk\u00e9sz\u00edt\u00e9s\u00e9nek oka",
         "mt": "C.14 Ra\u0121uni g\u0127at-t\u0127ejjija tal-white paper mill-persuni msemmija fl-Artikolu\u00a06(1), it-tieni subparagrafu tar-Regolament (UE) 2023/1114",
         "nl": "C.14 Redenen waarom het witboek is opgesteld door personen bedoeld in artikel\u00a06, lid 1, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "C.14 Pow\u00f3d sporz\u0105dzenia dokumentu informacyjnego przez osoby, o\u00a0kt\u00f3rych mowa w\u00a0art.\u00a06 ust.\u00a01 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "C.14 A raz\u00e3o para a reda\u00e7\u00e3o do livrete pelas pessoas a que se refere o artigo\u00a06.o, n.o\u00a01, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "C.14 Motivul elabor\u0103rii c\u0103r\u021bii albe de c\u0103tre persoanele men\u021bionate la articolul\u00a06 alineatul\u00a0(1) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "C.14 D\u00f4vod vypracovania bieleho dokladu o\u00a0kryptoakt\u00edvach osobami uveden\u00fdmi v\u00a0\u010dl\u00e1nku\u00a06 ods.\u00a01 druhom pododseku nariadenia (E\u00da) 2023/1114",
         "sl": "C.14 Razlog, zakaj je belo knjigo pripravila oseba iz \u010dlena\u00a06(1), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "C.14 Syy siihen, miksi asetuksen (EU) 2023/1114 6\u00a0artiklan 1 kohdan toisessa alakohdassa tarkoitettu henkil\u00f6 laatii kryptovaran kuvauksen",
         "sv": "C.14 Anledning till att vitboken om kryptotillg\u00e5ngar utarbetats av personer som avses i artikel\u00a06.1 andra stycket i f\u00f6rordning (EU) 2023/1114"
        },
        "std": {
         "en": "Reason for drawing white paper [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NaturalResourcesUseReductionTargetsOrCommitmentsExplanatory": {
       "labels": {
        "std": {
         "en": "Natural resources use reduction targets or commitments [text block]"
        },
        "doc": {
         "en": "Natural resources use reduction targets or commitments, expressed in absolute or relative reduction in use of natural resources over one calendar year."
        },
        "ns0": {
         "en": "S.30 Natural resources use reduction targets or commitments",
         "bg": "S.30 \u0426\u0435\u043b\u0438 \u0438\u043b\u0438 \u0430\u043d\u0433\u0430\u0436\u0438\u043c\u0435\u043d\u0442\u0438 \u0437\u0430 \u043d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435\u0442\u043e \u043d\u0430 \u043f\u0440\u0438\u0440\u043e\u0434\u043d\u0438 \u0440\u0435\u0441\u0443\u0440\u0441\u0438",
         "cs": "S.30 C\u00edle nebo z\u00e1vazky v\u00a0oblasti omezen\u00ed vyu\u017e\u00edv\u00e1n\u00ed p\u0159\u00edrodn\u00edch zdroj\u016f",
         "da": "S.30 M\u00e5ls\u00e6tninger for eller tilsagn om reduktion af forbruget af naturressourcer",
         "de": "S.30 Ziele oder Verpflichtungen zur Verringerung der Nutzung nat\u00fcrlicher Ressourcen",
         "el": "S.30 \u03a3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03ae \u03b4\u03b5\u03c3\u03bc\u03b5\u03cd\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03bc\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03b7\u03c2 \u03c7\u03c1\u03ae\u03c3\u03b7\u03c2 \u03c6\u03c5\u03c3\u03b9\u03ba\u03ce\u03bd \u03c0\u03cc\u03c1\u03c9\u03bd",
         "es": "S.30 Objetivos o compromisos de reducci\u00f3n del uso de recursos naturales",
         "et": "S.30 Loodusvarade kasutamise v\u00e4hendamise eesm\u00e4rgid v\u00f5i kohustused",
         "fr": "S.30 Objectifs ou engagements en mati\u00e8re de r\u00e9duction de l\u2019utilisation de ressources naturelles",
         "ga": "S.30 Spriocanna n\u00f3 gealltanais maidir le h\u00fas\u00e1id acmhainn\u00ed n\u00e1d\u00fartha a laghd\u00fa",
         "hr": "S.30 Ciljevi ili obveze smanjenja kori\u0161tenja prirodnih resursa",
         "it": "S.30 Obiettivi o impegni di riduzione dell\u2019uso delle risorse naturali",
         "lv": "S.30 Dabas resursu izmantojuma samazin\u0101\u0161anas m\u0113r\u0137r\u0101d\u012bt\u0101ji vai saist\u012bbas",
         "lt": "S.30 Gamtos i\u0161tekli\u0173 naudojimo ma\u017einimo tikslai arba \u012fsipareigojimai",
         "hu": "S.30 A term\u00e9szeti er\u0151forr\u00e1sok haszn\u00e1lat\u00e1nak cs\u00f6kkent\u00e9s\u00e9re vonatkoz\u00f3 c\u00e9lok vagy k\u00f6telezetts\u00e9gv\u00e1llal\u00e1sok",
         "mt": "S.30 Miri jew impenji g\u0127at-tnaqqis fl-u\u017cu tar-ri\u017corsi naturali",
         "nl": "S.30 Doelen of toezeggingen reductie gebruik natuurlijke hulpbronnen",
         "pl": "S.30 Cele lub zobowi\u0105zania dotycz\u0105ce ograniczenia wykorzystywania zasob\u00f3w naturalnych",
         "pt": "S.30 Metas ou compromissos em mat\u00e9ria de redu\u00e7\u00e3o da utiliza\u00e7\u00e3o dos recursos naturais",
         "ro": "S.30 Obiective sau angajamente de reducere a utiliz\u0103rii resurselor naturale",
         "sk": "S.30 Ciele alebo z\u00e1v\u00e4zky v\u00a0oblasti zni\u017eovania vyu\u017e\u00edvania pr\u00edrodn\u00fdch zdrojov",
         "sl": "S.30 Cilji ali zaveze glede zmanj\u0161anja rabe naravnih virov",
         "fi": "S.30 Luonnonvarojen k\u00e4yt\u00f6n v\u00e4hent\u00e4mistavoitteet tai -sitoumukset",
         "sv": "S.30 M\u00e5l och \u00e5taganden vad g\u00e4ller minskad anv\u00e4ndning av naturresurser"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WaterUse": {
       "labels": {
        "ns0": {
         "en": "S.31 Water use",
         "bg": "S.31 \u041f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0432\u043e\u0434\u0430",
         "cs": "S.31 Spot\u0159eba vody",
         "da": "S.31 Vandforbrug",
         "de": "S.31 Wassernutzung",
         "el": "S.31 \u03a7\u03c1\u03ae\u03c3\u03b7 \u03bd\u03b5\u03c1\u03bf\u03cd",
         "es": "S.31 Uso del agua",
         "et": "S.31 Veekasutus",
         "fr": "S.31 Consommation d\u2019eau",
         "ga": "S.31 \u00das\u00e1id uisce",
         "hr": "S.31 Kori\u0161tenje vode",
         "it": "S.31 Consumo idrico",
         "lv": "S.31 \u016adens izmantojums",
         "lt": "S.31 Vandens suvartojimas",
         "hu": "S.31 V\u00edzhaszn\u00e1lat",
         "mt": "S.31 U\u017cu tal-ilma",
         "nl": "S.31 Watergebruik",
         "pl": "S.31 Zu\u017cycie wody",
         "pt": "S.31 Utiliza\u00e7\u00e3o de \u00e1gua",
         "ro": "S.31 Utilizarea apei",
         "sk": "S.31 Spotreba vody",
         "sl": "S.31 Raba vode",
         "fi": "S.31 Vedenk\u00e4ytt\u00f6",
         "sv": "S.31 Vattenanv\u00e4ndning"
        },
        "doc": {
         "en": "Total water consumption linked to the validation of transactions and the maintenance of the integrity of the distributed ledger, expressed in cubic meters."
        },
        "std": {
         "en": "Water use"
        }
       },
       "dt": "dtr-types:volumeItemType"
      },
      "mica:NonRecycledWaterRatio": {
       "labels": {
        "std": {
         "en": "Non recycled water ratio"
        },
        "ns0": {
         "en": "S.32 Non recycled water ratio",
         "bg": "S.32 \u0421\u044a\u043e\u0442\u043d\u043e\u0448\u0435\u043d\u0438\u0435 \u043d\u0430 \u043d\u0435\u0440\u0435\u0446\u0438\u043a\u043b\u0438\u0440\u0430\u043d\u0430\u0442\u0430 \u0432\u043e\u0434\u0430",
         "cs": "S.32 Pod\u00edl nerecyklovan\u00e9 vody",
         "da": "S.32 Andel ikkegenanvendt vand",
         "de": "S.32 Anteil von nicht recyceltem Wasser",
         "el": "S.32 \u0391\u03bd\u03b1\u03bb\u03bf\u03b3\u03af\u03b1 \u03bc\u03b7 \u03b1\u03bd\u03b1\u03ba\u03c5\u03ba\u03bb\u03c9\u03bc\u03ad\u03bd\u03bf\u03c5 \u03bd\u03b5\u03c1\u03bf\u03cd",
         "es": "S.32 Ratio de agua no reciclada",
         "et": "S.32 Ringlusse v\u00f5tmata vee suhtarv",
         "fr": "S.32 Taux d\u2019eau non recycl\u00e9e",
         "ga": "S.32 C\u00f3imheas uisce neamh-athch\u00fars\u00e1ilte",
         "hr": "S.32 Udio nereciklirane vode",
         "it": "S.32 Tasso di acqua non riciclata",
         "lv": "S.32 Nep\u0101rstr\u0101d\u0101t\u0101 \u016bdens \u012bpatsvars",
         "lt": "S.32 Neperdirbto vandens santykis",
         "hu": "S.32 Nem \u00fajrahasznos\u00edtott v\u00edz ar\u00e1nya",
         "mt": "S.32 Proporzjon tal-ilma mhux ri\u010biklat",
         "nl": "S.32 Aandeel niet-gerecycled water",
         "pl": "S.32 Wsp\u00f3\u0142czynnik wody niepoddanej recyklingowi",
         "pt": "S.32 R\u00e1cio de \u00e1gua n\u00e3o reciclada",
         "ro": "S.32 Procentul de ap\u0103 nereciclat\u0103",
         "sk": "S.32 Podiel nerecyklovanej vody",
         "sl": "S.32 Dele\u017e nereciklirane vode",
         "fi": "S.32 Kierr\u00e4tt\u00e4m\u00e4tt\u00f6m\u00e4n veden osuus",
         "sv": "S.32 Andelen vatten som inte \u00e5tervinns"
        },
        "doc": {
         "en": "Share of the total water consumed not recycled and not reused linked to the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year, expressed as a percentage."
        }
       },
       "dt": "dtr-types:percentItemType"
      }
     },
     "facts": {
      "fact_1": {
       "a": {
        "c": "mica:TableOfContentForOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_2": {
       "a": {
        "c": "mica:DateOfNotificationForOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-04-20"
      },
      "fact_3": {
       "a": {
        "c": "mica:StatementEnsuringComplianceWithUnderlyingRegulation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_4": {
       "a": {
        "c": "mica:ComplianceStatementAboutManagementConfirmation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_5": {
       "a": {
        "c": "mica:StatementAboutPotentialRisks",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_6": {
       "a": {
        "c": "mica:StatementAboutExchangeabilityForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
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      "fact_7": {
       "a": {
        "c": "mica:StatementAboutCompensationAndGuaranteeForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_8": {
       "a": {
        "c": "mica:ClarificationRegardingOtherTokenOfferTerms",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_9": {
       "a": {
        "c": "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA is the official Fan Token of the South African Football Association (hereinafter referred to as \u201cSAFA\u201d or the \u201cTeam\u201d). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (\u201cFTM\u201d, the \u201cIssuer\u201d, or the \u201cOfferor\u201d) (previously Socios Technologies AG) in partnership with SAFA.$SAFA is primarily intended to provide fans with access to exclusive experiences and rewards directly linked to fan engagement activities. It provides an IP-driven utility experience, enabling holders to interact with the Team in meaningful ways. Token holders may benefit from a range of Web3 utilities, including access to decentralized applications (\u201cdApps\u201d) and the ability to collect NFTs and digital collectibles. In addition, $SAFA may provide access to more traditional benefits such as participation in binding and non-binding surveys related to the Team, hospitality and ticketing privileges, discounts on official products, exclusive signed merchandise and real-life experiences (e.g. Meet  and  Greets, museum and stadium tours or stadium announcer experience), subject to availability and eligibility. $SAFA token holders may also have access to unique money-can\u2019t-buy opportunities and immersive digital experiences designed to deepen fan interaction with the Team.For the avoidance of doubt, access to token-gated features, functionalities, and rewards is not guaranteed and may vary over time. Such benefits are contingent upon holding $SAFA Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the \u2018Socios.com\u2019 utility platform (hereinafter the \u201cPlatform\u201d), or based on instructions from the Team.$SAFA Fan Token is not intended to be used for payments or value transfer, and token holders retain full ownership of their tokens when using its features on the Platform. Similarly, token holders do not acquire the right to receive any financial return, dividend, or any right to participate in any voting related to the management, corporate, or strategic matters of the Team, the Offeror, or any affiliated entity.In light of the above, $SAFA Fan Token is a crypto-asset other than asset-referenced token and e-money token under the classification provided by the Regulation (EU) 2023/1114 (\u201cMiCA\u201d). It does not qualify as a utility token as it is intended to provide access to goods and services that are not exclusively supplied by the Issuer or any entity associated with the Issuer."
      },
      "fact_10": {
       "a": {
        "c": "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as 05 is false."
      },
      "fact_11": {
       "a": {
        "c": "mica:OfferDescriptionExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Key information about the public offer are the following:\n\n\n    \n\n    \n\n\n            \n\n\n            Total o\ufb00er amount: 500,000 $SAFA offered to the public x amount of $CHZ equivalent to USD $0.50 per $SAFA = Amount of $CHZ equivalent to USD $250,000.\n\n\n            \n\n                \n\n            Total number of $SAFA tokens o\ufb00ered to the public: 500,000 $SAFA.\n\n\n            \n\n                \n\n            Subscription period: i) 2026/05/21 at 12:00 CEST to 2026/05/28 at 17:00 CEST or ii) until all offered $SAFA are sold, whichever occurs first.\n\n\n            \n\n                \n\n            Minimum subscription goal: Not applicable.\n\n\n            \n\n                \n\n            Maximum subscription goal: USD $250,000.\n\n\n            \n\n                \n\n            Issue price: USD $0.50 worth of $CHZ tokens per $SAFA token.\n\n\n            \n\n                \n\n            Subscription fees (if any): Not applicable.\n\n\n            \n\n                \n\n            Target holders of tokens: The public offer is exclusively targeted to retail investors with special emphasis on football fans and members of the Chiliz Chain ecosystem community.\n\n\n            \n\n                \n\n            Crypto-Assets Service Provider (CASP) responsible for placing the token (if any) post-o\ufb00ering: Socios Europe Services Limited (\u201cSES\u201d).\n\n\n            \n\n                \n\n            Form of placement: Without a firm commitment basis.\n\n\n        \n\n    "
      },
      "fact_12": {
       "a": {
        "c": "mica:NameOfOtherTokenOfferor",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_13": {
       "a": {
        "c": "mica:OfferorsRegistrationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "2021-01-21"
      },
      "fact_14": {
       "a": {
        "c": "mica:OfferorsLegalEntityIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_15": {
       "a": {
        "c": "mica:OfferorsContactTelephoneNumber",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "+356 20607777"
      },
      "fact_16": {
       "a": {
        "c": "mica:OfferorsEmailAddress",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "corporate@socios.com"
      },
      "fact_17": {
       "a": {
        "c": "mica:OfferorsResponseTimeDays",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "7",
       "d": 10
      },
      "fact_18": {
       "a": {
        "c": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Alexandre Dreyfus"
      },
      "fact_19": {
       "a": {
        "c": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Gubelstrasse 11, 6300 Zug, CH "
      },
      "fact_20": {
       "a": {
        "c": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Director "
      },
      "fact_21": {
       "a": {
        "c": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Markus Spillmann"
      },
      "fact_22": {
       "a": {
        "c": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Gubelstrasse 11, 6300 Zug, CH "
      },
      "fact_23": {
       "a": {
        "c": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Director "
      },
      "fact_24": {
       "a": {
        "c": "mica:OfferorsBusinessActivityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "FTM is the issuer of Fan Tokens. Fan Tokens are crypto-assets minted on the Chiliz Chain under the CAP-20 token standard. Fan Tokens are issued by FTM in partnership with global sport brands and are directly associated with the intellectual property of such sport brands."
      },
      "fact_25": {
       "a": {
        "c": "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The Chiliz Group Limited is the sole shareholder of FTM, with its main role being that of a holding company. It is a registered entity in Malta under the number C 77290. It does not undertake any specific commercial or business activities, saving being the original issuer of the $CHZ token."
      },
      "fact_26": {
       "a": {
        "c": "mica:NewlyEstablishedOfferorsIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_27": {
       "a": {
        "c": "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "1 .\tFinancial Performance and Strategic Progress\n    \n    Over the past three years, FTM has demonstrated a clear trajectory toward financial stability, driven by disciplined cost management, strategic growth initiatives, and operational improvements. Following a highly profitable year in 2021, FTM faced a net loss in 2022 due to challenging market conditions, rising operating expenses, and significant investments in scaling its business. However, in 2023, decisive measures to enhance efficiency, optimize expenditures, and strengthen revenue streams led to a substantial reduction in losses. By 2024, these efforts had significantly improved financial performance, with key metrics reflecting a strong upward trend:\n\n\n    \n\n    \n\n\n            \n\n\n            Revenue Growth: Revenue increased by more than 70% from 2023 to 2024, signaling renewed momentum in Fan Token sales supported by a recovering crypto market.\n\n\n            \n\n                \n\n            Pro\ufb01tability: Despite incurring losses in 2023, FTM\u2019s profitability improved by over 60% in 2024 due to rising revenue and enhanced financial efficiency.\n\n\n\n\n\n\n        \n            As of 2024, FTM has been actively working toward break-even, leveraging sustained revenue growth, improved margins, and a more resilient business model. Financial and operational performance indicators point to steady progress, underpinned by stable cash flows and a well-structured capital strategy. FTM has demonstrated strong financial improvements in 2024, marked by higher revenue, reduced losses, improved cash flow, and stronger margins.\n        \n\n\n\n\n\n\n\n        \n            2. Financial Position as of December 31 , 2024\n        \n\n\n\n\n\n\n\n        \n            The following is a summary of FTM's financial position based on the audited financial statements for the year ended 2024.\n        \n\n\n\n\n\n\n\n        \n            (A) Assets\n        \n\n\n\n\n\n\n\n        \n            As of December 31, 2024, FTM's assets are categorized as follows:\n        \n\n\n\n            \n\n                \n\n            Total Current Assets: CHF 92,790,921.\n\n\n            \n\n                \n\n            Total Non-Current Assets: CHF 294,874.\n\n\n            \n\n                \n\n            Total Assets: CHF 93,085,795.\n\n\n\n\n\n\n        \n            (B) Debts and Other Liabilities\n        \n\n\n\n\n\n\n\n        \n            As of December 31, 2024, FTM's liabilities are detailed as follows:\n        \n\n\n\n            \n\n                \n\n            Total Short-term Liabilities: CHF 75,790,910\n\n\n            \n\n                \n\n            Total Long-term Liabilities: CHF 1,723,172\n\n\n            \n\n                \n\n            Total Liabilities: CHF 77,514,081\n\n\n\n\n\n\n        \n            (C) Shareholders' Equity\n        \n\n\n\n\n\n            \n\n                \n\n            Total Shareholders' Equity: CHF 15,571,714\n\n\n\n\n\n\n        \n            3. Future Outlook\n        \n\n\n\n\n\n\n\n        \n            Looking ahead, FTM remains committed to further strengthening its revenue and profitability, capitalizing on the improving crypto-asset market and increasing demand for Fan Tokens. A continued focus on cost management and revenue expansion will enhance financial stability. Additionally, FTM is undertaking a strategic review to eliminate unnecessary expenses, thereby improving long-term profitability. With a solid foundation in place, it is well-positioned for continued financial growth and sustainable profitability.\n        \n\n\n\n\n\n\n\n        \n            (A) Key Performance Indicators (KPIs)\n        \n\n\n\n\n\n\n\n        \n            FTM\u2019s KPIs reflect its core business priorities:\n        \n\n\n\n\n\n            \n\n                \n\n            Fan Token Sales: FTM\u2019s primary business, Fan Token sales, has  shown strong performance over the past year. Despite volatility in the crypto market, it has successfully maintained substantial sales volumes. With a market rebound, management expects further improvement in this KPI.\n\n\n            \n\n                \n\n            Expansion of public o\ufb00er: FTM actively seeks new partnerships to expand its portfolio of Fan Tokens and plans to launch new Fan Tokens in 2026, with $SAFA being one of them.\n\n\n            \n\n                \n\n            Enhanced Fan Token Utility: FTM also focuses on increasing the utility of Fan Tokens, both through the Platform and third-party collaborations. Providing greater utility encourages long-term holding and enhances Fan Token's value.\n\n\n\n\n\n\n        \n            (B) Capital Resources\n        \n\n\n\n\n\n        \n            FTM\u2019s capital resources are primarily derived from Fan Token's sales, ensuring a sustainable funding model aligned with business growth.\n        \n\n\n\n\n\n\n\n        \n            (C) Non-Financial Factors\n        \n\n\n\n\n\n\n\n        \n            Beyond financial metrics, FTM\u2019s success is underpinned by its reliance on highly skilled personnel and efficient resource allocation, reinforcing the strength of its operational model.\n        \n\n\n\n        \n\n    "
      },
      "fact_28": {
       "a": {
        "c": "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply as FTM has been established for the past three years."
      },
      "fact_29": {
       "a": {
        "c": "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_30": {
       "a": {
        "c": "mica:NameOfOtherTokenProject",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA Fan Token project"
      },
      "fact_31": {
       "a": {
        "c": "mica:NameOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA Fan Token"
      },
      "fact_32": {
       "a": {
        "c": "mica:OtherTokenProjectAbbreviation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA"
      },
      "fact_33": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA is the official Fan Token of the South African Football Association, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology.$SAFA Fan Token is intended to grant holders a variety of exclusive digital and real-world utilities with the potential of expanding to web3 and DeFi functionalities. $SAFA aims to transform passive supporters into active participants in the Team's community and digital ecosystem.Indicatively, holders may be eligible to vote on official SAFA\u2019s non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $SAFA may unlock access to exclusive rewards, such as VIP matchday experiences, signed merchandise, discount on official products, unique real-life opportunities (i.e., Meet  and  Greet with Players of the Team), as well as access to digital experiences and rewards, subject to availability.Through the Platform, fans can earn loyalty points when engaging with certain features such as the \u2018Stake  and  Earn\u2019 feature. These loyalty points are redeemable for limited-edition items and enhanced utilities available through the dedicated fan rewards shop, subject to availability.The project's mission is to strengthen the bond between SAFA and its global fanbase by leveraging Web3 technology to provide meaningful engagement, recognition, and rewards within a secure and transparent framework. As the world of sports and entertainment transitions to Web3, $SAFA serves as a gateway to a new era of fandom and enables fans to engage with the Team in immersive and innovative ways within this new digital realm. Fully compliant with the EU regulatory landscape, the project emphasizes transparency and user protection."
      },
      "intro_fact_34": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Fan Token Management AG\n        "
      },
      "fact_36": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Zug\n        "
      },
      "intro_fact_38": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Socios Europe Services Limited\n        "
      },
      "fact_40": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Msida\n        "
      },
      "intro_fact_42": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          South African Football Association (SAFA)\n        "
      },
      "fact_44": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Johannesburg\n        "
      },
      "fact_46": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenProjectIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_47": {
       "a": {
        "c": "mica:DescriptionOfPastMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Past milestonesThe $SAFA Fan Token project is new and is in its early stages, with key milestones yet to be achieved."
      },
      "fact_48": {
       "a": {
        "c": "mica:DescriptionOfFutureMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Future milestones\n    \n    Below is a timeline highlighting key milestones for the token:\n\n\n    \n\n    \n\n\n            \n\n\n            2026/04/20: Notification of this crypto-asset whitepaper.\n\n\n            \n\n                \n\n            2026/05/20: Publication of this crypto-asset whitepaper.\n\n\n            \n\n                \n\n            2026/05/21 : Beginning of the subscription period.\n\n\n            \n\n                \n\n            2026/05/28: End of the subscription period.\n\n\n            \n\n                \n\n            2026/06/01 : Beginning of the claim period.\n\n\n            \n\n                \n\n            2026/06/09: Distribution of $SAFA Early Purchase Discount as described in section E.19.\n\n\n            \n\n                \n\n            2026/06/09: End of the claim period.\n\n\n            \n\n                \n\n            2026/06/10: Final airdrop.\n\n\n            \n\n                \n\n            2026/06/10: Following conclusion of the public offer and distribution of the tokens purchased, FTM will retain control and management over the non-circulating supply of $SAFA. Subject to the partnership agreement signed with the Team, the non-circulating supply may be used to: (i) fund utilities and rewards made available to token holders on the Platform; (ii) promote $SAFA and associated marketing activations; and (iii) provide liquidity on MiCA-licensed trading platforms and decentralized exchanges (\u201cDEXs\u201d).\n\n\n        \n\n    "
      },
      "fact_49": {
       "a": {
        "c": "mica:ResourceAllocationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to the project primarily consists of non-financial contributions, including the extensive man-hours and expertise provided by the development team of the Issuer/Offeror. Additionally, marketing efforts have been deployed by FTM and SAFA to drive awareness, foster community engagement, and ensure the successful adoption of the token."
      },
      "fact_50": {
       "a": {
        "c": "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Part of the proceeds will be distributed to the Team as per the terms of the revenue-share mechanisms agreed upon between FTM and SAFA. A portion of the proceeds retained by FTM will primarily be allocated to cover partnership fees. Additionally, the funds will be allocated to support the Issuer/Offeror group operational expenses and to ensure ongoing provisioning of utility inventory on the Platform for $SAFA."
      },
      "fact_52": {
       "a": {
        "c": "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer aimed to grow SAFA\u2019s community by fostering engagement with its global fan base, allowing fans to connect with the Team and benefit from a variety of utilities that may be provided to token holders, including on the Platform. This initiative not only strengthens the connection between the Team and its global fanbase but also fosters long-term engagement, rewarding fans for their ongoing commitment.$SAFA Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community."
      },
      "fact_53": {
       "a": {
        "c": "mica:FundraisingTargetExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "250000",
       "d": 10
      },
      "fact_54": {
       "a": {
        "c": "mica:MaximumSubscriptionGoalsExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "250000",
       "d": 10
      },
      "fact_55": {
       "a": {
        "c": "mica:OversubscriptionAcceptanceIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_56": {
       "a": {
        "c": "mica:IssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0.50",
       "d": 10
      },
      "fact_58": {
       "a": {
        "c": "mica:AnyOtherOtherTokensDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$CHZ (KNS06KRXQ)"
      },
      "fact_59": {
       "a": {
        "c": "mica:SubscriptionFeeExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0",
       "d": 10
      },
      "fact_60": {
       "a": {
        "c": "mica:OfferPriceDeterminationMethodExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The issue price is determined by amount of $CHZ tokens equivalent to USD 0.50 is calculated based on the exchange rate for CHZ/USD on the day and time of participation. The offer price has been discretionary determined by the Issuer/Offeror in accordance with the terms of the partnership agreement signed with the Team."
      },
      "fact_61": {
       "a": {
        "c": "mica:TotalNumberOfOfferedOrTradedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "500000",
       "d": 10
      },
      "fact_63": {
       "a": {
        "c": "mica:HolderRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer is only available to registered Socios.com users. The terms and conditions of the platform provide a list of restricted jurisdictions, and therefore, users located in any of the following jurisdictions will not be able to participate in the public offer: Afghanistan, Burundi, Central African Republic, China, Congo, Democratic Republic of the Congo, Cuba, Guinea-Bissau, Iran, Iraq, Korea (DPKR), Lebanon, Libya, Myanmar, Pakistan, Russian Federation, Somalia, South Sudan, Sudan, Syrian Arab Republic, Venezuela (Bolivarian Republic of), Yemen and Zimbabwe."
      },
      "fact_64": {
       "a": {
        "c": "mica:ReimbursementNotice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_65": {
       "a": {
        "c": "mica:RefundMechanismExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In the events described under section E.16 above, participants will be refunded their $CHZ contributions in full through the following mechanism:\n\n\n    \n\n    \n\n\n            \n\n\n            Minimum target subscription is not reached: There is no minimum target subscription for the public offer of $SAFA.\n\n\n            \n\n                \n\n            Withdrawal right: Throughout the subscription period, participants are required to stake $CHZ tokens natively on the Chiliz Chain through their Socios.com Wallet. Participants in the public offer, including those that have staked their $CHZ in the Interest Stage, have the option to request the unstaking of their $CHZ tokens at any point in time during the subscription period. This option will be easily accessible on the Platform and can be triggered from the participant\u2019s Socios.com Wallet. Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA, will forward these unstaking requests to the governance contract of the Chiliz Chain where $CHZ contributions are staked, and ensure that such unstaking requests are processed in a timely manner (within up to 72 hours due to protocol constraints) so the participants\u2019 withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain Proof-of-Stake-Authority (PoSA) consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant\u2019s $CHZ contribution will be made available for the participant to claim from their Socios.com Wallet.\n\n\n            \n\n                \n\n            Refund Process Cancellation: If the public offer is cancelled for any reason, all $CHZ contributions will be unstaked by SES on behalf of the participants and made available for such participants to claim on the Platform once the unstaking process described above has been fully completed.\n\n\n            \n\n                \n\n            Alternative Refund Mechanism: No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.\n\n\n        \n\n    "
      },
      "fact_66": {
       "a": {
        "c": "mica:RefundTimelineExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The estimated timeline for completion of the unstaking process is up to six (6) days, as described in section E.16 and subject to network conditions.  Once  the unstaking process has been completed, participants remain responsible for claiming their $CHZ contributions back to their Socios.com Wallet. If participants do not claim their $CHZ contributions, FTM will return such contributions to participants through an airdrop mechanism starting from 2026/06/10."
      },
      "fact_67": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer of $SAFA shall begin with the opening of the subscription period indicated in this white paper, and ends upon the closing of such subscription period. The public offer for $SAFA is structured to ensure equal access for all participants.Starting from 2026/06/01 at 12:00 CEST, participants\u2019 final $SAFA Fan Token allocation will be made available for participants to claim on the Platform via their Socios.com Wallet. Participants will be able to claim their $SAFA until 2026/06/09 at 23:59 CEST. Upon the expiry of this period, any unclaimed $SAFA will be airdropped to participants who did not exercise their right to claim within the claim window."
      },
      "fact_68": {
       "a": {
        "c": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Only those participants who have staked $CHZ as an expression of interest during the Interest Stage and confirmed their participation during the subscription period will be eligible for an additional $SAFA Fan Token allocation of 10% of the total token allocation to which they are entitled at the end of the public offer. This $SAFA Fan Token bonus allocation will be airdropped directly to the Socios.com Wallet address of the participant during the claim period."
      },
      "fact_69": {
       "a": {
        "c": "mica:TimelimitedOfferIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_70": {
       "a": {
        "c": "mica:SubscriptionPeriodBeginning",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-05-21"
      },
      "fact_71": {
       "a": {
        "c": "mica:SubscriptionPeriodEnd",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-05-28"
      },
      "fact_72": {
       "a": {
        "c": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA: $CHZ contributions raised during the public offering are natively staked on the Chiliz Chain\u2019s governance contract. Therefore, those $CHZ contributions remain associated with the participant\u2019s Socios.com Wallet, and participants who want to withdraw their participation in the public offer can request to unstake part or all their $CHZ contributions at any point in time until expiration of the subscription period. Unstake requests from participants are managed through the smart contract deployed by the Issuer; however, Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA, has been granted the role and authority to broadcast unstake requests to the Chiliz Chain\u2019s governance contract, ensuring that participants can regain access and control over their $CHZ contributions in a timely manner. By doing so, SES acts in its quality of custodian licensed under MiCA by safekeeping the means of access to the participants\u2019 staked $CHZ tokens on their behalf. While SES does not have control over such assets, its role is to ensure that the means to access those tokens is protected and always available to participants. Once the unstake request has been broadcast by SES to the Chiliz Chain\u2019s governance contract, a cooling down period of two full epochs (up to 72 hours) will start. Once this cooling down period expires, the unstaking cycle has been fully processed, and participants will be able to claim their $CHZ contributions directly from their Socios.com Wallet. This process ensures that $CHZ contributions can only be unstaked upon the request being initiated by the participant. In addition, upon participants\u2019 initiating an unstake request, FTM cannot withhold such requests, due to SES, acting in its capacity of custodian, having the authority to process and broadcast these requests from FTM\u2019s smart contract to the Chiliz Chain\u2019s governance contract, ensuring that participants\u2019 requests are never blocked."
      },
      "fact_73": {
       "a": {
        "c": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The only accepted payment method is $CHZ tokens. Through the Platform, participants may acquire $CHZ tokens through third-party on-ramp service providers, such as MoonPay, Banxa, and AlchemyPay, amongst others, subject to availability in their jurisdiction. No other payment methods, including fiat currencies or any other cryptocurrencies, are accepted during the public offer."
      },
      "fact_74": {
       "a": {
        "c": "mica:ValueTransferMethodsForReimbursementExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In case of cancellation of the public offer or exercise of their withdrawal right, participants will be entitled to a refund in kind by delivery of their $CHZ contributions to their Socios.com Wallet in accordance with the procedures set forth in sections E.16 and E.26 of this white paper."
      },
      "fact_75": {
       "a": {
        "c": "mica:RighOfWithdrawalExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "During the subscription period, participants have the right to withdraw their participation without incurring any fees or costs and without needing to provide any reason. Participants have the option to request the unstaking of their $CHZ contributions at any point in time during the subscription period by selecting the \u2018unstake\u2019 option accessible on the Platform from their Socios.com Wallet. SES will forward these unstaking requests to the Chiliz Chain\u2019s governance contract where $CHZ contributions are staked, ensuring that such unstaking requests are being processed and executed in a timely manner (within up to 72 hours due to protocol constraints) so the participants\u2019 withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain\u2019s PoSA consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant\u2019s $CHZ contribution will be made available for the participant to claim from their Socios.com Wallet."
      },
      "fact_76": {
       "a": {
        "c": "mica:TransferOfPurchasedOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the conclusion of the subscription period, $SAFA tokens will be made available for participants to claim on their Socios.com Wallet, by interacting with the \u2018claim\u2019 function of the smart contract deployed by FTM for the distribution of $SAFA and made available to participants on the Platform."
      },
      "fact_77": {
       "a": {
        "c": "mica:TransferTimeSchedule",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA tokens will be made available for participants to claim on the Platform from 2026/06/01 at 12:00 CEST to 2026/06/09 at 23:59 CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026/06/10 at 12:00 CEST."
      },
      "fact_78": {
       "a": {
        "c": "mica:PurchasersTechnicalRequirementsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To participate in the public offer, prospective holders must have a registered account on the Socios.com platform and set up their Socios.com Wallet to participate in the public offer and to receive the $SAFA Fan Token. As a non-custodial wallet solution, participants are responsible for securing their wallet credentials, including private keys and recovery phrases, to ensure the safety of their assets."
      },
      "fact_79": {
       "a": {
        "c": "mica:NameOfOtherTokenServiceProvider",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Socios Europe Services Limited"
      },
      "fact_80": {
       "a": {
        "c": "mica:OtherTokenServiceProviderIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500EBA2E9980CDD80"
      },
      "fact_82": {
       "a": {
        "c": "mica:TradingPlatformsName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the distribution of $SAFA to participants in the public offer, FTM reserves the right to seek admission to trading of $SAFA on MiCA-compliant trading platforms established in the EU/EEA."
      },
      "fact_83": {
       "a": {
        "c": "mica:TradingPlatformsIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_84": {
       "a": {
        "c": "mica:TradingPlatformsAccessExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_85": {
       "a": {
        "c": "mica:DescriptionOfInvolvedCostsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The costs are exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees will be subsidized by FTM, meaning that participants will not be required to pay gas fees when staking/unstaking $CHZ during the public offer, or to claim their $SAFA tokens during the claim period. No hidden or imposed fees apply to the subscription for $SAFA."
      },
      "fact_86": {
       "a": {
        "c": "mica:DescriptionOfOfferExpensesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to the $SAFA public offer are primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, compliance with applicable laws, and comprehensive project planning to facilitate the token launch. In addition to these resource commitments, certain financial expenditures will also be incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain."
      },
      "fact_87": {
       "a": {
        "c": "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No conflicts of interest have been identified by FTM in relation to the public offer of $SAFA in the EU."
      },
      "fact_88": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_89": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the public offer of $SAFA, including the validity, invalidity, breach or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_90": {
       "a": {
        "c": "mica:OtherTokenType",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA falls within the definition of crypto-asset set forth in Article 3 of MiCA, as it is a digital representation of a value or of a right that is able to be transferred and stored electronically using distributed ledger technology or similar technology.$SAFA is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $SAFA does not purport to maintain a stable value and, thus, it should be classified as a crypto-asset other than asset-referenced token or e-money token. In addition, $SAFA does not qualify as a utility token under MiCA\u2019s Article 3, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer."
      },
      "fact_91": {
       "a": {
        "c": "mica:InformationAboutOtherTokenFunctionalityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA is a utility-based crypto-asset designed to increase community engagement between the Team and its global fanbase. The token serves as a digital membership credential that enables participants to access token-gated features and exclusive non-financial experiences that may be made available to token holders. Its issuance is linked to the fan engagement strategy of the Team and forms part of a broader initiative to integrate Web3 technology into the fan experience. The functionalities of $SAFA Fan Token on the Platform depend on the contractual arrangement with the Team. These functionalities may include, but are not limited to, participation in binding and/or non-binding polls, access to exclusive content/experiences, and rewards mechanisms through the Platform. These features, benefits, and rewards are indicative, not guaranteed, subject to availability, and contingent upon holding $SAFA.$SAFA token holders do not acquire any financial rights, ownership, or entitlements to revenues or intellectual property from the Team, FTM, or their respective affiliates. $SAFA does not entitle token holders to participate in any decisions which are ordinarily reserved to corporate bodies or vested in directors and shareholders of either the Team, FTM, or their respective affiliates, nor does it entitle token holders to receive any sort of profits generated by the Team, FTM, or their respective affiliates. In addition, $SAFA is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes."
      },
      "fact_92": {
       "a": {
        "c": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA token holders may have access to a range of token-gated features, which may be made available through the Socios.com fan engagement and rewards platform or other platforms as may be determined in the future. Following its issuance, additional functionalities may be introduced, further enhancing $SAFA token holder experience, either on the Platform or on any other third party platform, subject to integration of $SAFA on such third party platform. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available to token holders."
      },
      "fact_95": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 20,000,000 tokens. $SAFA can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $SAFA Fan Token holders can use $SAFA on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team."
      },
      "fact_96": {
       "a": {
        "c": "mica:OtherTokenIssuersCommercialOrTradingName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_97": {
       "a": {
        "c": "mica:OtherTokenIssuersWebsite",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_98": {
       "a": {
        "c": "mica:OtherTokenOfferStartingDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-05-21"
      },
      "fact_99": {
       "a": {
        "c": "mica:OtherTokenWhitePaperPublicationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-05-20"
      },
      "fact_100": {
       "a": {
        "c": "mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "FTM does not currently provide any other services."
      },
      "fact_101": {
       "a": {
        "c": "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "English"
      },
      "fact_102": {
       "a": {
        "c": "mica:OtherTokenDigitalTokenIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "81KLHJNF2"
      },
      "fact_103": {
       "a": {
        "c": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "G1HFG9KLK"
      },
      "fact_104": {
       "a": {
        "c": "mica:OtherTokenVoluntaryDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_105": {
       "a": {
        "c": "mica:OtherTokenPersonalDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_106": {
       "a": {
        "c": "mica:LEIEligibilityIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_109": {
       "a": {
        "c": "mica:InformationAboutPurchaserRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Rights of the purchasers:\n    \n    Ownership of $SAFA Fan Token is limited to control over the tokens themselves and does not provide any ownership or claim in the issuer or any related entity, including any rights to shares, assets, revenues, intellectual property, governance, or profit-sharing. Within this framework, purchasers may benefit from certain functionalities and rights associated with the acquisition and use of $SAFA, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Purchasers have the right to claim their $SAFA allocation based on their $CHZ contribution as determined at the end of the subscription period.\n\n\n            \n\n                \n\n            Purchasers have the right to withdraw their participation and request a full refund of their $CHZ contribution without fees or penalties before the end of the subscription period.\n\n\n            \n\n                \n\n            Purchasers are guaranteed equal access to the public offer, ensuring fairness and preventing over-concentration.\n\n\n            \n\n                \n\n            Purchasers have the right to access specific fan engagement functionalities associated with $SAFA Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties.\n\n\n            \n\n                \n\n            In the event of public offer cancellation, all participants are entitled to a refund. Upon cancellation of the public offer, $CHZ contributions will be unstaked by SES and made available for participants to claim on their Socios.com Wallet.\n\n\n            \n\n                \n\n            Purchasers have full control over the purchased $SAFA tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.\n\n\n\n\n\n\n        \n            Purchasers are subject to the following requirements:\n        \n\n\n\n\n\n            \n\n                \n\n            Purchasers must create an account on the Socios.com Platform and set-up their Socios.com Wallet to be able to participate in the public offer. By doing so, participants must comply with the terms and conditions of the Platform and any other terms made available to participants on the Platform.\n\n\n            \n\n                \n\n            Purchasers are responsible for securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to safeguard their assets.\n\n\n            \n\n                \n\n            Purchasers must ensure that their participation in the public offer is not in violation of any laws, regulations, or rules in their country of residence or domicile. If there are any local legal restrictions, prospective purchasers are expected not to participate in the public offer.\n\n\n            \n\n                \n\n            Participants are required to be at least 18 years old, or of the minimum legal age to obtain and hold crypto-assets, according to the laws of their jurisdictions.\n\n\n            \n\n                \n\n            Participants must have read, understood, and accepted the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase.\n\n\n            \n\n                \n\n            Purchasers are required to stake $CHZ on the Chiliz Chain via the smart contract deployed by FTM to participate in the public offer.\n\n\n            \n\n                \n\n            Purchasers are required to claim their $SAFA Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $SAFA Fan Token allocation during this period of time, FTM will airdrop participants\u2019 allocation directly into their Socios.com Wallet on a specific date following expiration of the claim period.\n\n\n        \n\n    "
      },
      "fact_110": {
       "a": {
        "c": "mica:ExerciseOfRightsAndObligationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Participants can exercise the rights and obligations described in this white paper exclusively through their account on the Platform and the Socios.com Wallet associated with such an account. Participants\u2019 rights in relation to their participation in the public offer, claim of $SAFA Fan Token, withdrawal right during the public offer, right to access fan engagement functionalities available for $SAFA on the Platform, and right to receive their $CHZ contributions in case of a cancelation of the public offer, can be solely accessed and exercised through the Socios.com Wallet address associated with their account on the Platform and through which participants initially participated into the public offer. These include:\n\n\n    \n\n    \n\n\n            \n\n\n            Right to withdraw: Participants who wish to withdraw their $CHZ contributions during the public offer may do so by selecting the \u2018unstake\u2019 option made available to them on their Socios.com Wallet. SES will forward these unstaking requests to the governance contract of the Chiliz Chain where $CHZ contributions are staked, and ensure that such unstaking requests areis being processed in a timely manner (within up to 72 hours due to protocol constraints) so the participants\u2019 withdrawal rights are safeguarded. Furthermore, participants are informed that this unstaking process is subject to the rules of the Chiliz Chain Proof-of-Stake-Authority (PoSA) consensus mechanism, which imposes an additional cooling down period of two full epochs (up to 72 hours). Once the unstaking process has been completed (which can take up to 6 days, as described in this section), the participant\u2019s $CHZ contribution will be made available for the participant to claim on the Platform.\n\n\n\n\n            \n\n                \n\n            Right to be refunded in the event of public o\ufb00er cancellation: All participants are entitled to a refund of their $CHZ contributions in case the public offer is canceled by FTM. Upon cancellation of the public offer, SES will be responsible for unstaking participants\u2019 $CHZ contributions from the Chiliz Chain\u2019s governance contract and ensuring that such $CHZ contributions (and any accrued $CHZ staking rewards) are made available for participants to claim from their Socios.com Wallet. The unstaking process will be initiated by SES immediately following cancelation of the public offer, however, this process remains subject to the cooling-down period of two full epochs (approximately 72 hours) imposed on the Chiliz Chain for the unstake of $CHZ before their $CHZ contributions become claimable.\n\n\n\n\n            \n\n                \n\n            Rights to claim $SAFA: Participants\u2019 rights to claim their $SAFA Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026/06/01 at 12:00 CEST and terminate on 2026/06/09 at 23:59 CEST. During this claim period, participants are responsible to claim their $SAFA Fan Token allocation from the smart contract deployed by FTM. Upon such user-initiated claim function, the smart contract will execute the distribution of the participant\u2019s $SAFA Fan Token allocation to the participant\u2019s Socios.com Wallet. Any $SAFA Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.\n\n\n\n\n            \n\n                \n\n            Ownership of $SAFA: Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $SAFA tokens upon claiming their $SAFA Fan Token allocation or upon receiving such tokens via airdrop in case they did not claim their $SAFA allocation during the claim period. Token holders can exercise such control through their Socios.com Wallet or any other non-custodial wallet compatible with the Chiliz Chain.\n\n\n        \n\n    "
      },
      "fact_111": {
       "a": {
        "c": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No modifications to the rights and obligations of purchasers are anticipated or planned. The terms of the public offer, including purchaser rights and obligations, are enforced through the smart contract deployed by FTM and transparently communicated in advance, offering full predictability for all participants. In the event of unforeseen circumstances requiring modifications to purchasers\u2019 rights and obligations, participants will be notified promptly, and any changes will comply with applicable regulatory requirements to protect purchaser interests.Notwithstanding the above, FTM reserves the right to change or amend such terms from time to time. In this case, FTM will promptly inform participants about such changes. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. Participants\u2019 use of the Platform after publication of the amended terms constitutes acceptance of such amended terms. It is the participants responsibility to regularly check for such notices and updates on the Platform."
      },
      "fact_112": {
       "a": {
        "c": "mica:InformationAboutFuturePublicOffersExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "There are no future public offers planned at this stage."
      },
      "fact_113": {
       "a": {
        "c": "mica:NumberOfIssuersRetainedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "19500000",
       "d": 10
      },
      "fact_114": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_115": {
       "a": {
        "c": "mica:NontradingRequestIndicatorRelatedToOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_116": {
       "a": {
        "c": "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Upon conclusion of the public offer, it is expected that $SAFA Fan Token will become tradable on DEXs. Token holders can interact with such third-party DEXs by connecting their Socios.com Wallet or any other non-custodial wallet which is compatible with any blockchain network on which $SAFA Fan Token can be stored and transferred. FTM further reserves the right to seek admission to trading of $SAFA on MiCA-compliant trading platforms."
      },
      "fact_117": {
       "a": {
        "c": "mica:OtherTokensTransferRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No lock-up period in place. Tokens may be freely traded and therefore unlocked immediately upon distribution of the $SAFA to participants."
      },
      "fact_118": {
       "a": {
        "c": "mica:SupplyAdjustmentProtocolsIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_119": {
       "a": {
        "c": "mica:SupplyAdjustmentMechanismsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as G.12 is false"
      },
      "fact_120": {
       "a": {
        "c": "mica:OtherTokenValueProtectionSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_121": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as G.14 is false"
      },
      "fact_122": {
       "a": {
        "c": "mica:OtherTokenCompensationSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_123": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenCompensationSchemesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as G.16 is false"
      },
      "fact_124": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_125": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $SAFA Fan Token including the validity, invalidity, breach, or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_126": {
       "a": {
        "c": "mica:DistributedLedgerTechnologyForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The Chiliz Chain is the distributed ledger technology used for the issuance, storage, and transfer of $SAFA. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $SAFA is issued on the Chiliz Chain as a CAP-20 fungible token. The Chiliz Chain's core system contracts, including those governing staking, governance, and upgrade mechanisms, are fully audited. See H.9 for audit details."
      },
      "fact_127": {
       "a": {
        "c": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Token Standard\n    \n    $SAFA is issued under the CAP-20 token standard, the Chiliz Chain's native fungible token standard, functionally equivalent to Ethereum's ERC-20. CAP-20 enforces 18 decimal places, which means that on-chain balances, transfer amounts, and total supply are denominated in the token\u2019s smallest unit rather than as whole integers. $SAFA implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.\n    \n    Transaction Standards\n    \n    Since the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:\n\n\n    \n\n    \n\n\n            \n\n\n            EIP-2718 (Typed Transaction Envelope): defines a typed transaction format enabling multiple transaction types to coexist on the same network.\n\n\n            \n\n                \n\n            EIP-1559 (Fee Market): enables type-2 transactions with a protocol-defined base fee and an optional priority fee paid to validators.\n\n\n            \n\n                \n\n            EIP-155 (Replay Protection): transactions are signed with the Chiliz Chain Mainnet Chain ID of 88888, preventing cross-chain replay attacks.\n\n\n\n\n\n\n        \n            Execution Environment\n        \n\n\n\n\n\n\n\n        \n            The $SAFA token contract is compiled for the Shanghai-equivalent EVM target introduced with the Dragon8 upgrade. The Shanghai specification includes improvements covering warm coinbase access, the push zero opcode, and initcode size limits. This ensures full compatibility with standard Solidity development, testing, and auditing tooling across the Ethereum ecosystem.\n        \n\n\n\n\n\n\n\n        \n            Client Interface Standards\n        \n\n\n\n\n\n\n\n        \n            Chiliz Chain exposes standard Ethereum JSON-RPC and WebSocket endpoints, supporting the eth, net, and web3 method namespaces. ABI encoding follows the Ethereum Contract ABI specification, ensuring consistent function call and event log decoding across all compatible clients. Any wallet or application that supports custom EVM networks can interact with Chiliz Chain using the documented network parameters.\n        \n\n\n\n\n\n\n\n        \n            Account Model\n        \n\n\n\n\n\n\n\n        \n            Chiliz Chain uses Ethereum-style externally owned accounts and contract accounts, each identified by a standard 20-byte hexadecimal address. The same wallet address is valid on Chiliz Chain and any other EVM-compatible network.\n        \n\n\n\n\n\n\n\n        \n            NFT Standards\n        \n\n\n\n\n\n\n\n        \n            Although $SAFA is a fungible CAP-20 token, the Chiliz Chain supports ERC-721 and ERC-1155 through EVM compatibility. These standards are relevant to the broader $SAFA utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.\n        \n\n\n\n\n\n\n\n        \n            Cross-Chain Bridge Protocols\n        \n\n\n\n\n\n\n\n        \n            Two smart-contract-based bridge protocols facilitate interoperability between Ethereum and Chiliz Chain:\n        \n\n\n\n            \n\n                \n\n            Dcentralab's Chainport: converts ERC-20 $CHZ on Ethereum to wrapped $CHZ on Chiliz Chain.\n\n\n            \n\n                \n\n            The Chiliz Bridge: performs a direct ERC-20 to native $CHZ conversion using paired contracts deployed on both networks.\n\n\n\n\n\n\n        \n            These bridges are not operated by FTM or any of its affiliates and are used primarily to supply wallets with native $CHZ for gas, staking, and governance purposes on Chiliz Chain.\n        \n\n\n\n\n\n\n\n        \n            In addition, following the deployment of LayerZero\u2019s omnichain messaging protocol, token holders may have the ability to bridge their $SAFA Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero\u2019s protocol.\n        \n\n\n\n        \n\n    "
      },
      "fact_128": {
       "a": {
        "c": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Implementation and Architecture$SAFA token contract runs on the Chiliz Chain client implementation published as open-source software in the chiliz-chain/v2 repository, written in Go. A separate genesis-configuration repository defines the chain parameters and network configuration. Together, these components define the execution and consensus stack within which the $SAFA CAP-20 contract is deployed and executed.Smart-Contract Platform and Execution EnvironmentSmart contracts on Chiliz Chain are written in Solidity and compiled for the Shanghai-equivalent EVM introduced with the Dragon8 upgrade. Dragon8 also implemented EIP-1559 and EIP-2718, aligning Chiliz Chain's fee mechanics and transaction format with Ethereum. All transactions on Chiliz Chain are metered using the EVM gas schedule and settled in $CHZ, the network's native token. The deterministic EVM runtime ensures that, given the same inputs and state, contract execution produces identical results across all validator nodes.Transfer and Interoperability TechnologyBefore transferring $SAFA, users must hold native $CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on Chiliz Chain, with gas paid in $CHZ and finality achieved upon block confirmation. The bridge protocols described in H.2 are available to move $CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM."
      },
      "fact_129": {
       "a": {
        "c": "mica:ConsensusMechanismForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA does not implement its own consensus mechanism. All $SAFA transactions executed within the Chiliz Chain's base layer achieve finality once included in blocks that reach the relevant commitment level. Settlement, ordering, and data availability are determined entirely by the Chiliz Chain's validator set. $SAFA inherits those security and availability guarantees.Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond $CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or o\ufb04ine validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of $CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralization than large, fully open validator networks."
      },
      "fact_130": {
       "a": {
        "c": "mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to $CHZ supply. Priority fees are distributed to validators and delegators and are not burned.\n    \n    Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.\n\n\n            \n\n                \n\n            10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.\n\n\n            \n\n                \n\n            25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.\n\n\n\n\n\n\n        \n            The inflationary $CHZ supply follows a programmatic decay schedule introduced by Dragon8, beginning at an annual rate of 8.8% and declining over time toward a long-term steady rate, providing predictable and transparent monetary policy for the network.\n        \n\n\n\n\n\n\n\n        \n            Validators that fail to comply with protocol rules, such as double-signing or repeated downtime, may be jailed and partially slashed, with a proportion of their staked $CHZ burned. This mechanism incentivises honest behaviour and high uptime across the validator set.\n        \n\n\n\n        \n\n    "
      },
      "fact_131": {
       "a": {
        "c": "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_132": {
       "a": {
        "c": "mica:AuditIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_133": {
       "a": {
        "c": "mica:AuditOutcomeForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Three categories of audit are relevant to $SAFA.\n    Halborn's Chiliz Chain Core Contracts\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Object: Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract, and bridge contract.\n\n\n            \n\n                \n\n            Findings: Minor risks were identified, with no indication of unresolved high-severity issues at launch.\n\n\n            \n\n                \n\n            Remediation: The necessary fixes were implemented before the 2023 mainnet launch. The contracts remain subject to further audits when upgraded.\n\n\n\n\n\n\n        \n            CertiK's Governance and Core Contracts\n        \n\n\n\n\n\n            \n\n                \n\n            Object: Smart contracts underpinning Chiliz governance and the core V2 contracts, including the V2 Genesis Contracts and related upgradeable components, as well as the on-chain vote token implementation reviewed under the Chiliz project on CertiK Skynet.\n\n\n            \n\n                \n\n            Findings: No critical issues. Several major centralisation-type findings, plus medium, minor, and informational issues, all marked as acknowledged.\n\n\n            \n\n                \n\n            Remediation: The identified issues have been addressed.\n\n\n\n\n\n\n        \n            Halborn's Chiliz Bridge Smart-Contract Audit\n        \n\n\n\n\n\n            \n\n                \n\n            Object: Smart-contract infrastructure for the Chiliz Bridge connecting $CHZ between Ethereum and the Chiliz Chain.\n\n\n            \n\n                \n\n            Findings: No critical, unaddressed issues.\n\n\n            \n\n                \n\n            Remediation: Subsequent updates to bridge logic are tracked via blockchain code-change logs and outage reports.\n\n\n        \n\n    "
      },
      "fact_134": {
       "a": {
        "c": "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the execution of the public offering of the $SAFA Fan Token:O\ufb00er delay, suspension, or cancelationThere is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund.Distribution delay from network congestionThe distribution of $SAFA may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution.Short subscription windowThe subscription period is limited to one (1) week. Retail investors across different time zones may have limited opportunity to review this white paper in full or perform due diligence to make a fully informed participation decision within this window."
      },
      "fact_135": {
       "a": {
        "c": "mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to FTM as the issuer of $SAFA:Regulatory Compliance RisksIssuers of crypto-assets must adhere to a wide array of regulatory requirements across different jurisdictions. Non-compliance can result in fines, sanctions, or the prohibition of the crypto asset offering, impacting its viability and market acceptance.Distribution delay from network congestionThese include risks related to the Issuer's internal processes, personnel, and technologies, which can affect their ability to manage crypto-asset operations effectively. Failures in operational integrity might lead to disruptions, financial losses, or issuer\u2019s reputational damage.Legal RisksLegal uncertainties, potential lawsuits, or adverse legal rulings can pose significant risks to issuers. Legal challenges may affect the legality, usability, or value of a crypto-asset.Reputational RisksNegative publicity, whether due to operational failures, security breaches, or association with illicit activities, can damage an issuer's reputation and, by extension, the value and acceptance of the crypto-asset.Dependency on Key IndividualsThe success of some crypto projects can be highly dependent on the expertise and leadership of Issuer\u2019s key individuals. Loss or changes in the project\u2019s leadership can lead to disruptions, loss of trust, or project failure.Counterparty RisksRisks associated with FTM's suppliers or collaborators, including the potential for non-fulfillment of obligations that can affect FTM\u2019s operations.Token FunctionalitiesParticipants understand that the partnership agreement with the Team will eventually expire or may be terminated and $SAFA may partially or fully lose utilities on the Platform as a result of such expiration or termination.Non-circulating supply managementFTM retains management of 19,500,000 $SAFA tokens, representing 97,50% of total supply, as treasury following the public offer. FTM's decisions regarding the timing and method of releasing any portion of this supply into circulation could materially affect $SAFA market price and liquidity conditions."
      },
      "fact_136": {
       "a": {
        "c": "mica:OtherTokensrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to $SAFA as a crypto-asset:Compliance with MiCAAlthough $SAFA is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token\u2019s status or its ability to be traded.Regulatory uncertaintyThe regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.Market volatility$SAFA\u2019s value is likely to be highly volatile and subject to market speculation. $SAFA\u2019s price may fluctuate significantly, resulting in potential losses.Liquidity RiskThe availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on centralized exchanges (CEXs). Even if the token becomes available on CEXs, such platforms may experience insufficient trading volumes, hindering the ability to buy or sell $SAFA, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $SAFA \u2018s availability or tradability.Adoption ChallengesIf participants in the crypto-assets market do not engage with $SAFA as expected, demand for the token may remain low.Macroeconomic riskA crypto market crash or financial crisis could reduce interest and investment in the token.Reputational ConcernsCrypto-assets are often subject to reputational risks stemming from associations with illegal activities, high-profile security breaches, and technological failures. Such incidents can undermine trust in the broader crypto ecosystem or specific project, negatively affecting investor confidence and market value, thereby hindering widespread adoption and acceptance."
      },
      "fact_137": {
       "a": {
        "c": "mica:ProjectImplementationrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the implementation of $SAFA as a project:Partnership dependencyThe token functionalities associated with $SAFA are contingent on the partnership agreement between FTM and the Team. If this agreement expires without renewal, is terminated early, or if either party fails to perform its obligations, $SAFA may partially or fully lose its token functionalities, materially reducing its value. There is no guarantee that the partnership will be renewed on equivalent or any terms.Team performance and reputational exposureThe desirability of $SAFA is directly tied to fan interest in the Team. Events adversely affecting the Team, including deterioration in sporting performance, financial difficulties, governance failures, or reputational harm, could reduce fan engagement and materially affect demand for and the value of $SAFA.Functionality non-deliveryThe features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific value utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team.Platform operational dependency$SAFA utilities are delivered through platform(s) designated by FTM and the Team from time to time, currently including the Socios.com platform. Any discontinuation, material disruption, or modification of the designated platform, or any failure by FTM to maintain an operational delivery environment, could limit or eliminate token holders' access to $SAFA's features.Insu\ufb03cient fundingThe project relies on the public offer to raise a portion of the proceeds allocated to fund the utility inventory. If the offer raises insufficient proceeds, the scope of rewards, benefits, and experiences made available to token holders may be scaled back or limited."
      },
      "fact_138": {
       "a": {
        "c": "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of $SAFA:Blockchain Dependency Risk$SAFA is built on the Chiliz Chain, making it inherently reliant on the stability, security, and long-term operation of the underlying blockchain. Any disruptions, protocol upgrades, or governance decisions on the Chiliz  Chain  could  potentially impact the token\u2019s functionality, transaction speed, and overall ecosystem integration. Changes to gas fees, validator incentives, or consensus mechanisms may also influence transaction costs and adoption.Smart Contract RisksDespite thorough testing and audits, smart contracts are susceptible to vulnerabilities such as logic errors, reentrancy attacks, or integer overflows. If an exploit is discovered in $SAFA token\u2019s contract, it could lead to financial losses, token theft, or unintended behaviors.Private key managementThe security of $SAFA holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.Network Security RisksWhile Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.Transaction FinalityTransactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganizations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.Scalability issuesAs blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.Consensus FailuresIssues with a blockchain\u2019s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.Ecosystem Dependency Risks$SAFA is compatible with many platforms across the Chiliz Chain and other compatible blockchain networks. It is always best practice to only interact with reputable platforms.Cross-chain Bridge ExposureInteroperability protocols enabling $SAFA to be transferred to other networks introduce message-verification risk, trust-anchor compromise risk, finality and liveness risk, smart contract upgrade risk, and operational risks including liquidity fragmentation and pricing divergence. Failure of a cross-chain bridge could result in partial or total loss of bridged tokens.Evolving Technology RisksBlockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete."
      },
      "fact_139": {
       "a": {
        "c": "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Several measures have been implemented to mitigate the risks associated with the technology used to issue and distribute $SAFA:\n    \n    O\ufb00er-Related Risks\n\n\n    \n\n    \n\n\n            \n\n\n            Short subscription window: This white paper is published on 20 May 2026, one day before the subscription period opens on 21 May 2026, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds.\n\n\n\n\n\n\n        \n            Issuer-Related Risks\n        \n\n\n\n            \n\n                \n\n            Non-circulating supply management: FTM discloses the existence, size, and intended uses of the non-circulating treasury supply in this white paper, including the permitted purposes for which it may be released, as described.\n\n\n\n\n\n\n        \n            Crypto-Asset-Related Risks\n        \n\n\n\n\n\n            \n\n                \n\n            Regulatory uncertainty: FTM monitors regulatory developments across relevant jurisdictions on an ongoing basis, including developments in South Africa where SAFA's primary fanbase is located.\n\n\n            \n\n                \n\n            Supply concentration and dilution: The total supply, public offer allocation, and non-circulating treasury supply are disclosed in full in this white paper across fields F.6, G.5, and D.8, including the permitted uses for which treasury tokens may be released.\n\n\n            \n\n                \n\n            Liquidity constraints: FTM actively seeks partnerships with established and reputable centralised exchanges and decentralized exchanges to ensure a smooth trading experience for $SAFA holders and to reduce venue-related operational risks following the public offer.\n\n\n\n\n\n\n        \n            Project Implementation-Related Risks\n        \n\n\n\n            \n\n                \n\n            Utility non-delivery: The token-gated features and utilities made available to $SAFA holders are governed by the contractual arrangement between FTM and SAFA. FTM maintains an active programme of utility provisioning on the Socios.com platform, as evidenced by the history of utilities delivered across the broader Fan Token ecosystem described in field D.8.\n\n\n\n\n\n\n        \n            Technology-Related Risks\n        \n\n\n\n            \n\n                \n\n            Smart contract vulnerabilities: $SAFA token and distribution contracts were developed using established Solidity development practices and subjected to extensive testing across multiple functional and edge-case scenarios to ensure reliability and correctness during token distribution. Where an independent security audit has been conducted, prospective purchasers should refer to H.9 for the full disclosure. FTM does not warrant that the contracts will be free from all errors or security issues. If any issues or problems arise in connection with participation in the public offer, it may take days, weeks, or months to resolve, and some issues may not be resolved at all.\n\n\n            \n\n                \n\n            Blockchain dependency: The Chiliz Chain's core infrastructure contracts, including staking, governance, bridge, and Dragon8 tokenomics contracts, have been independently audited by Halborn Security and CertiK. See H.9 for full details.\n\n\n            \n\n                \n\n            Private key management: FTM provides clear guidance to participants on securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to minimise risks related to loss of access. Participants are solely responsible for the safekeeping of their wallet credentials.\n\n\n            \n\n                \n\n            Network security: The Chiliz Chain's validator network continues to grow and diversify, enhancing resilience against potential centralisation or targeted attacks. However, the distribution of $SAFA tokens following the public offer and any subsequent transaction may be delayed or not executed due to transaction volume on the blockchain, mining attacks, or similar events.\n\n\n            \n\n                \n\n            Cross-chain bridge exposure: The Chiliz Bridge smart-contract infrastructure, which connects $CHZ between Ethereum and the Chiliz Chain, has been independently audited by Halborn Security with no critical unaddressed issues identified. See H.9 for full details\n\n\n            \n\n                \n\n            Evolving technology: FTM actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain technical competitiveness and security. The $SAFA project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.\n\n\n        \n\n    "
      },
      "fact_140": {
       "a": {
        "c": "mica:Name",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_141": {
       "a": {
        "c": "mica:RelevantLegalEntityIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_142": {
       "a": {
        "c": "mica:NameOfCryptoAssetSustainability",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA Fan Token"
      },
      "fact_143": {
       "a": {
        "c": "mica:ConsensusMechanismSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$SAFA does not implement its own consensus mechanism. All $SAFA transactions executed within the Chiliz Chain's base layer achieve finality once included in blocks that reach the relevant commitment level. Settlement, ordering, and data availability are determined entirelyby the Chiliz Chain's validator set. $SAFA inherits those security and availability guarantees.Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond $CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or o\ufb04ine validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of $CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralization than large, fully open validator networks."
      },
      "fact_144": {
       "a": {
        "c": "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to $CHZ supply. Priority fees are distributed to validators and delegators and are not burned.\n    \n    Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:\n\n\n    \n\n    \n\n\n            \n\n\n            65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.\n\n\n            \n\n                \n\n            10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.\n\n\n            \n\n                \n\n            25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.\n\n\n\n\n\n\n        \n            The inflationary $CHZ supply follows a programmatic decay schedule introduced by Dragon8, beginning at an annual rate of 8.8% and declining over time toward a long-term steady rate, providing predictable and transparent monetary policy for the network.\n        \n\n\n\n\n\n\n\n        \n            Validators that fail to comply with protocol rules, such as double-signing or repeated downtime, may be jailed and partially slashed, with a proportion of their staked $CHZ burned. This mechanism incentivises honest behaviour and high uptime across the validator set.\n        \n\n\n\n        \n\n    "
      },
      "fact_145": {
       "a": {
        "c": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-04-20"
      },
      "fact_146": {
       "a": {
        "c": "mica:EndOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2027-04-20"
      },
      "fact_147": {
       "a": {
        "c": "mica:EnergyConsumption",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "utr:kWh",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "48.20178",
       "d": 5
      },
      "fact_148": {
       "a": {
        "c": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Since $SAFA has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software.To determine the energy consumption of $SAFA, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $SAFA, a fraction of the energy consumption of the network is attributed to $SAFA, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts.The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $SAFA. Since $SAFA has not yet been launched at the time of writing this white paper, estimates are used to determine the share of the token. Other tokens with the same characteristics in terms of technical implementation and structure of the project are selected for this."
      },
      "mica_TypeOfPersonInvolved_0": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:DevelopmentTeam"
      },
      "mica_DomicileOfCompanyInvolved_0": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:CH"
      },
      "mica_TypeOfPersonInvolved_1": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:CryptoassetServiceProvider"
      },
      "mica_DomicileOfCompanyInvolved_1": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:MT"
      },
      "mica_TypeOfPersonInvolved_2": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:OtherPersonInvolvedInImplementation"
      },
      "mica_DomicileOfCompanyInvolved_2": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:ZA"
      },
      "mica_PublicOfferingOrAdmissionToTrading": {
       "a": {
        "c": "mica:PublicOfferingOrAdmissionToTrading",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:OfferToPublic"
      },
      "mica_OfficialCurrencyDeterminingIssuePrice": {
       "a": {
        "c": "mica:OfficialCurrencyDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "iso4217:USD"
      },
      "mica_TargetedHoldersForOtherToken": {
       "a": {
        "c": "mica:TargetedHoldersForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:RetailInvestors"
      },
      "mica_PlacementFormForOtherToken": {
       "a": {
        "c": "mica:PlacementFormForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:WithoutAFirmCommitmentBasisPlacementForm"
      },
      "mica_OtherTokenTypeOfWhitePaper": {
       "a": {
        "c": "mica:OtherTokenTypeOfWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:OtherCryptoassetWhitePaper"
      },
      "mica_OtherTokenTypeOfSubmission": {
       "a": {
        "c": "mica:OtherTokenTypeOfSubmission",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:NewTypeOfSubmission"
      },
      "mica_OtherTokenHomeMemberState": {
       "a": {
        "c": "mica:OtherTokenHomeMemberState",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:MaltaMemberState"
      },
      "mica_OtherTokenHostMemberStates": {
       "a": {
        "c": "mica:OtherTokenHostMemberStates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:AustriaMemberState mica:BelgiumMemberState mica:BulgariaMemberState mica:CroatiaMemberState mica:CyprusMemberState mica:CzechiaMemberState mica:DenmarkMemberState mica:EstoniaMemberState mica:FinlandMemberState mica:FranceMemberState mica:GermanyMemberState mica:GreeceMemberState mica:HungaryMemberState mica:IcelandMemberState mica:IrelandMemberState mica:ItalyMemberState mica:LatviaMemberState mica:LiechtensteinMemberState mica:LithuaniaMemberState mica:LuxembourgMemberState mica:NetherlandsMemberState mica:NorwayMemberState mica:PolandMemberState mica:PortugalMemberState mica:RomaniaMemberState mica:SlovakiaMemberState mica:SloveniaMemberState mica:SpainMemberState mica:SwedenMemberState"
      }
     },
     "target": null,
     "roleDefs": {
      "ns3": {
       "en": "Alphabetic 3 character code"
      },
      "ns4": {
       "en": "Alphabetic 2 character code"
      },
      "ns5": {
       "en": "Numeric code"
      },
      "ns6": {
       "en": "[Table 2] Template for white papers for crypto-assets other than asset-referenced tokens or e-money tokens"
      }
     },
     "rels": {
      "pres": {
       "ns6": {
        "mica:TemplateForWhitePapersForCryptoassetsOtherThanAssetreferencedTokensOrEmoneyTokensAbstract": [
         {
          "t": "mica:GeneralInformationAboutOtherTokensAbstract"
         },
         {
          "t": "mica:InformationAboutOfferorOrPersonSeekingAdmissionToTradingAbstract"
         },
         {
          "t": "mica:InformationAboutIssuerIfDifferentFromOfferorOrPersonSeekingAdmissionToTradingAbstract"
         },
         {
          "t": "mica:InformationAboutOperatorOfTradingPlatformInCasesWhereItDrawsUpCryptoassetWhitePaperAbstract"
         },
         {
          "t": "mica:InformationAboutOtherTokenProjectAbstract"
         },
         {
          "t": "mica:InformationAboutOfferToPublicOfOtherTokensOrTheirAdmissionToTradingAbstract"
         },
         {
          "t": "mica:InformationAboutOtherTokensAbstract"
         },
         {
          "t": "mica:InformationOnRightsAndObligationsAttachedToOtherTokensAbstract"
         },
         {
          "t": "mica:InformationOnUnderlyingTechnologyForOtherTokensAbstract"
         },
         {
          "t": "mica:InformationOnRisksForOtherTokenAbstract"
         },
         {
          "t": "mica:InformationOnSustainabilityIndicatorsInRelationToAdverseImpactOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenAbstract"
         }
        ],
        "mica:GeneralInformationAboutOtherTokensAbstract": [
         {
          "t": "mica:TableOfContentForOtherTokenWhitePaper"
         },
         {
          "t": "mica:DateOfNotificationForOtherTokenWhitePaper"
         },
         {
          "t": "mica:StatementEnsuringComplianceWithUnderlyingRegulation"
         },
         {
          "t": "mica:ComplianceStatementAboutManagementConfirmation"
         },
         {
          "t": "mica:StatementAboutPotentialRisks"
         },
         {
          "t": "mica:StatementAboutExchangeabilityForOtherToken"
         },
         {
          "t": "mica:StatementAboutCompensationAndGuaranteeForOtherToken"
         },
         {
          "t": "mica:OtherTokenOfferSummaryAbstract"
         }
        ],
        "mica:OtherTokenOfferSummaryAbstract": [
         {
          "t": "mica:ClarificationRegardingOtherTokenOfferTerms"
         },
         {
          "t": "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory"
         },
         {
          "t": "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory"
         },
         {
          "t": "mica:OfferDescriptionExplanatory"
         }
        ],
        "mica:InformationOnRisksForOtherTokenAbstract": [
         {
          "t": "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:OtherTokensrelatedRisksExplanatory"
         },
         {
          "t": "mica:ProjectImplementationrelatedRisksExplanatory"
         },
         {
          "t": "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory"
         }
        ],
        "mica:InformationAboutOfferorOrPersonSeekingAdmissionToTradingAbstract": [
         {
          "t": "mica:NameOfOtherTokenOfferor"
         },
         {
          "t": "mica:OfferorsLegalForm"
         },
         {
          "t": "mica:OfferorsRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:OfferorsHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:OfferorsRegistrationDate"
         },
         {
          "t": "mica:OfferorsLegalEntityIdentifier"
         },
         {
          "t": "mica:OfferorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:OfferorsContactTelephoneNumber"
         },
         {
          "t": "mica:OfferorsEmailAddress"
         },
         {
          "t": "mica:OfferorsResponseTimeDays"
         },
         {
          "t": "mica:IdentificationOfOfferorsParentCompany"
         },
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:OfferorsBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory"
         },
         {
          "t": "mica:NewlyEstablishedOfferorsIndicator"
         },
         {
          "t": "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory"
         },
         {
          "t": "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory"
         }
        ],
        "mica:OfferorsRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:OfferorsRegisteredAddress"
         },
         {
          "t": "mica:OfferorsRegisteredCountry"
         },
         {
          "t": "mica:OfferorsRegisteredCountrySubdivision"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken"
         }
        ],
        "mica:OfferorsHeadOfficeDetailsAbstract": [
         {
          "t": "mica:OfferorsHeadOffice"
         },
         {
          "t": "mica:OfferorsHeadOfficeCountry"
         },
         {
          "t": "mica:OfferorsHeadOfficeCountrySubdivision"
         }
        ],
        "mica:InformationAboutIssuerIfDifferentFromOfferorOrPersonSeekingAdmissionToTradingAbstract": [
         {
          "t": "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading"
         },
         {
          "t": "mica:NameOfOtherTokenIssuer"
         },
         {
          "t": "mica:IssuersLegalForm"
         },
         {
          "t": "mica:IssuersRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:IssuersHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:IssuersRegistrationDate"
         },
         {
          "t": "mica:IssuersLegalEntityIdentifier"
         },
         {
          "t": "mica:IssuersAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:IdentificationOfIssuersParentCompany"
         },
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:IssuersBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfIssuerSideExplanatory"
         }
        ],
        "mica:IssuersRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:IssuersRegisteredAddress"
         },
         {
          "t": "mica:IssuersRegisteredCountry"
         },
         {
          "t": "mica:IssuersRegisteredCountrySubdivision"
         }
        ],
        "mica:IssuersHeadOfficeDetailsAbstract": [
         {
          "t": "mica:IssuersHeadOffice"
         },
         {
          "t": "mica:IssuersHeadOfficeCountry"
         },
         {
          "t": "mica:IssuersHeadOfficeCountrySubdivision"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForIssuersManagementBodyMemberForOtherTokenTypedAxis"
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        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfIssuersManagementBodyMemberForOtherToken"
         }
        ],
        "mica:InformationAboutOperatorOfTradingPlatformInCasesWhereItDrawsUpCryptoassetWhitePaperAbstract": [
         {
          "t": "mica:NameOfOtherTokenOperator"
         },
         {
          "t": "mica:OperatorsLegalForm"
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