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font-display: swap;

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font-family: "Manrope ExtraBold";
font-style: normal;
font-weight: 800;
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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: url("data:image/png;base64,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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;
}
.numbering,
.content,
.content ix\:nonNumeric,
.content ix\:nonFraction,
.content div,
.content span,
.content p,
.content li,
.content blockquote {
  font-family: "Manrope",sans-serif;
  font-weight: 800;
}
.content strong,
.content b {
  font-family: "Manrope ExtraBold", sans-serif;
  font-weight: 700;
}
.content em,
.content i {
  font-family: "Manrope",sans-serif;
  font-style: italic;
}
.content strong em,
.content strong i,
.content b em,
.content b i {
  font-family: "Manrope ExtraBold", sans-serif;
  font-weight: 700;
  font-style: italic;
}
td.content {
  vertical-align: middle !important;
}
td.content > :first-child,
td.content ix\:nonNumeric > :first-child,
td.content ix\:nonFraction > :first-child {
  margin-top: 0;
}
td.content > :last-child,
td.content ix\:nonNumeric > :last-child,
td.content ix\:nonFraction > :last-child {
  margin-bottom: 0;
}
.content a.markdown-link {
  color: #0b4aa2;
  text-decoration: underline;
  text-decoration-thickness: 2px;
  text-underline-offset: 0.16em;
  background: linear-gradient(transparent 60%, rgba(255, 214, 102, 0.78) 60%);
  padding: 0 0.1em;
  border-radius: 0.12em;
}
.content a.markdown-link:hover {
  color: #08306f;
  background: linear-gradient(transparent 48%, rgba(255, 214, 102, 0.95) 48%);
}
.content table.markdown-table.accounts {
  table-layout: auto;
  width: 100%;
  margin-top: 0.35rem;
  margin-bottom: 0.35rem;
  font-weight: 700;
}
.content table.markdown-table.accounts thead th {
  width: auto;
  white-space: normal;
}
.content table.markdown-table.accounts td,
.content table.markdown-table.accounts th {
  vertical-align: middle;
  white-space: normal;
  word-break: break-word;
}
.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;
  vertical-align: middle;
  font-weight: 400


}
table.accounts thead th {
  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 td.label {
  font-weight: 400;
}
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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");
    background-repeat: no-repeat;
  background-position: center;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
  z-index: 100;
}

.page.final-page {
  background-image: url("data:image/png;base64,");
  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">
            $DOJO 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>



<div class="page" id="page-1">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            $DOJO MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img alt="" 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3rO3rfNuWjdNcU91hwTxVpQjvUclAvK9/aZ86NxS1gYKZy4pLaLjK6hyOxaDqmbXJCoPHPwTOj9q49PjRn37N+diuu4dgX1d3ph29qz23QMOB4cN3bcc+9DPs/sPhOKYxABS/RWWkKWfo1tDdpy/ehPUBIHqbS1tU0/PDPa0laWUi/Fin0fPJo5fe9h56J11xV96mzL6PapA6N7PXPGnkMr936wALeCBYGHlxROXFLbRUaXX2R2244cTC5IVD7++GPlqhc+ir17wnNr/Urqryn7bWjsgbWI0b2nlnPut4HzK9lwNalqxzOQD+SHYxCBtvZUWkLWeo1tadqydOedHj5xkcIayaa3yrUc8MVJbG/0mKJq5RtbEqt2/k1ZVPuL1dctZK28Wlg+5pfEic+fvG/VG5txC1gQSwySJ0lDZHSNi8xu65GLyQWJDkySzn/wwIBuk54/0GHYlitO/TY2vqFT5LWyI6Yx3XpO2W8T13HY1ivdJu96AY4P+eC8RQLuO7gdWEsOvblAW42itV7XCwXWBsYxsZa1e3N1EXsJtVWKzBl73w0esfULp8La31p9E5Gq8mpg+Zjfgkdu+Tx75r53cO1bCKnvUU0yT2R0TYvMrvnIyeSCJMHB177oMH3dmyPVVTte9C1puKosqvvDASYZN06YhmeVVjz3ft2/59dykA7SQ0/u3VU7D8yoe3vEsfcuBuI8RaQtvZSWkFx6cwG4nnD85kjsyXZiD3OEXm0Wvbm6iGnudyq6jtzyte/ghqsO+Wv/aPOrIanpzl7mf/gNbrgSXL71K1zzFkIKA65JlhMZ3ZZFZlc4cjO5IMlw9usfgnrP3j8wefKutfETdvw9sHTDb4rCDZwiD8btrmt8a9c4uUw7hrdRNU2/h7/Xc/B5SAfpUyfvWgvH++ryzU44L5ERcwtVeLUsl95cLW25pmAJNzER+w2wGDvegbHGcbDScYX/kA1X3fvV/dwuf+1tWzS6UC6P/utvqoZsvIJr3gKI3SVPsrzI6AoTmd2WkaPJBUkKGF7QcPjjpHHLX61OnLjjdbf+6y+4FK3/waXvup+c+667Cdv4ti+oueWQX3MbfsL/4ffwd/gcfB7SQXo4joSGK+hykqcdWInla2xL0ZYecLF7r8Vsa1gZSqwVRnAsrPQl9ei2DXjY40olyVtkdIWLzK5x5GpyQZKD4zjHhpfORJU+frCs55wDj/We8+KG7Bn7/5o0adeJ4JFb/+07uP6K+4C6n+En/B9+D3+Hz+XMOfDY0EWH74X0cBx8bIkg1rnCalKSpWnLOF0we2IiVluDxOjN1SLW8qvXaIxu65HCLFmS5UVG1zyR2TVEziYXJFnAqGo0GvV7H10YvmLfmUcnrDq+NXvGvne6lm/5SlXacA1+wv/h9/D3tz+6MBw+L9FeXF1wG7CSFJbbsjdwG7AU3JvEQrx7Iq260CqksqsJyfIio2u+yOz+idxNLohgD24DViKjyx7cBixln0aX1tFtFVLay5lkWZHRbZ3I7NqGyQUR7MFtwEpkdNmD24Cl7NPo0s5oZiOVXU1I1hEZ3dbLns2urZhcEMEe3AasREaXPbgNWMo+je71X37Pzpmxb6WyqOaKIr/BtoxufgMH5YLy/fL771m41ltJW2Z7kqQvMrptkz2aXVsyuSCCPbgNWImMLntwG7CUfRpdjUbTqVvVzkcc8tf+oCjY2LQYNzaNMhSUo2AjrLrwQ2LVjkc4jrPEzNJ0gwok2ZrI6LZd9mR2bc3kggj24DZgJTK67MFtwFL2aXRhNmroiG33OxbWftuueJNNGV0oj2Nh7YXgEVsncxzXDtd6K6DlxGxfZHQtI7hWLPHlUsrYoskFEezBbcBKZHTZg9uApezT6AKdh28d4T1w/WcuAzZx7cDoyn093caNImo5KI/PoIaznYdvGoFrvBXQBDT7EBldywlubGLeWK2JrZpckFyAN2xwX4bhZGebYocvWPB/+D38XS7gNmAlMrrswW3AUmLej8W8XyoU3afs7B8z7tn3VKWbbtuS0Q0o3XQ7dtyOd6F8uMbNBHqmYH9oXHkk2xMZXcvKFs2uLZtckJSBjQLM3VkKPg/ppAyOmZXI6LIHtwFLiXkvFvOeqVCMX3ksq6D6xWeDy7ddblcARlfmwxf61HJQjpDybZeLHjq4ffKa1zNxjZsJTUCzH5HRtbxsyezauskFSRHobHiZJ1ZzBOmlOnYcx8pKZHTZg9uApcS8D4t531Qolm471XXK2ncmRlRsP+FQWNe4WoGBeZST8hs4KEfkmO0npqx9c+LynR91wTVuBjQBzb5ERtc6sgWzaw8mFyQ1iiy4QQ8cB44nNXCcrERGlz24DVhKzHuwmPdOhWIPx7XfcfTLGHXVjlWeA+uvti+W8zJjNZxjcQPnObD+inr8jlVbjn4aA+XDNW4GNAHNvkRG13qSs9m1F5MLkhKreOKzhOC4UgLHx0pkdNmD24ClxLz/inn/vAPHccr7Vr9W0n3K7sNeJRuvKvqsk98QBoi3zzrOp2Tj1R5T9xyC8kC59KraPGgCmv2JjK51JUeza08mFyQVhvPEZknB8aUCjo2VyOiyB7cBS4l57xXzHvonGs0vwbPq3rkvomLb31yK12scCurkMzGtz1oO4nUprr8N8c9Z/95EKI9eAc2DJqDZp8joWl9yMrtJdngfkAJw/7XUcAVjguNLZQk8HBsrkdFlD24DlhLzvisNo8txnNPKg5/E9569rzakfNv3rn3Xc4o+NXeEjaWU1BQjxBs6avvF3nNfqIFyQHn0CmgeNAHNPkVGl43kYHbt0eSCpMBOnrisIchHCuC4WImMLntwG7CUmPdcaRhdYNbuE66jl7w8KG3K7hc9B6y/eWdimtSHMNRyivx6znNA/Y20aXsOjH7q5UFQDlw2M6AJaPYrMrrsJGWza68mFyQ21h6ygCWFIQw4JlYio8se3AYsJeb9VjpGF1ix+2O/guqDE1VDN36o7LuBU8AQBgNzKSEV1HHOfRu4gKENH0LcED8ukxnA8jNiNghJXJHRZSspml17NrkgsWE9ARjyExscEyuR0WUPbgOWEvNeK6av4mdewzvxPWcfWHPXiO3fKArrOUWf9RJciQGGLKznIL7Ow7ee7z173xqIG5fFTNq6ViNJ3iKjy15SMrv2bnJBYuLCEw8LQb5iguNhJTK67MFtwFJi3melZ3Q1Go1X/UufFOfOemGL54D1PzgV1mvu9OxKYOe0xvxrG3tyIS6IL3fW/q0bjn5cBHHjspjBEp4KItmXyOiKIymYXTK5dyQmvXjiYSGxtwvG8bASGV324DZgKTHvsdIzuhzHteM4TlW98d2BOTP2b+868tmvG4cx5EPvrsg9u5B/fj0H8UBcOTP3bXuw4d1BGo3GH+LGZRHIYJ7KIdmfyOiKJzHNLpncPyUmYi3pOAkHwhgcDyuR0WUPbgOWEuv+CkjP6GrRaDR+9X/9sDhn5r41gUM3nvEctOGqS7+6O+N2Wa+zC/nBEmL96jiIA+LJmblnzYbDjT25bRmXG6NQKH7lqRyS/YmMrrgSw+ySydWXmLBabQGrDgfCGBwPK5HRZQ9uA5ZifW/VRbpGF+A4znvo4y8lFDzyYlX6jP37gsu3XlIWr+cUeesYjtutacwP8oX8IQ6Ip2zxITXEh2M2A5h8dpanYkj2KTK64oul2SWTaygxEethKPaENBwPK5HRZQ9uA5ZidV/lQ6xrGyQcGMowtfbNIbmz968NH7Ptb/4lG6/Bdrt3hjM0jd211Phd7bHguPn1jdv6Qn6QL+QPcUA8OMZWcICnUkj2KzK60hALs0sml19igmNhJTjfxATHw0pkdNmD24ClrH1PNYU8jC6w8cWznk/vP6OeUffWfWlT9/zVe2D9FYfCOo1DwTquXQGY0iY1rr0Lvb1a8ZjZZul+7s9jwPHguHB8yAfyg3yX7j0dD3Hg2FoBmBpcIST7li0a3ZMyNXTWNLtSNrlir/wiJjgWViKjS7ACtwFLWet+KgT5GF0tGo2my4glR0vVE55fHTVux9sh5dsuq0o3ci4DNnGK4s2comAj17jZBCz/1Wcdp8iDHl9YDky3txaGI8Dv1935HHwe0hVvbjwOHA+OC8eHfCA/yBfH0kpo8hmJT7ZodGGXPykbO1OyhtmVcl2AyRVriS2txATHwkpkdAlW4DZgKUvfS81BfkYXOHLknPO2Vz6KnbL2zYmF1S8+GzPu2fe8Bq3/1LGw5lvHgppLyqLaH52L111zLl53Q1lU+4tjYe1v7fPX/uGQX3MbfsL/4ffOxeuuw+fg85AO0sNx4HhwXDg+5AP54RhaCTS2VB90JHFlq0YXkLLBMyW4QULslkDKdaA1uQD+G0uJCY6FlcjoEqzAbcBSZHRby1sfXegybvmr2amTdw3odO+mEcEjtk5Onrjz4ZxZ+1bmztq/PWPa3pcSq3b8rcuILV/4Dq6/6j6g7mf4Cf9PnPj8yczpew/nztq7HT4P6SA9HAeOB8eF4+M82wA8SGjyGcmYbNnoAlI2eqYEMbfV7Eq57LomF8B/ZykxwbGwEhldghW4DViKjK4l0Wg0d12//kvuqx+cH7N8zwcLJ6x4fWvm9L3vdh25+WtVacM1+An/r1r5xpYV+z549NUPvh4Dn4d0+FgWhiafkUzJ1o0uIGXDZ0ptMbtSLjM2uQD+DEuJCY6FlcjoEqzAbcBSZHTtAJp8RmpJ9mB0ASkbP1NqjdmVcln5TC6AP8dSYoJjYSUyugQrcBuwFBldG4e29yUJkb0YXUDKBtCUzDG7Ui6jMZML4M+ylJjgWFiJjC7BCtwGLEVG10aBBwk86HHBSSQ+2ZPRBaRsBE1JiNmVctlMmVwAf56lxATHwkpkdAlW4DZgqeEKhaKXSHq9aWMWMWTTwK5nYq9JSZKX7M3oAlI2hKZkyuxKuUwtmVwAp2EpMcGxsBIZXYIVuA1I1pfN0rHJyeMCk0imZI9GF5CyMTQlPrMr5bIIMbkATsdSYoJjYSUyugQrcBuQrC+bBMahiDkehCRf2avRBaRsEE1J1+xKuQxCTS6A07KUmOBYWImMLsEK3AYk68vmkPKDjiR92bPRBeR6/UDMYyUcuzkmF8DpWUpMcCysREaXYAVuA5L1ZVMUKRSKX3kKSSIJlb0bXUCuZleqMtfkAvgYLCUmOBZWIqNLsAK3Acn6shmgNwcXjkQyV2R070Bm1zJqjckF8HFYSkxwLKxERpdgBW4DkvVlE9BGECRLiYzun5DZbZtaa3IBfCyWEhMcCyuR0SVYgduAZH3JnjqeQpEMBWYHTBzJtGC9PymC29MctdboAmR2W6e2mFwAH4+lxATHwkpkdAlW4DYgWV+yBdbIPcBTIBK/4EYu5q4oRNvA7WmO2mJ0ATK75qmtJhfAx2QpMcGxsBIZXYIVuA1I1pcsgUlnF3kKQzItMrvyBbelOWqr0QXI7AqTJUwugI/LUmKCY2ElMroEK3AbkKwvWQGbQFAvbttEZlee4HY0R5YwugCZXdOCeraEyQXwsVlKTHAsrERGl2AFbgOS9SUbpLxGptxEZld+4DY0R5YyugCZXX5Zso4BfHyWEhMcCyuR0SVYgduAZH1JnhiFQnGSJ3BS20RmV17g9jNHljZhZHb1Zen6BXAeLCUmOBZWIqNLsAK3Acn6kizwChBmwdMGENYTmV35gNvOHFnDiJHZvSNr1C2A82EpMcGxsBIZXYIVuA1I1pckSVcoFGd5giVZXmR25QFuN3NkLTNm72bXWvUK4LxYSkxwLKxERpdgBW4DkvUlKWDJMHh44CBJ1hWZXemD28wcWdOQ2avZtWadAjg/lhITHAsrkdElWIHbgKWGN60VL4ZeVygUp0WSZIDJZrRkmHgisyttcHuZI2ubMnszu9auTwDnyVJigmNhJTK6BCtwG7CUmM94uMZwPKwkOrAmLjhuHBiJvcjsShfcVuaIhTGzF7PLoi4BnC9LiQmOhZXI6BKswG3AUmI+3+3S6MKDES4yHBBJXJHZlSa4ncwRK3Nm62aXVT0COG+WEhMcCyuR0SVYgduApcR8ttuV0YWK3skTCEk6IrMrPXAbmSOWBs1WzS7LOgRw/iwlJjgWViKjS7ACtwFLiflctwujCxPNVtFyYbIRmV1pgdvHHLE2abZmdlnXH4BjYCkxwbGwEhldghW4DVhKzGe6TRtdWA+32sYefPYiMrvSAbeNORLDqNmK2RWj7gAcB0uJCY6FlcjoEqzAbcBSYj7PbdbowkQzWklB3iKzKw1wu5gjscya3M2uWPUG4FhYSkxwLKxERpdgBW4DlhLzWW5zRrejQqE4wJMZSZ4isys+uE3MkZiGTa5mV8w6A3A8LCUmOBZWIqNLsAK3AUuJ+Ry3KaML6+HK8cFGMi0yu+KC28MciW3a5GZ2xa4vAMfEUmKCY2ElMroEK3AbsJSYz3CbMLoxtFyYzYvMrnjgtjBHUjBucjG7UqgrAMfFUmKCY2ElMroEK3AbsJSYz2/ZG12YbEarKdiHyOyKA24HcyQV8yZ1syuVegJwbCwlJjgWViKjS7ACtwFLifnslq3RTaddzexSZHbZg9vAHEnJwEnV7EqpjgAcH0uJCY6FlcjoEqzAbcBSYj63ZWl0YSwuPhjJfkRmly24/s2R1Eyc1Myu1OoHwDGylJjgWFiJjC7BCtwGLCXmM1t2Rncwz4FI9icyu+zAdW+OpGjkpGJ2pVg3AI6TpcQEx8JKZHQJVuA2YCkxn9eyMrqwNi6NxyVpRWaXDbjezZFUzZzYZleq9QLgWFlKTHAsrERGl2AFbgOWEvNZLRujK/aDiSRNkdm1PrjOzZGUDZ1Y9xQp1wmA42UpMcGxsBIZXYIVuA1YSszntCyMLlQQ7XJGMiYyu9YF17c5krqpY212pV4fAI6ZpcQEx8JKZHQJVuA2YCkxn9GSN7o+IgdJkofI7FoPXNfmSA7GjpXZlUNdADhulhITHAsrkdElWIHbgKXEfD6L6SFbBEwuLSFGEioyu9YB17M5kou5s7bZlUs9ADh2lhITHAsrkdElWIHbgKXEfDZL1ui6KBSKl3kSkUimRGbX8uA6NkdyMnjWMrtyqgMAx89SYoJjYSUyugQrcBuwlJjPZcka3VU8CUgkISKza1lw/ZojuZk8S5tduZUfwGVgKTHBsbASGV2CFbgNWErMZ7IkjS705tLkM1JbRGbXcuC6NUdyNHqWMrtyLDuAy8FSYoJjYSUyugQrcBuwlJjPY0ka3eE8HyaRzBWZXcuA69UcydXstdXsyrXcAC4LS4kJjoWVyOgSrMBtwFJiPoslaXThAsAfJpFaIzK7bQfXqTmSs+FrrdmVc5kBXB6WEhMcCyuR0SVYgduApcR8DkvO6MbwfJBEaovI7LYNXJ/mSO6mz1yzK/fyArhMLCUmOBZWIqNLsAK3AUuJ+QyWnNGlSWgka4jMbuvBdWmObMH4CTW7tlBWAJeLpcQEx8JKZHQJVuA2YCkxn7+SMrowCU3IA4VEao3I7LYOXI/myFbMX0tm11bKCeCysZSY4FhYiYwuwQrcBiwl5rNXUkZ3LM+HSCRLisyu+eA6NEe2ZACNmV1bKiOAy8dSYvIrTzwsREaXYAVuA5YS87krKaN7kudDJJKlRWbXPHD9mSNbM4HY7Npa+QDchiwlJmd54mEheO6JCY6Hlcjosge3AUuJ+cyVjNGFBwj+AIlkLZHZFQ6uO3Nki0ZQa3ZtsWwAbkOWEhOxVvs5gANhDI6Hlcjosge3AUuJ+byVjNGlSWgk1oIeHB98IhIG4HozR7ZqBsW8aVsb3IYsJSZwruJ4WKgOB8IYsXqyxR6y0VoG85RFqOALspjgeFhKzHumJIwuTUIjiaWXm84/wji4zsyRrRpdWwa3IUuJyWM88bAQ5CsmYpUbBMuJyo22dMrB80ZMcDwsZfdGtxfPH0kkVhK7R0Xq4PoyR2R05QduQ5YSk0k88bAQTMIWk3SemFipGgcjA07zlEOowCSLCY6Hpeze6NKWvySxNVP3hCT0wHVljsjoyg/chiwlJkU88bAQdPSIzUWeuFhIbuN0YagbLoM5Aq8jJjgelrJ7owsmA/+RRGItGHtFGILryRyR0ZUfuA1ZSkzEmhAthdf3Yo1PBslpnkRbxueCxG5rHA9L2b3RXcLzRxKJtWAdTXjYEfrgejJHZHTlB25DlhKTtvbWtVZSMHptNXBtkdhDN8yhLV5F7IloAI6Jpeze6Ir5bZJE0hW8whPzgpQiuI7MERld+YHbkKXEhvWmEVIwPwBMyGVddq124mAkTFuWoBN7vWQAx8RSYj5XJWF023LykEiWFkw2oJUY/gTXjzkioys/cBuylNiwfhZJaYwqrAiA42MhMPtyuN+2ddKe2BPRABwTS9m90RVrHT8SyZjEXgZGSuC6MUdkdOUHbkOWEhvWKy9AflKBddl1JfYkrZYAI96W1RZAUhiigWNiKbs3urSGLkmKksI3cCmA68UckdGVH7gNWUpsOvLEZE1BflIBjAiOj6Wgc0HsyVrGsMRaw1KY/4FjYim7NrpiTQAgkYSIlh0zrBNzREZXfuA2ZCkpwGr4gpSGLWhpa6+lJQTrmkvpCwCY77aOX4b0UhiegeNiKbs2unAS4T/Ys6BBqIdbWoL1Ne0ZXB/miIyu/MBtyFJSgNUrfCkNW9BiiZ5LSwiegRCLFMyhJb74wBcIKYDjYim7Nrq0K5q+4KKCVxxkdqUje192DNeHOSKjKz9wG7KUFGA1fEFKvZZa2jrhytKCVXDEGtsKdWGpHm6p7L6J42Ipuza6cBLjP9iztK+zyOxKS3ChSPHBxAJcF+aIjK78wG3IUlLBEr14piTFYQtaxNolzZTAcLLaQQ6GU8L8DBxDWySWWcfguFjKro0u7HWN/2DP0r0BktmVlux12TFcD+aIjK78wG3IUlLB2sMXpDhsQYuU17W35oQ1OC6s/mBpow+rSknluYFjYym7NrqW/uYkd+Fv+mR2pSWpvIJiCa4Dc0RGV37gNmQpqWDt4QtSfjsk5i5pQgX3Yejhba1g3gWMAYbNKmAjB3x8S4pVT7QQcGwsZddGF040/Ad7Fja6AJldaQnGbtkTuPzmiIyu/MBtyFJSwlrPJqnvBCbmLmm2Jqm1NY6Ppeza6Fp7LJTcxGd0ATK70pFUZtCyApffHJHRlR+4DVlKSkCvq6UNH9zDpdybqwWWVcSxk8yTFNsax8hSdm10xQxAijJmdAEyu9KRPa2vi8tujsjoyg/chiwlNSxt+OR034AhDPS8ab2kOA4bx8hSZHRJzTJldAEyu9IQ9PRI7du6tcBlN0dkdOUHbkOWkhqW2PpVKzm+CYLnDT2jzReM+5UiOE6WIqNLalZLRhcgsysNSW38lbXA5TZHZHTlB25DlpIiMJkIx9kayXUtblhuy9oTtmxNUm1rHCdLkdElNUuI0QXI7EpD9rBrGi6zOSKjKz9wG7KUVGnrxDS5r9YCPdtSXnZMSoKVpKQKjpWlyOiSmiXU6AJkdsWXlNZItBa4zOaIjK78wG3IUlKlLRPTYF1WWxnmZOkxy7YmaGspPw9wvCxFRpfULHOMLkBmV3zBeoy2DC6vOSKjKz9wG7KUlGmtyZPKrliWgiap8Qs6PaS+9CSOmaXI6JKaZa7RBcjsiivo6RHzIrY2uLzmiIyu/MBtyFJSBnrqYGcuHLMp2er5T5PU/hTc/5dIvCdXC46dpcR8Rop5rooegBTVGqMLkNkVV/AAtFVwWc2RrT7obRnchiwldcwxu7Z8TwBoktqd8ltrS2JrgONnKTK6pGa11ugCZHbFFbzSs0VwOc0RGV35gduQpeQAmN2WNjoCkyuHHr62Yq+T1OA5K8chKbgcLEVGl9SsthhdgMyueJL6RITWgstpjsjoyg/chiwlF6A309j6utDLZ4v3AVO0dvyyHAX3NLlOLsRlYSkyuqRmtdXoAmR2xZOUl5ZpLbiM5oiMrvzAbchScoLP7ML/4ff2CLzRsuXnOUw2k/tykrhMLEVGl9QsSxhdgMyuOIKJCVJdLLy14DKaIzK68gO3IUvJDTC12mcYGCF7Nbm6QB3AJhuwGg2sPwz1gttZ6oIvLDD8BMoAQxSgPLbQS4/LyVJkdEnNspTRBcjsiiOpbv/YWnD5zBEZXfmB25Cl5Ag8wOG+LeaDXA6AWYQhDnBPkMIkNng2QrvBZh5gaCE+OU0saw24DlhKzOtDTJ8pegBSlCWNLkBmVxzJcaICQRAEQRAWhoyuvixtdAEyu+wFr74IgiAIgrBzyOjqyxpGFyCzy17wKowgCIIgCDuGjK6+rGV0ATK7bAUTMQiCIAiCsGPI6OrLmkYXILPLTrACg1zXWyQIgiAIwgKQ0dWXtY0uQGaXnapx5RMEQRAEYT+Q0dUXC6MLkNllI9gtjSAIgiAIO4WMrr5YGV2AzC4bwY5BBEEQBEHYIWR09cXS6AJkdq2vA7jSCYIgCIKwD8jo6ou10QXI7FpfYu4KQxAEQRCESJDR1ZcYRhcgs2tdrcIVThAEQRCE7UNGV19iGV2AzK71BJPSXHCFEwRBEARh25DR1ZeYRhcgs2s9DceVTRAEQRCEbUNGV19iG12AzK51dBJXtNzgOE555syZ7PHjx6+Ki4v7zMXF5Q+echqVs7Pzb506dfque/fuHwwdOvTwggULHr5x40YCzoeweWAjFbjXtSTacMUIHMe1/+KLL3pMnjz5qYSEhH+5uLjcwtebEEG6+Pj4s1VVVcvPnTuXznGcI85LIAbH5tEWnMgI0PY4LZbQZyXkidPyiSCsBhldfQm9eK0NmV3rCOpVlnAc5zZ27Nj89PT01TExMW+rVKrLjo6Ot3nKaFQODg4aNze3mx07drwYGRl5Vq1WH0lMTFw+cODAko8//rhrGx6yhLyAyZkG5wePaBInDxqNxnXUqFF5mZmZT6vV6uOBgYGXzL0WtYJ0AQEBl+Li4t7KyMhYUV5e3geOj/MUgMGxeURGl7BLyOjqS+jFywIyu5aXLCelbd++3X3x4sW91Wr1Fnd39x8dHR1/c3BwMPpgdXBw4Nq3b88rR0dHzsnJqfHfDg4OvyuVyutqtfrY3LlzJ546daorzpuwScjotpKma7FnQkLCRm9v70tKpfJ/Qq5F+In/pvOZ205OTr95eXldTkhI2PSXv/wlt76+3g3n3QIGx+URGV3CLiGjqy+hFy8ryOxaVr/KbVIaDFcYNGhQn7vvvnurr6/vt+3atcNl0hOYWC8vL87f3/+2SqW65e/v/weWp6enXho/P7+barX65ZKSkn44f8ImIaPbCjQajTNci/CF09/f/wIYWJ46axZci3Ct+fr6Nv6E/+PP6ArMMBw3ISFhc0lJSR5c+zgGExgcj0dkdAm7hIyuvoRevCwhs2tZzcQVLGV27NiRnZWVtcLb2/uysQcrmF83NzeNj4/P935+fic6dOhwMDQ0dE9YWNiusLCw3VqFhobuioiI2Nm1a9cDnTp1OuXl5fVj+/btb0N6FxeXH5OTk/9y6NChSBwDYXOQ0W0Fzz33XG5OTs5Kb2/vH1q4FjkfH5/Lvr6+fwsICDjYpUuXffDT19f3JFyjcK0a+8IKb1x8fHwu5eTkLN+1a1cWjsEEBsfikRhGt1pnzLcpEYTVIKOrL6lecGR2LSdZTUobPXp0jVqtflepVBqd7KJUKjVhYWEXcnNzt/Ts2XNw586d1XFGiI+Pj83Ly0ueNGlSZUZGxguurq7/hWO0b9/+9+Tk5BeXLl06HcdA2BxkdFvBqFGjauPj408olUqjk0Ch1zY0NPS7rKysZ3Nzc4fAtRgeHh4PP3Nzc0vgGg0LCzsP1yxOq5Wzs/OthISEd8aOHbsGx2ACg+PwSAyjSxCiQ0ZXX1K+eMnsWk4+uHKlSkxMzH9UKtUVY+MAlUolvBq9mJqaunHOnDnwutMJH4MPjuNUhYWFM5ydnS/Af6GHKTY29kxlZeVu/FnC5iCj2wqioqK+bLoWeU0qXIswbrdbt25bpk6deg8MddBND0MR4BpNTU3dANcsfB4fAwTXukql+jE2NvZz3fQtYHAcHpHRJewSMrr6kvrFS2bXMhqMK1aqODo6aow9WMGc+vn53Y6MjHwXeo+OHz9u1qoJwcHBxZ6enh/CAxdet0ZERPynoKDgXfw5wuYgo9sKWroWfX19b4eFhb2XnZ091Ni1CL/Py8sriY6OfsvPz++WsSEMkA/kh9ObwOAYPCKjS9glZHT1JYeLF8wutVvbJKfVF3DszYKHZJcuXa7m5eXtqKysTMUJWyIxMbFHUlLSX2NiYq6Eh4dfSUxM/LxXr14f4M8RNgcZ3daB60fvWuzcufPV3NzcnWPHju2OE+oyZcqU5Pz8/G1du3b90ZjR1ZFQcDo+kdEl7BIyTPqSy8ULC7mf5omfJExQd3IBx94seEhGRkaeHzp0aF11dXUKTtgSI0eODCsrK7u/sLCwNisrqzY7O3t1nz59nsafM4FBTLqxhYeHfzdw4MCNU6dO7aFN8MUXX0Q9+uijC7Kyst739va+bmzZJR8fnxNjx44dhF7/prdr1+4EHLtJMKmnUZAGjhUeHv4t5Dljxow0nXQGLFy4MHn48OFro6KivtLGoHs8dGwhGJRBV8HBwefGjRu36fDhw/dNnz59YZcuXT40VnatYEMQ2BhkwoQJaz799NNsM2fh69ILCXYJNMiPR/A5nNZstJsrTJkyxRKbK3xaWVm5so2bK7QWg5i0gvMxIiLiQklJSf3cuXNNful8/PHHu2nPPTswujE85xCfzEaj0dy1fPnyyWPGjNkD95OgoKALLi4u/xNQp82y4DllcGxdeXl5nR0xYsQjn332Wcnq1asf7tGjx5vOzs4/48/pysPD4/eYmJizFRUVqz/55JPcVq6vrAcMbTt79mxmZWVl46ZDrq6uRq9FpVL5G6y5npKScmbIkCFHHn300Udu3rzZDR+zNcB9/a233sobOXLkhtDQ0PMt3Qv5BGlCQkK+vffeeze/9tpr+RzHGV1RiYyuvoRevFIAGvUATxlIwiSXcbo47mbpGt2WHq58TJs2zXn69OkdRo0aFTpgwIDQ/Pz8RuHPmcAgJt3YwsPDLw4cOLB++vTpao7jHObPnx9bWlo6q3v37i917dr1a1dXV6MPpTYY3UZzLTWjGxQU9HXv3r2PDhw4cEtCQsJhT0/P7/BnsJycnG536NDh+4SEhDd69+69bNKkSXkajcYdZywAg2O3QWYBD+dx48b1zM3NXZKQkPA6PDjbsrkCbM6gVqvfyMnJWVZRUdHLEg9/MzCISStdoztnzhyTPbq6556x819HQsHp+CSG0bX48mIcx3kXFxdnpaSkVHfr1m13XFzcmc6dO593d3e/YWxoiTFZ8JwyOLauvLy8viosLGyYOXPmX/Ly8vYFBQV97uDgYHRSI8jZ2fkPlUr1fWxs7Js9e/ZcNnfu3N4cx3ngjIUCmw5VVlb2zs7OfiouLu44bFQC9xicr1Zw73Nzc/sZrtno6Oiz3bp1O5yamrpsyJAhg2HNdaHzQTBQhlGjRhVlZWU9Exsbe8LPz++agOvAQJDGz8/vp+jo6L+lp6fXjBgxoq9Go/HE+QFkdPUl9OKVEvAaHpeD1LLkMk4Xx92sJjMp6OFqJQxi0o0tLCzsu8GDB69fsmRJt6eeeip86NChD8XHx//Dzc3thqOj4+9ag8onY0ZXoVCcwJ9FeV7s37//pvvvv9+k0V2wYEHKsGHDaiIjI78WcJMVAk6jG5fG19f3x+Dg4C9gnVSlUnkDlnUDgw3SGneedPAgvuXs7HzD29v7fHJyct26detyvv32W2tsJiBUgjlx4oTr6tWrs5OSkuq9vb2/UyqVv7Rv3/4PvrKCtPVhrHcH0kF6OI6Xl9fFpKSkhpUrV+acOnXK3PpoLQYx6cbW9DZhw6xZs5rfYPAB5969995ba8FzD8Dp+CR7o3v27FnP1atX5ycnJ2/29PT81tHR8RcnJyc4J2BMc/PGONrzSPfffHXNc07VwzkF5y7OuwUMjq0rDw8PGBp2EtS0PJ1GN1b8ed3YoIyenp7fpKenr9u4cWPvc+fOeeHMWwKukVWrVuXCNQPldHJyMnotwu+0dafdYAgMsaOj469KpfJaQkLC0erq6omffPJJMM6nJY4dO+a+aNGiPnFxcc96enpedXJy+tXYRGttHMbaDtS02cqv7u7u16Kjo3cuWrQo/8yZMwadAWR09SX04pUaY5s2Q8DlIRnXElyJEgXH3aymh6skjS4oODj4K3ittHr16pGVlZWT4uLi3vb19TXZi6GVrRldZ2fn/7m4uDRfozD5LzAw8LegoKCb8NPDw8Mgna7gZq9Sqf7To0ePdaNHj+4JvTM4ABMYHK8NEgQMsxg6dGjPbt261atUqq+NrTurFUyI9PHxadzoBH4aW5FAK6gPf3//r8GYlJaWQi+c3goHVsIgDq3I6BrFoka3X79+Kb17967t3Lnzt7oGETbJCQgIuIUVGBj4O2ycA+eUs7MzzlNPbTynDI6nK7j+AwICLnt7e9+E/0O7w0YiEJ+fn1+Lm4nA5+H67969+/qxY8ea9WYHyjFs2LBecC36+/t/09I5B/UEsWnrz9vbW+/vsMFQYmLiS8OHDzdrgyHthisJCQnbfHx8LpqKA/4G90SVSgW92n/Av019HgTrTyckJDw7ZMiQe/AwBjK6+hJ68UoRGOdEKzIIl1zaGsfdLBkY3c+GDh26Z+rUqXWZmZkvu7u7X8GfMSZbMrq6ggca9D4EBQX98+677361e/fuh+FnUFDQhx4eHj8qlUre3g0QPIi9vLxgveQl77//fiYOwAQGx2qDBHHw4MH0nJycpdCTa8rkuri4aDw9Pa/4+fl92Llz59fCw8OPwE9fX98zsKEJ/B2n0QqOC8eHV85HjhyBc8PaGMSgFRldo1jM6EJPZnp6+qSOHTt+6u7u3ng9uLq6Xg8MDPxXWFjYK7GxsQdjYmL+Gh0dfUgr+F1UVNRhOKf8/PxOe3l5/eDi4mL0GmvDOWVwLF1BO0O8Tk5Ot9zc3H5UqVQfBgcHH4P4QkNDj6lUqtNubm7Q02u0I6Dp+v8qLy9vySuvvNITB2AMKEfPnj3hWvy2hWvxD9iYyN/f/x9dunR5FepPrVa/GBYWdiwwMPAjFxeXn7Tnq6ur6+WUlJTHjh8/HoHzMwbEkZaWthLuc8Z6sSE+Nzc3MNdfdejQ4e2IiIjDoA4dOrwDv3Nzc/vNWBngmNBznpGRsfLo0aN690cyuvoSevFKFRj4T20qTHLZDhjH3SwpG13oxQwNDf1XQUHBsczMzJMdOnS4bOzmxidbNLpQfpg8kZGRsSstLW1ibm5ucVFRUQH8TE9Pn5CZmbkjNDT0G2M3chAY5fj4+LfGjx//FA7ABI8hCR3uBJ/DaQUxZsyYFfHx8W+3tLlCSEjIpYyMjD09evQYExYWlq1WqzPgZ3p6ejnUR1hY2Lemervg+JDP2LFjl+MYrIBB/lqR0TWKxYzusWPHCjIyMupcXFxuwrXk4uJyPTk5+cioUaOm9+zZs1daWlpacnJyOlLj75rOqZE5OTnbw8PDz8MreZ4YGtXKc8rgOHwCs5mZmbl55MiRo+Pj47MgZvhZVlZWnpWV1eDj4/M1TqMr6BlOTEx8a/To0WtxAMaoqKhYoVarTV6LUB8REREwj2BrRkbGiKioqCyoN4gvMzMzp6KiYmJSUtIBFxcX7QZDt7p16/bCk08+eT/OzxgQB4zJNXU9e3p6/q5Wq/+Zk5PzRFxcXB7cD0AJCQl94HcJCQkfenp6/obTaQXHhjwqKipW6uZNpkhfQi9eKQOTrGD3L1w2kqFaNduXMTjmZknd6Hbu3PmLpKSkv3fq1OmCOSYX5OHhcWrMmDEltmJ04UHi7e39Y3Z29p6FCxcO+eKLL7x1E8MkimXLlg3Mzc193sfH5wcnJyfenkwY29uhQ4eLCQkJH+mmNxOrLy8WHx//GbyqNTb+Dh5IUB8pKSm7Z8yYMRhPsoEJQfPmzeuXlpb2HLySNDaUAY4Pk2pg5rxueithkL9WWqM7aNCghpauRZiMVlZWZslzD8Dp+CRro7tkyZInunXr9ro2jVKp/L5v377VsPoC/iwf8Dp7wYIFxZmZmdt8fX2/t/A5ZXAcXSmVyt8hz6SkpF3Lli2DSVN6Qw/gfF+zZk1BamrqcyqV6ltY8QAfAwRj9mHyXGxs7L9105sCrsXAwEDYQp73WnR2dtb4+fldzMrK2vLEE08U4tf+AGww1K9fvxnu7u7fwH/hvI2Jiflw7NixgjcYgjhUKtUPfHMz4HjOzs63g4KCzvbr1+8vGzZsuBunh98NGDBgUVBQ0CfwWb5rB44NeeC2I6OrL6EXr9SBE3UnT/lI+hLcQyUiOOZmSd3o+vn5/dClS5evPDw8bujGLES+vr4nKyoqBtuC0YXj+/j43AoPD3+/oKCg8v/+7//8cWLg66+/9u3Xr19FTEzMe35+frwrUsDvoGfGw8MDHoStxepGF5ZtMra6ApQBxv2FhIS8n56ePmbPnj28M8lh4krv3r1HREdHv2tqcwXIp2nJMmtjkLdumWDVhSFDhtQ98MADBg9pXR5//PH4ESNGrKFVF/TUIhUVFbvVavUZMKhQb05OTp9GRkaW4M+ZAs6pwsLCspiYmLf8/f1/M1b/rTinDI6hKx8fn2tZWVlH586dO+Hvf/97J5wYuHjxYuD8+fPH9OzZ868+Pj68w7wgXogNVmTA6Y1h6loEqVSqXxMSEo4XFRUNNzWxU61W9/Pz8/sHjOEFhYWFfVlQUPA2/pwxTMUBHQEBAQE34+Pjnxs+fHgq34oO8LuysrLkhISE7R07drxurFe+qX702o6Mrr6EXrxyoZqnjKQ/JYf2xjE3C256Uja6MPnKzc3tJsQJPbodO3b8b2Rk5FfR0dHnoqOjP4uKijqHFRMT8zlse5yamrq7uroaJhXorh0rW6PbuXPn6zk5OXtLS0tNxjV69OjUe+6557ng4OCrFoqLD6sbXZ5jNQvKFRQUdCMjI2NfS/VRVVWVfM899zzbtWvXK1asD6Hg/PTKFBoa+l3//v23LFiwIAd6xUDQU6eV9ndLly7NLC0trY+IiGhxYhAOwAQ4HZ9kbXTLysqOZWdnfxAVFQXLXV2OiYl5OTw8PAN/riUmTZrUrbCwcGtISAj0LuI4sISC0+nJz8/v2+HDh9eePn06y9havbDe9Hfffde9vLx8pb+//3l8DB4JBadrFpQfhg/BPXPu3LnJOKEuKSkpPdLS0vao1epvo6Kivu/evfu/ioqK4H4sFIP8tYK5CdHR0d8UFxcvqq6u9sUJtcyYMcOnf//+j8bExHwFvbr4OEjNkNHVl9CLV07Aou+0IgO/5DBOF8fcLCkb3ab4Gl8vOTk5/Q6zmTMyMv5aXl6+dsKECcuqqqqWVlZWLuPRyvHjx6+eMmXKlK1bt8ajh4JsjW5YWNj3ENf06dNNbuzx8MMPJ5WWlq6D9ZEtFBcfohtdbTtNnz7d5Hn7xBNPJMGas/AFyYr1IRScn54CAwOvZGdnH509e/a0I0eO9Dl27Fje3r17C7SC/8PvH3zwwSl5eXmHOnXqdBkfg0dCwen4JGujO2rUqBWlpaW1AwYM2DRkyJBtI0aMeLC8vDwaf64llixZklheXg496l9a8JzC6fQEY2/LysqWfvXVV8nGNn6BHsvffvtNXVZW9riPj89/8DF4JBScrllQ/qioqC/GjBmzqqamBnZdNcqsWbMiJk2aNH3EiBEN0AawdOSwYcOewZ8zgUH+WsFEuG7dun1UUVExd/HixQE4oZaFCxeqxo8fPyclJeVDSIOPg9QMGV19Cb145QYYBFqRgV/mzKwVAxxvs6RudEGwgHt4ePiZ4uLip8eNG9d/+fLlKXV1dYkw3gp+Yq1bt67b2rVrkzds2BDx6quvenMc104nP+i9kaXRBeMqpJ10NhOw5EMYI7rR1Y5nFWJ0R40atTo6Ovo/VqwPoeD89OTm5vZrly5dvkhPTz86YMCAbaC+ffs+p5X2d7ACSUhIyDl3d3eTO2OZWSacjk+yNrrwtgO2V548eXJ32BBm/vz50XPnzuXdIMAUYHRhslJMTMwXFjyncDo9+fr6wlKLT164cCHJlNHVaDRx995772M+Pj5f4GPwSCg4XbOg/NHR0f+urKxc3pLRramp8VixYkXEww8/nAptAG1h5tbzBvlrBaYVzCuY2KeffjoQJ9QCJvi+++6blZqaepqMbusl9OKVI/DQOstTZnvXTFxREgPH2yypG11YZNzX1/dCUVHRiuPHj8O4K95XdmYgW6OrNXZCZuRbYaISRnSjK7SdtMZfDj26MFwHNkJxcXH52d3d/bq7u/t/3dzcrmsF/4ffw9/hLQffpBweCQWn45Osja6lWLp0aXyT0bXklyecTk/Qo1taWrrs7NmzKcbW5wUDfOXKlYTS0tK/iNGju3LlSpNDFyyAQf5agWlNTk7+Z2Vl5ewlS5YYHbqwcOFCn4kTJ85MTU09Y47Rpdn5+hJ68coVeE0PGyXgctuzYBtlKYPjbZaUjS7EplKpflar1a8PHToUr57QWmRtdEVcegpDRrd14PxYSCg4HZ/I6Db16I4ePXq1hd+a4HR6IqPbiEH+WukOXVizZo3RoQvLly9XVVVVmT10QcgJbU8SevHKHVhvl9r+jmBIh5TB8TZL6kY3JCTkSkFBwXZ45YgTthIyuubHxQcZ3daB88Plwj26zb25TT26jaIeXV61GliaT6PRBJ89ezb60qVLEd988w2vNBpN6K+//hq2du3agTDGNyQk5IIFzymcTk9kdBsxyF8rWEkmNjb2s1GjRj0Fm81AW0Fbnj9/PhIE/4bf7d+/P33MmDHLYPkwU+sCN6kZISe0PUnoxWsrwNbBF3nqwd5kcmySyOBYmyV1oxseHn5x4MCBG2fOnElGl4xus8xpJzkZXZ0xuscGDBiwvWmM7g6tmsbobqcxurwyC47jHI4cOeK1ePHiuIULFw6srq6e+sADD1TPmzfvgQcffHAOn+bPnz/j4Ycfnjlq1KhV3bt3f8ff3/8qTxxYQsHp9ERGtxGD/LWCNX47dep0MScn58ikSZMWLVq0aDq02dwm4N/wO/hbz549XwoKCoIdFwWvuiDkhLYnCb14bQnYYKKOpy7sSVIep4tjbZYMjO63gwcP3mDB2Mjomh8XHzZldKFntKl31NoY5K2rwMDAq1lZWcdmzpw54/Dhw/fACgu7du0q1Ar+D7+fN2/e1KZVFy7hY/BIKDgdn2zG6J48eTJk0qRJFfHx8Q2wvW9oaOip8PDwf8LE17CwsNNNgn83KyIi4h/h4eEfdOnS5TNfX98fjG3K0Mq4cDo9kdFtxCB/nTgal6MMCAj4LiQk5JPIyEhoqzO6gt/B3+Az8FkBb0SaEXJC25OEXry2CKw+YK9jtqW8cQSOtVkyMLrfQY9uS+bODMjomh8XH2R0W4dB3rplCgkJgZ26tj344IO52nVz8Tq68JPW0eWVIGBC6/79+ztPnjx5YmZm5qu+vr43eY5lSQkFp9MTGd1GDPK3spoRckLbk4RevLYM9G7a21Jk0KMtVXCszSKja5inUANFRtfgWHwio6uPQd66ZYLzfdCgQfVTp05NxAl1oZ3ReCWIAwcOhEyfPn1SSkrKq15eXjdgK2meY1lSQsHp9ERGtxGD/K2sZoSc0PYkoRevrdPRzrYQhrJKFRxrs8joGuYp1ECR0TU4Fp/I6OpjkDdPmTZOnTrVZBtDmaywhBxOxydZG12O47red9995WlpacdUKlXztuJ8AgPcqVOn7yMjIz+JiIiAV9+nYdgC/KShC39KKkZXO3TB39//u+Dg4I8jIiJO8Q0/0ZF2eIpR6WYs5IS2Jwm9eO2FIjtZe1fK7Y5jbRYZXcM8hRooMroGx+ITGV19DPJuTZms1MY4HZ9kbXQbGhqqsrKynnV3d7/Svn17nL5Z7du3/6NDhw6fFxYWPltdXb3gkUceeaC6unr2ggULZs6fP38WTEZLTU1918/PjyajScToaiejZWdnv3Tfffc9tmjRoqkPPfTQLDyh0BzpZizkhLYnCb147QlYe7faxrcRBjMvVXCszSKja5inOWaDjG6Lko3RdXBwgBnY1sYg79aUyUptjNPxSdZGt6io6HBwcPBnPGmb5eDgcCs4OPjvxcXFTzzwwAMF586di/vpp58ifvrpp3BYWgx+rlmzZhAsLxYcHEzLi0nE6GqXFxs5cuRTsIQYLBd36dKlcLxEnDnSzVjICW1PEnrx2iPw0HuZp85sQbDEmlTBsTaLjK5hnuaYDTK6LYqMrj4GebemTFZqY5yOT7I2ugEBAT/CkmzG6szR0fG2t7f3+aKiosX/+te/1MZ2YqQNI/6UVIyu0A0jWouQE9qeJPTitWdgzVm4edlaD69UwXE2i4yuYZ7mmA0yui2KjK4+Bnm3pkxWamOcjk+yNrqOjo7QY4vTNQrqUaVS3VSr1a+NHDlykDGTC9AWwH9KSkZXyBbArUXICW1PEnrxEnfW352kUCi+5KlHOQrKI0VwnM2Cm1RkZOT5oUOH1s2dO9fsTRmmTZvmPH369A6jRo0KHTBgQGh+fn6j8OdMYBCTbmxiGF3Is6SkpKGlTSqeeOKJpPLyckvOfMdpcFyCjK6VJiphRDe6UB+DBg1qmD59uskvaNBOo0aNWh0dHW3UlJDRbQSn45OsjS5PmmZBPYaGhv5QXFy8tbKy0uS1Dz26TUb3C1b1L2WjGx0d/e/KysrlNTU1JjdOWrZsmeeTTz4ZNWPGjLTy8vL0srKy9OHDh5s81xEG+WsFRhe29R0/fvycp59+OhAnNMXChQtdFi5cGAb3koqKCt64hJzQ9iShFy+hD0xak/sqDW15qFsTHGezdI1udXV1Ck7YEiNHjgwrKyu7v7CwsDYrK6s2JydndX5+/tP4cyYwiEk3NisZXaNrPTeZje/BbLQ0833+/Pndhg0bBmbDUmuZ4jR6cQk1uo8//njiyJEjn4mOjrakCcKIbnS1plCI0RXQo9todnFaK2CQN1+ZyOjqwdLoXurXr9/miRMntmh0m77k0tAFnR7dlozupEmToseNGzcHxjfn5+c/17dv380lJSXmLM1pkL9WukMXFi9ebNbQBeismTRp0oSysrJNTXFtgs4C3c8IOaHtSUIvXoIfWJZsiUy3Fe6FCyMRcJzNgptU586dr/bq1WvH2LFjTRoGPhITE3skJSX9NSYm5kpERMSVpKSkz3v37v0P/DkTGMSkG5sVjG6mQqH4G85LN8/AwMD/duvW7aXKyso+OLEu999/f25aWtoLHTt2vGqhhx1OoxeXtgezpZ7mOXPmpMEDJDQ09DsLxcWH6EY3KCjoRkZGxn7ofcEJdZkwYUJKXl7ec126dLFUO7UFnJ9emcjo8sLM6MI5Bdd0SUmJyXOqqqoquaCgYHtwcPCPrOpfqkYXFBwcfLlfv35bWro3JSQkpCcnJ78YGxv7Q3h4+JXk5OTPCgsL4X4sFIO8tVIqlZqoqKjzBQUFjy9cuNAPJzRF//79u/bv3x+2df42IiLix9TU1LMlJSVv6n5GyAltTxJ68RItM1xm59dgXAApAMvomBqX5uvrezs8PPzd7OzsocePHzc6Lo2PkJCQQi8vr9POzs6cm5tb4zf7oqKit/HnTGAQk25slja6fn5+Pby8vF53dXU1yE8rpVJ529/f/1xOTs7MkydPduA4rp3uMeD/p06dUuXk5EwNDAz8l4uLS0v7pYOEgNM0C+oiIiLiwuDBg9dPmzatG06oheM4h3HjxpVER0e/6e3tzbvjExzL0dFRA+XE6c1AqNFt9dbYLi4ut2ByEM8xG8vg5eUFD9i/Z2VlVezZs8cDpweOHTvm3rt375FRUVHv+fn5/WHMlCiVylvu7u7/w+mtgEHeumUio8uLxYyugHNK06VLl3+kpaWNhdfsOD0A51ReXt7w6Ojod/z8/H5nVf9iGl1T9Qby9/f/X3x8/FuFhYUjTp065YbTa4mJienv5eV1BtYoViqVcL5/XlxcLPQ8MBkHjL9WqVS/xMbG7hw6dGgPjuOccHpjjBgxIjIxMXG7SqW65eLiAvfas+Xl5ft1PyPkhLYnCW40QjAxTTuPSX23tbE4cCkAY0j9/f2vOjg48O7rDTccb2/v75OTkzfPnj27j7GbKIbjON/i4uIpzs7O38B/4YYfHx9/uqqq6nn8WRMYxKOVNYxu3759YzMzMzdCT4wx8w9ydHT8uXPnzm8UFRVN27t3790cx3lAvXAc53bo0CF1v379Jnfu3PlVJyenn3FaIxICTtOsJhMEu2Ztgu1f4SYOk2WafjpBbAcOHPBZsWJFj9TU1BWenp7fGStf05eba2FhYfAgbC2wZKCQty5wzZrsHTNGfHz8pwEBAZeaxs7i4zY+2Dw9Pa+kpKTsmTZt2iCNRuOumx62yq2uru6blpb2nI+Pz2U4z/ExQLD+ZseOHS8mJSV9rJveShjkrxUZXaNYzOgKPae6deu2d+LEiUPwOQVbMD/88MPF6enpz/r4+Fwydk6ZG1cTOJ2exDS68fHxnwUGBl6Ga4XnGI3PEF9f3+8zMzO3PvHEE4VQT/gYGo0moKioaJaLi8t5SAPnbVxc3D+qqqqexZ81BrSfSqW63DTMSC8GOB706nbs2BF6iZesWrXK5DAKXR588MHskJCQV6BTqCmu9x577LFlup8RckLbk4RevIT5aCevSXUDisdwwFKgvLx8XXx8/AlYZ5An5kY5OTlpQkNDv83JydmWm5tb0rlzZ3WcEeLj42Nzc3O7TZ48eUxGRsYeV1fXn+AY7du3/z0lJeWFp556agqOwQQGsWhlDaO7YcOGDrNnzx6bkZFxzNvb+xdTi8a7u7v/Hh4e/n5JScmiBQsWlFZXV/dftGhRyZAhQxZGRUWd8PT0/FV7Y8RpeSQEnEZPd9111+V77rnnhSVLlozSaDTxGo0m7vvvv0/47bffEn766aeUhx56qKxHjx51vr6+nzk4OPyO02sFD/no6Oh/VFRUbMMBmMkqfGwjgtVV4O2MWYwZM2Y59BK1cN5yISEhl9LS0nanpaWNUqvVGbm5ud3hZ0ZGxojs7OznwsLCLpja5tXZ2fmPu++++3hVVdVSHIMVMMhfKzK6RrGY0R07duxytVr9dkvnFLyK7969+74ePXqMjoqKykpOTk6Pjo7OTE9PH5mTk/Ns0zllYLaMSCg4nZ7ENLoVFRUrWqo3+JIQERHxVe/evbfCtaett7S0tLSMjIzcMWPG3JeYmPiii4vLf+Hz8LxITk7e+9RTT1Xh/IwB7RcbG/ueqevZ09PzVmxs7CeZmZlLExIS7omPj8+EOLAgLviZk5NTkJGR8YSPj0/j+spwP0hJSdmye/fufrp5Czmh7UlCL16ibcC3NdiE4oCEenphbLHk2LVrV25OTs5Kb2/vH4wZO3hYurm5aaCXwtfX92SHDh0OhoaG7gkLC9sVFha2W6vQ0NBdERERO7t27XqgU6dOf/fy8oJj3obeQ1dX1x9TUlIeO3LkSDiOwQQGsejGZGmjCw+Cbdu2db333ntnxcXFnYFhGzhfraCu4HV2QEDAuQ4dOpzw9/d/JzAw8L2AgIDPPDw8foVXXK6urv+z4DagOI2evLy8bkRGRn6Yl5e3bdiwYX8ZPnz440OGDFlcVla2uLy8/Onc3NwDgYGB3xlrYxDE3KFDhwsFBQWrd+/eXYIDMBN402LOtQdfUAXfHw8fPpyWk5Oz1Nvbu6UyaTw8PK74+/vD9qwvJSYm7ouIiDgcEBBwysvL60dTQ0vg4ezj43MhOzv7yZdeesnk+EILYRCDVmR0jWIxo3vkyBEwNstMnVNQnzAUy8PD46qfn9+Z4ODgV2JjY/8aHBx8zN/f/7SHh8ePbm5uf8BwF0dHx1s4PY+EgtPpSUyj21RvS728vIy+KQLBhDBvb+/L/v7+/+jSpcur0dHRh9Rq9YthYWHHAgMDP3JxcfkJ6hfk6up6KTk5+dHjx48LHscPcaSnp6+ANjAWB7Srq6vr715eXt8EBga+GxoaehTaDwTxaBUbG3sQ7hNBQUHveHl5fQXGG9pdpVKdT05Onnnq1Clv3byFnND2JKEXL2FZwPhCby+s3CDklao1JPQhwBS4KQ4aNKiPWq3e4u/vf8HYDV4r+LYM4x/9/f1vw5glf3//P7A8PT310vj5+d1ISEh4afDgwcU4/xYwyF9XISEhP/bv338rLEeDE7aFWbNmJfTt2/fR2NjYf3h5ed1qqU745Orqegteefv4+FzBf+OREHAaPcG2pC4uLj+7u7tf9vLyOt+kCyAfH5/vPD09/2uqpwN01113/dC7d+9906ZNG/DTTz9ZYq1JuO7MMbsgQcBDe+jQoT27detWr1Kpvm6pjeAhBedsx44df1GpVFBXBp/RFRxPpVJ9lZSUtH7IkCG55ozpawMGcWhFRtcoFjO6cC8sLS3tZc455evrCxNUf/fz82v8P/we6tzHx+eah4fHDZyGR0LB6fQkptHV1ltSUlKDv79/i6vMaOstICDgFtSdt7e33t9VKtX1pKSkg6NGjYLVlgSjfZYlJCRs8/HxuWgqDvibu7s73BMa2w8E8egK2lR3vkZgYOCVzMzMbf3794fVefQQckLbk4RevIR1gW+JMGYWbpKshjrArm+SZPv27e6LFy/umZCQsNHb2xvGlv1mbJwaCL4tw0OAT9ALBoYK/g3bZSqVyuvx8fEvz5s3b/yHH37YGedtCu23ez5BDBEREd/DuFRL9ehq2bNnj7K6ujqqb9++89Vq9Rlvb+/fcP64TrACAgK+j4+P/2enTp3gxt/Sa0wh4DQWE5i+Tp06wU18/9SpU0ccPnwYVjexFOaaXcGcOHHCdfXq1dlJSUn10AunVCphuAnvpDLtOdN0XvK2IfwO0sNx4HhgcpcvX54N+eC8rYRBTLqxkdHlxWJGF2jLOdX07z/8/PwuhYeHf6ZSqcBsWeLaB3A6PYlpdAGYZLZixYqeiYmJG7y8vC46OTkJqjft8wImkTk6Ov7q7Ox85e677z78yCOPjDt//rxZzwsAJgMuXry4T1xc3LOenp5XnZycfjX2LNONA7WhNq7GSbmOjo7/c3V1vRobG7tv4cKFg7/88kuDNfGFnND2JKEXL8EWeLDDOEEYV3iap90sIVifVbLA5JxRo0blZWZmPh0XF/cmTMowNoPVmGBCm5ub203oyYyMjPxUrVYfSUxMXD5o0KDB//73v7uY2k2ID1ilgU+RkZFfwgL/+fn5JydPnrwE1q3EaS3BvHnzEgYMGDAzNTX1+bi4uJNRUVHnYL3VyMjI//DE9B/4W1RU1D9jY2Nf6dWr1+78/PxDISEh/7bQww6n4RXfl5Cm32ngwQOvU3X0e/v27f8XGBh4sVevXi+Ayd29e7cfXknCAphjds0Cztvx48f3glenarX69Q4dOnxv7nmrFaQLDAy8pFar34DjjRs3riccH+dpRQxi0oqMrlEsanSB1p5TYIq7du36aW5u7qu9e/d+pUuXLpa69gGcTk9iG10AJuNOmDAhLzs7+6mmZ8hlU/UG56arq+vPUL+RkZFnk5KSDqWmpi4tKysbcO7cuc7mPi+0wOTgESNGFGZlZcF64Sf9/PyuCbgO9OTs7AzD0iCuTxMTE49069ZtcUFBQf7169dVOD9AyAltTxJ68RLiAt/Y4LUJjKuFNtMKt6c5gh3eJA3Hce2/+OKLHhMnTnw6Pj7+LCzXwlMOo3J2dv6tU6dO36Wmpp4eOnToSwsWLHj4xo0bCTgfocAi43waPXr0moqKitUPPPDAohUrVgx/7rnngnFaSwCG78iRIwH19fU9FyxYMLWysnJZeXn5WtjHniem1eXl5TWTJk1asHTp0uGrV6+uGDly5IawsDB42BnUFZIQcBqDug8MDPw2Njb2/bS0tKOg7t27v8qn1NTU17p37/5Gamrqy0lJSdvT0tIWVVVVDXzllVeCcKYWROga2GYDD8T//Oc/aVVVVTBBzezzVisYQwgzyCsrK1fC8Vr7oG0DBjFpRUbXKBY3ukBrzikYC96rV69j8+bNWzd69OhnQ0NDP7InowtAHh999FHWuHHjVsfFxZ0zVW9OTk4wXABW9PmwpKTkCDwvbt68aZFOC4jjjTfe6DNs2LBNoaGhF4yN2eVTU6/8lcTExI9KS0tfnj9//oIrV67E4zx0EXJC25OEXryE9IFeKtgEAgTjf2FVBRAsdaY1xrq9wzC7nDAD2BudT8uWLUtdvnx5yubNmxP27dsXDK+rcFpLAj08X375ZQjs7PPkk092h7xxTPA7+NvOnTtjNRpN4Msvv5wxZsyYZyIiIoxuLasjIeA0evL39/9vamrq21VVVX+pra0dBVqxYsU4Pi1fvrwSZjOvWbOm/IUXXuj5/vvvQ287izGoBEEQBEEQhNyBLYCbtpa1VK8aTtMsOH6XLl0uFxYW7nz88cf7azSaTqCff/75LmO6cOECmNuOeC1QgiAIgiAIgjDJgw8+yNToNi21tmH69OkpOCFBEARBEARh58yZM8d9/vz50QsWLEh7+umnu69duzZ18+bNkca2kDXFwoULk8vLy9dERUV9ycroDhgwYMOUKVOScUKCIAiCIAjCzpk9e3aXqVOn3ldVVVVTUVGxbvz48TVTp06dOnPmzDD82ZaAoQvDhg2riYyMbHFdSZzWCDiNntEVOlGJIAiCIAiCsEMmTJgQNWzYsOW9evX6WK1Wf6NWq79KSUnZk5SU1B1/tiWqqqqSCwsLtwUHB/9IRpcgCIIgCIIQlWnTpoXfe++9y+Lj47+C3Xtg0XBPT88P4uLizNqh58yZM+59+/Ytg7UkVSrV/4wZXVhjsmn5HSEYpCejSxAEQRAEQQji+eefD5o3b970lJSU97XrLrq6un7dr1+/iRqNxhN/ng9Yw/LJJ58syM3N3ezn53dRqVTyrqMJu/XAphzx8fGf4mMYweAYZHQJgiAIgiAIQcCOOtu2bcvOycnZ5Orq2tgTq1QqryUkJOwsLy+vyM3NzSkqKkrv06dPhq7uueeext8lJyfnZGdnjwCTGxER8SVsbYlNqVZOTk634+Pj3x4zZsxyHIcRDI5BRpcgCIIgCIIQBMdxDqdPn/bJysqaEhgY+G9XV1ftNpVX7rrrrlNqtfpgenr6rtTU1D2pqal7dbQ7JSVlX0xMzEtBQUHve3t7fw+7bGFDqhX0Fnt6en4HW2UePXo0E8dhBIPjkNElCIIgCIIgzKK0tDQ1Nzd3XVBQ0HfaIQwwXtff3//WXXfddYNH1++6666bAQEBt9zd3Q2MKDa5fn5+XyclJTWUlZX15jjOBedPEARBEARBEFbh3LlzXmvXrs1PSkra7OHh8a2Tk9NNpVJ5S6lU3obhCO3bt+cVmFi+iWfwO9g/XalU/uzl5XURTO6qVatyT5065YbzJgiCIAiCIAirwnGcT79+/XKSk5MfhiXG4uLiPgwKCvrWzc3tpraXV6hgdYWAgIDLsApDdnb28srKyj4cx5HJJQiCIAiCIMRDo9F0WbFixf2jR4/em5WV9Xcwuy4uLkaXDOMTjNeNi4s7N3bs2DVnzpzJ5jjOCedDEARByIv/B/sRVwajLpMKAAAAAElFTkSuQmCC"/>
  
     
        </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">00</td>
        <td class="label">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"><p>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</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">01</td>
        <td class="label">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"><p>2026-09-01</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">02</td>
        <td class="label">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"><p>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.</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">03</td>
        <td class="label">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"><p>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.</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">04</td>
        <td class="label">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"><p>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.</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">05</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">06</td>
        <td class="label">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"><p>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. The crypto-asset referred to in this white paper is not covered by the deposit guarantee schemes under Directive 2014/49/EU of the European Parliament and of the Council.</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering"></td>
        <td class="label">IMPORTANT: Voluntary Disclosure</td>
        <td class="content" style="position:relative; width: 30%;">
            
$DOJO Fan Token white paper was first notified to the Lithuanian Financial Supervisory Authority (LT-FSA) on February 18th, 2025. Following its voluntary withdrawal from the LT-FSA registry, it was re-notified to the Malta Financial Services Authority (MFSA) on September 1st, 2026. The information disclosed in this white paper therefore reflects the disclosure applicable to the public offering of $DOJO conducted on June 24th, 2025, prior to the re-notification of this crypto-asset white paper. 

</td>
    </tr><tr class="indent">
        <td class="numbering">07</td>
        <td class="label">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"><p>Warning</p>
<p>This summary should be read as an introduction to the crypto-asset white paper.</p>
<p>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.</p>
<p>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.</p>
<p>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.</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">08</td>
        <td class="label">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"><p>$DOJO is the official Fan Token of Ninjas in Pyjamas (hereinafter referred to as “Ninjas in Pyjamas” or the “Team”). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (“FTM”, the “Issuer”, or the “Offeror”) (previously Socios Technologies AG) in partnership with Ninjas in Pyjamas.</p>
<p>$DOJO 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 decentralised applications (“dApps”) and the ability to collect NFTs and digital collectibles. In addition, $DOJO 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, subject to availability and eligibility. $DOJO 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.</p>
<p>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 $DOJO Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the ‘Socios.com’ utility platform (hereinafter the “Platform”), or based on instructions from the Team.</p>
<p>$DOJO 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.</p>
<p>In light of the above, $DOJO 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">09</td>
        <td class="label"></td>
        <td class="content" id="DescriptionOfFurtherInformationAboutUtilityTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_10" name="mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory"><p>This field does not apply, as 05 is false.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">10</td>
        <td class="label">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"><p>Key information about the public offer are the following:</p>
<ul>
<li><strong>Total offer amount:</strong> 75,000 $DOJO offered to the public x amount of $CHZ equivalent to USD $1 per $DOJO = Amount of $CHZ equivalent to USD $75,000.</li>
<li><strong>Total number of $DOJO tokens offered to the public:</strong> 75,000 $DOJO.</li>
<li><strong>Subscription period:</strong> i) 2025-06-24 at 14:00 CET to 2025-06-24 at 23:59 CET or ii) until all offered $DOJO are sold, whichever occurs first.</li>
<li><strong>Minimum subscription goal:</strong> Not applicable.</li>
<li><strong>Maximum subscription goal:</strong> 75,000</li>
<li><strong>Issue price:</strong> USD $1 worth of $CHZ tokens per $DOJO token.</li>
<li><strong>Subscription fees (if any):</strong> 0.</li>
<li><strong>Target holders of tokens:</strong> The public offer was exclusively targeted to retail investors with special emphasis on e-sport fans and members of the Chiliz Chain ecosystem community.</li>
<li><strong>Crypto-Assets Service Provider (CASP) responsible for placing the token (if any) post-offering:</strong> Socios Europe Services Limited (“SES”).</li>
<li><strong>Form of placement:</strong> Without a firm commitment basis.</li>
</ul></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $DOJO 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">A.1</td>
        <td class="label">Name</td>
        <td class="content" id="NameOfOtherTokenOfferor" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_12" name="mica:NameOfOtherTokenOfferor"><p>Fan Token Management AG</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.2</td>
        <td class="label">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">A.3</td>
        <td class="label">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">A.4</td>
        <td class="label">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">A.5</td>
        <td class="label">Registration date</td>
        <td class="content" id="OfferorsRegistrationDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_13" name="mica:OfferorsRegistrationDate"><p>2021-01-21</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.6</td>
        <td class="label">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"><p>984500B6F8407AE38911</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.7</td>
        <td class="label">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">A.8</td>
        <td class="label">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"><p>+356 20607777</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.9</td>
        <td class="label">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"><p>corporate@socios.com</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.10</td>
        <td class="label">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">A.11</td>
        <td class="label">Parent company</td>
        <td class="content" id="IdentificationOfOfferorsParentCompany" style="position:relative; width: 30%;">
            
<p>N/A as LEI is provided in A.6</p>


</td>
    </tr><tr class="indent">
        <td class="numbering">A.12</td>
        <td class="label">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">A.13</td>
        <td class="label">Business activity</td>
        <td class="content" id="OfferorsBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_24" name="mica:OfferorsBusinessActivityExplanatory"><p>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 sports brands and are directly associated with the intellectual property of such sport brands.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.14</td>
        <td class="label">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"><p>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, other than having been the original issuer of the $CHZ token.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.15</td>
        <td class="label">Newly established</td>
        <td class="content" id="NewlyEstablishedOfferorsIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_26" name="mica:NewlyEstablishedOfferorsIndicator"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">A.16</td>
        <td class="label">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"><p><strong>1. Financial Performance and Strategic Progress</strong></p>
<p>Over the past three years, FTM has continued its trajectory toward financial stability, driven by disciplined cost management, new commercial partnerships, and operational improvements. Following a difficult 2023 marked by a significant net loss amid challenging market conditions, FTM's financial performance improved steadily in 2024 and then improved markedly in 2025. In 2025, FTM focused on expanding its network of exchange partners to provide greater liquidity for Fan Tokens, pursuing new commercial partnerships, and reducing operating costs, and these efforts are clearly reflected in the year's results:</p>
<ul>
<li><strong>Revenue Growth:</strong> Revenue increased by approximately 44% from 2024 to 2025, rising from CHF 50.8 million to CHF 73.3 million, reflecting renewed momentum in Fan Token sales and a broader base of liquidity venues.</li>
<li><strong>Profitability:</strong> FTM's net loss narrowed by approximately 87% in 2025, falling from CHF 18.5 million in 2024 to CHF 2.5 million, supported by a substantial improvement in gross result (CHF 22.8 million in 2025 versus CHF 3.4 million in 2024) and continued cost discipline.</li>
</ul>
<p>As of 2025, FTM has made significant progress toward break-even, leveraging sustained revenue growth, an improved margin profile, and a more resilient business model. Financial and operational performance indicators point to continued progress, underpinned by an expanding exchange network and a tighter cost base.</p>
<p><strong>2. Financial Position as of December 31, 2025</strong></p>
<p>The following is a summary of FTM's financial position based on the audited financial statements for the year ended 31 December 2025:</p>
<p><strong>(A) Assets</strong></p>
<p>As of December 31, 2025, FTM's assets are categorised as follows:</p>
<ul>
<li>Total Current Assets: CHF 97,830,038.</li>
<li>Total Non-Current Assets: CHF 647,756.</li>
<li>Total Assets: CHF 98,477,794.</li>
</ul>
<p><strong>(B) Debts and Other Liabilities</strong></p>
<p>As of December 31, 2025, FTM's liabilities are detailed as follows:</p>
<ul>
<li>Total Short-term Liabilities: CHF 85,358,382.</li>
<li>Total Long-term Liabilities: CHF 0.</li>
<li>Total Liabilities: CHF 85,358,382.</li>
</ul>
<p><strong>(C) Shareholders' Equity</strong></p>
<p>Total Shareholders' Equity: CHF 13,119,412.</p>
<p><strong>3. Future Outlook</strong></p>
<p>Looking ahead, FTM remains focused on onboarding new commercial and exchange partners to further increase Fan Token liquidity, alongside continued cost reduction across the business. Key initiatives and expectations, consistent with management's going concern assessment for the wider Group, include: </p>
<ul>
<li>Onboarding of new team partners and commercial relationships, having already signed various national teams ahead of the 2026 World Cup; </li>
<li>Multichain capabilities across all Fan Tokens, which is expected to bring more liquidity and, over time, improved pricing; </li>
<li>Expansion into the US market, where Fan Token Management LLC has been established and discussions with US college leagues are at an advanced stage;</li>
<li>Increased monetisation of existing digital assets; and </li>
<li>The development of new strategic partnerships and revenue channels. </li>
</ul>
<p>A continued focus on cost management and revenue expansion will enhance financial stability. Cost reduction has also been a Group-wide priority. With a solid foundation in place and the going concern uncertainty narrowing, FTM is well-positioned for continued financial improvement.</p>
<p><strong>(A) Key Performance Indicators (KPIs)</strong></p>
<p>FTM's KPIs reflect its core business priorities:</p>
<ul>
<li><strong>Fan Token Sales:</strong> FTM's primary business, Fan Token sales, showed strong performance in 2025, with net proceeds from sales of goods and services rising to CHF 73.3 million. Management expects continued improvement in this KPI as new partnerships and exchange listings come online.</li>
<li><strong>New Partners and Exchanges:</strong> FTM actively pursued new commercial partners and exchange listings during 2025 to expand liquidity venues for Fan Tokens, including agreements with national teams ahead of the 2026 World Cup, a focus that is expected to continue into 2026.</li>
<li><strong>Multichain Expansion:</strong> The rollout of multichain capabilities across all Fan Tokens is expected to widen access to liquidity venues and support pricing over time.</li>
<li><strong>US Market Expansion:</strong> FTM is advancing its US strategy through Fan Token Management LLC, with discussions underway with US college leagues.</li>
<li><strong>Cost Reduction:</strong> FTM maintained a disciplined approach to operating costs in 2025, contributing to a substantially narrower net loss compared to the prior year, consistent with the wider Group's cost reduction programme.</li>
<li><strong>Enhanced Fan Token Utility:</strong> 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.</li>
</ul>
<p><strong>(B) Capital Resources</strong></p>
<p>FTM's capital resources are primarily derived from Fan Token sales, ensuring a sustainable funding model aligned with business growth.</p>
<p><strong>(C) Non-Financial Factors</strong></p>
<p>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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">A.17</td>
        <td class="label">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"><p>This field does not apply as FTM has been established for the past three years.</p></ix:nonNumeric>
</td>
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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">B.1</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

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

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

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

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

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

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

</td>
    </tr><tr class="indent">
        <td class="numbering">B.8</td>
        <td class="label">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">B.9</td>
        <td class="label">Parent company</td>
        <td class="content" id="IdentificationOfIssuersParentCompany" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">B.10</td>
        <td class="label">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">B.11</td>
        <td class="label">Business activity</td>
        <td class="content" id="IssuersBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">B.12</td>
        <td class="label">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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        XBRL Format Copyright © 2026 MiCA Crypto Alliance. All rights reserved.
        Email : <a href="mailto:contact@micacryptoalliance.com">contact@micacryptoalliance.com</a>
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            <img alt="" 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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">C.1</td>
        <td class="label">Name</td>
        <td class="content" id="NameOfOtherTokenOperator" style="position:relative; width: 30%;">
            
N/A

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

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

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

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

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

</td>
    </tr><tr class="indent">
        <td class="numbering">C.7</td>
        <td class="label">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">C.8</td>
        <td class="label">Parent company</td>
        <td class="content" id="IdentificationOfOperatorsParentCompany" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">C.9</td>
        <td class="label">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">C.10</td>
        <td class="label">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">C.11</td>
        <td class="label">Operator business activity</td>
        <td class="content" id="OperatorsBusinessActivityExplanatory" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">C.12</td>
        <td class="label">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">C.13</td>
        <td class="label">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">C.14</td>
        <td class="label">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">D.1</td>
        <td class="label">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"><p>$DOJO Fan Token project</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.2</td>
        <td class="label">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"><p>$DOJO Fan Token</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.3</td>
        <td class="label">Abbreviation</td>
        <td class="content" id="OtherTokenProjectAbbreviation" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_32" name="mica:OtherTokenProjectAbbreviation"><p>$DOJO</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.4</td>
        <td class="label">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"><p>$DOJO is the official Fan Token of Ninjas in Pyjamas, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology.</p>
<p>$DOJO 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. $DOJO aims to transform passive supporters into active participants in the Team's community and digital ecosystem.</p>
<p>Indicatively, holders may be eligible to vote on official Ninjas in Pyjamas’s non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $DOJO may unlock access to exclusive rewards, such as VIP matchday experiences, signed merchandise, discounts on official products, unique real-life opportunities (e.g., Meet &amp; Greet with Players of the Team), as well as access to digital experiences and rewards, subject to availability. </p>
<p>Through the Platform, fans can earn loyalty points when engaging with certain features such as the ‘Stake &amp; Earn’ feature. These loyalty points are redeemable for limited-edition items and enhanced utilities available through the dedicated fan rewards shop, subject to availability. </p>
<p>The project's mission is to strengthen the bond between the Team 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, $DOJO 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 emphasises transparency and user protection.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.5</td>
        <td class="label">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, Switzerland</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, Malta</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">Ninjas in Pyjamas</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">Abu Dhabi, United Arab Emirates</ix:nonNumeric></td>
      <td class="D5_table"><div style="-ix-hidden:mica_DomicileOfCompanyInvolved_2">United Arab Emirates</div></td>
    </tr>  </tbody>
</table></td>
    </tr><tr class="indent">
        <td class="numbering">D.6</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">D.7</td>
        <td class="label">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">D.8</td>
        <td class="label">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"><p><strong>Past milestones</strong></p>
<p>Below is a timeline highlighting past milestones for the token:</p>
<ul>
<li><strong>2025-02-18:</strong> Initial notification of this crypto-asset white paper to the Lithuanian Financial Supervisory Authority (LT-FSA).</li>
<li><strong>2025-05-22:</strong> Initial publication of this crypto-asset white paper.</li>
<li><strong>2025-06-24:</strong> Beginning of the subscription period.</li>
<li><strong>2025-06-24:</strong> End of the subscription period.</li>
<li><strong>2025-06-25:</strong> Final airdrop for unclaimed $DOJO.</li>
<li><strong>2025-06-25 onwards:</strong> FTM retains control and management over the non-circulating supply of $DOJO. 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 $DOJO and associated marketing activations; and (iii) provide liquidity on MiCA-licensed trading platforms and decentralised exchanges (“DEXs”).</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.8</td>
        <td class="label">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"><p><strong>Future milestones</strong></p>
<p>Below is a timeline highlighting key milestones for the token:</p>
<ul>
<li><strong>2026-09-01:</strong> Re-notification of this crypto-asset white paper to the Malta Financial Services Authority (MFSA).</li>
<li><strong>2026-10-01:</strong> Re-publication of this crypto-asset white paper.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.9</td>
        <td class="label">Resource allocation</td>
        <td class="content" id="ResourceAllocationExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_49" name="mica:ResourceAllocationExplanatory"><p>The resources allocated to the project primarily consist 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 Ninjas in Pyjamas to drive awareness, foster community engagement, and ensure the successful adoption of the token.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">D.10</td>
        <td class="label">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"><p>Part of the proceeds will be distributed to the Team as per the terms of the revenue-share mechanisms agreed upon between FTM and the Team. 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 $DOJO.</p></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $DOJO 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">E.1</td>
        <td class="label">Public offering or admission to trading</td>
        <td class="content" id="PublicOfferingOrAdmissionToTrading" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_PublicOfferingOrAdmissionToTrading"><p>OTPC</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">E.2</td>
        <td class="label">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"><p>The public offer aimed to grow the Team’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. $DOJO 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.3</td>
        <td class="label">Fundraising target</td>
        <td class="content" style="position:relative; width: 30%;"><ix:nonFraction contextRef="c-duration" decimals="10" id="fact_53" name="mica:FundraisingTargetExpressedInCurrency" unitRef="USD">75000</ix:nonFraction></td>
    </tr>
<tr class="indent">
        <td class="numbering">E.3</td>
        <td class="label">Target expressed in currency</td>
        <td class="content" id="FundraisingTargetExpressedInUnits" style="position:relative; width: 30%;">
            
<p>USD</p></td>
    </tr><tr class="indent">
        <td class="numbering">E.3</td>
        <td class="label">Target expressed in digital token identifier</td>
        <td class="content" id="FundraisingTargetExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
<p>$CHZ (KNS06KRXQ)</p></td>
    </tr><tr class="indent">
        <td class="numbering">E.4</td>
        <td class="label">Minimum subscription goals</td>
        <td class="content" id="MinimumSubscriptionGoalExpressedInCurrency" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">E.5</td>
        <td class="label">Maximum subscription goals</td>
        <td class="content" style="position:relative; width: 30%;"><ix:nonFraction contextRef="c-duration" decimals="10" id="fact_54" name="mica:MaximumSubscriptionGoalsExpressedInCurrency" unitRef="USD">75000</ix:nonFraction></td>
    </tr>
<tr class="indent">
        <td class="numbering">E.5</td>
        <td class="label">Goals expressed in currency</td>
        <td class="content" id="MaximumSubscriptionGoalsExpressedInUnits" style="position:relative; width: 30%;">
            
<p>USD</p></td>
    </tr><tr class="indent">
        <td class="numbering">E.5</td>
        <td class="label">Goals expressed in digital token identifier</td>
        <td class="content" id="MaximumSubscriptionGoalsExpressedInUnitsDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
<p>$CHZ (KNS06KRXQ)</p></td>
    </tr><tr class="indent">
        <td class="numbering">E.6</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

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

</td>
    </tr><tr class="indent">
        <td class="numbering">E.8</td>
        <td class="label">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">1</ix:nonFraction>

</td>
    </tr><tr class="indent">
        <td class="numbering">E.9</td>
        <td class="label">Official currency or any other crypto-assets determining the issue price</td>
        <td class="content" style="position:relative; width: 30%;"><ix:nonNumeric contextRef="c-duration" escape="false" id="fact_57" name="mica:OfficialCurrencyDeterminingIssuePrice"><span style="display:none">http://www.xbrl.org/2003/iso4217#</span>USD</ix:nonNumeric></td>
    </tr>
<tr class="indent">
        <td class="numbering">E.9</td>
        <td class="label">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"><p>$CHZ (KNS06KRXQ)</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.10</td>
        <td class="label">Subscription fee</td>
        <td class="content" 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">E.10</td>
        <td class="label">Target expressed in currency</td>
        <td class="content" id="SubscriptionFeeExpressedInUnits" style="position:relative; width: 30%;">
            
<p>USD</p></td>
    </tr><tr class="indent">
        <td class="numbering">E.10</td>
        <td class="label">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">E.11</td>
        <td class="label">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"><p>The issue price was determined by the amount of $CHZ tokens equivalent to USD $1 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.12</td>
        <td class="label">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">75000</ix:nonFraction>

</td>
    </tr><tr class="indent">
        <td class="numbering">E.13</td>
        <td class="label">Targeted holders</td>
        <td class="content" id="TargetedHoldersForOtherToken" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_TargetedHoldersForOtherToken"><p>RETL</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">E.14</td>
        <td class="label">Holder restrictions</td>
        <td class="content" id="HolderRestrictionsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_63" name="mica:HolderRestrictionsExplanatory"><p>The public offer was only available to registered Socios.com users. All participants were required to comply with the Platform’s Anti-Money Laundering (AML) and Counter-Terrorist Financing (CFT) requirements, including the completion of all necessary customer due diligence procedures. Additionally, users who were citizens or residents of any Excluded Jurisdiction (as per the Platform’s terms of use) at the time of the public offer were prohibited from participating in the public offer.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.15</td>
        <td class="label">Reimbursement notice</td>
        <td class="content" id="ReimbursementNotice" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_64" name="mica:ReimbursementNotice"><p>Not applicable</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">E.16</td>
        <td class="label">Refund mechanism</td>
        <td class="content" id="RefundMechanismExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_65" name="mica:RefundMechanismExplanatory"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.17</td>
        <td class="label">Refund timeline</td>
        <td class="content" id="RefundTimelineExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_66" name="mica:RefundTimelineExplanatory"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.18</td>
        <td class="label">Offer phases</td>
        <td class="content" id="DescriptionOfOtherTokenProjectPhasesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_67" name="mica:DescriptionOfOtherTokenProjectPhasesExplanatory"><p>The public offer of $DOJO comprised three distinct phases:</p>
<ul>
<li><strong>Wave 1:</strong> Limited to a maximum of 100 $DOJO tokens per participant. Duration: 2 hours.</li>
<li><strong>Wave 2:</strong> Capped at 300 $DOJO tokens per participant. Duration: 2 hours.</li>
<li><strong>Wave 3:</strong> No purchase limit (uncapped). Duration: 6 hours.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.19</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.20</td>
        <td class="label">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"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">E.21</td>
        <td class="label">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"><p>2025-06-24</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.22</td>
        <td class="label">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"><p>2025-06-25</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.23</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.24</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.25</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.26</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.27</td>
        <td class="label">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"><p>Following participation in the public offer, $DOJO tokens were directly delivered by the Issuer to the participant’s Socios.com wallet address.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.28</td>
        <td class="label">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"><p>Participants in the public offer received their purchased $DOJO tokens within 24 hours following the end of the subscription period.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.29</td>
        <td class="label">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"><p>To participate in the public offer, prospective holders must have had a registered account on the Platform and set up their Socios.com Wallet to receive $DOJO Fan Token.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.30</td>
        <td class="label">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"><p>Socios Europe Services Limited</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.31</td>
        <td class="label">CASP identifier</td>
        <td class="content" id="OtherTokenServiceProviderIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_80" name="mica:OtherTokenServiceProviderIdentifier"><p>984500EBA2E9980CDD80</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.32</td>
        <td class="label">Placement form</td>
        <td class="content" id="PlacementFormForOtherToken" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_PlacementFormForOtherToken"><p>WOUT</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">E.33</td>
        <td class="label">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"><p>FTM reserves the right to seek admission to trading of $DOJO on MiCA-compliant trading platforms established in the EU/EEA.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.34</td>
        <td class="label">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"><p>Not available</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.35</td>
        <td class="label">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"><p>Not available</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.36</td>
        <td class="label">Involved costs</td>
        <td class="content" id="DescriptionOfInvolvedCostsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_85" name="mica:DescriptionOfInvolvedCostsExplanatory"><p>The costs were exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees were subsidised by FTM, meaning that participants were not required to pay gas fees when purchasing $DOJO Fan Token during the public offer, or to claim their $DOJO tokens during the claim period. No hidden or imposed fees apply to the subscription for $DOJO.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.37</td>
        <td class="label">Offer expenses</td>
        <td class="content" id="DescriptionOfOfferExpensesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_86" name="mica:DescriptionOfOfferExpensesExplanatory"><p>The resources allocated to the $DOJO public offer were 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 were also incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.38</td>
        <td class="label">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"><p>No conflicts of interest have been identified by FTM in relation to the admission to trading of $DOJO in the EU.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.39</td>
        <td class="label">Applicable law</td>
        <td class="content" id="ApplicableLawForOtherTokenOfferExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_88" name="mica:ApplicableLawForOtherTokenOfferExplanatory"><p>Laws of Switzerland</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">E.40</td>
        <td class="label">Competent court</td>
        <td class="content" id="CompetentCourtForOtherTokenOfferExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_89" name="mica:CompetentCourtForOtherTokenOfferExplanatory"><p>Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</p></ix:nonNumeric>
</td>
    </tr></tbody>

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            $DOJO MiCA White Paper
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            <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">F.1</td>
        <td class="label">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"><p>$DOJO falls within the definition of crypto-asset set forth in Article 3 of MiCA, as it is a digital representation of a value or of a right that is able to be transferred and stored electronically using distributed ledger technology or similar technology.</p>
<p>$DOJO is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $DOJO 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, $DOJO 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.2</td>
        <td class="label">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"><p>$DOJO 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 $DOJO 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 $DOJO.</p>
<p>$DOJO Fan Token holders do not acquire any financial rights, ownership, or entitlements to revenues or intellectual property from the Team, FTM, or their respective affiliates. $DOJO 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, $DOJO is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.3</td>
        <td class="label">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"><p>$DOJO Fan 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 $DOJO Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $DOJO on such third party platforms. 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.4</td>
        <td class="label">Type of crypto-asset white paper</td>
        <td class="content" id="OtherTokenTypeOfWhitePaper" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_OtherTokenTypeOfWhitePaper"><p>OTHR</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">F.5</td>
        <td class="label">The type of submission</td>
        <td class="content" id="OtherTokenTypeOfSubmission" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_OtherTokenTypeOfSubmission"><p>NEWT</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">F.6</td>
        <td class="label">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"><p>$DOJO is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 5,000,000 tokens. $DOJO can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $DOJO Fan Token holders can use $DOJO on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.7</td>
        <td class="label">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"><p>Fan Token Management AG</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.8</td>
        <td class="label">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"><p>Not available</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.9</td>
        <td class="label">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"><p>2025-06-24</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.10</td>
        <td class="label">Publication date</td>
        <td class="content" id="OtherTokenWhitePaperPublicationDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_99" name="mica:OtherTokenWhitePaperPublicationDate"><p>2026-10-01</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.11</td>
        <td class="label">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"><p>FTM does not currently provide any other services.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.12</td>
        <td class="label">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"><p>English</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.13</td>
        <td class="label">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"><p>LN2X51JZW</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.14</td>
        <td class="label">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"><p>1QKPM2558</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">F.15</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">F.16</td>
        <td class="label">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"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">F.17</td>
        <td class="label">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"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">F.18</td>
        <td class="label">Home Member State</td>
        <td class="content" id="OtherTokenHomeMemberState" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_OtherTokenHomeMemberState"><p>Malta</p></div></td>
    </tr><tr class="indent">
        <td class="numbering">F.19</td>
        <td class="label">Host Member States</td>
        <td class="content" id="OtherTokenHostMemberStates" style="position:relative; width: 30%;">
            
<div style="-ix-hidden:mica_OtherTokenHostMemberStates"><p>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</p></div></td>
    </tr></tbody>

    </table>
    
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            $DOJO MiCA White Paper
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            <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAroAAADRCAYAAAAjURGpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAMsAAADLAAShkWtsAAF9ESURBVHhe7Z0JeFNV2sdDadN9TwtUoPue2tIWuhcodmMvxbIUKBSKIDsIVgURRwSUVVpKy44iu8iACG64wnwOIzjqoIyOCyiCAg6gjiK53/OWpiZvbtKbNjn33uT9Pc//KbQ597znnLv8c+5ZFAorodFoOv3+O5f9+pnzo1fs++DRqpWvbsmese+d4PItXwWUbrgKP+H/Vate27xy7wcLXv/H+dHweUiHj0W0iV5NGqtQKB5r0vEmXVQoFBxJT1A/UgTHqasDCoXCBScg7JIQhULxJc85Yo4kC8dxDhqNJu7EJxfLVr344fxJa97YnDNr/9uh5Vu/DCjdeAV+wv/h9/B3+Bx8HtLhY9kZMQqFokjnGbCz6Rlwmqf9WQnOU4hhiUKhmNn0nOqIAyfMxqepLqFOoa3rdJ75v/K0AyudbIoBzj3teQhxwrkpff724fnO9618Iyt18q4Bne7dNCJ4xNbJyffteihn1r6VPWfv25Y5fe/hxInPnwweueVzv8H1V9wH1P0MP+H/ifftPJE5Y88h+Bx8HtJBejgOHA+OC8fHeRImDWxbH3T2LDkaXdDLZHbtHkuYXJDk4Diufd2hDyLLFh0tzZ3z4qN5cw40ZM/adzB50q73QkZtO+dX0vCjx4D1N+En/B9+D3+Hz8HnIR2kh+PgY9s4YBy38LSx1KVriIY3PesI08D9H8ztNZ76lLrgvgWGHL6MSYs9H3+s3HH005ipz7xdVfTQwe2x43a86z2o4axjYc0Fx4KaS8qi2h+di9ddcy5ed11ZVPuLY2Htb+3z1/7hkF9zG37C/+H38Hf4HHwe0kF6OA4cD44Lx4d8ID8cg50BDzL49ks9sdaTXI0uiMyu/WIpkwuSFGBOtx759O7xy1+blzjx+Vfd+tedd+m7/rJr33XXXPrW3VAW1f7avqDmVuNzpaDmFvwffn/n7+svw+chHaSH49iJ2YVePXhWiNmDZw2BAZZHDyBboMPLUte/2IJzFr7kpONCMkej0XQZtvjlIerxz6+OGvv8WyHl2y4FlG7kXAZs5hTFmzlFwUZOkd/AKfqs5xR91nGKvFpO0aeGU/RZq6Oapt+v4xT3rL/zeUhXvLnxOHA8OG7UuOffurtqx6qRi18eAvniWOwA+EYLJgafECTLS85GF0Rm1/6wpMkFSYZ/Xb7cKW/OgQGpk/esUVft/L/A0o3/UxRu4BR96oU9V+BzhRs4SAfp4ThwPDguzstGkHOvnlCBEYL7NN3n7vSAijn8xNqCYXlwf2PLxhfPei7dezp+Rt1b96VN3fNX74H1VxwK6zQOBeu4dgW1nCK/SfeAanS01oR0P/fnMeB4cFyHojqNz6D1V9Kn7j44c92bEyF/iAPHZmNQ7604krvRBZHZtR8sbXJBkmD/e58Hzqp/e/jdE3e+4Fey8Ypz8bo/HHifL/h5ovtMufN5SAfp4ThwPDguHB/nKXOgQ8TS54KUddaOhzQkNfVu4zqxVa1iNn6b4zjV1No3h+TO3r82fMy2v/mXbLzmWNzAKfLh2zV8g276Rm1w02mFmr+dw42qnnPs28CpBm+8Gj5m20nIH+KAeHCMMgfMCfXeiitbMLogMru2jzVMLkh0YHhBwdyD/VPu37W/47AtPyr7bbrz1i/PmLFtQY3p1nNwnE7DtvyYcv/u/YXzDvezkUlqYPZsuVevJcEYZBiqYQ/ANQ+9nLgO7EHwlgKGaFgHjuO8yxYfUhc88mJV+oz9+4LLt15SFsNNB4YctPLGY7bgdVQdB/lC/hAHxANxQXw4ZpkB31RgILYtv26Si2zF6ILI7Nou1jK5IFHhOM7pmX3/jEms2vGMf0nDVed+G+70zLa1E6UxfS0Hx/Mv2XglceKu1ete/DAa8sMxyAQYq2qvpgfLuiZIfMAjQK8mLrc9Ct50WxaNRuO34fDHRTkz96wJHLrxjOegDVdd+tVxioK6O72t+GZiTUF+BXUc5A9xQDxZM/esaXj5bCHEiWOXCfAKwloPLJL5siWjCyKza3tY0+SCRKXu5dMhU9a8MSWm8rn3nYrhWQNvDC3wtrDpGO0K6jk4bsy45/4P8qk7cJr9GMC2oe0Ywe1Gsr3JatBTDc8kW5tU2FZZZklNjuPaaTQa/4c3nxiQO2vf1uDy7V8p4Zt14zAFVr24RgT559dzEE/X8u1f5c7av6V647sDIV6IG5dFwsBAcurFlZZszeiCyOzaDtY2uSDR4DjOZdyyo/0zp+051GnY1qt3enIt/LxpPF4t16ls6zXIp2LJKzCEQQ7XB5keYYKxu3Joz5aASYU0R8e4YLhO28btajQar/qXPinOnfXCFs8B639wKqzXNPbiWuIVUlvV9AoK4oG4PAfUX86dtX/rhqMfF0HcuCwSBV6z0A1LerJFowsisyt/WJhckGhoNJrw3rP2PeQzuP4b5+KNmsYha5Z+3jQer4aD4/sMbvi65+wXqjmOC8OxSAx4oJPpES6p3seFAPdpMOu4TCRDwf2w9W9k5jW8E9979gtrOo/Y9o2iEHpx1zMcjytUcBNcz0F8nYdvPd979r41EDcuiwSBMSa4wUjSkFRvkDjO1ojMrnxhZXJBovHh55eLM6btaXC4Z+3Pij4wNtdazxx4dmzgHO6puZk+bU/DmX9fkt5C9frAuqK4nUjGBZ1IrTdA4gI9ubg8JOOCnl3zn2srdn/sV1B9cGLA0IYPnfvC2rbQk4tvFBJSQR0HcUK8xQ+9WAXx4zJJBGgMumFJW7ZsdEFkduUHS5MLEo0NR/41K33angOOhbU3rdu5cqeTBPLJmLb7hU1HPgJzIVVgHgduI1LLgnud3IB7M/Xcmy8YsyucWbtPuI5+6uVBadP2HPAcUH+jcUxu45qF+EYhJd1ZgsxzwPobcNOqXP7KwBW7T7jisokMjK+yp3Xv5CpbN7ogMrvygbXJBYnGgxvfW5syefdbyqLan++s6oPv9RZU3joO8kmZvPOt6k3vPYNjkRC0skLrBct1yglaWaH1ErYaAyyzsvLgJ/G9575QEzpq+0XXvrCrGXzztda3agupKUbXvnVc6Oht3/Wee2BtzcHT8RJaNgYeVjTmRh6yB6MLIrMrfcQwuSDR6D//0OHIimc/ciqs/V/j7mb4Xm9J5dVykE9UxbMfDVxw6BCORSJQb27bBL2jcrnPwThsmrfTNrX8xUaj+SV4Vt0790VUbPubS3H9bYfGJcR4bhBSVJ+1HMQLcUP8c9a/MxHKg8soAnCRifGwIrVO9mJ0QWR2pYtYJhckGrHjd3wSWLrxYvuCmltW72DpU8NBPh2GbvwufvxzH+NYJII9bwRhKUEvqRygJePaLviiYHwlBo7jlPetfq2k+5Tdh71KNl69s0+4lb9RW1qNu7Ot43xKNl7tMXXPISgPlAuXlTF08spL9mR0QWR2pYeYJhckGoFDN/7g0X/9DYf8ZzRW72SBzpH8tX949F9/vcPQjZdxLBJgME/bSEkwpALul60VvGqG4XwsxqRCz7iUkXrPPXzhgvZaqlAotioUiucUCsWbEtUyXLmN7OG49juOfhmjrtqxynNg/dX2sK2v1SYBWFs1HGxL7Dmw/op6/I5VW45+GgPlw2VmBMzkxScMSdqyN6MLIrMrHcQ2uSDREMHo3paw0ZVaby4YUthuFwy4Ne4XsJUxvHq2RufQSZyZxJDiOGyIaZKJHlKYdwTtJcXYDb/YLN12quuUte9MjKjYfsKhsI5T5IPR5bkxyEX5DRyUI3LM9hNT1r45cfnOj7rgMjMATgIW31RJlpU9Gl0QmV3xkYLJBYlGbOVz/2I9dCHwztCFT3AsIgPrrON2EUNgtuGeaGgcrEu6FYy+VLcIBoOPYxVDbfkiA88PfDwxZbgKw/iVx7IKql98Nrh82+V2BfD6X2ZDFrD61HJQjpDybZeLHjq4ffKa1zNxmRkAJwyufJL0Za9GF0RmVzykYnJBotE0Ge1jtpPRtn8sscloUlliSgpLrlVbcIIW9BRLEUsb+tYIYmgL0LEntQn38AXiT7pP2dk/Ztyz76lKN91uly+Bnc/aKtjPPL+WCyjddDt23I53oXx6BbY+Uh9bRTIueza6ILjhwU2LYIeUTC5INOZueLdGjOXFHtz47loci4hIYcOA1i3Cbx1iLGT822rmrIFUvAL0oLcVuI9d4zm2WILx33/SefjWEd4D13/mMmBTo0G0FaML5fEZ1HC28/BNI/QKbF1oq0Z5y96NLojMLjukZnJBotHw0sez06ftPeDEaMMIyAc2qNhw5ONZOBaRkEpvLhgwKQFjQXGM5gp6hqVi3gGprMhk+Jq/9UhlGAYI2vvOc4zjuPahI7bd71hY+2274k2cAoyuwU1Bhsqv5aA8joW1F4JHbJ3McVw73CJWgnY+k7fI6N4RmV3rI0WTCxKNDz673Ddj6u4Nd7YAtuakaDC6Dc1bAH/w+eViHItISGF7eCn2fAKWmPTEeqyxKaTQcw+ydJ1IpVygO+vqajSaTt2qdj7ikL/2B0XBRpsyulAeKFdi1Y5HOI4zNnPQkljiWydJXJHR/VNkdq2HVE0uSDQ0Gk1E71n7HvIZXP+Nsnij5o4h5bm/t0WNx6vh4Pg+gxu+7jn7hWqNRhOOYxEBqWwYILXeXC2WqB+pTEiTSs+9JXtzdbHGyhmtEcyVUiiu//J7ds6MfSuVRTVX7qy2YK1v0KxV07j6ApQLyvfL779n4ZawMDRkwTZERldfZHYtj5RNLkg0OI5zGbfsaP/0absPdxq29Vrj9u6WXn2h8Xi1XKeyrdfSp+05NHrZ0f6QL45FBKSw/atUe3O1wHJXOGZzJJXNI6TQ1vClAcY/WwO4nmCMLM6TtWDMsELx5pnzY3rO3rfNuWjdNcU91hwTxVpQjvUclAvK9/aZ86NxS1gYKZy4pLaLjK6hyOxaDqmbXJCoPHPwTOj9q49PjRn37N+diuu4dgX1d3ph29qz23QMOB4cN3bcc+9DPs/sPhOKYxABS/RWWkKWfo1tDdpy/ehPUBIHqbS1tU0/PDPa0laWUi/Fin0fPJo5fe9h56J11xV96mzL6PapA6N7PXPGnkMr936wALeCBYGHlxROXFLbRUaXX2R2244cTC5IVD7++GPlqhc+ir17wnNr/Urqryn7bWjsgbWI0b2nlnPut4HzK9lwNalqxzOQD+SHYxCBtvZUWkLWeo1tadqydOedHj5xkcIayaa3yrUc8MVJbG/0mKJq5RtbEqt2/k1ZVPuL1dctZK28Wlg+5pfEic+fvG/VG5txC1gQSwySJ0lDZHSNi8xu65GLyQWJDkySzn/wwIBuk54/0GHYlitO/TY2vqFT5LWyI6Yx3XpO2W8T13HY1ivdJu96AY4P+eC8RQLuO7gdWEsOvblAW42itV7XCwXWBsYxsZa1e3N1EXsJtVWKzBl73w0esfULp8La31p9E5Gq8mpg+Zjfgkdu+Tx75r53cO1bCKnvUU0yT2R0TYvMrvnIyeSCJMHB177oMH3dmyPVVTte9C1puKosqvvDASYZN06YhmeVVjz3ft2/59dykA7SQ0/u3VU7D8yoe3vEsfcuBuI8RaQtvZSWkFx6cwG4nnD85kjsyXZiD3OEXm0Wvbm6iGnudyq6jtzyte/ghqsO+Wv/aPOrIanpzl7mf/gNbrgSXL71K1zzFkIKA65JlhMZ3ZZFZlc4cjO5IMlw9usfgnrP3j8wefKutfETdvw9sHTDb4rCDZwiD8btrmt8a9c4uUw7hrdRNU2/h7/Xc/B5SAfpUyfvWgvH++ryzU44L5ERcwtVeLUsl95cLW25pmAJNzER+w2wGDvegbHGcbDScYX/kA1X3fvV/dwuf+1tWzS6UC6P/utvqoZsvIJr3gKI3SVPsrzI6AoTmd2WkaPJBUkKGF7QcPjjpHHLX61OnLjjdbf+6y+4FK3/waXvup+c+667Cdv4ti+oueWQX3MbfsL/4ffwd/gcfB7SQXo4joSGK+hykqcdWInla2xL0ZYecLF7r8Vsa1gZSqwVRnAsrPQl9ei2DXjY40olyVtkdIWLzK5x5GpyQZKD4zjHhpfORJU+frCs55wDj/We8+KG7Bn7/5o0adeJ4JFb/+07uP6K+4C6n+En/B9+D3+Hz+XMOfDY0EWH74X0cBx8bIkg1rnCalKSpWnLOF0we2IiVluDxOjN1SLW8qvXaIxu65HCLFmS5UVG1zyR2TVEziYXJFnAqGo0GvV7H10YvmLfmUcnrDq+NXvGvne6lm/5SlXacA1+wv/h9/D3tz+6MBw+L9FeXF1wG7CSFJbbsjdwG7AU3JvEQrx7Iq260CqksqsJyfIio2u+yOz+idxNLohgD24DViKjyx7cBixln0aX1tFtFVLay5lkWZHRbZ3I7NqGyQUR7MFtwEpkdNmD24Cl7NPo0s5oZiOVXU1I1hEZ3dbLns2urZhcEMEe3AasREaXPbgNWMo+je71X37Pzpmxb6WyqOaKIr/BtoxufgMH5YLy/fL771m41ltJW2Z7kqQvMrptkz2aXVsyuSCCPbgNWImMLntwG7CUfRpdjUbTqVvVzkcc8tf+oCjY2LQYNzaNMhSUo2AjrLrwQ2LVjkc4jrPEzNJ0gwok2ZrI6LZd9mR2bc3kggj24DZgJTK67MFtwFL2aXRhNmroiG33OxbWftuueJNNGV0oj2Nh7YXgEVsncxzXDtd6K6DlxGxfZHQtI7hWLPHlUsrYoskFEezBbcBKZHTZg9uApezT6AKdh28d4T1w/WcuAzZx7cDoyn093caNImo5KI/PoIaznYdvGoFrvBXQBDT7EBldywlubGLeWK2JrZpckFyAN2xwX4bhZGebYocvWPB/+D38XS7gNmAlMrrswW3AUmLej8W8XyoU3afs7B8z7tn3VKWbbtuS0Q0o3XQ7dtyOd6F8uMbNBHqmYH9oXHkk2xMZXcvKFs2uLZtckJSBjQLM3VkKPg/ppAyOmZXI6LIHtwFLiXkvFvOeqVCMX3ksq6D6xWeDy7ddblcARlfmwxf61HJQjpDybZeLHjq4ffKa1zNxjZsJTUCzH5HRtbxsyezauskFSRHobHiZJ1ZzBOmlOnYcx8pKZHTZg9uApcS8D4t531Qolm471XXK2ncmRlRsP+FQWNe4WoGBeZST8hs4KEfkmO0npqx9c+LynR91wTVuBjQBzb5ERtc6sgWzaw8mFyQ1iiy4QQ8cB44nNXCcrERGlz24DVhKzHuwmPdOhWIPx7XfcfTLGHXVjlWeA+uvti+W8zJjNZxjcQPnObD+inr8jlVbjn4aA+XDNW4GNAHNvkRG13qSs9m1F5MLkhKreOKzhOC4UgLHx0pkdNmD24ClxLz/inn/vAPHccr7Vr9W0n3K7sNeJRuvKvqsk98QBoi3zzrOp2Tj1R5T9xyC8kC59KraPGgCmv2JjK51JUeza08mFyQVhvPEZknB8aUCjo2VyOiyB7cBS4l57xXzHvonGs0vwbPq3rkvomLb31yK12scCurkMzGtz1oO4nUprr8N8c9Z/95EKI9eAc2DJqDZp8joWl9yMrtJdngfkAJw/7XUcAVjguNLZQk8HBsrkdFlD24DlhLzvisNo8txnNPKg5/E9569rzakfNv3rn3Xc4o+NXeEjaWU1BQjxBs6avvF3nNfqIFyQHn0CmgeNAHNPkVGl43kYHbt0eSCpMBOnrisIchHCuC4WImMLntwG7CUmPdcaRhdYNbuE66jl7w8KG3K7hc9B6y/eWdimtSHMNRyivx6znNA/Y20aXsOjH7q5UFQDlw2M6AJaPYrMrrsJGWza68mFyQ21h6ygCWFIQw4JlYio8se3AYsJeb9VjpGF1ix+2O/guqDE1VDN36o7LuBU8AQBgNzKSEV1HHOfRu4gKENH0LcED8ukxnA8jNiNghJXJHRZSspml17NrkgsWE9ARjyExscEyuR0WUPbgOWEvNeK6av4mdewzvxPWcfWHPXiO3fKArrOUWf9RJciQGGLKznIL7Ow7ee7z173xqIG5fFTNq6ViNJ3iKjy15SMrv2bnJBYuLCEw8LQb5iguNhJTK67MFtwFJi3melZ3Q1Go1X/UufFOfOemGL54D1PzgV1mvu9OxKYOe0xvxrG3tyIS6IL3fW/q0bjn5cBHHjspjBEp4KItmXyOiKIymYXTK5dyQmvXjiYSGxtwvG8bASGV324DZgKTHvsdIzuhzHteM4TlW98d2BOTP2b+868tmvG4cx5EPvrsg9u5B/fj0H8UBcOTP3bXuw4d1BGo3GH+LGZRHIYJ7KIdmfyOiKJzHNLpncPyUmYi3pOAkHwhgcDyuR0WUPbgOWEuv+CkjP6GrRaDR+9X/9sDhn5r41gUM3nvEctOGqS7+6O+N2Wa+zC/nBEmL96jiIA+LJmblnzYbDjT25bRmXG6NQKH7lqRyS/YmMrrgSw+ySydWXmLBabQGrDgfCGBwPK5HRZQ9uA5ZifW/VRbpGF+A4znvo4y8lFDzyYlX6jP37gsu3XlIWr+cUeesYjtutacwP8oX8IQ6Ip2zxITXEh2M2A5h8dpanYkj2KTK64oul2SWTaygxEethKPaENBwPK5HRZQ9uA5ZidV/lQ6xrGyQcGMowtfbNIbmz968NH7Ptb/4lG6/Bdrt3hjM0jd211Phd7bHguPn1jdv6Qn6QL+QPcUA8OMZWcICnUkj2KzK60hALs0sml19igmNhJTjfxATHw0pkdNmD24ClrH1PNYU8jC6w8cWznk/vP6OeUffWfWlT9/zVe2D9FYfCOo1DwTquXQGY0iY1rr0Lvb1a8ZjZZul+7s9jwPHguHB8yAfyg3yX7j0dD3Hg2FoBmBpcIST7li0a3ZMyNXTWNLtSNrlir/wiJjgWViKjS7ACtwFLWet+KgT5GF0tGo2my4glR0vVE55fHTVux9sh5dsuq0o3ci4DNnGK4s2comAj17jZBCz/1Wcdp8iDHl9YDky3txaGI8Dv1935HHwe0hVvbjwOHA+OC8eHfCA/yBfH0kpo8hmJT7ZodGGXPykbO1OyhtmVcl2AyRVriS2txATHwkpkdAlW4DZgKUvfS81BfkYXOHLknPO2Vz6KnbL2zYmF1S8+GzPu2fe8Bq3/1LGw5lvHgppLyqLaH52L111zLl53Q1lU+4tjYe1v7fPX/uGQX3MbfsL/4ffOxeuuw+fg85AO0sNx4HhwXDg+5AP54RhaCTS2VB90JHFlq0YXkLLBMyW4QULslkDKdaA1uQD+G0uJCY6FlcjoEqzAbcBSZHRby1sfXegybvmr2amTdw3odO+mEcEjtk5Onrjz4ZxZ+1bmztq/PWPa3pcSq3b8rcuILV/4Dq6/6j6g7mf4Cf9PnPj8yczpew/nztq7HT4P6SA9HAeOB8eF4+M82wA8SGjyGcmYbNnoAlI2eqYEMbfV7Eq57LomF8B/ZykxwbGwEhldghW4DViKjK4l0Wg0d12//kvuqx+cH7N8zwcLJ6x4fWvm9L3vdh25+WtVacM1+An/r1r5xpYV+z549NUPvh4Dn4d0+FgWhiafkUzJ1o0uIGXDZ0ptMbtSLjM2uQD+DEuJCY6FlcjoEqzAbcBSZHTtAJp8RmpJ9mB0ASkbP1NqjdmVcln5TC6AP8dSYoJjYSUyugQrcBuwFBldG4e29yUJkb0YXUDKBtCUzDG7Ui6jMZML4M+ylJjgWFiJjC7BCtwGLEVG10aBBwk86HHBSSQ+2ZPRBaRsBE1JiNmVctlMmVwAf56lxATHwkpkdAlW4DZgqeEKhaKXSHq9aWMWMWTTwK5nYq9JSZKX7M3oAlI2hKZkyuxKuUwtmVwAp2EpMcGxsBIZXYIVuA1I1pfN0rHJyeMCk0imZI9GF5CyMTQlPrMr5bIIMbkATsdSYoJjYSUyugQrcBuQrC+bBMahiDkehCRf2avRBaRsEE1J1+xKuQxCTS6A07KUmOBYWImMLsEK3AYk68vmkPKDjiR92bPRBeR6/UDMYyUcuzkmF8DpWUpMcCysREaXYAVuA5L1ZVMUKRSKX3kKSSIJlb0bXUCuZleqMtfkAvgYLCUmOBZWIqNLsAK3Acn6shmgNwcXjkQyV2R070Bm1zJqjckF8HFYSkxwLKxERpdgBW4DkvVlE9BGECRLiYzun5DZbZtaa3IBfCyWEhMcCyuR0SVYgduAZH3JnjqeQpEMBWYHTBzJtGC9PymC29MctdboAmR2W6e2mFwAH4+lxATHwkpkdAlW4DYgWV+yBdbIPcBTIBK/4EYu5q4oRNvA7WmO2mJ0ATK75qmtJhfAx2QpMcGxsBIZXYIVuA1I1pcsgUlnF3kKQzItMrvyBbelOWqr0QXI7AqTJUwugI/LUmKCY2ElMroEK3AbkKwvWQGbQFAvbttEZlee4HY0R5YwugCZXdOCeraEyQXwsVlKTHAsrERGl2AFbgOS9SUbpLxGptxEZld+4DY0R5YyugCZXX5Zso4BfHyWEhMcCyuR0SVYgduAZH1JnhiFQnGSJ3BS20RmV17g9jNHljZhZHb1Zen6BXAeLCUmOBZWIqNLsAK3Acn6kizwChBmwdMGENYTmV35gNvOHFnDiJHZvSNr1C2A82EpMcGxsBIZXYIVuA1I1pckSVcoFGd5giVZXmR25QFuN3NkLTNm72bXWvUK4LxYSkxwLKxERpdgBW4DkvUlKWDJMHh44CBJ1hWZXemD28wcWdOQ2avZtWadAjg/lhITHAsrkdElWIHbgKWGN60VL4ZeVygUp0WSZIDJZrRkmHgisyttcHuZI2ubMnszu9auTwDnyVJigmNhJTK6BCtwG7CUmM94uMZwPKwkOrAmLjhuHBiJvcjsShfcVuaIhTGzF7PLoi4BnC9LiQmOhZXI6BKswG3AUmI+3+3S6MKDES4yHBBJXJHZlSa4ncwRK3Nm62aXVT0COG+WEhMcCyuR0SVYgduApcR8ttuV0YWK3skTCEk6IrMrPXAbmSOWBs1WzS7LOgRw/iwlJjgWViKjS7ACtwFLiflctwujCxPNVtFyYbIRmV1pgdvHHLE2abZmdlnXH4BjYCkxwbGwEhldghW4DVhKzGe6TRtdWA+32sYefPYiMrvSAbeNORLDqNmK2RWj7gAcB0uJCY6FlcjoEqzAbcBSYj7PbdbowkQzWklB3iKzKw1wu5gjscya3M2uWPUG4FhYSkxwLKxERpdgBW4DlhLzWW5zRrejQqE4wJMZSZ4isys+uE3MkZiGTa5mV8w6A3A8LCUmOBZWIqNLsAK3AUuJ+Ry3KaML6+HK8cFGMi0yu+KC28MciW3a5GZ2xa4vAMfEUmKCY2ElMroEK3AbsJSYz3CbMLoxtFyYzYvMrnjgtjBHUjBucjG7UqgrAMfFUmKCY2ElMroEK3AbsJSYz2/ZG12YbEarKdiHyOyKA24HcyQV8yZ1syuVegJwbCwlJjgWViKjS7ACtwFLifnslq3RTaddzexSZHbZg9vAHEnJwEnV7EqpjgAcH0uJCY6FlcjoEqzAbcBSYj63ZWl0YSwuPhjJfkRmly24/s2R1Eyc1Myu1OoHwDGylJjgWFiJjC7BCtwGLCXmM1t2Rncwz4FI9icyu+zAdW+OpGjkpGJ2pVg3AI6TpcQEx8JKZHQJVuA2YCkxn9eyMrqwNi6NxyVpRWaXDbjezZFUzZzYZleq9QLgWFlKTHAsrERGl2AFbgOWEvNZLRujK/aDiSRNkdm1PrjOzZGUDZ1Y9xQp1wmA42UpMcGxsBIZXYIVuA1YSszntCyMLlQQ7XJGMiYyu9YF17c5krqpY212pV4fAI6ZpcQEx8JKZHQJVuA2YCkxn9GSN7o+IgdJkofI7FoPXNfmSA7GjpXZlUNdADhulhITHAsrkdElWIHbgKXEfD6L6SFbBEwuLSFGEioyu9YB17M5kou5s7bZlUs9ADh2lhITHAsrkdElWIHbgKXEfDZL1ui6KBSKl3kSkUimRGbX8uA6NkdyMnjWMrtyqgMAx89SYoJjYSUyugQrcBuwlJjPZcka3VU8CUgkISKza1lw/ZojuZk8S5tduZUfwGVgKTHBsbASGV2CFbgNWErMZ7IkjS705tLkM1JbRGbXcuC6NUdyNHqWMrtyLDuAy8FSYoJjYSUyugQrcBuwlJjPY0ka3eE8HyaRzBWZXcuA69UcydXstdXsyrXcAC4LS4kJjoWVyOgSrMBtwFJiPoslaXThAsAfJpFaIzK7bQfXqTmSs+FrrdmVc5kBXB6WEhMcCyuR0SVYgduApcR8DkvO6MbwfJBEaovI7LYNXJ/mSO6mz1yzK/fyArhMLCUmOBZWIqNLsAK3AUuJ+QyWnNGlSWgka4jMbuvBdWmObMH4CTW7tlBWAJeLpcQEx8JKZHQJVuA2YCkxn7+SMrowCU3IA4VEao3I7LYOXI/myFbMX0tm11bKCeCysZSY4FhYiYwuwQrcBiwl5rNXUkZ3LM+HSCRLisyu+eA6NEe2ZACNmV1bKiOAy8dSYvIrTzwsREaXYAVuA5YS87krKaN7kudDJJKlRWbXPHD9mSNbM4HY7Npa+QDchiwlJmd54mEheO6JCY6Hlcjosge3AUuJ+cyVjNGFBwj+AIlkLZHZFQ6uO3Nki0ZQa3ZtsWwAbkOWEhOxVvs5gANhDI6Hlcjosge3AUuJ+byVjNGlSWgk1oIeHB98IhIG4HozR7ZqBsW8aVsb3IYsJSZwruJ4WKgOB8IYsXqyxR6y0VoG85RFqOALspjgeFhKzHumJIwuTUIjiaWXm84/wji4zsyRrRpdWwa3IUuJyWM88bAQ5CsmYpUbBMuJyo22dMrB80ZMcDwsZfdGtxfPH0kkVhK7R0Xq4PoyR2R05QduQ5YSk0k88bAQTMIWk3SemFipGgcjA07zlEOowCSLCY6Hpeze6NKWvySxNVP3hCT0wHVljsjoyg/chiwlJkU88bAQdPSIzUWeuFhIbuN0YagbLoM5Aq8jJjgelrJ7owsmA/+RRGItGHtFGILryRyR0ZUfuA1ZSkzEmhAthdf3Yo1PBslpnkRbxueCxG5rHA9L2b3RXcLzRxKJtWAdTXjYEfrgejJHZHTlB25DlhKTtvbWtVZSMHptNXBtkdhDN8yhLV5F7IloAI6Jpeze6Ir5bZJE0hW8whPzgpQiuI7MERld+YHbkKXEhvWmEVIwPwBMyGVddq124mAkTFuWoBN7vWQAx8RSYj5XJWF023LykEiWFkw2oJUY/gTXjzkioys/cBuylNiwfhZJaYwqrAiA42MhMPtyuN+2ddKe2BPRABwTS9m90RVrHT8SyZjEXgZGSuC6MUdkdOUHbkOWEhvWKy9AflKBddl1JfYkrZYAI96W1RZAUhiigWNiKbs3urSGLkmKksI3cCmA68UckdGVH7gNWUpsOvLEZE1BflIBjAiOj6Wgc0HsyVrGsMRaw1KY/4FjYim7NrpiTQAgkYSIlh0zrBNzREZXfuA2ZCkpwGr4gpSGLWhpa6+lJQTrmkvpCwCY77aOX4b0UhiegeNiKbs2unAS4T/Ys6BBqIdbWoL1Ne0ZXB/miIyu/MBtyFJSgNUrfCkNW9BiiZ5LSwiegRCLFMyhJb74wBcIKYDjYim7Nrq0K5q+4KKCVxxkdqUje192DNeHOSKjKz9wG7KUFGA1fEFKvZZa2jrhytKCVXDEGtsKdWGpHm6p7L6J42Ipuza6cBLjP9iztK+zyOxKS3ChSPHBxAJcF+aIjK78wG3IUlLBEr14piTFYQtaxNolzZTAcLLaQQ6GU8L8DBxDWySWWcfguFjKro0u7HWN/2DP0r0BktmVlux12TFcD+aIjK78wG3IUlLB2sMXpDhsQYuU17W35oQ1OC6s/mBpow+rSknluYFjYym7NrqW/uYkd+Fv+mR2pSWpvIJiCa4Dc0RGV37gNmQpqWDt4QtSfjsk5i5pQgX3Yejhba1g3gWMAYbNKmAjB3x8S4pVT7QQcGwsZddGF040/Ad7Fja6AJldaQnGbtkTuPzmiIyu/MBtyFJSwlrPJqnvBCbmLmm2Jqm1NY6Ppeza6Fp7LJTcxGd0ATK70pFUZtCyApffHJHRlR+4DVlKSkCvq6UNH9zDpdybqwWWVcSxk8yTFNsax8hSdm10xQxAijJmdAEyu9KRPa2vi8tujsjoyg/chiwlNSxt+OR034AhDPS8ab2kOA4bx8hSZHRJzTJldAEyu9IQ9PRI7du6tcBlN0dkdOUHbkOWkhqW2PpVKzm+CYLnDT2jzReM+5UiOE6WIqNLalZLRhcgsysNSW38lbXA5TZHZHTlB25DlpIiMJkIx9kayXUtblhuy9oTtmxNUm1rHCdLkdElNUuI0QXI7EpD9rBrGi6zOSKjKz9wG7KUVGnrxDS5r9YCPdtSXnZMSoKVpKQKjpWlyOiSmiXU6AJkdsWXlNZItBa4zOaIjK78wG3IUlKlLRPTYF1WWxnmZOkxy7YmaGspPw9wvCxFRpfULHOMLkBmV3zBeoy2DC6vOSKjKz9wG7KUlGmtyZPKrliWgiap8Qs6PaS+9CSOmaXI6JKaZa7RBcjsiivo6RHzIrY2uLzmiIyu/MBtyFJSBnrqYGcuHLMp2er5T5PU/hTc/5dIvCdXC46dpcR8Rop5rooegBTVGqMLkNkVV/AAtFVwWc2RrT7obRnchiwldcwxu7Z8TwBoktqd8ltrS2JrgONnKTK6pGa11ugCZHbFFbzSs0VwOc0RGV35gduQpeQAmN2WNjoCkyuHHr62Yq+T1OA5K8chKbgcLEVGl9SsthhdgMyueJL6RITWgstpjsjoyg/chiwlF6A309j6utDLZ4v3AVO0dvyyHAX3NLlOLsRlYSkyuqRmtdXoAmR2xZOUl5ZpLbiM5oiMrvzAbchScoLP7ML/4ff2CLzRsuXnOUw2k/tykrhMLEVGl9QsSxhdgMyuOIKJCVJdLLy14DKaIzK68gO3IUvJDTC12mcYGCF7Nbm6QB3AJhuwGg2sPwz1gttZ6oIvLDD8BMoAQxSgPLbQS4/LyVJkdEnNspTRBcjsiiOpbv/YWnD5zBEZXfmB25Cl5Ag8wOG+LeaDXA6AWYQhDnBPkMIkNng2QrvBZh5gaCE+OU0saw24DlhKzOtDTJ8pegBSlCWNLkBmVxzJcaICQRAEQRAWhoyuvixtdAEyu+wFr74IgiAIgrBzyOjqyxpGFyCzy17wKowgCIIgCDuGjK6+rGV0ATK7bAUTMQiCIAiCsGPI6OrLmkYXILPLTrACg1zXWyQIgiAIwgKQ0dWXtY0uQGaXnapx5RMEQRAEYT+Q0dUXC6MLkNllI9gtjSAIgiAIO4WMrr5YGV2AzC4bwY5BBEEQBEHYIWR09cXS6AJkdq2vA7jSCYIgCIKwD8jo6ou10QXI7FpfYu4KQxAEQRCESJDR1ZcYRhcgs2tdrcIVThAEQRCE7UNGV19iGV2AzK71BJPSXHCFEwRBEARh25DR1ZeYRhcgs2s9DceVTRAEQRCEbUNGV19iG12AzK51dBJXtNzgOE555syZ7PHjx6+Ki4v7zMXF5Q+echqVs7Pzb506dfque/fuHwwdOvTwggULHr5x40YCzoeweWAjFbjXtSTacMUIHMe1/+KLL3pMnjz5qYSEhH+5uLjcwtebEEG6+Pj4s1VVVcvPnTuXznGcI85LIAbH5tEWnMgI0PY4LZbQZyXkidPyiSCsBhldfQm9eK0NmV3rCOpVlnAc5zZ27Nj89PT01TExMW+rVKrLjo6Ot3nKaFQODg4aNze3mx07drwYGRl5Vq1WH0lMTFw+cODAko8//rhrGx6yhLyAyZkG5wePaBInDxqNxnXUqFF5mZmZT6vV6uOBgYGXzL0WtYJ0AQEBl+Li4t7KyMhYUV5e3geOj/MUgMGxeURGl7BLyOjqS+jFywIyu5aXLCelbd++3X3x4sW91Wr1Fnd39x8dHR1/c3BwMPpgdXBw4Nq3b88rR0dHzsnJqfHfDg4OvyuVyutqtfrY3LlzJ546daorzpuwScjotpKma7FnQkLCRm9v70tKpfJ/Qq5F+In/pvOZ205OTr95eXldTkhI2PSXv/wlt76+3g3n3QIGx+URGV3CLiGjqy+hFy8ryOxaVr/KbVIaDFcYNGhQn7vvvnurr6/vt+3atcNl0hOYWC8vL87f3/+2SqW65e/v/weWp6enXho/P7+barX65ZKSkn44f8ImIaPbCjQajTNci/CF09/f/wIYWJ46axZci3Ct+fr6Nv6E/+PP6ArMMBw3ISFhc0lJSR5c+zgGExgcj0dkdAm7hIyuvoRevCwhs2tZzcQVLGV27NiRnZWVtcLb2/uysQcrmF83NzeNj4/P935+fic6dOhwMDQ0dE9YWNiusLCw3VqFhobuioiI2Nm1a9cDnTp1OuXl5fVj+/btb0N6FxeXH5OTk/9y6NChSBwDYXOQ0W0Fzz33XG5OTs5Kb2/vH1q4FjkfH5/Lvr6+fwsICDjYpUuXffDT19f3JFyjcK0a+8IKb1x8fHwu5eTkLN+1a1cWjsEEBsfikRhGt1pnzLcpEYTVIKOrL6lecGR2LSdZTUobPXp0jVqtflepVBqd7KJUKjVhYWEXcnNzt/Ts2XNw586d1XFGiI+Pj83Ly0ueNGlSZUZGxguurq7/hWO0b9/+9+Tk5BeXLl06HcdA2BxkdFvBqFGjauPj408olUqjk0Ch1zY0NPS7rKysZ3Nzc4fAtRgeHh4PP3Nzc0vgGg0LCzsP1yxOq5Wzs/OthISEd8aOHbsGx2ACg+PwSAyjSxCiQ0ZXX1K+eMnsWk4+uHKlSkxMzH9UKtUVY+MAlUolvBq9mJqaunHOnDnwutMJH4MPjuNUhYWFM5ydnS/Af6GHKTY29kxlZeVu/FnC5iCj2wqioqK+bLoWeU0qXIswbrdbt25bpk6deg8MddBND0MR4BpNTU3dANcsfB4fAwTXukql+jE2NvZz3fQtYHAcHpHRJewSMrr6kvrFS2bXMhqMK1aqODo6aow9WMGc+vn53Y6MjHwXeo+OHz9u1qoJwcHBxZ6enh/CAxdet0ZERPynoKDgXfw5wuYgo9sKWroWfX19b4eFhb2XnZ091Ni1CL/Py8sriY6OfsvPz++WsSEMkA/kh9ObwOAYPCKjS9glZHT1JYeLF8wutVvbJKfVF3DszYKHZJcuXa7m5eXtqKysTMUJWyIxMbFHUlLSX2NiYq6Eh4dfSUxM/LxXr14f4M8RNgcZ3daB60fvWuzcufPV3NzcnWPHju2OE+oyZcqU5Pz8/G1du3b90ZjR1ZFQcDo+kdEl7BIyTPqSy8ULC7mf5omfJExQd3IBx94seEhGRkaeHzp0aF11dXUKTtgSI0eODCsrK7u/sLCwNisrqzY7O3t1nz59nsafM4FBTLqxhYeHfzdw4MCNU6dO7aFN8MUXX0Q9+uijC7Kyst739va+bmzZJR8fnxNjx44dhF7/prdr1+4EHLtJMKmnUZAGjhUeHv4t5Dljxow0nXQGLFy4MHn48OFro6KivtLGoHs8dGwhGJRBV8HBwefGjRu36fDhw/dNnz59YZcuXT40VnatYEMQ2BhkwoQJaz799NNsM2fh69ILCXYJNMiPR/A5nNZstJsrTJkyxRKbK3xaWVm5so2bK7QWg5i0gvMxIiLiQklJSf3cuXNNful8/PHHu2nPPTswujE85xCfzEaj0dy1fPnyyWPGjNkD95OgoKALLi4u/xNQp82y4DllcGxdeXl5nR0xYsQjn332Wcnq1asf7tGjx5vOzs4/48/pysPD4/eYmJizFRUVqz/55JPcVq6vrAcMbTt79mxmZWVl46ZDrq6uRq9FpVL5G6y5npKScmbIkCFHHn300Udu3rzZDR+zNcB9/a233sobOXLkhtDQ0PMt3Qv5BGlCQkK+vffeeze/9tpr+RzHGV1RiYyuvoRevFIAGvUATxlIwiSXcbo47mbpGt2WHq58TJs2zXn69OkdRo0aFTpgwIDQ/Pz8RuHPmcAgJt3YwsPDLw4cOLB++vTpao7jHObPnx9bWlo6q3v37i917dr1a1dXV6MPpTYY3UZzLTWjGxQU9HXv3r2PDhw4cEtCQsJhT0/P7/BnsJycnG536NDh+4SEhDd69+69bNKkSXkajcYdZywAg2O3QWYBD+dx48b1zM3NXZKQkPA6PDjbsrkCbM6gVqvfyMnJWVZRUdHLEg9/MzCISStdoztnzhyTPbq6556x819HQsHp+CSG0bX48mIcx3kXFxdnpaSkVHfr1m13XFzcmc6dO593d3e/YWxoiTFZ8JwyOLauvLy8viosLGyYOXPmX/Ly8vYFBQV97uDgYHRSI8jZ2fkPlUr1fWxs7Js9e/ZcNnfu3N4cx3ngjIUCmw5VVlb2zs7OfiouLu44bFQC9xicr1Zw73Nzc/sZrtno6Oiz3bp1O5yamrpsyJAhg2HNdaHzQTBQhlGjRhVlZWU9Exsbe8LPz++agOvAQJDGz8/vp+jo6L+lp6fXjBgxoq9Go/HE+QFkdPUl9OKVEvAaHpeD1LLkMk4Xx92sJjMp6OFqJQxi0o0tLCzsu8GDB69fsmRJt6eeeip86NChD8XHx//Dzc3thqOj4+9ag8onY0ZXoVCcwJ9FeV7s37//pvvvv9+k0V2wYEHKsGHDaiIjI78WcJMVAk6jG5fG19f3x+Dg4C9gnVSlUnkDlnUDgw3SGneedPAgvuXs7HzD29v7fHJyct26detyvv32W2tsJiBUgjlx4oTr6tWrs5OSkuq9vb2/UyqVv7Rv3/4PvrKCtPVhrHcH0kF6OI6Xl9fFpKSkhpUrV+acOnXK3PpoLQYx6cbW9DZhw6xZs5rfYPAB5969995ba8FzD8Dp+CR7o3v27FnP1atX5ycnJ2/29PT81tHR8RcnJyc4J2BMc/PGONrzSPfffHXNc07VwzkF5y7OuwUMjq0rDw8PGBp2EtS0PJ1GN1b8ed3YoIyenp7fpKenr9u4cWPvc+fOeeHMWwKukVWrVuXCNQPldHJyMnotwu+0dafdYAgMsaOj469KpfJaQkLC0erq6omffPJJMM6nJY4dO+a+aNGiPnFxcc96enpedXJy+tXYRGttHMbaDtS02cqv7u7u16Kjo3cuWrQo/8yZMwadAWR09SX04pUaY5s2Q8DlIRnXElyJEgXH3aymh6skjS4oODj4K3ittHr16pGVlZWT4uLi3vb19TXZi6GVrRldZ2fn/7m4uDRfozD5LzAw8LegoKCb8NPDw8Mgna7gZq9Sqf7To0ePdaNHj+4JvTM4ABMYHK8NEgQMsxg6dGjPbt261atUqq+NrTurFUyI9PHxadzoBH4aW5FAK6gPf3//r8GYlJaWQi+c3goHVsIgDq3I6BrFoka3X79+Kb17967t3Lnzt7oGETbJCQgIuIUVGBj4O2ycA+eUs7MzzlNPbTynDI6nK7j+AwICLnt7e9+E/0O7w0YiEJ+fn1+Lm4nA5+H67969+/qxY8ea9WYHyjFs2LBecC36+/t/09I5B/UEsWnrz9vbW+/vsMFQYmLiS8OHDzdrgyHthisJCQnbfHx8LpqKA/4G90SVSgW92n/Av019HgTrTyckJDw7ZMiQe/AwBjK6+hJ68UoRGOdEKzIIl1zaGsfdLBkY3c+GDh26Z+rUqXWZmZkvu7u7X8GfMSZbMrq6ggca9D4EBQX98+677361e/fuh+FnUFDQhx4eHj8qlUre3g0QPIi9vLxgveQl77//fiYOwAQGx2qDBHHw4MH0nJycpdCTa8rkuri4aDw9Pa/4+fl92Llz59fCw8OPwE9fX98zsKEJ/B2n0QqOC8eHV85HjhyBc8PaGMSgFRldo1jM6EJPZnp6+qSOHTt+6u7u3ng9uLq6Xg8MDPxXWFjYK7GxsQdjYmL+Gh0dfUgr+F1UVNRhOKf8/PxOe3l5/eDi4mL0GmvDOWVwLF1BO0O8Tk5Ot9zc3H5UqVQfBgcHH4P4QkNDj6lUqtNubm7Q02u0I6Dp+v8qLy9vySuvvNITB2AMKEfPnj3hWvy2hWvxD9iYyN/f/x9dunR5FepPrVa/GBYWdiwwMPAjFxeXn7Tnq6ur6+WUlJTHjh8/HoHzMwbEkZaWthLuc8Z6sSE+Nzc3MNdfdejQ4e2IiIjDoA4dOrwDv3Nzc/vNWBngmNBznpGRsfLo0aN690cyuvoSevFKFRj4T20qTHLZDhjH3SwpG13oxQwNDf1XQUHBsczMzJMdOnS4bOzmxidbNLpQfpg8kZGRsSstLW1ibm5ucVFRUQH8TE9Pn5CZmbkjNDT0G2M3chAY5fj4+LfGjx//FA7ABI8hCR3uBJ/DaQUxZsyYFfHx8W+3tLlCSEjIpYyMjD09evQYExYWlq1WqzPgZ3p6ejnUR1hY2Lemervg+JDP2LFjl+MYrIBB/lqR0TWKxYzusWPHCjIyMupcXFxuwrXk4uJyPTk5+cioUaOm9+zZs1daWlpacnJyOlLj75rOqZE5OTnbw8PDz8MreZ4YGtXKc8rgOHwCs5mZmbl55MiRo+Pj47MgZvhZVlZWnpWV1eDj4/M1TqMr6BlOTEx8a/To0WtxAMaoqKhYoVarTV6LUB8REREwj2BrRkbGiKioqCyoN4gvMzMzp6KiYmJSUtIBFxcX7QZDt7p16/bCk08+eT/OzxgQB4zJNXU9e3p6/q5Wq/+Zk5PzRFxcXB7cD0AJCQl94HcJCQkfenp6/obTaQXHhjwqKipW6uZNpkhfQi9eKQOTrGD3L1w2kqFaNduXMTjmZknd6Hbu3PmLpKSkv3fq1OmCOSYX5OHhcWrMmDEltmJ04UHi7e39Y3Z29p6FCxcO+eKLL7x1E8MkimXLlg3Mzc193sfH5wcnJyfenkwY29uhQ4eLCQkJH+mmNxOrLy8WHx//GbyqNTb+Dh5IUB8pKSm7Z8yYMRhPsoEJQfPmzeuXlpb2HLySNDaUAY4Pk2pg5rxueithkL9WWqM7aNCghpauRZiMVlZWZslzD8Dp+CRro7tkyZInunXr9ro2jVKp/L5v377VsPoC/iwf8Dp7wYIFxZmZmdt8fX2/t/A5ZXAcXSmVyt8hz6SkpF3Lli2DSVN6Qw/gfF+zZk1BamrqcyqV6ltY8QAfAwRj9mHyXGxs7L9105sCrsXAwEDYQp73WnR2dtb4+fldzMrK2vLEE08U4tf+AGww1K9fvxnu7u7fwH/hvI2Jiflw7NixgjcYgjhUKtUPfHMz4HjOzs63g4KCzvbr1+8vGzZsuBunh98NGDBgUVBQ0CfwWb5rB44NeeC2I6OrL6EXr9SBE3UnT/lI+hLcQyUiOOZmSd3o+vn5/dClS5evPDw8bujGLES+vr4nKyoqBtuC0YXj+/j43AoPD3+/oKCg8v/+7//8cWLg66+/9u3Xr19FTEzMe35+frwrUsDvoGfGw8MDHoStxepGF5ZtMra6ApQBxv2FhIS8n56ePmbPnj28M8lh4krv3r1HREdHv2tqcwXIp2nJMmtjkLdumWDVhSFDhtQ98MADBg9pXR5//PH4ESNGrKFVF/TUIhUVFbvVavUZMKhQb05OTp9GRkaW4M+ZAs6pwsLCspiYmLf8/f1/M1b/rTinDI6hKx8fn2tZWVlH586dO+Hvf/97J5wYuHjxYuD8+fPH9OzZ868+Pj68w7wgXogNVmTA6Y1h6loEqVSqXxMSEo4XFRUNNzWxU61W9/Pz8/sHjOEFhYWFfVlQUPA2/pwxTMUBHQEBAQE34+Pjnxs+fHgq34oO8LuysrLkhISE7R07drxurFe+qX702o6Mrr6EXrxyoZqnjKQ/JYf2xjE3C256Uja6MPnKzc3tJsQJPbodO3b8b2Rk5FfR0dHnoqOjP4uKijqHFRMT8zlse5yamrq7uroaJhXorh0rW6PbuXPn6zk5OXtLS0tNxjV69OjUe+6557ng4OCrFoqLD6sbXZ5jNQvKFRQUdCMjI2NfS/VRVVWVfM899zzbtWvXK1asD6Hg/PTKFBoa+l3//v23LFiwIAd6xUDQU6eV9ndLly7NLC0trY+IiGhxYhAOwAQ4HZ9kbXTLysqOZWdnfxAVFQXLXV2OiYl5OTw8PAN/riUmTZrUrbCwcGtISAj0LuI4sISC0+nJz8/v2+HDh9eePn06y9havbDe9Hfffde9vLx8pb+//3l8DB4JBadrFpQfhg/BPXPu3LnJOKEuKSkpPdLS0vao1epvo6Kivu/evfu/ioqK4H4sFIP8tYK5CdHR0d8UFxcvqq6u9sUJtcyYMcOnf//+j8bExHwFvbr4OEjNkNHVl9CLV07Aou+0IgO/5DBOF8fcLCkb3ab4Gl8vOTk5/Q6zmTMyMv5aXl6+dsKECcuqqqqWVlZWLuPRyvHjx6+eMmXKlK1bt8ajh4JsjW5YWNj3ENf06dNNbuzx8MMPJ5WWlq6D9ZEtFBcfohtdbTtNnz7d5Hn7xBNPJMGas/AFyYr1IRScn54CAwOvZGdnH509e/a0I0eO9Dl27Fje3r17C7SC/8PvH3zwwSl5eXmHOnXqdBkfg0dCwen4JGujO2rUqBWlpaW1AwYM2DRkyJBtI0aMeLC8vDwaf64llixZklheXg496l9a8JzC6fQEY2/LysqWfvXVV8nGNn6BHsvffvtNXVZW9riPj89/8DF4JBScrllQ/qioqC/GjBmzqqamBnZdNcqsWbMiJk2aNH3EiBEN0AawdOSwYcOewZ8zgUH+WsFEuG7dun1UUVExd/HixQE4oZaFCxeqxo8fPyclJeVDSIOPg9QMGV19Cb145QYYBFqRgV/mzKwVAxxvs6RudEGwgHt4ePiZ4uLip8eNG9d/+fLlKXV1dYkw3gp+Yq1bt67b2rVrkzds2BDx6quvenMc104nP+i9kaXRBeMqpJ10NhOw5EMYI7rR1Y5nFWJ0R40atTo6Ovo/VqwPoeD89OTm5vZrly5dvkhPTz86YMCAbaC+ffs+p5X2d7ACSUhIyDl3d3eTO2OZWSacjk+yNrrwtgO2V548eXJ32BBm/vz50XPnzuXdIMAUYHRhslJMTMwXFjyncDo9+fr6wlKLT164cCHJlNHVaDRx995772M+Pj5f4GPwSCg4XbOg/NHR0f+urKxc3pLRramp8VixYkXEww8/nAptAG1h5tbzBvlrBaYVzCuY2KeffjoQJ9QCJvi+++6blZqaepqMbusl9OKVI/DQOstTZnvXTFxREgPH2yypG11YZNzX1/dCUVHRiuPHj8O4K95XdmYgW6OrNXZCZuRbYaISRnSjK7SdtMZfDj26MFwHNkJxcXH52d3d/bq7u/t/3dzcrmsF/4ffw9/hLQffpBweCQWn45Osja6lWLp0aXyT0bXklyecTk/Qo1taWrrs7NmzKcbW5wUDfOXKlYTS0tK/iNGju3LlSpNDFyyAQf5agWlNTk7+Z2Vl5ewlS5YYHbqwcOFCn4kTJ85MTU09Y47Rpdn5+hJ68coVeE0PGyXgctuzYBtlKYPjbZaUjS7EplKpflar1a8PHToUr57QWmRtdEVcegpDRrd14PxYSCg4HZ/I6Db16I4ePXq1hd+a4HR6IqPbiEH+WukOXVizZo3RoQvLly9XVVVVmT10QcgJbU8SevHKHVhvl9r+jmBIh5TB8TZL6kY3JCTkSkFBwXZ45YgTthIyuubHxQcZ3daB88Plwj26zb25TT26jaIeXV61GliaT6PRBJ89ezb60qVLEd988w2vNBpN6K+//hq2du3agTDGNyQk5IIFzymcTk9kdBsxyF8rWEkmNjb2s1GjRj0Fm81AW0Fbnj9/PhIE/4bf7d+/P33MmDHLYPkwU+sCN6kZISe0PUnoxWsrwNbBF3nqwd5kcmySyOBYmyV1oxseHn5x4MCBG2fOnElGl4xus8xpJzkZXZ0xuscGDBiwvWmM7g6tmsbobqcxurwyC47jHI4cOeK1ePHiuIULFw6srq6e+sADD1TPmzfvgQcffHAOn+bPnz/j4Ycfnjlq1KhV3bt3f8ff3/8qTxxYQsHp9ERGtxGD/LWCNX47dep0MScn58ikSZMWLVq0aDq02dwm4N/wO/hbz549XwoKCoIdFwWvuiDkhLYnCb14bQnYYKKOpy7sSVIep4tjbZYMjO63gwcP3mDB2Mjomh8XHzZldKFntKl31NoY5K2rwMDAq1lZWcdmzpw54/Dhw/fACgu7du0q1Ar+D7+fN2/e1KZVFy7hY/BIKDgdn2zG6J48eTJk0qRJFfHx8Q2wvW9oaOip8PDwf8LE17CwsNNNgn83KyIi4h/h4eEfdOnS5TNfX98fjG3K0Mq4cDo9kdFtxCB/nTgal6MMCAj4LiQk5JPIyEhoqzO6gt/B3+Az8FkBb0SaEXJC25OEXry2CKw+YK9jtqW8cQSOtVkyMLrfQY9uS+bODMjomh8XH2R0W4dB3rplCgkJgZ26tj344IO52nVz8Tq68JPW0eWVIGBC6/79+ztPnjx5YmZm5qu+vr43eY5lSQkFp9MTGd1GDPK3spoRckLbk4RevLYM9G7a21Jk0KMtVXCszSKja5inUANFRtfgWHwio6uPQd66ZYLzfdCgQfVTp05NxAl1oZ3ReCWIAwcOhEyfPn1SSkrKq15eXjdgK2meY1lSQsHp9ERGtxGD/K2sZoSc0PYkoRevrdPRzrYQhrJKFRxrs8joGuYp1ECR0TU4Fp/I6OpjkDdPmTZOnTrVZBtDmaywhBxOxydZG12O47red9995WlpacdUKlXztuJ8AgPcqVOn7yMjIz+JiIiAV9+nYdgC/KShC39KKkZXO3TB39//u+Dg4I8jIiJO8Q0/0ZF2eIpR6WYs5IS2Jwm9eO2FIjtZe1fK7Y5jbRYZXcM8hRooMroGx+ITGV19DPJuTZms1MY4HZ9kbXQbGhqqsrKynnV3d7/Svn17nL5Z7du3/6NDhw6fFxYWPltdXb3gkUceeaC6unr2ggULZs6fP38WTEZLTU1918/PjyajScToaiejZWdnv3Tfffc9tmjRoqkPPfTQLDyh0BzpZizkhLYnCb147QlYe7faxrcRBjMvVXCszSKja5inOWaDjG6Lko3RdXBwgBnY1sYg79aUyUptjNPxSdZGt6io6HBwcPBnPGmb5eDgcCs4OPjvxcXFTzzwwAMF586di/vpp58ifvrpp3BYWgx+rlmzZhAsLxYcHEzLi0nE6GqXFxs5cuRTsIQYLBd36dKlcLxEnDnSzVjICW1PEnrx2iPw0HuZp85sQbDEmlTBsTaLjK5hnuaYDTK6LYqMrj4GebemTFZqY5yOT7I2ugEBAT/CkmzG6szR0fG2t7f3+aKiosX/+te/1MZ2YqQNI/6UVIyu0A0jWouQE9qeJPTitWdgzVm4edlaD69UwXE2i4yuYZ7mmA0yui2KjK4+Bnm3pkxWamOcjk+yNrqOjo7QY4vTNQrqUaVS3VSr1a+NHDlykDGTC9AWwH9KSkZXyBbArUXICW1PEnrxEnfW352kUCi+5KlHOQrKI0VwnM2Cm1RkZOT5oUOH1s2dO9fsTRmmTZvmPH369A6jRo0KHTBgQGh+fn6j8OdMYBCTbmxiGF3Is6SkpKGlTSqeeOKJpPLyckvOfMdpcFyCjK6VJiphRDe6UB+DBg1qmD59uskvaNBOo0aNWh0dHW3UlJDRbQSn45OsjS5PmmZBPYaGhv5QXFy8tbKy0uS1Dz26TUb3C1b1L2WjGx0d/e/KysrlNTU1JjdOWrZsmeeTTz4ZNWPGjLTy8vL0srKy9OHDh5s81xEG+WsFRhe29R0/fvycp59+OhAnNMXChQtdFi5cGAb3koqKCt64hJzQ9iShFy+hD0xak/sqDW15qFsTHGezdI1udXV1Ck7YEiNHjgwrKyu7v7CwsDYrK6s2JydndX5+/tP4cyYwiEk3NisZXaNrPTeZje/BbLQ0833+/Pndhg0bBmbDUmuZ4jR6cQk1uo8//njiyJEjn4mOjrakCcKIbnS1plCI0RXQo9todnFaK2CQN1+ZyOjqwdLoXurXr9/miRMntmh0m77k0tAFnR7dlozupEmToseNGzcHxjfn5+c/17dv380lJSXmLM1pkL9WukMXFi9ebNbQBeismTRp0oSysrJNTXFtgs4C3c8IOaHtSUIvXoIfWJZsiUy3Fe6FCyMRcJzNgptU586dr/bq1WvH2LFjTRoGPhITE3skJSX9NSYm5kpERMSVpKSkz3v37v0P/DkTGMSkG5sVjG6mQqH4G85LN8/AwMD/duvW7aXKyso+OLEu999/f25aWtoLHTt2vGqhhx1OoxeXtgezpZ7mOXPmpMEDJDQ09DsLxcWH6EY3KCjoRkZGxn7ofcEJdZkwYUJKXl7ec126dLFUO7UFnJ9emcjo8sLM6MI5Bdd0SUmJyXOqqqoquaCgYHtwcPCPrOpfqkYXFBwcfLlfv35bWro3JSQkpCcnJ78YGxv7Q3h4+JXk5OTPCgsL4X4sFIO8tVIqlZqoqKjzBQUFjy9cuNAPJzRF//79u/bv3x+2df42IiLix9TU1LMlJSVv6n5GyAltTxJ68RItM1xm59dgXAApAMvomBqX5uvrezs8PPzd7OzsocePHzc6Lo2PkJCQQi8vr9POzs6cm5tb4zf7oqKit/HnTGAQk25slja6fn5+Pby8vF53dXU1yE8rpVJ529/f/1xOTs7MkydPduA4rp3uMeD/p06dUuXk5EwNDAz8l4uLS0v7pYOEgNM0C+oiIiLiwuDBg9dPmzatG06oheM4h3HjxpVER0e/6e3tzbvjExzL0dFRA+XE6c1AqNFt9dbYLi4ut2ByEM8xG8vg5eUFD9i/Z2VlVezZs8cDpweOHTvm3rt375FRUVHv+fn5/WHMlCiVylvu7u7/w+mtgEHeumUio8uLxYyugHNK06VLl3+kpaWNhdfsOD0A51ReXt7w6Ojod/z8/H5nVf9iGl1T9Qby9/f/X3x8/FuFhYUjTp065YbTa4mJienv5eV1BtYoViqVcL5/XlxcLPQ8MBkHjL9WqVS/xMbG7hw6dGgPjuOccHpjjBgxIjIxMXG7SqW65eLiAvfas+Xl5ft1PyPkhLYnCW40QjAxTTuPSX23tbE4cCkAY0j9/f2vOjg48O7rDTccb2/v75OTkzfPnj27j7GbKIbjON/i4uIpzs7O38B/4YYfHx9/uqqq6nn8WRMYxKOVNYxu3759YzMzMzdCT4wx8w9ydHT8uXPnzm8UFRVN27t3790cx3lAvXAc53bo0CF1v379Jnfu3PlVJyenn3FaIxICTtOsJhMEu2Ztgu1f4SYOk2WafjpBbAcOHPBZsWJFj9TU1BWenp7fGStf05eba2FhYfAgbC2wZKCQty5wzZrsHTNGfHz8pwEBAZeaxs7i4zY+2Dw9Pa+kpKTsmTZt2iCNRuOumx62yq2uru6blpb2nI+Pz2U4z/ExQLD+ZseOHS8mJSV9rJveShjkrxUZXaNYzOgKPae6deu2d+LEiUPwOQVbMD/88MPF6enpz/r4+Fwydk6ZG1cTOJ2exDS68fHxnwUGBl6Ga4XnGI3PEF9f3+8zMzO3PvHEE4VQT/gYGo0moKioaJaLi8t5SAPnbVxc3D+qqqqexZ81BrSfSqW63DTMSC8GOB706nbs2BF6iZesWrXK5DAKXR588MHskJCQV6BTqCmu9x577LFlup8RckLbk4RevIT5aCevSXUDisdwwFKgvLx8XXx8/AlYZ5An5kY5OTlpQkNDv83JydmWm5tb0rlzZ3WcEeLj42Nzc3O7TZ48eUxGRsYeV1fXn+AY7du3/z0lJeWFp556agqOwQQGsWhlDaO7YcOGDrNnzx6bkZFxzNvb+xdTi8a7u7v/Hh4e/n5JScmiBQsWlFZXV/dftGhRyZAhQxZGRUWd8PT0/FV7Y8RpeSQEnEZPd9111+V77rnnhSVLlozSaDTxGo0m7vvvv0/47bffEn766aeUhx56qKxHjx51vr6+nzk4OPyO02sFD/no6Oh/VFRUbMMBmMkqfGwjgtVV4O2MWYwZM2Y59BK1cN5yISEhl9LS0nanpaWNUqvVGbm5ud3hZ0ZGxojs7OznwsLCLpja5tXZ2fmPu++++3hVVdVSHIMVMMhfKzK6RrGY0R07duxytVr9dkvnFLyK7969+74ePXqMjoqKykpOTk6Pjo7OTE9PH5mTk/Ns0zllYLaMSCg4nZ7ENLoVFRUrWqo3+JIQERHxVe/evbfCtaett7S0tLSMjIzcMWPG3JeYmPiii4vLf+Hz8LxITk7e+9RTT1Xh/IwB7RcbG/ueqevZ09PzVmxs7CeZmZlLExIS7omPj8+EOLAgLviZk5NTkJGR8YSPj0/j+spwP0hJSdmye/fufrp5Czmh7UlCL16ibcC3NdiE4oCEenphbLHk2LVrV25OTs5Kb2/vH4wZO3hYurm5aaCXwtfX92SHDh0OhoaG7gkLC9sVFha2W6vQ0NBdERERO7t27XqgU6dOf/fy8oJj3obeQ1dX1x9TUlIeO3LkSDiOwQQGsejGZGmjCw+Cbdu2db333ntnxcXFnYFhGzhfraCu4HV2QEDAuQ4dOpzw9/d/JzAw8L2AgIDPPDw8foVXXK6urv+z4DagOI2evLy8bkRGRn6Yl5e3bdiwYX8ZPnz440OGDFlcVla2uLy8/Onc3NwDgYGB3xlrYxDE3KFDhwsFBQWrd+/eXYIDMBN402LOtQdfUAXfHw8fPpyWk5Oz1Nvbu6UyaTw8PK74+/vD9qwvJSYm7ouIiDgcEBBwysvL60dTQ0vg4ezj43MhOzv7yZdeesnk+EILYRCDVmR0jWIxo3vkyBEwNstMnVNQnzAUy8PD46qfn9+Z4ODgV2JjY/8aHBx8zN/f/7SHh8ePbm5uf8BwF0dHx1s4PY+EgtPpSUyj21RvS728vIy+KQLBhDBvb+/L/v7+/+jSpcur0dHRh9Rq9YthYWHHAgMDP3JxcfkJ6hfk6up6KTk5+dHjx48LHscPcaSnp6+ANjAWB7Srq6vr715eXt8EBga+GxoaehTaDwTxaBUbG3sQ7hNBQUHveHl5fQXGG9pdpVKdT05Onnnq1Clv3byFnND2JKEXL2FZwPhCby+s3CDklao1JPQhwBS4KQ4aNKiPWq3e4u/vf8HYDV4r+LYM4x/9/f1vw5glf3//P7A8PT310vj5+d1ISEh4afDgwcU4/xYwyF9XISEhP/bv338rLEeDE7aFWbNmJfTt2/fR2NjYf3h5ed1qqU745Orqegteefv4+FzBf+OREHAaPcG2pC4uLj+7u7tf9vLyOt+kCyAfH5/vPD09/2uqpwN01113/dC7d+9906ZNG/DTTz9ZYq1JuO7MMbsgQcBDe+jQoT27detWr1Kpvm6pjeAhBedsx44df1GpVFBXBp/RFRxPpVJ9lZSUtH7IkCG55ozpawMGcWhFRtcoFjO6cC8sLS3tZc455evrCxNUf/fz82v8P/we6tzHx+eah4fHDZyGR0LB6fQkptHV1ltSUlKDv79/i6vMaOstICDgFtSdt7e33t9VKtX1pKSkg6NGjYLVlgSjfZYlJCRs8/HxuWgqDvibu7s73BMa2w8E8egK2lR3vkZgYOCVzMzMbf3794fVefQQckLbk4RevIR1gW+JMGYWbpKshjrArm+SZPv27e6LFy/umZCQsNHb2xvGlv1mbJwaCL4tw0OAT9ALBoYK/g3bZSqVyuvx8fEvz5s3b/yHH37YGedtCu23ez5BDBEREd/DuFRL9ehq2bNnj7K6ujqqb9++89Vq9Rlvb+/fcP64TrACAgK+j4+P/2enTp3gxt/Sa0wh4DQWE5i+Tp06wU18/9SpU0ccPnwYVjexFOaaXcGcOHHCdfXq1dlJSUn10AunVCphuAnvpDLtOdN0XvK2IfwO0sNx4HhgcpcvX54N+eC8rYRBTLqxkdHlxWJGF2jLOdX07z/8/PwuhYeHf6ZSqcBsWeLaB3A6PYlpdAGYZLZixYqeiYmJG7y8vC46OTkJqjft8wImkTk6Ov7q7Ox85e677z78yCOPjDt//rxZzwsAJgMuXry4T1xc3LOenp5XnZycfjX2LNONA7WhNq7GSbmOjo7/c3V1vRobG7tv4cKFg7/88kuDNfGFnND2JKEXL8EWeLDDOEEYV3iap90sIVifVbLA5JxRo0blZWZmPh0XF/cmTMowNoPVmGBCm5ub203oyYyMjPxUrVYfSUxMXD5o0KDB//73v7uY2k2ID1ilgU+RkZFfwgL/+fn5JydPnrwE1q3EaS3BvHnzEgYMGDAzNTX1+bi4uJNRUVHnYL3VyMjI//DE9B/4W1RU1D9jY2Nf6dWr1+78/PxDISEh/7bQww6n4RXfl5Cm32ngwQOvU3X0e/v27f8XGBh4sVevXi+Ayd29e7cfXknCAphjds0Cztvx48f3glenarX69Q4dOnxv7nmrFaQLDAy8pFar34DjjRs3riccH+dpRQxi0oqMrlEsanSB1p5TYIq7du36aW5u7qu9e/d+pUuXLpa69gGcTk9iG10AJuNOmDAhLzs7+6mmZ8hlU/UG56arq+vPUL+RkZFnk5KSDqWmpi4tKysbcO7cuc7mPi+0wOTgESNGFGZlZcF64Sf9/PyuCbgO9OTs7AzD0iCuTxMTE49069ZtcUFBQf7169dVOD9AyAltTxJ68RLiAt/Y4LUJjKuFNtMKt6c5gh3eJA3Hce2/+OKLHhMnTnw6Pj7+LCzXwlMOo3J2dv6tU6dO36Wmpp4eOnToSwsWLHj4xo0bCTgfocAi43waPXr0moqKitUPPPDAohUrVgx/7rnngnFaSwCG78iRIwH19fU9FyxYMLWysnJZeXn5WtjHniem1eXl5TWTJk1asHTp0uGrV6+uGDly5IawsDB42BnUFZIQcBqDug8MDPw2Njb2/bS0tKOg7t27v8qn1NTU17p37/5Gamrqy0lJSdvT0tIWVVVVDXzllVeCcKYWROga2GYDD8T//Oc/aVVVVTBBzezzVisYQwgzyCsrK1fC8Vr7oG0DBjFpRUbXKBY3ukBrzikYC96rV69j8+bNWzd69OhnQ0NDP7InowtAHh999FHWuHHjVsfFxZ0zVW9OTk4wXABW9PmwpKTkCDwvbt68aZFOC4jjjTfe6DNs2LBNoaGhF4yN2eVTU6/8lcTExI9KS0tfnj9//oIrV67E4zx0EXJC25OEXryE9IFeKtgEAgTjf2FVBRAsdaY1xrq9wzC7nDAD2BudT8uWLUtdvnx5yubNmxP27dsXDK+rcFpLAj08X375ZQjs7PPkk092h7xxTPA7+NvOnTtjNRpN4Msvv5wxZsyYZyIiIoxuLasjIeA0evL39/9vamrq21VVVX+pra0dBVqxYsU4Pi1fvrwSZjOvWbOm/IUXXuj5/vvvQ287izGoBEEQBEEQhNyBLYCbtpa1VK8aTtMsOH6XLl0uFxYW7nz88cf7azSaTqCff/75LmO6cOECmNuOeC1QgiAIgiAIgjDJgw8+yNToNi21tmH69OkpOCFBEARBEARh58yZM8d9/vz50QsWLEh7+umnu69duzZ18+bNkca2kDXFwoULk8vLy9dERUV9ycroDhgwYMOUKVOScUKCIAiCIAjCzpk9e3aXqVOn3ldVVVVTUVGxbvz48TVTp06dOnPmzDD82ZaAoQvDhg2riYyMbHFdSZzWCDiNntEVOlGJIAiCIAiCsEMmTJgQNWzYsOW9evX6WK1Wf6NWq79KSUnZk5SU1B1/tiWqqqqSCwsLtwUHB/9IRpcgCIIgCIIQlWnTpoXfe++9y+Lj47+C3Xtg0XBPT88P4uLizNqh58yZM+59+/Ytg7UkVSrV/4wZXVhjsmn5HSEYpCejSxAEQRAEQQji+eefD5o3b970lJSU97XrLrq6un7dr1+/iRqNxhN/ng9Yw/LJJ58syM3N3ezn53dRqVTyrqMJu/XAphzx8fGf4mMYweAYZHQJgiAIgiAIQcCOOtu2bcvOycnZ5Orq2tgTq1QqryUkJOwsLy+vyM3NzSkqKkrv06dPhq7uueeext8lJyfnZGdnjwCTGxER8SVsbYlNqVZOTk634+Pj3x4zZsxyHIcRDI5BRpcgCIIgCIIQBMdxDqdPn/bJysqaEhgY+G9XV1ftNpVX7rrrrlNqtfpgenr6rtTU1D2pqal7dbQ7JSVlX0xMzEtBQUHve3t7fw+7bGFDqhX0Fnt6en4HW2UePXo0E8dhBIPjkNElCIIgCIIgzKK0tDQ1Nzd3XVBQ0HfaIQwwXtff3//WXXfddYNH1++6666bAQEBt9zd3Q2MKDa5fn5+XyclJTWUlZX15jjOBedPEARBEARBEFbh3LlzXmvXrs1PSkra7OHh8a2Tk9NNpVJ5S6lU3obhCO3bt+cVmFi+iWfwO9g/XalU/uzl5XURTO6qVatyT5065YbzJgiCIAiCIAirwnGcT79+/XKSk5MfhiXG4uLiPgwKCvrWzc3tpraXV6hgdYWAgIDLsApDdnb28srKyj4cx5HJJQiCIAiCIMRDo9F0WbFixf2jR4/em5WV9Xcwuy4uLkaXDOMTjNeNi4s7N3bs2DVnzpzJ5jjOCedDEARByIv/B/sRVwajLpMKAAAAAElFTkSuQmCC"/>
  
     
        </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">G.1</td>
        <td class="label">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"><p><strong>Rights of the purchasers:</strong></p>
<p>Ownership of $DOJO 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 $DOJO, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include:</p>
<ul>
<li>Purchasers were entitled to receive their $DOJO allocation based on their $CHZ contribution as determined at the end of the subscription period.</li>
<li>Purchasers were 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 $DOJO Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties.</li>
<li>Purchasers have full control over the purchased $DOJO tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.</li>
</ul>
<p><strong>Purchasers are subject to the following requirements:</strong></p>
<ul>
<li>Participants had to create an account on the Socios.com Platform to participate in the public offer.</li>
<li>Participants had to ensure that their participation in the public offer was not in violation of any laws, regulations, or rules in their country of residence or domicile. If there were any local legal restrictions, prospective purchasers were expected not to participate in the public offer.</li>
<li>Participants were 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 had to read, understand, and accept the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.2</td>
        <td class="label">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"><p>Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $DOJO tokens upon receiving their $DOJO Fan Token allocation. Token holders can exercise such control through their Socios.com Wallet or any other non-custodial wallet compatible with the Chiliz Chain.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.3</td>
        <td class="label">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"><p>The terms related to the purchasers’ rights and obligations during the public offer were made available on the Platform at the time of the public offer and are not subject to modifications as the public offer has already ended.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.4</td>
        <td class="label">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"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.5</td>
        <td class="label">Issuer retained crypto-assets</td>
        <td class="content" id="NumberOfIssuersRetainedOtherTokens" style="position:relative; width: 30%;">
        
        In accordance with the terms of the partnership agreement concluded between FTM and the Team, FTM acts as treasury manager for $DOJO, retaining and managing the non-circulating supply of $DOJO (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/><br/>Note: For the purpose of complying with the technical requirements of the MiCA XBRL taxonomy, “<ix:nonFraction contextRef="c-01" decimals="10" id="fact_113" name="mica:NumberOfIssuersRetainedOtherTokens" unitRef="pure">4925000</ix:nonFraction>” 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">G.6</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">G.7</td>
        <td class="label">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">G.8</td>
        <td class="label">Utility tokens redemption</td>
        <td class="content" id="UtilityTokensRedemptionExplanatory" style="position:relative; width: 30%;">
            
N/A

</td>
    </tr><tr class="indent">
        <td class="numbering">G.9</td>
        <td class="label">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"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">G.10</td>
        <td class="label">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"><p>$DOJO is tradeable on various secondary market platforms, including both centralised and decentralised exchanges accessible on the Chiliz Chain or any other blockchain network on which $DOJO Fan Token can be stored and transferred.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.11</td>
        <td class="label">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"><p>No lock-up period in place. $DOJO tokens are freely tradeable and transferable.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.12</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">G.13</td>
        <td class="label">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"><p>At the protocol level, $DOJO token contract does not implement any supply adjustment mechanisms that may affect the total supply of $DOJO. Nevertheless, FTM reserves the right to periodically deploy and/or promote mint-and-burn activities that may increase or decrease the total supply of $DOJO. Token holders may access full disclosure regarding such initiatives, including, but not limited to, previous mint and burn transactions, and current circulating supply, via the official Fan Token ecosystem website accessible at <a class="markdown-link" href="https://www.fantokens.com/">https://www.fantokens.com/</a>. For clarity purposes, mint-and-burn activities are not permanent and may be activated, stopped, modified, resumed, or otherwise permanently suspended at the sole discretion of FTM.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.14</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">G.15</td>
        <td class="label">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"><p>This field does not apply, as G.14 is false.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.16</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">G.17</td>
        <td class="label">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"><p>This field does not apply, as G.16 is false.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.18</td>
        <td class="label">Applicable law</td>
        <td class="content" id="ApplicableLawForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_124" name="mica:ApplicableLawForOtherTokenExplanatory"><p>Laws of Switzerland</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">G.19</td>
        <td class="label">Competent court</td>
        <td class="content" id="CompetentCourtForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_125" name="mica:CompetentCourtForOtherTokenExplanatory"><p>Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</p></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $DOJO 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">H.1</td>
        <td class="label">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"><p>The Chiliz Chain is the distributed ledger technology used for the issuance, storage, and transfer of $DOJO. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $DOJO 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.2</td>
        <td class="label">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"><p><strong>Token Standard</strong></p>
<p>$DOJO 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. $DOJO implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.</p>
<p><strong>Transaction Standards</strong></p>
<p>Since the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:</p>
<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.</li>
</ul>
<p><strong>Execution Environment</strong></p>
<p>The $DOJO 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.</p>
<p><strong>Client Interface Standards</strong></p>
<p>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.</p>
<p><strong>Account Model</strong></p>
<p>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.</p>
<p><strong>NFT Standards</strong></p>
<p>Although $DOJO 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 $DOJO utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.</p>
<p><strong>Cross-Chain Bridge Protocols</strong></p>
<p>Two smart-contract-based bridge protocols facilitate interoperability between Ethereum and Chiliz Chain:</p>
<ul>
<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.</li>
</ul>
<p>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 the Chiliz Chain.</p>
<p>In addition, following the deployment of LayerZero’s omnichain messaging protocol, token holders may have the ability to bridge their $DOJO Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero’s protocol.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.3</td>
        <td class="label">Technology used</td>
        <td class="content" id="InformationAboutTechnologyUsedForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_128" name="mica:InformationAboutTechnologyUsedForOtherTokenExplanatory"><p><strong>Implementation and Architecture</strong></p>
<p>$DOJO 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 $DOJO CAP-20 contract is deployed and executed.</p>
<p><strong>Smart-Contract Platform and Execution Environment</strong></p>
<p>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.</p>
<p><strong>Transfer and Interoperability Technology</strong></p>
<p>Before transferring $DOJO, token holders 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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.4</td>
        <td class="label">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_129" name="mica:ConsensusMechanismForOtherTokenExplanatory"><p>$DOJO does not implement its own consensus mechanism. All $DOJO 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. $DOJO inherits those security and availability guarantees.</p>
<p>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.</p>
<p>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.</p>
<p>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 decentralisation than large, fully open validator networks.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.5</td>
        <td class="label">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"><p>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.</p>
<p>Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:</p>
<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.</li>
</ul>
<p>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.</p>
<p>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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.6</td>
        <td class="label">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"><p>FALSE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">H.7</td>
        <td class="label">DLT functionality description</td>
        <td class="content" id="DescriptionOfDLTFunctionalityForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_132" name="mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory"><p>Not applicable</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">H.8</td>
        <td class="label">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_133" name="mica:AuditIndicatorForOtherToken"><p>TRUE</p></ix:nonNumeric>
    

</td>
    </tr><tr class="indent">
        <td class="numbering">H.9</td>
        <td class="label">Audit outcome</td>
        <td class="content" id="AuditOutcomeForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_134" name="mica:AuditOutcomeForOtherTokenExplanatory"><p>Three categories of audit are relevant to $DOJO.</p>
<p><strong>Halborn's Chiliz Chain Core Contracts</strong></p>
<ul>
<li><strong>Object:</strong> Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract, and bridge contract.</li>
<li><strong>Findings:</strong> Minor risks were identified, with no indication of unresolved high-severity issues at launch.</li>
<li><strong>Remediation:</strong> The necessary fixes were implemented before the 2023 mainnet launch. The contracts remain subject to further audits when upgraded.</li>
</ul>
<p><strong>CertiK's Governance and Core Contracts</strong></p>
<ul>
<li><strong>Object:</strong> 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><strong>Findings:</strong> No critical issues. Several major centralisation-type findings, plus medium, minor, and informational issues, all marked as acknowledged.</li>
<li><strong>Remediation:</strong> The identified issues have been addressed.</li>
</ul>
<p><strong>Halborn's Chiliz Bridge Smart-Contract Audit</strong></p>
<ul>
<li><strong>Object:</strong> Smart-contract infrastructure for the Chiliz Bridge connecting $CHZ between Ethereum and the Chiliz Chain.</li>
<li><strong>Findings:</strong> No critical, unaddressed issues.</li>
<li><strong>Remediation:</strong> 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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            $DOJO MiCA White Paper
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            <img alt="" 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3rO3rfNuWjdNcU91hwTxVpQjvUclAvK9/aZ86NxS1gYKZy4pLaLjK6hyOxaDqmbXJCoPHPwTOj9q49PjRn37N+diuu4dgX1d3ph29qz23QMOB4cN3bcc+9DPs/sPhOKYxABS/RWWkKWfo1tDdpy/ehPUBIHqbS1tU0/PDPa0laWUi/Fin0fPJo5fe9h56J11xV96mzL6PapA6N7PXPGnkMr936wALeCBYGHlxROXFLbRUaXX2R2244cTC5IVD7++GPlqhc+ir17wnNr/Urqryn7bWjsgbWI0b2nlnPut4HzK9lwNalqxzOQD+SHYxCBtvZUWkLWeo1tadqydOedHj5xkcIayaa3yrUc8MVJbG/0mKJq5RtbEqt2/k1ZVPuL1dctZK28Wlg+5pfEic+fvG/VG5txC1gQSwySJ0lDZHSNi8xu65GLyQWJDkySzn/wwIBuk54/0GHYlitO/TY2vqFT5LWyI6Yx3XpO2W8T13HY1ivdJu96AY4P+eC8RQLuO7gdWEsOvblAW42itV7XCwXWBsYxsZa1e3N1EXsJtVWKzBl73w0esfULp8La31p9E5Gq8mpg+Zjfgkdu+Tx75r53cO1bCKnvUU0yT2R0TYvMrvnIyeSCJMHB177oMH3dmyPVVTte9C1puKosqvvDASYZN06YhmeVVjz3ft2/59dykA7SQ0/u3VU7D8yoe3vEsfcuBuI8RaQtvZSWkFx6cwG4nnD85kjsyXZiD3OEXm0Wvbm6iGnudyq6jtzyte/ghqsO+Wv/aPOrIanpzl7mf/gNbrgSXL71K1zzFkIKA65JlhMZ3ZZFZlc4cjO5IMlw9usfgnrP3j8wefKutfETdvw9sHTDb4rCDZwiD8btrmt8a9c4uUw7hrdRNU2/h7/Xc/B5SAfpUyfvWgvH++ryzU44L5ERcwtVeLUsl95cLW25pmAJNzER+w2wGDvegbHGcbDScYX/kA1X3fvV/dwuf+1tWzS6UC6P/utvqoZsvIJr3gKI3SVPsrzI6AoTmd2WkaPJBUkKGF7QcPjjpHHLX61OnLjjdbf+6y+4FK3/waXvup+c+667Cdv4ti+oueWQX3MbfsL/4ffwd/gcfB7SQXo4joSGK+hykqcdWInla2xL0ZYecLF7r8Vsa1gZSqwVRnAsrPQl9ei2DXjY40olyVtkdIWLzK5x5GpyQZKD4zjHhpfORJU+frCs55wDj/We8+KG7Bn7/5o0adeJ4JFb/+07uP6K+4C6n+En/B9+D3+Hz+XMOfDY0EWH74X0cBx8bIkg1rnCalKSpWnLOF0we2IiVluDxOjN1SLW8qvXaIxu65HCLFmS5UVG1zyR2TVEziYXJFnAqGo0GvV7H10YvmLfmUcnrDq+NXvGvne6lm/5SlXacA1+wv/h9/D3tz+6MBw+L9FeXF1wG7CSFJbbsjdwG7AU3JvEQrx7Iq260CqksqsJyfIio2u+yOz+idxNLohgD24DViKjyx7cBixln0aX1tFtFVLay5lkWZHRbZ3I7NqGyQUR7MFtwEpkdNmD24Cl7NPo0s5oZiOVXU1I1hEZ3dbLns2urZhcEMEe3AasREaXPbgNWMo+je71X37Pzpmxb6WyqOaKIr/BtoxufgMH5YLy/fL771m41ltJW2Z7kqQvMrptkz2aXVsyuSCCPbgNWImMLntwG7CUfRpdjUbTqVvVzkcc8tf+oCjY2LQYNzaNMhSUo2AjrLrwQ2LVjkc4jrPEzNJ0gwok2ZrI6LZd9mR2bc3kggj24DZgJTK67MFtwFL2aXRhNmroiG33OxbWftuueJNNGV0oj2Nh7YXgEVsncxzXDtd6K6DlxGxfZHQtI7hWLPHlUsrYoskFEezBbcBKZHTZg9uApezT6AKdh28d4T1w/WcuAzZx7cDoyn093caNImo5KI/PoIaznYdvGoFrvBXQBDT7EBldywlubGLeWK2JrZpckFyAN2xwX4bhZGebYocvWPB/+D38XS7gNmAlMrrswW3AUmLej8W8XyoU3afs7B8z7tn3VKWbbtuS0Q0o3XQ7dtyOd6F8uMbNBHqmYH9oXHkk2xMZXcvKFs2uLZtckJSBjQLM3VkKPg/ppAyOmZXI6LIHtwFLiXkvFvOeqVCMX3ksq6D6xWeDy7ddblcARlfmwxf61HJQjpDybZeLHjq4ffKa1zNxjZsJTUCzH5HRtbxsyezauskFSRHobHiZJ1ZzBOmlOnYcx8pKZHTZg9uApcS8D4t531Qolm471XXK2ncmRlRsP+FQWNe4WoGBeZST8hs4KEfkmO0npqx9c+LynR91wTVuBjQBzb5ERtc6sgWzaw8mFyQ1iiy4QQ8cB44nNXCcrERGlz24DVhKzHuwmPdOhWIPx7XfcfTLGHXVjlWeA+uvti+W8zJjNZxjcQPnObD+inr8jlVbjn4aA+XDNW4GNAHNvkRG13qSs9m1F5MLkhKreOKzhOC4UgLHx0pkdNmD24ClxLz/inn/vAPHccr7Vr9W0n3K7sNeJRuvKvqsk98QBoi3zzrOp2Tj1R5T9xyC8kC59KraPGgCmv2JjK51JUeza08mFyQVhvPEZknB8aUCjo2VyOiyB7cBS4l57xXzHvonGs0vwbPq3rkvomLb31yK12scCurkMzGtz1oO4nUprr8N8c9Z/95EKI9eAc2DJqDZp8joWl9yMrtJdngfkAJw/7XUcAVjguNLZQk8HBsrkdFlD24DlhLzvisNo8txnNPKg5/E9569rzakfNv3rn3Xc4o+NXeEjaWU1BQjxBs6avvF3nNfqIFyQHn0CmgeNAHNPkVGl43kYHbt0eSCpMBOnrisIchHCuC4WImMLntwG7CUmPdcaRhdYNbuE66jl7w8KG3K7hc9B6y/eWdimtSHMNRyivx6znNA/Y20aXsOjH7q5UFQDlw2M6AJaPYrMrrsJGWza68mFyQ21h6ygCWFIQw4JlYio8se3AYsJeb9VjpGF1ix+2O/guqDE1VDN36o7LuBU8AQBgNzKSEV1HHOfRu4gKENH0LcED8ukxnA8jNiNghJXJHRZSspml17NrkgsWE9ARjyExscEyuR0WUPbgOWEvNeK6av4mdewzvxPWcfWHPXiO3fKArrOUWf9RJciQGGLKznIL7Ow7ee7z173xqIG5fFTNq6ViNJ3iKjy15SMrv2bnJBYuLCEw8LQb5iguNhJTK67MFtwFJi3melZ3Q1Go1X/UufFOfOemGL54D1PzgV1mvu9OxKYOe0xvxrG3tyIS6IL3fW/q0bjn5cBHHjspjBEp4KItmXyOiKIymYXTK5dyQmvXjiYSGxtwvG8bASGV324DZgKTHvsdIzuhzHteM4TlW98d2BOTP2b+868tmvG4cx5EPvrsg9u5B/fj0H8UBcOTP3bXuw4d1BGo3GH+LGZRHIYJ7KIdmfyOiKJzHNLpncPyUmYi3pOAkHwhgcDyuR0WUPbgOWEuv+CkjP6GrRaDR+9X/9sDhn5r41gUM3nvEctOGqS7+6O+N2Wa+zC/nBEmL96jiIA+LJmblnzYbDjT25bRmXG6NQKH7lqRyS/YmMrrgSw+ySydWXmLBabQGrDgfCGBwPK5HRZQ9uA5ZifW/VRbpGF+A4znvo4y8lFDzyYlX6jP37gsu3XlIWr+cUeesYjtutacwP8oX8IQ6Ip2zxITXEh2M2A5h8dpanYkj2KTK64oul2SWTaygxEethKPaENBwPK5HRZQ9uA5ZidV/lQ6xrGyQcGMowtfbNIbmz968NH7Ptb/4lG6/Bdrt3hjM0jd211Phd7bHguPn1jdv6Qn6QL+QPcUA8OMZWcICnUkj2KzK60hALs0sml19igmNhJTjfxATHw0pkdNmD24ClrH1PNYU8jC6w8cWznk/vP6OeUffWfWlT9/zVe2D9FYfCOo1DwTquXQGY0iY1rr0Lvb1a8ZjZZul+7s9jwPHguHB8yAfyg3yX7j0dD3Hg2FoBmBpcIST7li0a3ZMyNXTWNLtSNrlir/wiJjgWViKjS7ACtwFLWet+KgT5GF0tGo2my4glR0vVE55fHTVux9sh5dsuq0o3ci4DNnGK4s2comAj17jZBCz/1Wcdp8iDHl9YDky3txaGI8Dv1935HHwe0hVvbjwOHA+OC8eHfCA/yBfH0kpo8hmJT7ZodGGXPykbO1OyhtmVcl2AyRVriS2txATHwkpkdAlW4DZgKUvfS81BfkYXOHLknPO2Vz6KnbL2zYmF1S8+GzPu2fe8Bq3/1LGw5lvHgppLyqLaH52L111zLl53Q1lU+4tjYe1v7fPX/uGQX3MbfsL/4ffOxeuuw+fg85AO0sNx4HhwXDg+5AP54RhaCTS2VB90JHFlq0YXkLLBMyW4QULslkDKdaA1uQD+G0uJCY6FlcjoEqzAbcBSZHRby1sfXegybvmr2amTdw3odO+mEcEjtk5Onrjz4ZxZ+1bmztq/PWPa3pcSq3b8rcuILV/4Dq6/6j6g7mf4Cf9PnPj8yczpew/nztq7HT4P6SA9HAeOB8eF4+M82wA8SGjyGcmYbNnoAlI2eqYEMbfV7Eq57LomF8B/ZykxwbGwEhldghW4DViKjK4l0Wg0d12//kvuqx+cH7N8zwcLJ6x4fWvm9L3vdh25+WtVacM1+An/r1r5xpYV+z549NUPvh4Dn4d0+FgWhiafkUzJ1o0uIGXDZ0ptMbtSLjM2uQD+DEuJCY6FlcjoEqzAbcBSZHTtAJp8RmpJ9mB0ASkbP1NqjdmVcln5TC6AP8dSYoJjYSUyugQrcBuwFBldG4e29yUJkb0YXUDKBtCUzDG7Ui6jMZML4M+ylJjgWFiJjC7BCtwGLEVG10aBBwk86HHBSSQ+2ZPRBaRsBE1JiNmVctlMmVwAf56lxATHwkpkdAlW4DZgqeEKhaKXSHq9aWMWMWTTwK5nYq9JSZKX7M3oAlI2hKZkyuxKuUwtmVwAp2EpMcGxsBIZXYIVuA1I1pfN0rHJyeMCk0imZI9GF5CyMTQlPrMr5bIIMbkATsdSYoJjYSUyugQrcBuQrC+bBMahiDkehCRf2avRBaRsEE1J1+xKuQxCTS6A07KUmOBYWImMLsEK3AYk68vmkPKDjiR92bPRBeR6/UDMYyUcuzkmF8DpWUpMcCysREaXYAVuA5L1ZVMUKRSKX3kKSSIJlb0bXUCuZleqMtfkAvgYLCUmOBZWIqNLsAK3Acn6shmgNwcXjkQyV2R070Bm1zJqjckF8HFYSkxwLKxERpdgBW4DkvVlE9BGECRLiYzun5DZbZtaa3IBfCyWEhMcCyuR0SVYgduAZH3JnjqeQpEMBWYHTBzJtGC9PymC29MctdboAmR2W6e2mFwAH4+lxATHwkpkdAlW4DYgWV+yBdbIPcBTIBK/4EYu5q4oRNvA7WmO2mJ0ATK75qmtJhfAx2QpMcGxsBIZXYIVuA1I1pcsgUlnF3kKQzItMrvyBbelOWqr0QXI7AqTJUwugI/LUmKCY2ElMroEK3AbkKwvWQGbQFAvbttEZlee4HY0R5YwugCZXdOCeraEyQXwsVlKTHAsrERGl2AFbgOS9SUbpLxGptxEZld+4DY0R5YyugCZXX5Zso4BfHyWEhMcCyuR0SVYgduAZH1JnhiFQnGSJ3BS20RmV17g9jNHljZhZHb1Zen6BXAeLCUmOBZWIqNLsAK3Acn6kizwChBmwdMGENYTmV35gNvOHFnDiJHZvSNr1C2A82EpMcGxsBIZXYIVuA1I1pckSVcoFGd5giVZXmR25QFuN3NkLTNm72bXWvUK4LxYSkxwLKxERpdgBW4DkvUlKWDJMHh44CBJ1hWZXemD28wcWdOQ2avZtWadAjg/lhITHAsrkdElWIHbgKWGN60VL4ZeVygUp0WSZIDJZrRkmHgisyttcHuZI2ubMnszu9auTwDnyVJigmNhJTK6BCtwG7CUmM94uMZwPKwkOrAmLjhuHBiJvcjsShfcVuaIhTGzF7PLoi4BnC9LiQmOhZXI6BKswG3AUmI+3+3S6MKDES4yHBBJXJHZlSa4ncwRK3Nm62aXVT0COG+WEhMcCyuR0SVYgduApcR8ttuV0YWK3skTCEk6IrMrPXAbmSOWBs1WzS7LOgRw/iwlJjgWViKjS7ACtwFLiflctwujCxPNVtFyYbIRmV1pgdvHHLE2abZmdlnXH4BjYCkxwbGwEhldghW4DVhKzGe6TRtdWA+32sYefPYiMrvSAbeNORLDqNmK2RWj7gAcB0uJCY6FlcjoEqzAbcBSYj7PbdbowkQzWklB3iKzKw1wu5gjscya3M2uWPUG4FhYSkxwLKxERpdgBW4DlhLzWW5zRrejQqE4wJMZSZ4isys+uE3MkZiGTa5mV8w6A3A8LCUmOBZWIqNLsAK3AUuJ+Ry3KaML6+HK8cFGMi0yu+KC28MciW3a5GZ2xa4vAMfEUmKCY2ElMroEK3AbsJSYz3CbMLoxtFyYzYvMrnjgtjBHUjBucjG7UqgrAMfFUmKCY2ElMroEK3AbsJSYz2/ZG12YbEarKdiHyOyKA24HcyQV8yZ1syuVegJwbCwlJjgWViKjS7ACtwFLifnslq3RTaddzexSZHbZg9vAHEnJwEnV7EqpjgAcH0uJCY6FlcjoEqzAbcBSYj63ZWl0YSwuPhjJfkRmly24/s2R1Eyc1Myu1OoHwDGylJjgWFiJjC7BCtwGLCXmM1t2Rncwz4FI9icyu+zAdW+OpGjkpGJ2pVg3AI6TpcQEx8JKZHQJVuA2YCkxn9eyMrqwNi6NxyVpRWaXDbjezZFUzZzYZleq9QLgWFlKTHAsrERGl2AFbgOWEvNZLRujK/aDiSRNkdm1PrjOzZGUDZ1Y9xQp1wmA42UpMcGxsBIZXYIVuA1YSszntCyMLlQQ7XJGMiYyu9YF17c5krqpY212pV4fAI6ZpcQEx8JKZHQJVuA2YCkxn9GSN7o+IgdJkofI7FoPXNfmSA7GjpXZlUNdADhulhITHAsrkdElWIHbgKXEfD6L6SFbBEwuLSFGEioyu9YB17M5kou5s7bZlUs9ADh2lhITHAsrkdElWIHbgKXEfDZL1ui6KBSKl3kSkUimRGbX8uA6NkdyMnjWMrtyqgMAx89SYoJjYSUyugQrcBuwlJjPZcka3VU8CUgkISKza1lw/ZojuZk8S5tduZUfwGVgKTHBsbASGV2CFbgNWErMZ7IkjS705tLkM1JbRGbXcuC6NUdyNHqWMrtyLDuAy8FSYoJjYSUyugQrcBuwlJjPY0ka3eE8HyaRzBWZXcuA69UcydXstdXsyrXcAC4LS4kJjoWVyOgSrMBtwFJiPoslaXThAsAfJpFaIzK7bQfXqTmSs+FrrdmVc5kBXB6WEhMcCyuR0SVYgduApcR8DkvO6MbwfJBEaovI7LYNXJ/mSO6mz1yzK/fyArhMLCUmOBZWIqNLsAK3AUuJ+QyWnNGlSWgka4jMbuvBdWmObMH4CTW7tlBWAJeLpcQEx8JKZHQJVuA2YCkxn7+SMrowCU3IA4VEao3I7LYOXI/myFbMX0tm11bKCeCysZSY4FhYiYwuwQrcBiwl5rNXUkZ3LM+HSCRLisyu+eA6NEe2ZACNmV1bKiOAy8dSYvIrTzwsREaXYAVuA5YS87krKaN7kudDJJKlRWbXPHD9mSNbM4HY7Npa+QDchiwlJmd54mEheO6JCY6Hlcjosge3AUuJ+cyVjNGFBwj+AIlkLZHZFQ6uO3Nki0ZQa3ZtsWwAbkOWEhOxVvs5gANhDI6Hlcjosge3AUuJ+byVjNGlSWgk1oIeHB98IhIG4HozR7ZqBsW8aVsb3IYsJSZwruJ4WKgOB8IYsXqyxR6y0VoG85RFqOALspjgeFhKzHumJIwuTUIjiaWXm84/wji4zsyRrRpdWwa3IUuJyWM88bAQ5CsmYpUbBMuJyo22dMrB80ZMcDwsZfdGtxfPH0kkVhK7R0Xq4PoyR2R05QduQ5YSk0k88bAQTMIWk3SemFipGgcjA07zlEOowCSLCY6Hpeze6NKWvySxNVP3hCT0wHVljsjoyg/chiwlJkU88bAQdPSIzUWeuFhIbuN0YagbLoM5Aq8jJjgelrJ7owsmA/+RRGItGHtFGILryRyR0ZUfuA1ZSkzEmhAthdf3Yo1PBslpnkRbxueCxG5rHA9L2b3RXcLzRxKJtWAdTXjYEfrgejJHZHTlB25DlhKTtvbWtVZSMHptNXBtkdhDN8yhLV5F7IloAI6Jpeze6Ir5bZJE0hW8whPzgpQiuI7MERld+YHbkKXEhvWmEVIwPwBMyGVddq124mAkTFuWoBN7vWQAx8RSYj5XJWF023LykEiWFkw2oJUY/gTXjzkioys/cBuylNiwfhZJaYwqrAiA42MhMPtyuN+2ddKe2BPRABwTS9m90RVrHT8SyZjEXgZGSuC6MUdkdOUHbkOWEhvWKy9AflKBddl1JfYkrZYAI96W1RZAUhiigWNiKbs3urSGLkmKksI3cCmA68UckdGVH7gNWUpsOvLEZE1BflIBjAiOj6Wgc0HsyVrGsMRaw1KY/4FjYim7NrpiTQAgkYSIlh0zrBNzREZXfuA2ZCkpwGr4gpSGLWhpa6+lJQTrmkvpCwCY77aOX4b0UhiegeNiKbs2unAS4T/Ys6BBqIdbWoL1Ne0ZXB/miIyu/MBtyFJSgNUrfCkNW9BiiZ5LSwiegRCLFMyhJb74wBcIKYDjYim7Nrq0K5q+4KKCVxxkdqUje192DNeHOSKjKz9wG7KUFGA1fEFKvZZa2jrhytKCVXDEGtsKdWGpHm6p7L6J42Ipuza6cBLjP9iztK+zyOxKS3ChSPHBxAJcF+aIjK78wG3IUlLBEr14piTFYQtaxNolzZTAcLLaQQ6GU8L8DBxDWySWWcfguFjKro0u7HWN/2DP0r0BktmVlux12TFcD+aIjK78wG3IUlLB2sMXpDhsQYuU17W35oQ1OC6s/mBpow+rSknluYFjYym7NrqW/uYkd+Fv+mR2pSWpvIJiCa4Dc0RGV37gNmQpqWDt4QtSfjsk5i5pQgX3Yejhba1g3gWMAYbNKmAjB3x8S4pVT7QQcGwsZddGF040/Ad7Fja6AJldaQnGbtkTuPzmiIyu/MBtyFJSwlrPJqnvBCbmLmm2Jqm1NY6Ppeza6Fp7LJTcxGd0ATK70pFUZtCyApffHJHRlR+4DVlKSkCvq6UNH9zDpdybqwWWVcSxk8yTFNsax8hSdm10xQxAijJmdAEyu9KRPa2vi8tujsjoyg/chiwlNSxt+OR034AhDPS8ab2kOA4bx8hSZHRJzTJldAEyu9IQ9PRI7du6tcBlN0dkdOUHbkOWkhqW2PpVKzm+CYLnDT2jzReM+5UiOE6WIqNLalZLRhcgsysNSW38lbXA5TZHZHTlB25DlpIiMJkIx9kayXUtblhuy9oTtmxNUm1rHCdLkdElNUuI0QXI7EpD9rBrGi6zOSKjKz9wG7KUVGnrxDS5r9YCPdtSXnZMSoKVpKQKjpWlyOiSmiXU6AJkdsWXlNZItBa4zOaIjK78wG3IUlKlLRPTYF1WWxnmZOkxy7YmaGspPw9wvCxFRpfULHOMLkBmV3zBeoy2DC6vOSKjKz9wG7KUlGmtyZPKrliWgiap8Qs6PaS+9CSOmaXI6JKaZa7RBcjsiivo6RHzIrY2uLzmiIyu/MBtyFJSBnrqYGcuHLMp2er5T5PU/hTc/5dIvCdXC46dpcR8Rop5rooegBTVGqMLkNkVV/AAtFVwWc2RrT7obRnchiwldcwxu7Z8TwBoktqd8ltrS2JrgONnKTK6pGa11ugCZHbFFbzSs0VwOc0RGV35gduQpeQAmN2WNjoCkyuHHr62Yq+T1OA5K8chKbgcLEVGl9SsthhdgMyueJL6RITWgstpjsjoyg/chiwlF6A309j6utDLZ4v3AVO0dvyyHAX3NLlOLsRlYSkyuqRmtdXoAmR2xZOUl5ZpLbiM5oiMrvzAbchScoLP7ML/4ff2CLzRsuXnOUw2k/tykrhMLEVGl9QsSxhdgMyuOIKJCVJdLLy14DKaIzK68gO3IUvJDTC12mcYGCF7Nbm6QB3AJhuwGg2sPwz1gttZ6oIvLDD8BMoAQxSgPLbQS4/LyVJkdEnNspTRBcjsiiOpbv/YWnD5zBEZXfmB25Cl5Ag8wOG+LeaDXA6AWYQhDnBPkMIkNng2QrvBZh5gaCE+OU0saw24DlhKzOtDTJ8pegBSlCWNLkBmVxzJcaICQRAEQRAWhoyuvixtdAEyu+wFr74IgiAIgrBzyOjqyxpGFyCzy17wKowgCIIgCDuGjK6+rGV0ATK7bAUTMQiCIAiCsGPI6OrLmkYXILPLTrACg1zXWyQIgiAIwgKQ0dWXtY0uQGaXnapx5RMEQRAEYT+Q0dUXC6MLkNllI9gtjSAIgiAIO4WMrr5YGV2AzC4bwY5BBEEQBEHYIWR09cXS6AJkdq2vA7jSCYIgCIKwD8jo6ou10QXI7FpfYu4KQxAEQRCESJDR1ZcYRhcgs2tdrcIVThAEQRCE7UNGV19iGV2AzK71BJPSXHCFEwRBEARh25DR1ZeYRhcgs2s9DceVTRAEQRCEbUNGV19iG12AzK51dBJXtNzgOE555syZ7PHjx6+Ki4v7zMXF5Q+echqVs7Pzb506dfque/fuHwwdOvTwggULHr5x40YCzoeweWAjFbjXtSTacMUIHMe1/+KLL3pMnjz5qYSEhH+5uLjcwtebEEG6+Pj4s1VVVcvPnTuXznGcI85LIAbH5tEWnMgI0PY4LZbQZyXkidPyiSCsBhldfQm9eK0NmV3rCOpVlnAc5zZ27Nj89PT01TExMW+rVKrLjo6Ot3nKaFQODg4aNze3mx07drwYGRl5Vq1WH0lMTFw+cODAko8//rhrGx6yhLyAyZkG5wePaBInDxqNxnXUqFF5mZmZT6vV6uOBgYGXzL0WtYJ0AQEBl+Li4t7KyMhYUV5e3geOj/MUgMGxeURGl7BLyOjqS+jFywIyu5aXLCelbd++3X3x4sW91Wr1Fnd39x8dHR1/c3BwMPpgdXBw4Nq3b88rR0dHzsnJqfHfDg4OvyuVyutqtfrY3LlzJ546daorzpuwScjotpKma7FnQkLCRm9v70tKpfJ/Qq5F+In/pvOZ205OTr95eXldTkhI2PSXv/wlt76+3g3n3QIGx+URGV3CLiGjqy+hFy8ryOxaVr/KbVIaDFcYNGhQn7vvvnurr6/vt+3atcNl0hOYWC8vL87f3/+2SqW65e/v/weWp6enXho/P7+barX65ZKSkn44f8ImIaPbCjQajTNci/CF09/f/wIYWJ46axZci3Ct+fr6Nv6E/+PP6ArMMBw3ISFhc0lJSR5c+zgGExgcj0dkdAm7hIyuvoRevCwhs2tZzcQVLGV27NiRnZWVtcLb2/uysQcrmF83NzeNj4/P935+fic6dOhwMDQ0dE9YWNiusLCw3VqFhobuioiI2Nm1a9cDnTp1OuXl5fVj+/btb0N6FxeXH5OTk/9y6NChSBwDYXOQ0W0Fzz33XG5OTs5Kb2/vH1q4FjkfH5/Lvr6+fwsICDjYpUuXffDT19f3JFyjcK0a+8IKb1x8fHwu5eTkLN+1a1cWjsEEBsfikRhGt1pnzLcpEYTVIKOrL6lecGR2LSdZTUobPXp0jVqtflepVBqd7KJUKjVhYWEXcnNzt/Ts2XNw586d1XFGiI+Pj83Ly0ueNGlSZUZGxguurq7/hWO0b9/+9+Tk5BeXLl06HcdA2BxkdFvBqFGjauPj408olUqjk0Ch1zY0NPS7rKysZ3Nzc4fAtRgeHh4PP3Nzc0vgGg0LCzsP1yxOq5Wzs/OthISEd8aOHbsGx2ACg+PwSAyjSxCiQ0ZXX1K+eMnsWk4+uHKlSkxMzH9UKtUVY+MAlUolvBq9mJqaunHOnDnwutMJH4MPjuNUhYWFM5ydnS/Af6GHKTY29kxlZeVu/FnC5iCj2wqioqK+bLoWeU0qXIswbrdbt25bpk6deg8MddBND0MR4BpNTU3dANcsfB4fAwTXukql+jE2NvZz3fQtYHAcHpHRJewSMrr6kvrFS2bXMhqMK1aqODo6aow9WMGc+vn53Y6MjHwXeo+OHz9u1qoJwcHBxZ6enh/CAxdet0ZERPynoKDgXfw5wuYgo9sKWroWfX19b4eFhb2XnZ091Ni1CL/Py8sriY6OfsvPz++WsSEMkA/kh9ObwOAYPCKjS9glZHT1JYeLF8wutVvbJKfVF3DszYKHZJcuXa7m5eXtqKysTMUJWyIxMbFHUlLSX2NiYq6Eh4dfSUxM/LxXr14f4M8RNgcZ3daB60fvWuzcufPV3NzcnWPHju2OE+oyZcqU5Pz8/G1du3b90ZjR1ZFQcDo+kdEl7BIyTPqSy8ULC7mf5omfJExQd3IBx94seEhGRkaeHzp0aF11dXUKTtgSI0eODCsrK7u/sLCwNisrqzY7O3t1nz59nsafM4FBTLqxhYeHfzdw4MCNU6dO7aFN8MUXX0Q9+uijC7Kyst739va+bmzZJR8fnxNjx44dhF7/prdr1+4EHLtJMKmnUZAGjhUeHv4t5Dljxow0nXQGLFy4MHn48OFro6KivtLGoHs8dGwhGJRBV8HBwefGjRu36fDhw/dNnz59YZcuXT40VnatYEMQ2BhkwoQJaz799NNsM2fh69ILCXYJNMiPR/A5nNZstJsrTJkyxRKbK3xaWVm5so2bK7QWg5i0gvMxIiLiQklJSf3cuXNNful8/PHHu2nPPTswujE85xCfzEaj0dy1fPnyyWPGjNkD95OgoKALLi4u/xNQp82y4DllcGxdeXl5nR0xYsQjn332Wcnq1asf7tGjx5vOzs4/48/pysPD4/eYmJizFRUVqz/55JPcVq6vrAcMbTt79mxmZWVl46ZDrq6uRq9FpVL5G6y5npKScmbIkCFHHn300Udu3rzZDR+zNcB9/a233sobOXLkhtDQ0PMt3Qv5BGlCQkK+vffeeze/9tpr+RzHGV1RiYyuvoRevFIAGvUATxlIwiSXcbo47mbpGt2WHq58TJs2zXn69OkdRo0aFTpgwIDQ/Pz8RuHPmcAgJt3YwsPDLw4cOLB++vTpao7jHObPnx9bWlo6q3v37i917dr1a1dXV6MPpTYY3UZzLTWjGxQU9HXv3r2PDhw4cEtCQsJhT0/P7/BnsJycnG536NDh+4SEhDd69+69bNKkSXkajcYdZywAg2O3QWYBD+dx48b1zM3NXZKQkPA6PDjbsrkCbM6gVqvfyMnJWVZRUdHLEg9/MzCISStdoztnzhyTPbq6556x819HQsHp+CSG0bX48mIcx3kXFxdnpaSkVHfr1m13XFzcmc6dO593d3e/YWxoiTFZ8JwyOLauvLy8viosLGyYOXPmX/Ly8vYFBQV97uDgYHRSI8jZ2fkPlUr1fWxs7Js9e/ZcNnfu3N4cx3ngjIUCmw5VVlb2zs7OfiouLu44bFQC9xicr1Zw73Nzc/sZrtno6Oiz3bp1O5yamrpsyJAhg2HNdaHzQTBQhlGjRhVlZWU9Exsbe8LPz++agOvAQJDGz8/vp+jo6L+lp6fXjBgxoq9Go/HE+QFkdPUl9OKVEvAaHpeD1LLkMk4Xx92sJjMp6OFqJQxi0o0tLCzsu8GDB69fsmRJt6eeeip86NChD8XHx//Dzc3thqOj4+9ag8onY0ZXoVCcwJ9FeV7s37//pvvvv9+k0V2wYEHKsGHDaiIjI78WcJMVAk6jG5fG19f3x+Dg4C9gnVSlUnkDlnUDgw3SGneedPAgvuXs7HzD29v7fHJyct26detyvv32W2tsJiBUgjlx4oTr6tWrs5OSkuq9vb2/UyqVv7Rv3/4PvrKCtPVhrHcH0kF6OI6Xl9fFpKSkhpUrV+acOnXK3PpoLQYx6cbW9DZhw6xZs5rfYPAB5969995ba8FzD8Dp+CR7o3v27FnP1atX5ycnJ2/29PT81tHR8RcnJyc4J2BMc/PGONrzSPfffHXNc07VwzkF5y7OuwUMjq0rDw8PGBp2EtS0PJ1GN1b8ed3YoIyenp7fpKenr9u4cWPvc+fOeeHMWwKukVWrVuXCNQPldHJyMnotwu+0dafdYAgMsaOj469KpfJaQkLC0erq6omffPJJMM6nJY4dO+a+aNGiPnFxcc96enpedXJy+tXYRGttHMbaDtS02cqv7u7u16Kjo3cuWrQo/8yZMwadAWR09SX04pUaY5s2Q8DlIRnXElyJEgXH3aymh6skjS4oODj4K3ittHr16pGVlZWT4uLi3vb19TXZi6GVrRldZ2fn/7m4uDRfozD5LzAw8LegoKCb8NPDw8Mgna7gZq9Sqf7To0ePdaNHj+4JvTM4ABMYHK8NEgQMsxg6dGjPbt261atUqq+NrTurFUyI9PHxadzoBH4aW5FAK6gPf3//r8GYlJaWQi+c3goHVsIgDq3I6BrFoka3X79+Kb17967t3Lnzt7oGETbJCQgIuIUVGBj4O2ycA+eUs7MzzlNPbTynDI6nK7j+AwICLnt7e9+E/0O7w0YiEJ+fn1+Lm4nA5+H67969+/qxY8ea9WYHyjFs2LBecC36+/t/09I5B/UEsWnrz9vbW+/vsMFQYmLiS8OHDzdrgyHthisJCQnbfHx8LpqKA/4G90SVSgW92n/Av019HgTrTyckJDw7ZMiQe/AwBjK6+hJ68UoRGOdEKzIIl1zaGsfdLBkY3c+GDh26Z+rUqXWZmZkvu7u7X8GfMSZbMrq6ggca9D4EBQX98+677361e/fuh+FnUFDQhx4eHj8qlUre3g0QPIi9vLxgveQl77//fiYOwAQGx2qDBHHw4MH0nJycpdCTa8rkuri4aDw9Pa/4+fl92Llz59fCw8OPwE9fX98zsKEJ/B2n0QqOC8eHV85HjhyBc8PaGMSgFRldo1jM6EJPZnp6+qSOHTt+6u7u3ng9uLq6Xg8MDPxXWFjYK7GxsQdjYmL+Gh0dfUgr+F1UVNRhOKf8/PxOe3l5/eDi4mL0GmvDOWVwLF1BO0O8Tk5Ot9zc3H5UqVQfBgcHH4P4QkNDj6lUqtNubm7Q02u0I6Dp+v8qLy9vySuvvNITB2AMKEfPnj3hWvy2hWvxD9iYyN/f/x9dunR5FepPrVa/GBYWdiwwMPAjFxeXn7Tnq6ur6+WUlJTHjh8/HoHzMwbEkZaWthLuc8Z6sSE+Nzc3MNdfdejQ4e2IiIjDoA4dOrwDv3Nzc/vNWBngmNBznpGRsfLo0aN690cyuvoSevFKFRj4T20qTHLZDhjH3SwpG13oxQwNDf1XQUHBsczMzJMdOnS4bOzmxidbNLpQfpg8kZGRsSstLW1ibm5ucVFRUQH8TE9Pn5CZmbkjNDT0G2M3chAY5fj4+LfGjx//FA7ABI8hCR3uBJ/DaQUxZsyYFfHx8W+3tLlCSEjIpYyMjD09evQYExYWlq1WqzPgZ3p6ejnUR1hY2Lemervg+JDP2LFjl+MYrIBB/lqR0TWKxYzusWPHCjIyMupcXFxuwrXk4uJyPTk5+cioUaOm9+zZs1daWlpacnJyOlLj75rOqZE5OTnbw8PDz8MreZ4YGtXKc8rgOHwCs5mZmbl55MiRo+Pj47MgZvhZVlZWnpWV1eDj4/M1TqMr6BlOTEx8a/To0WtxAMaoqKhYoVarTV6LUB8REREwj2BrRkbGiKioqCyoN4gvMzMzp6KiYmJSUtIBFxcX7QZDt7p16/bCk08+eT/OzxgQB4zJNXU9e3p6/q5Wq/+Zk5PzRFxcXB7cD0AJCQl94HcJCQkfenp6/obTaQXHhjwqKipW6uZNpkhfQi9eKQOTrGD3L1w2kqFaNduXMTjmZknd6Hbu3PmLpKSkv3fq1OmCOSYX5OHhcWrMmDEltmJ04UHi7e39Y3Z29p6FCxcO+eKLL7x1E8MkimXLlg3Mzc193sfH5wcnJyfenkwY29uhQ4eLCQkJH+mmNxOrLy8WHx//GbyqNTb+Dh5IUB8pKSm7Z8yYMRhPsoEJQfPmzeuXlpb2HLySNDaUAY4Pk2pg5rxueithkL9WWqM7aNCghpauRZiMVlZWZslzD8Dp+CRro7tkyZInunXr9ro2jVKp/L5v377VsPoC/iwf8Dp7wYIFxZmZmdt8fX2/t/A5ZXAcXSmVyt8hz6SkpF3Lli2DSVN6Qw/gfF+zZk1BamrqcyqV6ltY8QAfAwRj9mHyXGxs7L9105sCrsXAwEDYQp73WnR2dtb4+fldzMrK2vLEE08U4tf+AGww1K9fvxnu7u7fwH/hvI2Jiflw7NixgjcYgjhUKtUPfHMz4HjOzs63g4KCzvbr1+8vGzZsuBunh98NGDBgUVBQ0CfwWb5rB44NeeC2I6OrL6EXr9SBE3UnT/lI+hLcQyUiOOZmSd3o+vn5/dClS5evPDw8bujGLES+vr4nKyoqBtuC0YXj+/j43AoPD3+/oKCg8v/+7//8cWLg66+/9u3Xr19FTEzMe35+frwrUsDvoGfGw8MDHoStxepGF5ZtMra6ApQBxv2FhIS8n56ePmbPnj28M8lh4krv3r1HREdHv2tqcwXIp2nJMmtjkLdumWDVhSFDhtQ98MADBg9pXR5//PH4ESNGrKFVF/TUIhUVFbvVavUZMKhQb05OTp9GRkaW4M+ZAs6pwsLCspiYmLf8/f1/M1b/rTinDI6hKx8fn2tZWVlH586dO+Hvf/97J5wYuHjxYuD8+fPH9OzZ868+Pj68w7wgXogNVmTA6Y1h6loEqVSqXxMSEo4XFRUNNzWxU61W9/Pz8/sHjOEFhYWFfVlQUPA2/pwxTMUBHQEBAQE34+Pjnxs+fHgq34oO8LuysrLkhISE7R07drxurFe+qX702o6Mrr6EXrxyoZqnjKQ/JYf2xjE3C256Uja6MPnKzc3tJsQJPbodO3b8b2Rk5FfR0dHnoqOjP4uKijqHFRMT8zlse5yamrq7uroaJhXorh0rW6PbuXPn6zk5OXtLS0tNxjV69OjUe+6557ng4OCrFoqLD6sbXZ5jNQvKFRQUdCMjI2NfS/VRVVWVfM899zzbtWvXK1asD6Hg/PTKFBoa+l3//v23LFiwIAd6xUDQU6eV9ndLly7NLC0trY+IiGhxYhAOwAQ4HZ9kbXTLysqOZWdnfxAVFQXLXV2OiYl5OTw8PAN/riUmTZrUrbCwcGtISAj0LuI4sISC0+nJz8/v2+HDh9eePn06y9havbDe9Hfffde9vLx8pb+//3l8DB4JBadrFpQfhg/BPXPu3LnJOKEuKSkpPdLS0vao1epvo6Kivu/evfu/ioqK4H4sFIP8tYK5CdHR0d8UFxcvqq6u9sUJtcyYMcOnf//+j8bExHwFvbr4OEjNkNHVl9CLV07Aou+0IgO/5DBOF8fcLCkb3ab4Gl8vOTk5/Q6zmTMyMv5aXl6+dsKECcuqqqqWVlZWLuPRyvHjx6+eMmXKlK1bt8ajh4JsjW5YWNj3ENf06dNNbuzx8MMPJ5WWlq6D9ZEtFBcfohtdbTtNnz7d5Hn7xBNPJMGas/AFyYr1IRScn54CAwOvZGdnH509e/a0I0eO9Dl27Fje3r17C7SC/8PvH3zwwSl5eXmHOnXqdBkfg0dCwen4JGujO2rUqBWlpaW1AwYM2DRkyJBtI0aMeLC8vDwaf64llixZklheXg496l9a8JzC6fQEY2/LysqWfvXVV8nGNn6BHsvffvtNXVZW9riPj89/8DF4JBScrllQ/qioqC/GjBmzqqamBnZdNcqsWbMiJk2aNH3EiBEN0AawdOSwYcOewZ8zgUH+WsFEuG7dun1UUVExd/HixQE4oZaFCxeqxo8fPyclJeVDSIOPg9QMGV19Cb145QYYBFqRgV/mzKwVAxxvs6RudEGwgHt4ePiZ4uLip8eNG9d/+fLlKXV1dYkw3gp+Yq1bt67b2rVrkzds2BDx6quvenMc104nP+i9kaXRBeMqpJ10NhOw5EMYI7rR1Y5nFWJ0R40atTo6Ovo/VqwPoeD89OTm5vZrly5dvkhPTz86YMCAbaC+ffs+p5X2d7ACSUhIyDl3d3eTO2OZWSacjk+yNrrwtgO2V548eXJ32BBm/vz50XPnzuXdIMAUYHRhslJMTMwXFjyncDo9+fr6wlKLT164cCHJlNHVaDRx995772M+Pj5f4GPwSCg4XbOg/NHR0f+urKxc3pLRramp8VixYkXEww8/nAptAG1h5tbzBvlrBaYVzCuY2KeffjoQJ9QCJvi+++6blZqaepqMbusl9OKVI/DQOstTZnvXTFxREgPH2yypG11YZNzX1/dCUVHRiuPHj8O4K95XdmYgW6OrNXZCZuRbYaISRnSjK7SdtMZfDj26MFwHNkJxcXH52d3d/bq7u/t/3dzcrmsF/4ffw9/hLQffpBweCQWn45Osja6lWLp0aXyT0bXklyecTk/Qo1taWrrs7NmzKcbW5wUDfOXKlYTS0tK/iNGju3LlSpNDFyyAQf5agWlNTk7+Z2Vl5ewlS5YYHbqwcOFCn4kTJ85MTU09Y47Rpdn5+hJ68coVeE0PGyXgctuzYBtlKYPjbZaUjS7EplKpflar1a8PHToUr57QWmRtdEVcegpDRrd14PxYSCg4HZ/I6Db16I4ePXq1hd+a4HR6IqPbiEH+WukOXVizZo3RoQvLly9XVVVVmT10QcgJbU8SevHKHVhvl9r+jmBIh5TB8TZL6kY3JCTkSkFBwXZ45YgTthIyuubHxQcZ3daB88Plwj26zb25TT26jaIeXV61GliaT6PRBJ89ezb60qVLEd988w2vNBpN6K+//hq2du3agTDGNyQk5IIFzymcTk9kdBsxyF8rWEkmNjb2s1GjRj0Fm81AW0Fbnj9/PhIE/4bf7d+/P33MmDHLYPkwU+sCN6kZISe0PUnoxWsrwNbBF3nqwd5kcmySyOBYmyV1oxseHn5x4MCBG2fOnElGl4xus8xpJzkZXZ0xuscGDBiwvWmM7g6tmsbobqcxurwyC47jHI4cOeK1ePHiuIULFw6srq6e+sADD1TPmzfvgQcffHAOn+bPnz/j4Ycfnjlq1KhV3bt3f8ff3/8qTxxYQsHp9ERGtxGD/LWCNX47dep0MScn58ikSZMWLVq0aDq02dwm4N/wO/hbz549XwoKCoIdFwWvuiDkhLYnCb14bQnYYKKOpy7sSVIep4tjbZYMjO63gwcP3mDB2Mjomh8XHzZldKFntKl31NoY5K2rwMDAq1lZWcdmzpw54/Dhw/fACgu7du0q1Ar+D7+fN2/e1KZVFy7hY/BIKDgdn2zG6J48eTJk0qRJFfHx8Q2wvW9oaOip8PDwf8LE17CwsNNNgn83KyIi4h/h4eEfdOnS5TNfX98fjG3K0Mq4cDo9kdFtxCB/nTgal6MMCAj4LiQk5JPIyEhoqzO6gt/B3+Az8FkBb0SaEXJC25OEXry2CKw+YK9jtqW8cQSOtVkyMLrfQY9uS+bODMjomh8XH2R0W4dB3rplCgkJgZ26tj344IO52nVz8Tq68JPW0eWVIGBC6/79+ztPnjx5YmZm5qu+vr43eY5lSQkFp9MTGd1GDPK3spoRckLbk4RevLYM9G7a21Jk0KMtVXCszSKja5inUANFRtfgWHwio6uPQd66ZYLzfdCgQfVTp05NxAl1oZ3ReCWIAwcOhEyfPn1SSkrKq15eXjdgK2meY1lSQsHp9ERGtxGD/K2sZoSc0PYkoRevrdPRzrYQhrJKFRxrs8joGuYp1ECR0TU4Fp/I6OpjkDdPmTZOnTrVZBtDmaywhBxOxydZG12O47red9995WlpacdUKlXztuJ8AgPcqVOn7yMjIz+JiIiAV9+nYdgC/KShC39KKkZXO3TB39//u+Dg4I8jIiJO8Q0/0ZF2eIpR6WYs5IS2Jwm9eO2FIjtZe1fK7Y5jbRYZXcM8hRooMroGx+ITGV19DPJuTZms1MY4HZ9kbXQbGhqqsrKynnV3d7/Svn17nL5Z7du3/6NDhw6fFxYWPltdXb3gkUceeaC6unr2ggULZs6fP38WTEZLTU1918/PjyajScToaiejZWdnv3Tfffc9tmjRoqkPPfTQLDyh0BzpZizkhLYnCb147QlYe7faxrcRBjMvVXCszSKja5inOWaDjG6Lko3RdXBwgBnY1sYg79aUyUptjNPxSdZGt6io6HBwcPBnPGmb5eDgcCs4OPjvxcXFTzzwwAMF586di/vpp58ifvrpp3BYWgx+rlmzZhAsLxYcHEzLi0nE6GqXFxs5cuRTsIQYLBd36dKlcLxEnDnSzVjICW1PEnrx2iPw0HuZp85sQbDEmlTBsTaLjK5hnuaYDTK6LYqMrj4GebemTFZqY5yOT7I2ugEBAT/CkmzG6szR0fG2t7f3+aKiosX/+te/1MZ2YqQNI/6UVIyu0A0jWouQE9qeJPTitWdgzVm4edlaD69UwXE2i4yuYZ7mmA0yui2KjK4+Bnm3pkxWamOcjk+yNrqOjo7QY4vTNQrqUaVS3VSr1a+NHDlykDGTC9AWwH9KSkZXyBbArUXICW1PEnrxEnfW352kUCi+5KlHOQrKI0VwnM2Cm1RkZOT5oUOH1s2dO9fsTRmmTZvmPH369A6jRo0KHTBgQGh+fn6j8OdMYBCTbmxiGF3Is6SkpKGlTSqeeOKJpPLyckvOfMdpcFyCjK6VJiphRDe6UB+DBg1qmD59uskvaNBOo0aNWh0dHW3UlJDRbQSn45OsjS5PmmZBPYaGhv5QXFy8tbKy0uS1Dz26TUb3C1b1L2WjGx0d/e/KysrlNTU1JjdOWrZsmeeTTz4ZNWPGjLTy8vL0srKy9OHDh5s81xEG+WsFRhe29R0/fvycp59+OhAnNMXChQtdFi5cGAb3koqKCt64hJzQ9iShFy+hD0xak/sqDW15qFsTHGezdI1udXV1Ck7YEiNHjgwrKyu7v7CwsDYrK6s2JydndX5+/tP4cyYwiEk3NisZXaNrPTeZje/BbLQ0833+/Pndhg0bBmbDUmuZ4jR6cQk1uo8//njiyJEjn4mOjrakCcKIbnS1plCI0RXQo9todnFaK2CQN1+ZyOjqwdLoXurXr9/miRMntmh0m77k0tAFnR7dlozupEmToseNGzcHxjfn5+c/17dv380lJSXmLM1pkL9WukMXFi9ebNbQBeismTRp0oSysrJNTXFtgs4C3c8IOaHtSUIvXoIfWJZsiUy3Fe6FCyMRcJzNgptU586dr/bq1WvH2LFjTRoGPhITE3skJSX9NSYm5kpERMSVpKSkz3v37v0P/DkTGMSkG5sVjG6mQqH4G85LN8/AwMD/duvW7aXKyso+OLEu999/f25aWtoLHTt2vGqhhx1OoxeXtgezpZ7mOXPmpMEDJDQ09DsLxcWH6EY3KCjoRkZGxn7ofcEJdZkwYUJKXl7ec126dLFUO7UFnJ9emcjo8sLM6MI5Bdd0SUmJyXOqqqoquaCgYHtwcPCPrOpfqkYXFBwcfLlfv35bWro3JSQkpCcnJ78YGxv7Q3h4+JXk5OTPCgsL4X4sFIO8tVIqlZqoqKjzBQUFjy9cuNAPJzRF//79u/bv3x+2df42IiLix9TU1LMlJSVv6n5GyAltTxJ68RItM1xm59dgXAApAMvomBqX5uvrezs8PPzd7OzsocePHzc6Lo2PkJCQQi8vr9POzs6cm5tb4zf7oqKit/HnTGAQk25slja6fn5+Pby8vF53dXU1yE8rpVJ529/f/1xOTs7MkydPduA4rp3uMeD/p06dUuXk5EwNDAz8l4uLS0v7pYOEgNM0C+oiIiLiwuDBg9dPmzatG06oheM4h3HjxpVER0e/6e3tzbvjExzL0dFRA+XE6c1AqNFt9dbYLi4ut2ByEM8xG8vg5eUFD9i/Z2VlVezZs8cDpweOHTvm3rt375FRUVHv+fn5/WHMlCiVylvu7u7/w+mtgEHeumUio8uLxYyugHNK06VLl3+kpaWNhdfsOD0A51ReXt7w6Ojod/z8/H5nVf9iGl1T9Qby9/f/X3x8/FuFhYUjTp065YbTa4mJienv5eV1BtYoViqVcL5/XlxcLPQ8MBkHjL9WqVS/xMbG7hw6dGgPjuOccHpjjBgxIjIxMXG7SqW65eLiAvfas+Xl5ft1PyPkhLYnCW40QjAxTTuPSX23tbE4cCkAY0j9/f2vOjg48O7rDTccb2/v75OTkzfPnj27j7GbKIbjON/i4uIpzs7O38B/4YYfHx9/uqqq6nn8WRMYxKOVNYxu3759YzMzMzdCT4wx8w9ydHT8uXPnzm8UFRVN27t3790cx3lAvXAc53bo0CF1v379Jnfu3PlVJyenn3FaIxICTtOsJhMEu2Ztgu1f4SYOk2WafjpBbAcOHPBZsWJFj9TU1BWenp7fGStf05eba2FhYfAgbC2wZKCQty5wzZrsHTNGfHz8pwEBAZeaxs7i4zY+2Dw9Pa+kpKTsmTZt2iCNRuOumx62yq2uru6blpb2nI+Pz2U4z/ExQLD+ZseOHS8mJSV9rJveShjkrxUZXaNYzOgKPae6deu2d+LEiUPwOQVbMD/88MPF6enpz/r4+Fwydk6ZG1cTOJ2exDS68fHxnwUGBl6Ga4XnGI3PEF9f3+8zMzO3PvHEE4VQT/gYGo0moKioaJaLi8t5SAPnbVxc3D+qqqqexZ81BrSfSqW63DTMSC8GOB706nbs2BF6iZesWrXK5DAKXR588MHskJCQV6BTqCmu9x577LFlup8RckLbk4RevIT5aCevSXUDisdwwFKgvLx8XXx8/AlYZ5An5kY5OTlpQkNDv83JydmWm5tb0rlzZ3WcEeLj42Nzc3O7TZ48eUxGRsYeV1fXn+AY7du3/z0lJeWFp556agqOwQQGsWhlDaO7YcOGDrNnzx6bkZFxzNvb+xdTi8a7u7v/Hh4e/n5JScmiBQsWlFZXV/dftGhRyZAhQxZGRUWd8PT0/FV7Y8RpeSQEnEZPd9111+V77rnnhSVLlozSaDTxGo0m7vvvv0/47bffEn766aeUhx56qKxHjx51vr6+nzk4OPyO02sFD/no6Oh/VFRUbMMBmMkqfGwjgtVV4O2MWYwZM2Y59BK1cN5yISEhl9LS0nanpaWNUqvVGbm5ud3hZ0ZGxojs7OznwsLCLpja5tXZ2fmPu++++3hVVdVSHIMVMMhfKzK6RrGY0R07duxytVr9dkvnFLyK7969+74ePXqMjoqKykpOTk6Pjo7OTE9PH5mTk/Ns0zllYLaMSCg4nZ7ENLoVFRUrWqo3+JIQERHxVe/evbfCtaett7S0tLSMjIzcMWPG3JeYmPiii4vLf+Hz8LxITk7e+9RTT1Xh/IwB7RcbG/ueqevZ09PzVmxs7CeZmZlLExIS7omPj8+EOLAgLviZk5NTkJGR8YSPj0/j+spwP0hJSdmye/fufrp5Czmh7UlCL16ibcC3NdiE4oCEenphbLHk2LVrV25OTs5Kb2/vH4wZO3hYurm5aaCXwtfX92SHDh0OhoaG7gkLC9sVFha2W6vQ0NBdERERO7t27XqgU6dOf/fy8oJj3obeQ1dX1x9TUlIeO3LkSDiOwQQGsejGZGmjCw+Cbdu2db333ntnxcXFnYFhGzhfraCu4HV2QEDAuQ4dOpzw9/d/JzAw8L2AgIDPPDw8foVXXK6urv+z4DagOI2evLy8bkRGRn6Yl5e3bdiwYX8ZPnz440OGDFlcVla2uLy8/Onc3NwDgYGB3xlrYxDE3KFDhwsFBQWrd+/eXYIDMBN402LOtQdfUAXfHw8fPpyWk5Oz1Nvbu6UyaTw8PK74+/vD9qwvJSYm7ouIiDgcEBBwysvL60dTQ0vg4ezj43MhOzv7yZdeesnk+EILYRCDVmR0jWIxo3vkyBEwNstMnVNQnzAUy8PD46qfn9+Z4ODgV2JjY/8aHBx8zN/f/7SHh8ePbm5uf8BwF0dHx1s4PY+EgtPpSUyj21RvS728vIy+KQLBhDBvb+/L/v7+/+jSpcur0dHRh9Rq9YthYWHHAgMDP3JxcfkJ6hfk6up6KTk5+dHjx48LHscPcaSnp6+ANjAWB7Srq6vr715eXt8EBga+GxoaehTaDwTxaBUbG3sQ7hNBQUHveHl5fQXGG9pdpVKdT05Onnnq1Clv3byFnND2JKEXL2FZwPhCby+s3CDklao1JPQhwBS4KQ4aNKiPWq3e4u/vf8HYDV4r+LYM4x/9/f1vw5glf3//P7A8PT310vj5+d1ISEh4afDgwcU4/xYwyF9XISEhP/bv338rLEeDE7aFWbNmJfTt2/fR2NjYf3h5ed1qqU745Orqegteefv4+FzBf+OREHAaPcG2pC4uLj+7u7tf9vLyOt+kCyAfH5/vPD09/2uqpwN01113/dC7d+9906ZNG/DTTz9ZYq1JuO7MMbsgQcBDe+jQoT27detWr1Kpvm6pjeAhBedsx44df1GpVFBXBp/RFRxPpVJ9lZSUtH7IkCG55ozpawMGcWhFRtcoFjO6cC8sLS3tZc455evrCxNUf/fz82v8P/we6tzHx+eah4fHDZyGR0LB6fQkptHV1ltSUlKDv79/i6vMaOstICDgFtSdt7e33t9VKtX1pKSkg6NGjYLVlgSjfZYlJCRs8/HxuWgqDvibu7s73BMa2w8E8egK2lR3vkZgYOCVzMzMbf3794fVefQQckLbk4RevIR1gW+JMGYWbpKshjrArm+SZPv27e6LFy/umZCQsNHb2xvGlv1mbJwaCL4tw0OAT9ALBoYK/g3bZSqVyuvx8fEvz5s3b/yHH37YGedtCu23ez5BDBEREd/DuFRL9ehq2bNnj7K6ujqqb9++89Vq9Rlvb+/fcP64TrACAgK+j4+P/2enTp3gxt/Sa0wh4DQWE5i+Tp06wU18/9SpU0ccPnwYVjexFOaaXcGcOHHCdfXq1dlJSUn10AunVCphuAnvpDLtOdN0XvK2IfwO0sNx4HhgcpcvX54N+eC8rYRBTLqxkdHlxWJGF2jLOdX07z/8/PwuhYeHf6ZSqcBsWeLaB3A6PYlpdAGYZLZixYqeiYmJG7y8vC46OTkJqjft8wImkTk6Ov7q7Ox85e677z78yCOPjDt//rxZzwsAJgMuXry4T1xc3LOenp5XnZycfjX2LNONA7WhNq7GSbmOjo7/c3V1vRobG7tv4cKFg7/88kuDNfGFnND2JKEXL8EWeLDDOEEYV3iap90sIVifVbLA5JxRo0blZWZmPh0XF/cmTMowNoPVmGBCm5ub203oyYyMjPxUrVYfSUxMXD5o0KDB//73v7uY2k2ID1ilgU+RkZFfwgL/+fn5JydPnrwE1q3EaS3BvHnzEgYMGDAzNTX1+bi4uJNRUVHnYL3VyMjI//DE9B/4W1RU1D9jY2Nf6dWr1+78/PxDISEh/7bQww6n4RXfl5Cm32ngwQOvU3X0e/v27f8XGBh4sVevXi+Ayd29e7cfXknCAphjds0Cztvx48f3glenarX69Q4dOnxv7nmrFaQLDAy8pFar34DjjRs3riccH+dpRQxi0oqMrlEsanSB1p5TYIq7du36aW5u7qu9e/d+pUuXLpa69gGcTk9iG10AJuNOmDAhLzs7+6mmZ8hlU/UG56arq+vPUL+RkZFnk5KSDqWmpi4tKysbcO7cuc7mPi+0wOTgESNGFGZlZcF64Sf9/PyuCbgO9OTs7AzD0iCuTxMTE49069ZtcUFBQf7169dVOD9AyAltTxJ68RLiAt/Y4LUJjKuFNtMKt6c5gh3eJA3Hce2/+OKLHhMnTnw6Pj7+LCzXwlMOo3J2dv6tU6dO36Wmpp4eOnToSwsWLHj4xo0bCTgfocAi43waPXr0moqKitUPPPDAohUrVgx/7rnngnFaSwCG78iRIwH19fU9FyxYMLWysnJZeXn5WtjHniem1eXl5TWTJk1asHTp0uGrV6+uGDly5IawsDB42BnUFZIQcBqDug8MDPw2Njb2/bS0tKOg7t27v8qn1NTU17p37/5Gamrqy0lJSdvT0tIWVVVVDXzllVeCcKYWROga2GYDD8T//Oc/aVVVVTBBzezzVisYQwgzyCsrK1fC8Vr7oG0DBjFpRUbXKBY3ukBrzikYC96rV69j8+bNWzd69OhnQ0NDP7InowtAHh999FHWuHHjVsfFxZ0zVW9OTk4wXABW9PmwpKTkCDwvbt68aZFOC4jjjTfe6DNs2LBNoaGhF4yN2eVTU6/8lcTExI9KS0tfnj9//oIrV67E4zx0EXJC25OEXryE9IFeKtgEAgTjf2FVBRAsdaY1xrq9wzC7nDAD2BudT8uWLUtdvnx5yubNmxP27dsXDK+rcFpLAj08X375ZQjs7PPkk092h7xxTPA7+NvOnTtjNRpN4Msvv5wxZsyYZyIiIoxuLasjIeA0evL39/9vamrq21VVVX+pra0dBVqxYsU4Pi1fvrwSZjOvWbOm/IUXXuj5/vvvQ287izGoBEEQBEEQhNyBLYCbtpa1VK8aTtMsOH6XLl0uFxYW7nz88cf7azSaTqCff/75LmO6cOECmNuOeC1QgiAIgiAIgjDJgw8+yNToNi21tmH69OkpOCFBEARBEARh58yZM8d9/vz50QsWLEh7+umnu69duzZ18+bNkca2kDXFwoULk8vLy9dERUV9ycroDhgwYMOUKVOScUKCIAiCIAjCzpk9e3aXqVOn3ldVVVVTUVGxbvz48TVTp06dOnPmzDD82ZaAoQvDhg2riYyMbHFdSZzWCDiNntEVOlGJIAiCIAiCsEMmTJgQNWzYsOW9evX6WK1Wf6NWq79KSUnZk5SU1B1/tiWqqqqSCwsLtwUHB/9IRpcgCIIgCIIQlWnTpoXfe++9y+Lj47+C3Xtg0XBPT88P4uLizNqh58yZM+59+/Ytg7UkVSrV/4wZXVhjsmn5HSEYpCejSxAEQRAEQQji+eefD5o3b970lJSU97XrLrq6un7dr1+/iRqNxhN/ng9Yw/LJJ58syM3N3ezn53dRqVTyrqMJu/XAphzx8fGf4mMYweAYZHQJgiAIgiAIQcCOOtu2bcvOycnZ5Orq2tgTq1QqryUkJOwsLy+vyM3NzSkqKkrv06dPhq7uueeext8lJyfnZGdnjwCTGxER8SVsbYlNqVZOTk634+Pj3x4zZsxyHIcRDI5BRpcgCIIgCIIQBMdxDqdPn/bJysqaEhgY+G9XV1ftNpVX7rrrrlNqtfpgenr6rtTU1D2pqal7dbQ7JSVlX0xMzEtBQUHve3t7fw+7bGFDqhX0Fnt6en4HW2UePXo0E8dhBIPjkNElCIIgCIIgzKK0tDQ1Nzd3XVBQ0HfaIQwwXtff3//WXXfddYNH1++6666bAQEBt9zd3Q2MKDa5fn5+XyclJTWUlZX15jjOBedPEARBEARBEFbh3LlzXmvXrs1PSkra7OHh8a2Tk9NNpVJ5S6lU3obhCO3bt+cVmFi+iWfwO9g/XalU/uzl5XURTO6qVatyT5065YbzJgiCIAiCIAirwnGcT79+/XKSk5MfhiXG4uLiPgwKCvrWzc3tpraXV6hgdYWAgIDLsApDdnb28srKyj4cx5HJJQiCIAiCIMRDo9F0WbFixf2jR4/em5WV9Xcwuy4uLkaXDOMTjNeNi4s7N3bs2DVnzpzJ5jjOCedDEARByIv/B/sRVwajLpMKAAAAAElFTkSuQmCC"/>
  
     
        </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">I.1</td>
        <td class="label">Offer-related risks</td>
        <td class="content" id="DescriptionOfOfferrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_135" name="mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to the admission to trading of the $DOJO Fan Token:</p>
<p><strong>Listing refusal or removal</strong></p>
<p>The main risk to be considered is that trading platforms may not accept listing $DOJO for internal considerations, or may decide to delist $DOJO from their trading platforms for any reasons whatsoever external to $DOJO or the project. In such circumstances, users may no longer be able to purchase/sell $DOJO on the trading platform or withdraw $DOJO from and deposit $DOJO to the trading platform. For this reason, users should bring particular attention to the rules of the trading platform and ensure they understand the risks associated with the trading platform, its functioning, and services. There is no guarantee that $DOJO remains available for trading at any time, on any trading platform, and that such trading platform keeps operating under the same rules, which are subject to regulatory changes.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">I.2</td>
        <td class="label">Issuer-related risks</td>
        <td class="content" id="DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_136" name="mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to FTM as the Issuer of $DOJO:</p>
<p><strong>Regulatory compliance risks</strong></p>
<p>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.</p>
<p><strong>Operational risks</strong></p>
<p>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.</p>
<p><strong>Legal risks</strong></p>
<p>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.</p>
<p><strong>Reputational risks</strong></p>
<p>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.</p>
<p><strong>Dependency on key individuals</strong></p>
<p>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.</p>
<p><strong>Counterparty risks</strong></p>
<p>Risks associated with FTM's suppliers or collaborators, including the potential for non-fulfilment of obligations that can affect FTM’s operations.</p>
<p><strong>Token functionalities</strong></p>
<p>Participants understand that the partnership agreement with the Team will eventually expire or may be terminated and $DOJO may partially or fully lose utilities on the Platform as a result of such expiration or termination.</p>
<p><strong>Non-circulating supply management</strong></p>
<p>FTM retains management of 4,925,000 $DOJO tokens, representing 98.5% 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 $DOJO market price and liquidity conditions.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">I.3</td>
        <td class="label">Crypto-assets-related risks</td>
        <td class="content" id="OtherTokensrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_137" name="mica:OtherTokensrelatedRisksExplanatory"><p>The following risks specifically relate to $DOJO as a crypto-asset:</p>
<p><strong>Compliance with MiCA</strong></p>
<p>Although $DOJO is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token’s status or its ability to be traded.</p>
<p><strong>Regulatory uncertainty</strong></p>
<p>The regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.</p>
<p><strong>Market volatility</strong></p>
<p>$DOJO’s value is likely to be highly volatile and subject to market speculation. $DOJO’s price may fluctuate significantly, resulting in potential losses.</p>
<p><strong>Liquidity risks</strong></p>
<p>The availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on centralised exchanges (CEXs). Even if the token becomes available on CEXs, such platforms may experience insufficient trading volumes, hindering the ability to buy or sell $DOJO, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $DOJO‘s availability or tradability.</p>
<p><strong>Dynamic supply risks</strong></p>
<p>The operational implementation of mint-and-burn activities for $DOJO Fan Token introduces a dynamic supply model that is innovative and engagement-driven but also carries inherent risks. Token supply fluctuations may introduce volatility in $DOJO value and could lead to significant supply deflation or inflation.</p>
<p><strong>Adoption challenges</strong></p>
<p>If participants in the crypto-assets market do not engage with $DOJO as expected, demand for the token may remain low.</p>
<p><strong>Macroeconomic risks</strong></p>
<p>A crypto market crash or financial crisis could reduce interest and investment in the token.</p>
<p><strong>Reputational concerns</strong></p>
<p>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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">I.4</td>
        <td class="label">Project implementation-related risks</td>
        <td class="content" id="ProjectImplementationrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_138" name="mica:ProjectImplementationrelatedRisksExplanatory"><p>The following risks specifically relate to the implementation of $DOJO as a project:</p>
<p><strong>Partnership dependency</strong></p>
<p>The token functionalities associated with $DOJO 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, $DOJO 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.</p>
<p><strong>Team performance and reputational exposure</strong></p>
<p>The desirability of $DOJO 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 $DOJO.</p>
<p><strong>Functionality non-delivery</strong></p>
<p>The features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team.</p>
<p><strong>Platform operational dependency</strong></p>
<p>$DOJO 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 $DOJO‘s features.</p>
<p><strong>Insufficient funding</strong></p>
<p>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.</p>
<p><strong>Oracle and data integrity risks</strong></p>
<p>In case of oracle network congestion or failure, supply adjustments based on game results may be delayed until oracle network conditions allow to implement the relevant supply adjustments. Additionally, vulnerabilities and attacks within the oracle network may lead to wrong supply adjustments or not implementing any supply adjustments, until such vulnerabilities are fixed and correct game result is provided.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">I.5</td>
        <td class="label">Technology-related risks</td>
        <td class="content" id="DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_139" name="mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of $DOJO:</p>
<p><strong>Blockchain dependency risks</strong></p>
<p>$DOJO 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.</p>
<p><strong>Smart contract risks</strong></p>
<p>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 $DOJO token’s contract, it could lead to financial losses, token theft, or unintended behaviors.</p>
<p><strong>Private key management</strong></p>
<p>The security of $DOJO holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.</p>
<p><strong>Network security risks</strong></p>
<p>While Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.</p>
<p><strong>Transaction finality</strong></p>
<p>Transactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.</p>
<p><strong>Scalability issues</strong></p>
<p>As blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.</p>
<p><strong>Consensus failures</strong></p>
<p>Issues with a blockchain’s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.</p>
<p><strong>Ecosystem dependency risks</strong></p>
<p>$DOJO 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.</p>
<p><strong>Cross-chain bridge exposure</strong></p>
<p>Interoperability protocols enabling $DOJO 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.</p>
<p><strong>Evolving technology risks</strong></p>
<p>Blockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">I.6</td>
        <td class="label">Mitigation measures</td>
        <td class="content" id="MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_140" name="mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory"><p>Several measures have been implemented to mitigate the risks associated with $DOJO:</p>
<p><strong>Offer-related risks</strong></p>
<ul>
<li><strong>Listing refusal or removal:</strong> FTM intends to reduce the risks associated with a refusal, suspension, or removal of the $DOJO token from a trading platform by conducting pre-admission legal, compliance and technical assessments; maintaining appropriate documentation and designated personnel for trading-platform due diligence; monitoring continued compliance with applicable legal, operational and admission requirements; and, where commercially and legally appropriate, seeking admission to more than one trading platform. Material developments will be communicated to token holders through the project’s official website and communication channels. </li>
</ul>
<p><strong>Issuer-related risks</strong></p>
<ul>
<li><strong>Non-circulating supply management:</strong> 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.</li>
</ul>
<p><strong>Crypto-asset-related risks</strong></p>
<ul>
<li><strong>Regulatory uncertainty:</strong> FTM monitors regulatory developments across relevant jurisdictions on an ongoing basis, including developments in the United Arab Emirates where Ninjas in Pyjamas's primary fanbase is located.</li>
<li><strong>Supply concentration and dilution:</strong> 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><strong>Liquidity constraints:</strong> FTM actively seeks partnerships with established and reputable centralised exchanges and decentralised exchanges to ensure a smooth trading experience for $DOJO token holders and to reduce venue-related operational risks following the public offer.</li>
</ul>
<p><strong>Project implementation-related risks</strong></p>
<ul>
<li><strong>Utility non-delivery:</strong> The token-gated features and utilities made available to $DOJO token holders are governed by the contractual arrangement between FTM and Ninjas in Pyjamas. 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.</li>
</ul>
<p><strong>Technology-related risks</strong></p>
<ul>
<li><strong>Smart contract vulnerabilities:</strong> $DOJO 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><strong>Blockchain dependency:</strong> 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><strong>Private key management:</strong> 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><strong>Network security:</strong> The Chiliz Chain's validator network continues to grow and diversify, enhancing resilience against potential centralisation or targeted attacks. However, the distribution of $DOJO 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><strong>Cross-chain bridge exposure:</strong> 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><strong>Evolving technology:</strong> FTM actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain technical competitiveness and security. The $DOJO 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>

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            $DOJO 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">S.1</td>
        <td class="label">Name</td>
        <td class="content" id="Name" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_141" name="mica:Name"><p>Fan Token Management AG</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.2</td>
        <td class="label">Relevant legal entity identifier</td>
        <td class="content" id="RelevantLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_142" name="mica:RelevantLegalEntityIdentifier"><p>984500B6F8407AE38911</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.3</td>
        <td class="label">Name of the crypto-asset</td>
        <td class="content" id="NameOfCryptoAssetSustainability" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_143" name="mica:NameOfCryptoAssetSustainability"><p>$DOJO</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.4</td>
        <td class="label">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_144" name="mica:ConsensusMechanismSustainabilityExplanatory"><p>$DOJO does not implement its own consensus mechanism. All $DOJO 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. $DOJO inherits those security and availability guarantees.</p>
<p>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.</p>
<p>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.</p>
<p>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 decentralisation than large, fully open validator networks.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.5</td>
        <td class="label">Incentive Mechanisms and Applicable Fees</td>
        <td class="content" id="IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_145" name="mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory"><p>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.</p>
<p>Block rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:</p>
<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.</li>
</ul>
<p>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.</p>
<p>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.</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.6</td>
        <td class="label">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_146" name="mica:BeginningOfPeriodToWhichDisclosedInformationRelates"><p>2025-09-01</p></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">S.7</td>
        <td class="label">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_147" name="mica:EndOfPeriodToWhichDisclosedInformationRelates"><p>2026-09-01</p></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">S.8</td>
        <td class="label">Energy consumption</td>
        <td class="content" id="EnergyConsumption" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction contextRef="c-duration" decimals="5" id="fact_148" name="mica:EnergyConsumption" unitRef="kWh">2.16322</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">S.9</td>
        <td class="label">Energy consumption sources and methodologies</td>
        <td class="content" id="DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_149" name="mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory"><p>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.</p>
<p>To determine the energy consumption of $DOJO, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $DOJO, a fraction of the energy consumption of the network is attributed to $DOJO, which is determined based on the 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/>
The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $DOJO.</p></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">S.10</td>
        <td class="label">Renewable energy consumption</td>
        <td class="content" id="RenewableEnergyConsumptionPercentage" style="position:relative; width: 30%;">
            
Not applicable 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">S.11</td>
        <td class="label">Energy intensity</td>
        <td class="content" id="EnergyIntensity" style="position:relative; width: 30%;">
            
Not applicable (see S.10)

</td>
    </tr><tr class="indent">
        <td class="numbering">S.12</td>
        <td class="label">Scope 1 DLT GHG emissions – Controlled</td>
        <td class="content" id="Scope1DLTGHGEmissionsControlled" style="position:relative; width: 30%;">
            
Not applicable (see S.10)

</td>
    </tr><tr class="indent">
        <td class="numbering">S.13</td>
        <td class="label">Scope 2 DLT GHG emissions – Purchased</td>
        <td class="content" id="Scope2DLTGHGEmissionsPurchased" style="position:relative; width: 30%;">
            
Not applicable (see S.10)

</td>
    </tr><tr class="indent">
        <td class="numbering">S.14</td>
        <td class="label">GHG intensity</td>
        <td class="content" id="GHGIntensity" style="position:relative; width: 30%;">
            
Not applicable (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">S.15</td>
        <td class="label">Key energy sources and methodologies</td>
        <td class="content" id="DescriptionOfKeyEnergySourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
Not applicable (see S.10)

</td>
    </tr><tr class="indent">
        <td class="numbering">S.16</td>
        <td class="label">Key GHG sources and methodologies</td>
        <td class="content" id="DescriptionOfKeyGHGSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
Not applicable (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>


    
 
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        "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"
        }
       },
       "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"
      },
      "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",
         "bg": "05 \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\u0430\u00a0\u0433) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "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"
      },
      "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.)'"
        },
        "ns2": {
         "en": "USD"
        },
        "ns3": {
         "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: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: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: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"
        },
        "ns4": {
         "en": "The Swiss Confederation"
        },
        "ns2": {
         "en": "CHE"
        },
        "ns5": {
         "en": "CH"
        },
        "ns3": {
         "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"
        },
        "ns4": {
         "en": "The Republic of Malta"
        },
        "ns2": {
         "en": "MLT"
        },
        "ns5": {
         "en": "MT"
        },
        "ns3": {
         "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:AE": {
       "labels": {
        "std": {
         "en": "United Arab Emirates"
        },
        "ns4": {
         "en": "The United Arab Emirates"
        },
        "ns2": {
         "en": "ARE"
        },
        "ns5": {
         "en": "AE"
        },
        "ns3": {
         "en": "784"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:AE"
         ]
        ]
       ],
       "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"
      },
      "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: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",
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        "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": "2026-09-01"
      },
      "fact_3": {
       "a": {
        "c": "mica:StatementEnsuringComplianceWithUnderlyingRegulation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
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       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_4": {
       "a": {
        "c": "mica:ComplianceStatementAboutManagementConfirmation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
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      "fact_5": {
       "a": {
        "c": "mica:StatementAboutPotentialRisks",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
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      "fact_6": {
       "a": {
        "c": "mica:StatementAboutExchangeabilityForOtherToken",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
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      "fact_7": {
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        "c": "mica:StatementAboutCompensationAndGuaranteeForOtherToken",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
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       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_8": {
       "a": {
        "c": "mica:ClarificationRegardingOtherTokenOfferTerms",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_9": {
       "a": {
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        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO is the official Fan Token of Ninjas in Pyjamas (hereinafter referred to as \u201cNinjas in Pyjamas\u201d or the \u201cTeam\u201d). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (\u201cFTM\u201d, the \u201cIssuer\u201d, or the \u201cOfferor\u201d) (previously Socios Technologies AG) in partnership with Ninjas in Pyjamas.\n$DOJO 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 decentralised applications (\u201cdApps\u201d) and the ability to collect NFTs and digital collectibles. In addition, $DOJO 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, subject to availability and eligibility. $DOJO 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.\nFor 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 $DOJO Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the \u2018Socios.com\u2019 utility platform (hereinafter the \u201cPlatform\u201d), or based on instructions from the Team.\n$DOJO 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.\nIn light of the above, $DOJO 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\nTotal offer amount: 75,000 $DOJO offered to the public x amount of $CHZ equivalent to USD $1 per $DOJO = Amount of $CHZ equivalent to USD $75,000.\nTotal number of $DOJO tokens offered to the public: 75,000 $DOJO.\nSubscription period: i) 2025-06-24 at 14:00 CET to 2025-06-24 at 23:59 CET or ii) until all offered $DOJO are sold, whichever occurs first.\nMinimum subscription goal: Not applicable.\nMaximum subscription goal: 75,000\nIssue price: USD $1 worth of $CHZ tokens per $DOJO token.\nSubscription fees (if any): 0.\nTarget holders of tokens: The public offer was exclusively targeted to retail investors with special emphasis on e-sport fans and members of the Chiliz Chain ecosystem community.\nCrypto-Assets Service Provider (CASP) responsible for placing the token (if any) post-offering: Socios Europe Services Limited (\u201cSES\u201d).\nForm of placement: Without a firm commitment basis.\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 sports 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, other than having been 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": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_27": {
       "a": {
        "c": "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "1. Financial Performance and Strategic Progress\nOver the past three years, FTM has continued its trajectory toward financial stability, driven by disciplined cost management, new commercial partnerships, and operational improvements. Following a difficult 2023 marked by a significant net loss amid challenging market conditions, FTM's financial performance improved steadily in 2024 and then improved markedly in 2025. In 2025, FTM focused on expanding its network of exchange partners to provide greater liquidity for Fan Tokens, pursuing new commercial partnerships, and reducing operating costs, and these efforts are clearly reflected in the year's results:\n\nRevenue Growth: Revenue increased by approximately 44% from 2024 to 2025, rising from CHF 50.8 million to CHF 73.3 million, reflecting renewed momentum in Fan Token sales and a broader base of liquidity venues.\nProfitability: FTM's net loss narrowed by approximately 87% in 2025, falling from CHF 18.5 million in 2024 to CHF 2.5 million, supported by a substantial improvement in gross result (CHF 22.8 million in 2025 versus CHF 3.4 million in 2024) and continued cost discipline.\n\nAs of 2025, FTM has made significant progress toward break-even, leveraging sustained revenue growth, an improved margin profile, and a more resilient business model. Financial and operational performance indicators point to continued progress, underpinned by an expanding exchange network and a tighter cost base.\n2. Financial Position as of December 31, 2025\nThe following is a summary of FTM's financial position based on the audited financial statements for the year ended 31 December 2025:\n(A) Assets\nAs of December 31, 2025, FTM's assets are categorised as follows:\n\nTotal Current Assets: CHF 97,830,038.\nTotal Non-Current Assets: CHF 647,756.\nTotal Assets: CHF 98,477,794.\n\n(B) Debts and Other Liabilities\nAs of December 31, 2025, FTM's liabilities are detailed as follows:\n\nTotal Short-term Liabilities: CHF 85,358,382.\nTotal Long-term Liabilities: CHF 0.\nTotal Liabilities: CHF 85,358,382.\n\n(C) Shareholders' Equity\nTotal Shareholders' Equity: CHF 13,119,412.\n3. Future Outlook\nLooking ahead, FTM remains focused on onboarding new commercial and exchange partners to further increase Fan Token liquidity, alongside continued cost reduction across the business. Key initiatives and expectations, consistent with management's going concern assessment for the wider Group, include: \n\nOnboarding of new team partners and commercial relationships, having already signed various national teams ahead of the 2026 World Cup; \nMultichain capabilities across all Fan Tokens, which is expected to bring more liquidity and, over time, improved pricing; \nExpansion into the US market, where Fan Token Management LLC has been established and discussions with US college leagues are at an advanced stage;\nIncreased monetisation of existing digital assets; and \nThe development of new strategic partnerships and revenue channels. \n\nA continued focus on cost management and revenue expansion will enhance financial stability. Cost reduction has also been a Group-wide priority. With a solid foundation in place and the going concern uncertainty narrowing, FTM is well-positioned for continued financial improvement.\n(A) Key Performance Indicators (KPIs)\nFTM's KPIs reflect its core business priorities:\n\nFan Token Sales: FTM's primary business, Fan Token sales, showed strong performance in 2025, with net proceeds from sales of goods and services rising to CHF 73.3 million. Management expects continued improvement in this KPI as new partnerships and exchange listings come online.\nNew Partners and Exchanges: FTM actively pursued new commercial partners and exchange listings during 2025 to expand liquidity venues for Fan Tokens, including agreements with national teams ahead of the 2026 World Cup, a focus that is expected to continue into 2026.\nMultichain Expansion: The rollout of multichain capabilities across all Fan Tokens is expected to widen access to liquidity venues and support pricing over time.\nUS Market Expansion: FTM is advancing its US strategy through Fan Token Management LLC, with discussions underway with US college leagues.\nCost Reduction: FTM maintained a disciplined approach to operating costs in 2025, contributing to a substantially narrower net loss compared to the prior year, consistent with the wider Group's cost reduction programme.\nEnhanced 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(B) Capital Resources\nFTM's capital resources are primarily derived from Fan Token sales, ensuring a sustainable funding model aligned with business growth.\n(C) Non-Financial Factors\nBeyond 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."
      },
      "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": "$DOJO Fan Token project"
      },
      "fact_31": {
       "a": {
        "c": "mica:NameOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO Fan Token"
      },
      "fact_32": {
       "a": {
        "c": "mica:OtherTokenProjectAbbreviation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO"
      },
      "fact_33": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO is the official Fan Token of Ninjas in Pyjamas, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology.\n$DOJO 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. $DOJO aims to transform passive supporters into active participants in the Team's community and digital ecosystem.\nIndicatively, holders may be eligible to vote on official Ninjas in Pyjamas\u2019s non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $DOJO may unlock access to exclusive rewards, such as VIP matchday experiences, signed merchandise, discounts on official products, unique real-life opportunities (e.g., Meet \u0026 Greet with Players of the Team), as well as access to digital experiences and rewards, subject to availability. \nThrough the Platform, fans can earn loyalty points when engaging with certain features such as the \u2018Stake \u0026 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. \nThe project's mission is to strengthen the bond between the Team 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, $DOJO 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 emphasises 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": "Fan Token Management AG"
      },
      "fact_36": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Zug, Switzerland"
      },
      "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": "Socios Europe Services Limited"
      },
      "fact_40": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Msida, Malta"
      },
      "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": "Ninjas in Pyjamas"
      },
      "fact_44": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Abu Dhabi, United Arab Emirates"
      },
      "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 milestones\nBelow is a timeline highlighting past milestones for the token:\n\n2025-02-18: Initial notification of this crypto-asset white paper to the Lithuanian Financial Supervisory Authority (LT-FSA).\n2025-05-22: Initial publication of this crypto-asset white paper.\n2025-06-24: Beginning of the subscription period.\n2025-06-24: End of the subscription period.\n2025-06-25: Final airdrop for unclaimed $DOJO.\n2025-06-25 onwards: FTM retains control and management over the non-circulating supply of $DOJO. 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 $DOJO and associated marketing activations; and (iii) provide liquidity on MiCA-licensed trading platforms and decentralised exchanges (\u201cDEXs\u201d).\n"
      },
      "fact_48": {
       "a": {
        "c": "mica:DescriptionOfFutureMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Future milestones\nBelow is a timeline highlighting key milestones for the token:\n\n2026-09-01: Re-notification of this crypto-asset white paper to the Malta Financial Services Authority (MFSA).\n2026-10-01: Re-publication of this crypto-asset white paper.\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 consist 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 Ninjas in Pyjamas 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 the Team. 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 $DOJO."
      },
      "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 the Team\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. $DOJO Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community."
      },
      "fact_53": {
       "a": {
        "c": "mica:FundraisingTargetExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "75000",
       "d": 10
      },
      "fact_54": {
       "a": {
        "c": "mica:MaximumSubscriptionGoalsExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "75000",
       "d": 10
      },
      "fact_55": {
       "a": {
        "c": "mica:OversubscriptionAcceptanceIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_56": {
       "a": {
        "c": "mica:IssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "1",
       "d": 10
      },
      "fact_57": {
       "a": {
        "c": "mica:OfficialCurrencyDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "iso4217:USD"
      },
      "fact_58": {
       "a": {
        "c": "mica:AnyOtherOtherTokensDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$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 was determined by the amount of $CHZ tokens equivalent to USD $1 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": "75000",
       "d": 10
      },
      "fact_63": {
       "a": {
        "c": "mica:HolderRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer was only available to registered Socios.com users. All participants were required to comply with the Platform\u2019s Anti-Money Laundering (AML) and Counter-Terrorist Financing (CFT) requirements, including the completion of all necessary customer due diligence procedures. Additionally, users who were citizens or residents of any Excluded Jurisdiction (as per the Platform\u2019s terms of use) at the time of the public offer were prohibited from participating in the public offer."
      },
      "fact_64": {
       "a": {
        "c": "mica:ReimbursementNotice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_65": {
       "a": {
        "c": "mica:RefundMechanismExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_66": {
       "a": {
        "c": "mica:RefundTimelineExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_67": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer of $DOJO comprised three distinct phases:\n\nWave 1: Limited to a maximum of 100 $DOJO tokens per participant. Duration: 2 hours.\nWave 2: Capped at 300 $DOJO tokens per participant. Duration: 2 hours.\nWave 3: No purchase limit (uncapped). Duration: 6 hours.\n"
      },
      "fact_68": {
       "a": {
        "c": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "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": "2025-06-24"
      },
      "fact_71": {
       "a": {
        "c": "mica:SubscriptionPeriodEnd",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2025-06-25"
      },
      "fact_72": {
       "a": {
        "c": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_73": {
       "a": {
        "c": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_74": {
       "a": {
        "c": "mica:ValueTransferMethodsForReimbursementExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_75": {
       "a": {
        "c": "mica:RighOfWithdrawalExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_76": {
       "a": {
        "c": "mica:TransferOfPurchasedOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following participation in the public offer, $DOJO tokens were directly delivered by the Issuer to the participant\u2019s Socios.com wallet address."
      },
      "fact_77": {
       "a": {
        "c": "mica:TransferTimeSchedule",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Participants in the public offer received their purchased $DOJO tokens within 24 hours following the end of the subscription period."
      },
      "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 had a registered account on the Platform and set up their Socios.com Wallet to receive $DOJO Fan Token."
      },
      "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": "FTM reserves the right to seek admission to trading of $DOJO 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 were exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees were subsidised by FTM, meaning that participants were not required to pay gas fees when purchasing $DOJO Fan Token during the public offer, or to claim their $DOJO tokens during the claim period. No hidden or imposed fees apply to the subscription for $DOJO."
      },
      "fact_86": {
       "a": {
        "c": "mica:DescriptionOfOfferExpensesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to the $DOJO public offer were 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 were also 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 admission to trading of $DOJO in the EU."
      },
      "fact_88": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_89": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_90": {
       "a": {
        "c": "mica:OtherTokenType",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO 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.\n$DOJO is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $DOJO 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, $DOJO does not qualify as a utility token under MiCA\u2019s Article 3, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer."
      },
      "fact_91": {
       "a": {
        "c": "mica:InformationAboutOtherTokenFunctionalityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO 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 $DOJO 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 $DOJO.\n$DOJO Fan Token holders do not acquire any financial rights, ownership, or entitlements to revenues or intellectual property from the Team, FTM, or their respective affiliates. $DOJO 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, $DOJO is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes."
      },
      "fact_92": {
       "a": {
        "c": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO Fan 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 $DOJO Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $DOJO on such third party platforms. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available."
      },
      "fact_95": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 5,000,000 tokens. $DOJO can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $DOJO Fan Token holders can use $DOJO 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": "2025-06-24"
      },
      "fact_99": {
       "a": {
        "c": "mica:OtherTokenWhitePaperPublicationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-10-01"
      },
      "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": "LN2X51JZW"
      },
      "fact_103": {
       "a": {
        "c": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "1QKPM2558"
      },
      "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:\nOwnership of $DOJO 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 $DOJO, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include:\n\nPurchasers were entitled to receive their $DOJO allocation based on their $CHZ contribution as determined at the end of the subscription period.\nPurchasers were guaranteed equal access to the public offer, ensuring fairness and preventing over-concentration.\nPurchasers have the right to access specific fan engagement functionalities associated with $DOJO Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties.\nPurchasers have full control over the purchased $DOJO tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.\n\nPurchasers are subject to the following requirements:\n\nParticipants had to create an account on the Socios.com Platform to participate in the public offer.\nParticipants had to ensure that their participation in the public offer was not in violation of any laws, regulations, or rules in their country of residence or domicile. If there were any local legal restrictions, prospective purchasers were expected not to participate in the public offer.\nParticipants were 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.\nParticipants had to read, understand, and accept the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase.\n"
      },
      "fact_110": {
       "a": {
        "c": "mica:ExerciseOfRightsAndObligationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $DOJO tokens upon receiving their $DOJO Fan Token allocation. Token holders can exercise such control through their Socios.com Wallet or any other non-custodial wallet compatible with the Chiliz Chain."
      },
      "fact_111": {
       "a": {
        "c": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The terms related to the purchasers\u2019 rights and obligations during the public offer were made available on the Platform at the time of the public offer and are not subject to modifications as the public offer has already ended."
      },
      "fact_112": {
       "a": {
        "c": "mica:InformationAboutFuturePublicOffersExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_113": {
       "a": {
        "c": "mica:NumberOfIssuersRetainedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "4925000",
       "d": 10
      },
      "fact_114": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_115": {
       "a": {
        "c": "mica:NontradingRequestIndicatorRelatedToOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_116": {
       "a": {
        "c": "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO is tradeable on various secondary market platforms, including both centralised and decentralised exchanges accessible on the Chiliz Chain or any other blockchain network on which $DOJO Fan Token can be stored and transferred."
      },
      "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. $DOJO tokens are freely tradeable and transferable."
      },
      "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": "At the protocol level, $DOJO token contract does not implement any supply adjustment mechanisms that may affect the total supply of $DOJO. Nevertheless, FTM reserves the right to periodically deploy and/or promote mint-and-burn activities that may increase or decrease the total supply of $DOJO. Token holders may access full disclosure regarding such initiatives, including, but not limited to, previous mint and burn transactions, and current circulating supply, via the official Fan Token ecosystem website accessible at https://www.fantokens.com/. For clarity purposes, mint-and-burn activities are not permanent and may be activated, stopped, modified, resumed, or otherwise permanently suspended at the sole discretion of FTM."
      },
      "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 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 $DOJO. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $DOJO is issued on the Chiliz Chain as a CAP-20 fungible token. The Chiliz Chain's core system contracts, including those governing staking, governance, and upgrade mechanisms, are fully audited. See H.9 for audit details."
      },
      "fact_127": {
       "a": {
        "c": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Token Standard\n$DOJO 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. $DOJO implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.\nTransaction Standards\nSince the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:\n\nEIP-2718 (Typed Transaction Envelope): defines a typed transaction format enabling multiple transaction types to coexist on the same network.\nEIP-1559 (Fee Market): enables type-2 transactions with a protocol-defined base fee and an optional priority fee paid to validators.\nEIP-155 (Replay Protection): transactions are signed with the Chiliz Chain Mainnet Chain ID of 88888, preventing cross-chain replay attacks.\n\nExecution Environment\nThe $DOJO 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.\nClient Interface Standards\nChiliz 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.\nAccount Model\nChiliz 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.\nNFT Standards\nAlthough $DOJO 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 $DOJO utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.\nCross-Chain Bridge Protocols\nTwo smart-contract-based bridge protocols facilitate interoperability between Ethereum and Chiliz Chain:\n\nDcentralab's Chainport: converts ERC-20 $CHZ on Ethereum to wrapped $CHZ on Chiliz Chain.\nThe Chiliz Bridge: performs a direct ERC-20 to native $CHZ conversion using paired contracts deployed on both networks.\n\nThese 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 the Chiliz Chain.\nIn addition, following the deployment of LayerZero\u2019s omnichain messaging protocol, token holders may have the ability to bridge their $DOJO Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero\u2019s protocol."
      },
      "fact_128": {
       "a": {
        "c": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Implementation and Architecture\n$DOJO 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 $DOJO CAP-20 contract is deployed and executed.\nSmart-Contract Platform and Execution Environment\nSmart 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.\nTransfer and Interoperability Technology\nBefore transferring $DOJO, token holders 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 $CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM."
      },
      "fact_129": {
       "a": {
        "c": "mica:ConsensusMechanismForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO does not implement its own consensus mechanism. All $DOJO 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. $DOJO inherits those security and availability guarantees.\nChiliz 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.\nFollowing 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.\nThis 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 decentralisation 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.\nBlock rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:\n\n65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.\n10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.\n25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.\n\nThe 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.\nValidators 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."
      },
      "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:DescriptionOfDLTFunctionalityForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_133": {
       "a": {
        "c": "mica:AuditIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_134": {
       "a": {
        "c": "mica:AuditOutcomeForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Three categories of audit are relevant to $DOJO.\nHalborn's Chiliz Chain Core Contracts\n\nObject: Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract, and bridge contract.\nFindings: Minor risks were identified, with no indication of unresolved high-severity issues at launch.\nRemediation: The necessary fixes were implemented before the 2023 mainnet launch. The contracts remain subject to further audits when upgraded.\n\nCertiK's Governance and Core Contracts\n\nObject: 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.\nFindings: No critical issues. Several major centralisation-type findings, plus medium, minor, and informational issues, all marked as acknowledged.\nRemediation: The identified issues have been addressed.\n\nHalborn's Chiliz Bridge Smart-Contract Audit\n\nObject: Smart-contract infrastructure for the Chiliz Bridge connecting $CHZ between Ethereum and the Chiliz Chain.\nFindings: No critical, unaddressed issues.\nRemediation: Subsequent updates to bridge logic are tracked via blockchain code-change logs and outage reports.\n"
      },
      "fact_135": {
       "a": {
        "c": "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the admission to trading of the $DOJO Fan Token:\nListing refusal or removal\nThe main risk to be considered is that trading platforms may not accept listing $DOJO for internal considerations, or may decide to delist $DOJO from their trading platforms for any reasons whatsoever external to $DOJO or the project. In such circumstances, users may no longer be able to purchase/sell $DOJO on the trading platform or withdraw $DOJO from and deposit $DOJO to the trading platform. For this reason, users should bring particular attention to the rules of the trading platform and ensure they understand the risks associated with the trading platform, its functioning, and services. There is no guarantee that $DOJO remains available for trading at any time, on any trading platform, and that such trading platform keeps operating under the same rules, which are subject to regulatory changes."
      },
      "fact_136": {
       "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 $DOJO:\nRegulatory compliance risks\nIssuers 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.\nOperational risks\nThese 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.\nLegal risks\nLegal 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.\nReputational risks\nNegative 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.\nDependency on key individuals\nThe 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.\nCounterparty risks\nRisks associated with FTM's suppliers or collaborators, including the potential for non-fulfilment of obligations that can affect FTM\u2019s operations.\nToken functionalities\nParticipants understand that the partnership agreement with the Team will eventually expire or may be terminated and $DOJO may partially or fully lose utilities on the Platform as a result of such expiration or termination.\nNon-circulating supply management\nFTM retains management of 4,925,000 $DOJO tokens, representing 98.5% 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 $DOJO market price and liquidity conditions."
      },
      "fact_137": {
       "a": {
        "c": "mica:OtherTokensrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to $DOJO as a crypto-asset:\nCompliance with MiCA\nAlthough $DOJO is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token\u2019s status or its ability to be traded.\nRegulatory uncertainty\nThe regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.\nMarket volatility\n$DOJO\u2019s value is likely to be highly volatile and subject to market speculation. $DOJO\u2019s price may fluctuate significantly, resulting in potential losses.\nLiquidity risks\nThe availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on centralised exchanges (CEXs). Even if the token becomes available on CEXs, such platforms may experience insufficient trading volumes, hindering the ability to buy or sell $DOJO, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $DOJO\u2018s availability or tradability.\nDynamic supply risks\nThe operational implementation of mint-and-burn activities for $DOJO Fan Token introduces a dynamic supply model that is innovative and engagement-driven but also carries inherent risks. Token supply fluctuations may introduce volatility in $DOJO value and could lead to significant supply deflation or inflation.\nAdoption challenges\nIf participants in the crypto-assets market do not engage with $DOJO as expected, demand for the token may remain low.\nMacroeconomic risks\nA crypto market crash or financial crisis could reduce interest and investment in the token.\nReputational concerns\nCrypto-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_138": {
       "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 $DOJO as a project:\nPartnership dependency\nThe token functionalities associated with $DOJO 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, $DOJO 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.\nTeam performance and reputational exposure\nThe desirability of $DOJO 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 $DOJO.\nFunctionality non-delivery\nThe features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team.\nPlatform operational dependency\n$DOJO 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 $DOJO\u2018s features.\nInsufficient funding\nThe 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.\nOracle and data integrity risks\nIn case of oracle network congestion or failure, supply adjustments based on game results may be delayed until oracle network conditions allow to implement the relevant supply adjustments. Additionally, vulnerabilities and attacks within the oracle network may lead to wrong supply adjustments or not implementing any supply adjustments, until such vulnerabilities are fixed and correct game result is provided."
      },
      "fact_139": {
       "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 $DOJO:\nBlockchain dependency risks\n$DOJO 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.\nSmart contract risks\nDespite 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 $DOJO token\u2019s contract, it could lead to financial losses, token theft, or unintended behaviors.\nPrivate key management\nThe security of $DOJO holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.\nNetwork security risks\nWhile Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.\nTransaction finality\nTransactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.\nScalability issues\nAs blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.\nConsensus failures\nIssues with a blockchain\u2019s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.\nEcosystem dependency risks\n$DOJO 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.\nCross-chain bridge exposure\nInteroperability protocols enabling $DOJO 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.\nEvolving technology risks\nBlockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete."
      },
      "fact_140": {
       "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 $DOJO:\nOffer-related risks\n\nListing refusal or removal: FTM intends to reduce the risks associated with a refusal, suspension, or removal of the $DOJO token from a trading platform by conducting pre-admission legal, compliance and technical assessments; maintaining appropriate documentation and designated personnel for trading-platform due diligence; monitoring continued compliance with applicable legal, operational and admission requirements; and, where commercially and legally appropriate, seeking admission to more than one trading platform. Material developments will be communicated to token holders through the project\u2019s official website and communication channels. \n\nIssuer-related risks\n\nNon-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\nCrypto-asset-related risks\n\nRegulatory uncertainty: FTM monitors regulatory developments across relevant jurisdictions on an ongoing basis, including developments in the United Arab Emirates where Ninjas in Pyjamas's primary fanbase is located.\nSupply 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.\nLiquidity constraints: FTM actively seeks partnerships with established and reputable centralised exchanges and decentralised exchanges to ensure a smooth trading experience for $DOJO token holders and to reduce venue-related operational risks following the public offer.\n\nProject implementation-related risks\n\nUtility non-delivery: The token-gated features and utilities made available to $DOJO token holders are governed by the contractual arrangement between FTM and Ninjas in Pyjamas. 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\nTechnology-related risks\n\nSmart contract vulnerabilities: $DOJO 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.\nBlockchain 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.\nPrivate 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.\nNetwork security: The Chiliz Chain's validator network continues to grow and diversify, enhancing resilience against potential centralisation or targeted attacks. However, the distribution of $DOJO 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.\nCross-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.\nEvolving 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 $DOJO project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.\n"
      },
      "fact_141": {
       "a": {
        "c": "mica:Name",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_142": {
       "a": {
        "c": "mica:RelevantLegalEntityIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_143": {
       "a": {
        "c": "mica:NameOfCryptoAssetSustainability",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO"
      },
      "fact_144": {
       "a": {
        "c": "mica:ConsensusMechanismSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$DOJO does not implement its own consensus mechanism. All $DOJO 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. $DOJO inherits those security and availability guarantees.\nChiliz 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.\nFollowing 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.\nThis 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 decentralisation than large, fully open validator networks."
      },
      "fact_145": {
       "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.\nBlock rewards, comprising both newly minted $CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:\n\n65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.\n10% to the Community Vault, $CHZ liquidity pools, and shared-security restaking rewards.\n25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.\n\nThe 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.\nValidators 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."
      },
      "fact_146": {
       "a": {
        "c": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2025-09-01"
      },
      "fact_147": {
       "a": {
        "c": "mica:EndOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-09-01"
      },
      "fact_148": {
       "a": {
        "c": "mica:EnergyConsumption",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "utr:kWh",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "2.16322",
       "d": 5
      },
      "fact_149": {
       "a": {
        "c": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "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.\nTo determine the energy consumption of $DOJO, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $DOJO, a fraction of the energy consumption of the network is attributed to $DOJO, which is determined based on the 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.\nThe share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $DOJO."
      },
      "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:AE"
      },
      "mica_PublicOfferingOrAdmissionToTrading": {
       "a": {
        "c": "mica:PublicOfferingOrAdmissionToTrading",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:OfferToPublic"
      },
      "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": {
      "ns2": {
       "en": "Alphabetic 3 character code"
      },
      "ns3": {
       "en": "Numeric code"
      },
      "ns5": {
       "en": "Alphabetic 2 character 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"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfIssuersManagementBodyMemberForOtherToken"
         }
        ],
        "mica:InformationAboutOperatorOfTradingPlatformInCasesWhereItDrawsUpCryptoassetWhitePaperAbstract": [
         {
          "t": "mica:NameOfOtherTokenOperator"
         },
         {
          "t": "mica:OperatorsLegalForm"
         },
         {
          "t": "mica:OperatorsRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:OperatorsHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:OperatorsRegistrationDate"
         },
         {
          "t": "mica:OperatorsLegalEntityIdentifier"
         },
         {
          "t": "mica:OperatorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:IdentificationOfOperatorsParentCompany"
         },
         {
          "t": "mica:ReasonForCryptoassetWhitePaperPreparationExplanatory"
         },
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:OperatorsBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfOperatorSideExplanatory"
         },
         {
          "t": "mica:OtherPersonsDrawingUpCryptoassetWhitePaperExplanatory"
         },
         {
          "t": "mica:ReasonForDrawingWhitePaperExplanatory"
         }
        ],
        "mica:OperatorsRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:OperatorsRegisteredAddress"
         },
         {
          "t": "mica:OperatorsRegisteredCountry"
         },
         {
          "t": "mica:OperatorsRegisteredCountrySubdivision"
         }
        ],
        "mica:OperatorsHeadOfficeDetailsAbstract": [
         {
          "t": "mica:OperatorsHeadOffice"
         },
         {
          "t": "mica:OperatorsHeadOfficeCountry"
         },
         {
          "t": "mica:OperatorsHeadOfficeCountrySubdivision"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForOperatorsManagementBodyMemberForOtherTokenTypedAxis"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfOperatorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfOperatorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfOperatorsManagementBodyMemberForOtherToken"
         }
        ],
        "mica:InformationAboutOtherTokenProjectAbstract": [
         {
          "t": "mica:NameOfOtherTokenProject"
         },
         {
          "t": "mica:NameOfOtherToken"
         },
         {
          "t": "mica:OtherTokenProjectAbbreviation"
         },
         {
          "t": "mica:DescriptionOfOtherTokenProjectExplanatory"
         },
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract"
         },
         {
          "t": "mica:UtilityTokenClassificationForOtherTokenProjectIndicator"
         },
         {
          "t": "mica:KeyFeaturesOfGoodsOrServicesForUtilityTokenProjectsExplanatory"
         },
         {
          "t": "mica:PlansForTokenAbstract"
         },
         {
          "t": "mica:ResourceAllocationExplanatory"
         },
         {
          "t": "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract": [
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectTable"
         },
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectLineItems"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectTable": [
         {
          "t": "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectLineItems": [
         {
          "t": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:NameOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken"
         }
        ],
        "mica:PlansForTokenAbstract": [
         {
          "t": "mica:DescriptionOfPastMilestonesExplanatory"
         },
         {
          "t": "mica:DescriptionOfFutureMilestonesExplanatory"
         }
        ],
        "mica:InformationAboutOfferToPublicOfOtherTokensOrTheirAdmissionToTradingAbstract": [
         {
          "t": "mica:PublicOfferingOrAdmissionToTrading"
         },
         {
          "t": "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory"
         },
         {
          "t": "mica:FundraisingTargetDetailsAbstract"
         },
         {
          "t": "mica:MinimumSubscriptionGoalsDetailsAbstract"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsDetailsAbstract"
         },
         {
          "t": "mica:OversubscriptionAcceptanceIndicator"
         },
         {
          "t": "mica:OversubscriptionAllocationExplanatory"
         },
         {
          "t": "mica:IssuePriceDetailsAbstract"
         },
         {
          "t": "mica:SubscriptionFeeDetailsAbstract"
         },
         {
          "t": "mica:OfferPriceDeterminationMethodExplanatory"
         },
         {
          "t": "mica:TotalNumberOfOfferedOrTradedOtherTokens"
         },
         {
          "t": "mica:TargetedHoldersForOtherToken"
         },
         {
          "t": "mica:HolderRestrictionsExplanatory"
         },
         {
          "t": "mica:ReimbursementNotice"
         },
         {
          "t": "mica:RefundMechanismExplanatory"
         },
         {
          "t": "mica:RefundTimelineExplanatory"
         },
         {
          "t": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory"
         },
         {
          "t": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory"
         },
         {
          "t": "mica:TimelimitedOfferIndicator"
         },
         {
          "t": "mica:SubscriptionPeriodBeginning"
         },
         {
          "t": "mica:SubscriptionPeriodEnd"
         },
         {
          "t": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory"
         },
         {
          "t": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory"
         },
         {
          "t": "mica:ValueTransferMethodsForReimbursementExplanatory"
         },
         {
          "t": "mica:RighOfWithdrawalExplanatory"
         },
         {
          "t": "mica:TransferOfPurchasedOtherTokensExplanatory"
         },
         {
          "t": "mica:TransferTimeSchedule"
         },
         {
          "t": "mica:PurchasersTechnicalRequirementsExplanatory"
         },
         {
          "t": "mica:OtherTokenServiceProviderCharacteristicsAbstract"
         },
         {
          "t": "mica:TradingPlatformsCharacteristicsAbstract"
         },
         {
          "t": "mica:DescriptionOfInvolvedCostsExplanatory"
         },
         {
          "t": "mica:DescriptionOfOfferExpensesExplanatory"
         },
         {
          "t": "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory"
         },
         {
          "t": "mica:ApplicableLawForOtherTokenOfferExplanatory"
         },
         {
          "t": "mica:CompetentCourtForOtherTokenOfferExplanatory"
         }
        ],
        "mica:FundraisingTargetDetailsAbstract": [
         {
          "t": "mica:FundraisingTargetExpressedInCurrency"
         },
         {
          "t": "mica:FundraisingTargetExpressedInUnits"
         },
         {
          "t": "mica:FundraisingTargetExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:MinimumSubscriptionGoalsDetailsAbstract": [
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInCurrency"
         },
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInUnits"
         },
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:MaximumSubscriptionGoalsDetailsAbstract": [
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInCurrency"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInUnits"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:SubscriptionFeeDetailsAbstract": [
         {
          "t": "mica:SubscriptionFeeExpressedInCurrency"
         },
         {
          "t": "mica:SubscriptionFeeExpressedInUnits"
         },
         {
          "t": "mica:SubscriptionFeeExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:OtherTokenServiceProviderCharacteristicsAbstract": [
         {
          "t": "mica:NameOfOtherTokenServiceProvider"
         },
         {
          "t": "mica:OtherTokenServiceProviderIdentifier"
         },
         {
          "t": "mica:PlacementFormForOtherToken"
         }
        ],
        "mica:TradingPlatformsCharacteristicsAbstract": [
         {
          "t": "mica:TradingPlatformsName"
         },
         {
          "t": "mica:TradingPlatformsIdentifierCode"
         },
         {
          "t": "mica:TradingPlatformsAccessExplanatory"
         }
        ],
        "mica:IssuePriceDetailsAbstract": [
         {
          "t": "mica:IssuePrice"
         },
         {
          "t": "mica:OfficialCurrencyDeterminingIssuePrice"
         },
         {
          "t": "mica:AnyOtherOtherTokensDeterminingIssuePrice"
         }
        ],
        "mica:InformationAboutOtherTokensAbstract": [
         {
          "t": "mica:OtherTokenType"
         },
         {
          "t": "mica:InformationAboutOtherTokenFunctionalityExplanatory"
         },
         {
          "t": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory"
         },
         {
          "t": "mica:DescriptionOfCharacteristicsOfOtherTokenIncludingDataNecessaryForClassificationOfOtherTokenWhitePaperInRegisterAbstract"
         }
        ],
        "mica:DescriptionOfCharacteristicsOfOtherTokenIncludingDataNecessaryForClassificationOfOtherTokenWhitePaperInRegisterAbstract": [
         {
          "t": "mica:OtherTokenTypeOfWhitePaper"
         },
         {
          "t": "mica:OtherTokenTypeOfSubmission"
         },
         {
          "t": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory"
         },
         {
          "t": "mica:OtherTokenIssuersCommercialOrTradingName"
         },
         {
          "t": "mica:OtherTokenIssuersWebsite"
         },
         {
          "t": "mica:OtherTokenOfferStartingDate"
         },
         {
          "t": "mica:OtherTokenWhitePaperPublicationDate"
         },
         {
          "t": "mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory"
         },
         {
          "t": "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper"
         },
         {
          "t": "mica:OtherTokenDigitalTokenIdentifierCode"
         },
         {
          "t": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier"
         },
         {
          "t": "mica:OtherTokenVoluntaryDataFlagIndicator"
         },
         {
          "t": "mica:OtherTokenPersonalDataFlagIndicator"
         },
         {
          "t": "mica:LEIEligibilityIndicatorForOtherToken"
         },
         {
          "t": "mica:OtherTokenHomeMemberState"
         },
         {
          "t": "mica:OtherTokenHostMemberStates"
         }
        ],
        "mica:InformationOnRightsAndObligationsAttachedToOtherTokensAbstract": [
         {
          "t": "mica:InformationAboutPurchaserRightsAndObligationsExplanatory"
         },
         {
          "t": "mica:ExerciseOfRightsAndObligationExplanatory"
         },
         {
          "t": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory"
         },
         {
          "t": "mica:InformationAboutFuturePublicOffersExplanatory"
         },
         {
          "t": "mica:NumberOfIssuersRetainedOtherTokens"
         },
         {
          "t": "mica:UtilityTokenClassificationForOtherTokenIndicator"
         },
         {
          "t": "mica:KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory"
         },
         {
          "t": "mica:UtilityTokensRedemptionExplanatory"
         },
         {
          "t": "mica:NontradingRequestIndicatorRelatedToOtherTokens"
         },
         {
          "t": "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory"
         },
         {
          "t": "mica:OtherTokensTransferRestrictionsExplanatory"
         },
         {
          "t": "mica:SupplyAdjustmentProtocolsIndicator"
         },
         {
          "t": "mica:SupplyAdjustmentMechanismsExplanatory"
         },
         {
          "t": "mica:OtherTokenSchemesDetailsAbstract"
         },
         {
          "t": "mica:ApplicableLawForOtherTokenExplanatory"
         },
         {
          "t": "mica:CompetentCourtForOtherTokenExplanatory"
         }
        ],
        "mica:OtherTokenSchemesDetailsAbstract": [
         {
          "t": "mica:OtherTokenValueProtectionSchemesIndicator"
         },
         {
          "t": "mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory"
         },
         {
          "t": "mica:OtherTokenCompensationSchemesIndicator"
         },
         {
          "t": "mica:DescriptionOfOtherTokenCompensationSchemesExplanatory"
         }
        ],
        "mica:InformationOnUnderlyingTechnologyForOtherTokensAbstract": [
         {
          "t": "mica:DistributedLedgerTechnologyForOtherTokenExplanatory"
         },
         {
          "t": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory"
         },
         {
          "t": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory"
         },
         {
          "t": "mica:ConsensusMechanismForOtherTokenExplanatory"
         },
         {
          "t": "mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory"
         },
         {
          "t": "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken"
         },
         {
          "t": "mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory"
         },
         {
          "t": "mica:OtherTokenAuditDetailsAbstract"
         }
        ],
        "mica:OtherTokenAuditDetailsAbstract": [
         {
          "t": "mica:AuditIndicatorForOtherToken"
         },
         {
          "t": "mica:AuditOutcomeForOtherTokenExplanatory"
         }
        ],
        "mica:InformationOnSustainabilityIndicatorsInRelationToAdverseImpactOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenAbstract": [
         {
          "t": "mica:InformationOnAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenExplanatory"
         }
        ],
        "mica:InformationOnAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenExplanatory": [
         {
          "t": "mica:MandatoryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         },
         {
          "t": "mica:SupplementaryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         },
         {
          "t": "mica:OptionalInformationOnPrincipalAdverseImpactsOnClimateAndOnOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         }
        ],
        "mica:MandatoryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:GeneralInformationAboutAdverseImpactsAbstract"
         },
         {
          "t": "mica:MandatoryKeyIndicatorOnEnergyConsumptionAbstract"
         },
         {
          "t": "mica:SourcesAndMethodologiesOnEnergyConsumptionsAbstract"
         }
        ],
        "mica:GeneralInformationAboutAdverseImpactsAbstract": [
         {
          "t": "mica:Name"
         },
         {
          "t": "mica:RelevantLegalEntityIdentifier"
         },
         {
          "t": "mica:NameOfCryptoAssetSustainability"
         },
         {
          "t": "mica:ConsensusMechanismSustainabilityExplanatory"
         },
         {
          "t": "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory"
         },
         {
          "t": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates"
         },
         {
          "t": "mica:EndOfPeriodToWhichDisclosedInformationRelates"
         }
        ],
        "mica:MandatoryKeyIndicatorOnEnergyConsumptionAbstract": [
         {
          "t": "mica:EnergyConsumption"
         }
        ],
        "mica:SourcesAndMethodologiesOnEnergyConsumptionsAbstract": [
         {
          "t": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory"
         }
        ],
        "mica:SupplementaryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:SupplementaryKeyIndicatorsOnEnergyAndGHGEmissionsAbstract"
         },
         {
          "t": "mica:KeySourcesAndMethodologiesAbstract"
         }
        ],
        "mica:SupplementaryKeyIndicatorsOnEnergyAndGHGEmissionsAbstract": [
         {
          "t": "mica:RenewableEnergyConsumptionPercentage"
         },
         {
          "t": "mica:EnergyIntensity"
         },
         {
          "t": "mica:Scope1DLTGHGEmissionsControlled"
         },
         {
          "t": "mica:Scope2DLTGHGEmissionsPurchased"
         },
         {
          "t": "mica:GHGIntensity"
         }
        ],
        "mica:KeySourcesAndMethodologiesAbstract": [
         {
          "t": "mica:DescriptionOfKeyEnergySourcesAndMethodologiesExplanatory"
         },
         {
          "t": "mica:DescriptionOfKeyGHGSourcesAndMethodologiesExplanatory"
         }
        ],
        "mica:OptionalInformationOnPrincipalAdverseImpactsOnClimateAndOnOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:OptionalIndicatorsAbstract"
         },
         {
          "t": "mica:OtherSourcesAndMethodologiesAbstract"
         }
        ],
        "mica:OptionalIndicatorsAbstract": [
         {
          "t": "mica:EnergyMixPercentage"
         },
         {
          "t": "mica:EnergyUseReductionDetailsAbstract"
         },
         {
          "t": "mica:CarbonIntensity"
         },
         {
          "t": "mica:Scope3DLTGHGEmissionsValueChain"
         },
         {
          "t": "mica:GHGEmissionsReductionTargetsOrCommitmentsExplanatory"
         },
         {
          "t": "mica:GenerationOfWasteElectricalAndElectronicEquipmentWEEE"
         },
         {
          "t": "mica:NonrecycledWEEEratio"
         },
         {
          "t": "mica:GenerationOfHazardousWaste"
         },
         {
          "t": "mica:GenerationOfWasteAllTypes"
         },
         {
          "t": "mica:NonrecycledWasteRatioAllTypes"
         },
         {
          "t": "mica:WasteIntensityAllTypes"
         },
         {
          "t": "mica:WasteReductionTargetsOrCommitmentsAllTypesExplanatory"
         },
         {
          "t": "mica:ImpactOfUseOfEquipmentOnNaturalResourcesExplanatory"
         },
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