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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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k0b8Yh8N/V57e2+adOmyUbk66mvWLFix44dk43dI/bv31+8eHGzk2Ddxo0bHRrXxYsXPTUoAADgFfLly7dq1SqHlhrOuXPnTu3atU1Ngp3U5523++wstX039Snr16/3bPFZlShRIjExUTYcn059pUqVOnPmjGzgHnTp0iXj3yawQl1GHD0TtUqVKu4fFAAA8AoFCxb0huMZZO7fv9+oUSMj82An9SmDBg0yUoYprVu3tjMcn059Xni775tvvhEPx3dTX/ny5VV8Eg/cs65evfrMM8+YmgqL7Nyft+LLL79084gAAIC3WLJkiaPrDKclJiYaOdHBZurzttt9Nr9T59OpT1m3bp1n68/Izo2+NJ9NfaGhoWaPGne/Q4cOufkZP6e/Zq9G5M7hAAAAb9GtWzdHFxnucebMGbXEtDkVNlOfMnDgQCNvin2tWrWyORZfT31edbtv6tSpdsZiJ/UtW7bsgCZTo169erWdUXsJFcNMTYgVN27ccHQ46veiVKlS7hwRAADwvNq1az969Mih5UVCQsLly5dPnDih1pHqf//66687d+441JeyfPlym7NhP/V5z+0++5tn+HrqU9auXevZIbjYvNGXZi/1ecqnn35q8+3Lhbq2xMbGnj59+uDBg6dOnfr7778dvbZ88skn7pm0Bg0aODeKdM4deQoAALyRWoxeuXLF4GLi7NmzixYt6tu3b506dXLpt3r16p07d549e7bxndxV13YmxH7qU9Ri104NRti/0ZfmF6kvNTW1WrVqnh1FkO0bfWk+mPrUD4/NIWdy/vz5hQsXql/wevXq5dJvRESESmhr1qy5ffu22QKqVq3qhnmbNGmS2bKztXnzZjeMBQAAeIulS5caWUMcP3582LBhL7zwgqCGSpUqjRs37q+//jJSSVJSUsWKFcUTYiT1xcbGFihQQFyDEUZ2yfeD1JfmBbf77N/oS/O11FewYMHLly/bf+8UFd7mzZtXv359QRkNGjSYM2fO9evXjVSyf/9+4xOVleB0zXv37um+RP1AumEsAADAKxj5Y3xcXFyPHj3sFxMcHKzaMfJAy8aNG8VlGEl9aW78Pli23nrrLSOj8I/Ul5KS4tnbfVOmTLE/Ct9KfaNGjbI/ZHVtGTBggJF62rVrFxMTY7+k7t27G6knJ+XLlxdU1bt3b8Gr2rZt6+hYAACAtxD8UTmTRYsWhYeHGyypSJEiM2bMsFmV0rJlS1kBplKfZ2/3mToO2z9Sn7JmzRpPDcHIjb40n0p9FSpUsPmosHr5F198Ybww+/H71q1b6g01Xli6wYMH65Z06tSp/Pnz379/X/eFP/zwg3MDAQAA3mLgwIG6q4SMHj9+3K1bN4dqa9asmc2NGS5fvlywYEFB16ZSn9K/f3/jM2PFm2++aWoIfpP6PHi7z8iNvjSfSn3r1q2zM9IrV67UqlXLodpUy3FxcXbKczQs7d27V7eeyZMnqxeuXbtW94XqGuvcQAAAgFcoUaJEQkKC7iohXWxsrHPLMpfnnnvujz/+EFeojBw5UtCvwdTnqdt9pm70pflR6lNWr17t/vpN3ehL853U17hxYzvD3LVrV9GiRR2tsGLFinaOEExNTXXo9yIsLCw5OVm3HlcxH330kWAsDRs2dGIgAADAW9jZJu7atWtly5Z1Q5GFCxf+7bffxHWqWKtWUbqdGkx9Sr9+/ZyYmVy0bNnSYP3+lPo8crtv8uTJpur3ldRnZ1fenTt3BgcHu6FIlcZ///13cZ0///yzE1V16dJFt5L4+HjXa4sVKyZIjFOmTHFiIAAAwCsUKFDg7t27uusDF7X0rF27tttKVYuzixcvykpNE22pYjb1uf92n8EbfWn+lfqUVatWubN4gzf60nwk9b300kviAZ44caJw4cJuK7Vo0aLiQ2tSU1MrV65svCTBifaLFi1Kf7ng26FnzpwxPgoAAOAtunXrprs4SPfxxx+7udqqVauKd4Y4f/68bndmU1+a7fMDtbzxxhtmi/ez1Ofm231mD16zk/rOnTun212hQoUEHf3444+y0d2/f79cuXLiAcrUqVPnn3/+kRU8depUs8XIdmRp3759egufffaZYCDly5c3OxAAAOAtjh49KlgcKHv27PFIwQMGDJAVrLz++utafRlPfe683Wf2Rl+a36U+5aeffnJP5WZv9KX5QuorWrTo48ePZaNz+kSEnIivLfHx8fny5TNYieBPNklJSSEhIektqNgsGMiQIUMMjgIAAHiLunXrClYGaU8fkytdurSnylaBU1b2+vXrtToynvqUqKgoh6YloxYtWhiv3P9Sn9tu902cONFs5d6f+oYNGyYb2rZt28RDs0/8IGKnTp0MlhEdHa1bwJYtWzI1IjiMZ9++fQZHAQAAvMWcOXN0lwUuQ4cO9WDZlSpVevLkiaDs5OTkIkWKWO/IidTnntt9v/76q/HK/S/1KStXrnS67PDwcLM3+tJ8IfWdOHFCMC71G+r+73ZmpH7IBWWnmf7ug+Ahw6x/TpowYYJuI2r+ixUrZnAgAADAK8i2LE9ISHDnRgvZWrBggaBypUOHDtZ7cSL1KX369HFuZpRGjRo5UbZfpj433O4TLL7z5OWpr2zZsrJxLVmyRDwuU7Zu3apVc3x8/Nq1aw0eyPnyyy/rzltqaqq6WGVqR/ZVjo8++sjUQAAAgFcoX768YE2gjB071tO1/89TK7LbfVqnKjuU+py+3bd//34nyvbL1KcsX77cuZrDw8PtHIaZEy9PfVFRUYJBqehSvXp18bhMadKkiZX5371795dfflmnTh3jx0uMGTNGd+qOHj2abVM3b97UbUolWLPDAQAAHjZ48GDdBYFLyZIlPV37/1i4cKGg+OvXr1vvwqHUl+bk9qcO3ehL89/U5+jtvvHjxztRs5envg0bNggGtXPnTvGgzDp//ny2FR47dmzKlCnNmzd3tHfBwaSjR4/Otql58+bpNnX//v38+fM7OkAAAOBWu3bt0l0QKOpVni78fzVt2lRQv1KzZk2LXTiX+mJjY81u+pful19+cahmf019yrJly5wo2KEbfWnenfpUZkhKShIMqkePHuJBmZVxKxqVAFV26tChg3o33dB1qVKlUlNTdacup2vam2++KXgj1KvcMFIAAOAOISEhsm9I9u7d29O1/6/g4OCrV68KhjB8+HCLXTiX+tKcmUnnbvSl+XXqS05OrlSpkvGCx40b51DB3pz6mjdvLhjRo0eP3BOrrHjmmWdWrlzZrVu3smXLurnrfv366U7d33//nVNrsnP/VMp155ABAICDGjdurLsUUP7555+iRYt6uvb/b+bMmYJRbN682WL7jqa+mJgY47f79u3b51zBfpz6lKVLl5qt1rkbfWnenfoEj6Up69atE4/In2zfvl136qKjo3NpcPXq1boN3rhxw23jBQAAzurbt6/uUkD59ddfPV34/yE4y1i5ePGixfYdTX1Kr169DM6Gozf60vw99Rm/3Td27FjnqvXm1PfTTz8JRuTck64+JCwsTPAVDHUZzKXNLl26CN6O2rVru23UAADAQbNnzxYsBaZNm+bpwv+PwoULp6Sk6I5Cre8tblfgdOoze7vP0Rt9af6e+tKMHhvg6I2+NO9OfX/88YdgRDVq1BCPyG+89957uvOW5+YrKkmqK55us96wUTMAADBg586duuuANM3D7tzj9OnTgoFY3NDF6dSn9OzZ08g8OH2jLy0AUp/B231ff/21o6V6c+oT3K168OCBeDj+ZMmSJbpTt2bNmjyb3bNnj26zx48fd8N4AQCA4/7++2/ddYBSqlQpTxeemez8hs6dO1tp3A2p79KlS0bm4eeff3a6VL9PfWmGbvc5faMvzYtTn4rNguF4z5kNHhQcHHznzh3dqevatWueLQ8cOFDwppQvX94NowYAAA4KCQkRLAJu377t6cKz8dlnnwnGMmHCBCuNq5Sr1eyOHTsEy/3u3bvbnATZjb5Vq1Zp/fsGDRrYrNOmDz74QKtgwZ0Txf7tvq+++kq305iYGK0vRiYmJorLczT1tWnTRrdxZcaMGeLh+A3BDlvJycnFihXLs+Vy5coJ3pRPP/3UDaMGAAAOqlu3rmAR4J3f+enQoYNgLBY3DNRNfRs2bJCt+G0+3bd3717dThctWqT7bKfH7/Xppr7BgwcLboEuXrzYTpGyG30fffSRVurz2nt9X3zxhW7jyqBBg8TD8RvTp0/Xnbd9+/ZZbFxdvXUb5wYsAAA+r127drorAGXjxo2eLjwbsgR76NAhK40LUp9s0d+tWzfxDAhu9LkeYAuE1BcZGan1kjTbT/eJY79/pD7ZYSrvvPOOeDh+488//9Sdt6FDh1psXLCj7JMnT8LCwhwdMgAAcFbnzp11VwDKnDlzPF14Np555hnBWE6ePGmlcd3n+lzBeOLEibr12LndJ7idtXz58iD9fVw9nvp0n+v77LPP1KsOHDig9Srlxx9/lFUoy/yuQwv8I/XNnz9ft3GlVq1a4uH4hypVqgjm7fnnn7fYvpphQfudOnVydNQAAMBZapUpWAGMHj3a04VnTzAWi3uoyFJfiRIlEhMTdUv66KOPBGMX3OhLSUmpVq1aUMCkvrfeekvrVWk2bvep3xHdvmJjYwsUKBDkL6lv+fLluo0r5cqVEw/HPwwbNkx30s6ePavVxZUrV3S7cP15CAAA+KrBgwfrfvwrn3/+uacLz15SUpLuWK5du2alZVnqU6ZNm6Zbkux2n2BP9rVr17peGyCpTzl58qTWC9OePveoW57sRl/6nhn+kfo2bNig27hiZUsS/3bw4EHdSZs6dapWF9HR0bpd3LlzJzg42KEhAwAAx40cOVL341/p27evpwvPXnx8vO5Y1OrcSsvi1KdeKMiiVjZhz6hevXq6XaSmpkZERLheHjipT/Agq+B236hRo3R7uXnzZkhIiOvl/pH6du3apdu4YnM3I1+nQq/6xdSdtEaNGmn10qJFC8Fb06xZM4dGDQAAHDdp0iTBx7/sK4hucPXqVd2xPHnyxErL4tSnzJ07V7eqmJgYrb+s7969W7eLzZs3p788cFJfkOh23w8//GC9tsKFCwv++jBkyJD0Fvwj9QnuWVn8ZfRjPXv21J009cOmexcuf/789+/f1+1o1qxZDo0aAAA4bsqUKbqf/WmWTzZ3PxWWBMOx0rKd1Kdeq5azulV9+OGHFkctuNGnpN/oCwqw1NexY0et16Y9TSPWnzcT3D9XC/f0G31B/pL6Dh8+rNt4UlKSeCz+QfC12CVLlgg6WrlypW5HV65cMT5eAADgJoLN5dP+u9OgF7px44buWCwumu2kPuX777/XLez8+fMW/4Qv+Crdjh07MrYQUKlPzaqaW62XKwsXLrRSmOxG3/DhwzM24h+pT7CjbJq1P8H4K5X8Bd8G79Chg6Av3bNPXGrUqGF81AAAwB0+//xzwWf/wIEDPV149u7du6c7lri4OCst20x95cqVS05O1q2tS5cueRYmu9GnXpWxkYBKfUrXrl21Xp5m+XbfiBEjdFtOSEhQWTFjI/6R+jZt2qTbuJJpKgLK22+/rTtd4pP01KsEX0AYOXKk8VEDAAB36NOnj+4Hv/Lll196uvDspaSk6I4lJibGSss2U5+yePFi3dqs3O7buXOnbrN79+7N1Eigpb58+fIJvgy8YMGC3KuS3ej7+uuvM7XjH6lvxYoVuo0rpUqVEg/H16kfMN3p2r59u7g7waXj8OHDBscLAADcR3ZK+7hx4zxdeDYKFiwoGIujp7RnVKlSJUEozf0RStmNvubNm2dqJ9BSn9K7d2+tFtIs3O4bPny4bpuJiYnh4eGZ2vGP1Cc7pb1ixYri4fg6wRfU+/fvL+7u008/1e0uNTU1kGM5AAA+rG3btrof/Mp3333n6cKzUaFCBcFYDh06ZKVx+6kvSLSDQu63+3bs2KHb4NGjR7O2E4Cpr0CBArGxsVqNKN9//31OJclu9E2ePDlrU/6R+mbMmKHbuNKgQQPxcHxa/fr1BdOlrkviHlV+E/TotQ91AwCA3DRr1kzwwZ9pLxAv0bRpU8FYdu7caaVxI6mvWrVqgtt9KuFkW5LsRl+rVq2yNhWAqU/p37+/ViNpud7uk93oK1GiRNam/CP1jRs3TrfxtJx/2v2e4BCd48eP2+z0999/1+10y5YtRsYLAADcqmrVqrqf+sqff/7p6cKzITjqSlm8eLGVxo2kPmXdunW6FeZ0u2/79u26TeX0ddbATH0FChS4efOmVjtpOdzolt3omzFjRraj84/U17dvX93GlREjRoiH49NOnTqlO1djx4612emYMWN0O01KSsp4yggAAPAZjx8/Fnzw654L7AYTJkzQHUia5Z1pTKW+iIiI1NRU3SI/+OCDTO3IbvS988472VYVmKlPUf9dq520HG73qZ8i3XbUL1FOX8/zj9TXpEkT3cbTLJ+Q4WfKly8vmKvatWvb7LdmzZqCftu3b29k1AAAwK3Onj0r+OCvXr26pwvPTAUt51YwplKfsnXrVt0is97u27Ztm6CRnEoK2NQXEhIiuEc3b968jI3IbvR9++23OY3OP1JfeHi4buPKkSNHxMPxXYMHD9adqBs3bhjp+sqVK7pdL1q0yEjXAADArTZs2KD7qZ/mlc/037lzRzCQqlWrWmncYOqT3abr1KmTzRay3jBMF7CpL0h0my7T7b5hw4bZbCET/0h9iiAM//PPPwULFhSPyEft2bNHd6J27tzZwgTBH6Fu3rzp6QkDAAD6pkyZovupn2b5cTi3qVKlimAUavFtsX2DqU/ZtWuXbqkZb/cJbvTFxMTk8qXcQE59hQsXTkhI0GotLcPtPtmNvtyP/vOb1Hfo0CHd9pWmTZuKR+SLwsLCkpOTBRPlQa+++qqnpw0AAGjq3r274FPf2zZ06datm2AUZ8+etdi+2dQXGRkpqLZjx45B0ht9an5yqSeQU1+QaE+L9Jt1X3zxhe5r1RK/UqVKudTjN6lv8eLFuu0ro0aNEo/IF3Xp0kUwS541ZcoUT08bAADQJNvGU8l95epmP/30k2AI1u9Ymk19yr59+3SrdT2YJ/hGVkxMTL58+XIpJsBTX3h4uOB2X3R0tOxG35IlS3Ifnd+kPtk2ngcPHhSPyBetWrVKMEueZf3vZQAAwIsIjqtO86Y91tVK9NGjR4IhdO7c2WIXxlNf8+bNBQVPnDhR8KrevXvnXkyAp74g6Qawsm9H5/nnEr9JfWqkuu0rqampZcuWFQ/KrMqVK6vLowrqH330UenSpY23nz9//vv37wtmyeOqVKlifDYAAICzFi5cKPjUV2tTTxf+v1R4E9SvFpfFixe32IXx1KccPXpUULYutWYtUKBA7pWQ+kqUKJGYmKjVpsyqVavyHJ3fpD7lwoULul0oX3zxhXhQZk2fPj29KnXFOHPmzNy5c9u1a1ekSBEj7bdo0UIwP95g6NChRmYAAAC4z/vvvy/74K9Ro4ana/8fgt1NlN9++816F06kvjZt2gjK1vXpp5/mWQmpT5k2bZpWmwIqNlSrVi3PSvwp9X377be6XSinT58WD8qsuLi4nIo8dOjQ+PHjmzRpYqf96Ohowfx4g19++cXUJAMAADcpUqSI4OhwZeXKlZ6uPUgto2XFa21I4ETqU06ePCmo3LqbN2+GhITkWQapL+jpW5yUlKTVrK4NGzZYGZ0/pb727dvrduHSrl078bhM6dChg5VSHzx4sH379qFDh9asWVO3C8FxeV4iOTm5WLFiTkw7AABw0JEjRwQf/CkpKZUrV/Zs5atXr5atWrQ2iHco9VlcVooNGTLEShmkPpe5c+dqNasrIiLCShn+lPqKFCmi24XL8ePHxeMyRdWgW3ZcXFyeu/WkUylRNjleIvedgQEAgDdS8UD2wb906VIPll2tWjWVPAVlq8VZ7ttaZuJQ6gsODj5//rygfivi4+MLFy5spQxSn0u5cuWePHmi1bJ127Ztszg6f0p9yubNm3V7cWndurV4aPZ99NFHsrKtXxK/+uorWRdeYu3atY6+BQAAwLzixYs/fvxY8MGvQlejRo08Vfavv/4qW6+MGzdOqyOHUl+QdCsaK6xvskrqSzd//nytlq2rV6+exRr8LPWp8Kbbi8vFixcF3RkRGhp68+ZNWdkNGza02MuxY8dkXXiJ+/fv58+f39E3AgAAmLd06VLZZ//Vq1dN7WinZcCAAbKCVVJ99tlntfpyLvUFBwfHxMTIBpKLhIQEizf6gkh9GZQrVy45OVmrcSv27NljfXR+lvrUT7jsbBjl+++/F4/OjgULFsgKPnnypMUuSpUqJXsg2au89dZbjr4RAADAvNdee0382b98+XI3V1u1alXZGX1pOpEsnXOpT+nRo4dsILkYO3as9QJIfRktWbJEq3ErIiMjrRfgZ6lPGTVqlG5H6dz/Pc9u3bqJq42KirLYS79+/cS9eI/vvvvOybcCAAA44+zZs+KPf3cesfXMM89cunRJXKrg79OOpr58+fKJb4ZkKzExMTw83HoBpL6MKlWqJHtYNCe//vqr1uj8L/WpX59//vlHty+Xe/fu1apVSzxGXaov2Xfd055+4zE0NNRiR7LzZrzNjRs3HH07AACAI2z++XnYsGFuKLJEiRJ20qmKi4JOHU19SlRUlHhEWU2ePFmrd1JfJitXrtRqP3ctW7bU6t3/Up+yatUq3b7S3b171z3BT/Vy69YtcZ3R0dEWOwoJCXFu3yA3q1OnjqNvCgAAMC9//vw2nzFbsGCBlQPixKpWrXrx4kU7FXbq1EnQr9Opr0CBAqZu9yUmJqpgrNU7qS8T8d6wWR09elR3dH6Z+ipVqiS+3Zf29Daa04+QNW/e/MGDB+IK1e9d2bJlLfbl9JEt7qS7MxYAAPAKrVq1srkIOHny5PPPP+9EbS1btlSLPzu1HT58WNa106lPGThwoJ2hpZsxY4Zu16S+rNatW6fVRU7atm2r27Vfpj5l6tSput1l4tzXyMVbQ6UbOnSo9e4Ez46eOXNmovPUFVK3MG84WREAAEhs2bJF94M/k6SkpK+//tpgSSp0RUdH26xKefHFF8UFaHUkSH0hISHizeLTqZlXpep2TerLKiIiwv4Wi9Z3dMzIX1NfWFjYjRs3dHvMZP369eXKlRPXkFX16tUPHjxos6pTp05Z7zE4OPjOnTu6XQwcONDgqHMiuwlZvnx5N9QGAAAMq1SpkuCDP6vLly937NjRZjFlypSZPn26CjP265kzZ464DDekPuWLL76wOcZvv/1W0C+pL1tbt27V6iWr999/X9Cvv6a+IBtHn2ekrgZGvlVYtmzZadOm2a9HefXVV633GxkZKejCPclK9sDhgAED3FAbAAAwb8qUKYJ1SbbUEk2tnnv37l2tWjWtGtq1a2d/2Z3u9u3bRYsWFU+Ie1Jf4cKF4+PjxWNUyzXZbRBSX7bq1aun1Usm58+fDw4OFvTrx6lP+e2333Q7zVZCQsLatWu7d+9esmRJ3Rpef/31devW2XnOMKMff/xRq3dB1Dxx4oTuGMUEV91du3a5rTwAAGDY8ePHdT/786QWavv27Zs+ffonn3zy1ltv1ahRw9VX6dKlq1ev3rBhw/fee08tifbv329nW4Vs2Tz1yz2pL8jeyWYLFy6UdUrqy8nu3bu1Osroww8/lHXq36nv+eefV9cB3X5zd/bs2Z9++mno0KFvvPFGnTp1qlSp4trQqHjx4pUqVXr55ZebNGnSs2fPOXPm7N279969ewa7/vPPP7VOSVHUS3R7mTBhgs1pt65Pnz665T158iQsLMxtFQIAAJPKly9vZxNzr6KilM3ZcFvqUytI2Zo4OTlZLXBlnZL6ciL7Mp4SExOTL18+Waf+nfqUt956y+yJiJ4SHx//3HPPaY1dJVJBR/Xr17c/7RaVKlVK8ETrBx984LYKAQCAYY0aNTL1JSgP2rJli/2pcFvqU8aNGycY5pIlS8Q9kvpy8csvv2j15dKzZ09xj36f+pRhw4bpdu1t1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");
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");
  background-repeat: no-repeat;
  background-position: center;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
}

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


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

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


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

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

.mica-logo {
    height: 22px;
}

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

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

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

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

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

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

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

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

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

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


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

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

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

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

<body>



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

<div class="page" style="height:279mm">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            $OM 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">
            $OM MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>General information</h2>

    
    
    
    

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

       <tbody><tr class="indent">
        <td class="numbering">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>2026-09-09</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">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 offer 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>$OM is the official Fan Token of Olympique de Marseille (hereinafter referred to as “Olympique de Marseille” or the “Team”). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (“FTM”, the “Issuer”, or the “Offeror”) (previously Socios Technologies AG) in partnership with Olympique de Marseille. </p>
<p>$OM 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, $OM may provide access to more traditional benefits such as participation in binding and non-binding surveys related to the Team, hospitality and ticketing privileges, discounts on official products, exclusive signed merchandise and real-life experiences (e.g., Meet &amp; Greets, museum and stadium tours or stadium announcer experience), subject to availability and eligibility. $OM 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 $OM Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the ‘Socios.com’ utility platform (hereinafter the “Platform”), or based on instructions from the Team. </p>
<p>$OM 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, $OM 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> 250,000 $OM offered to the public x amount of $CHZ equivalent to USD $0.41 per $OM = Amount of $CHZ equivalent to USD 102,500. </li>
<li><strong>Total number of $OM tokens offered to the public:</strong> 250,000 $OM. </li>
<li><strong>Subscription period:</strong> i) 2026-10-14 at 11:00 CEST to 2026-10-15 at 11:00 CEST or ii) until all offered $OM are sold, whichever occurs first. </li>
<li><strong>Minimum subscription goal:</strong> Not applicable. </li>
<li><strong>Maximum subscription goal:</strong> USD 102,500 </li>
<li><strong>Issue price:</strong> USD $0.41 worth of $CHZ tokens per $OM token. </li>
<li><strong>Subscription fees (if any):</strong> 0. </li>
<li><strong>Target holders of tokens:</strong> The public offer is exclusively targeted to retail investors with special emphasis on football fans and members of the Chiliz Chain ecosystem community. </li>
<li><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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            $OM 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%;">
            
<p>N/A as LEI is provided in A.6</p>


</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%;">
            
<p>N/A as LEI is provided in A.6</p>


</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%;">
            
<p>N/A as LEI is provided in A.6</p>


</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%;">
            
<p>N/A as LEI is provided in A.6</p>


</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><strong>Total Current Assets:</strong> CHF 97,830,038. </li>
<li><strong>Total Non-Current Assets:</strong> CHF 647,756. </li>
<li><strong>Total Assets:</strong> 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><strong>Total Short-term Liabilities:</strong> CHF 85,358,382. </li>
<li><strong>Total Long-term Liabilities:</strong> CHF 0. </li>
<li><strong>Total Liabilities:</strong> CHF 85,358,382. </li>
</ul>
<p><strong>(C) Shareholders' Equity</strong></p>
<p><strong>Total Shareholders' Equity:</strong> 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 • 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%;">
            
N/A

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

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            <img alt="" 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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_28" 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_29" name="mica:NameOfOtherTokenProject"><p>$OM 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_30" name="mica:NameOfOtherToken"><p>$OM 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_31" name="mica:OtherTokenProjectAbbreviation"><p>$OM</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_32" name="mica:DescriptionOfOtherTokenProjectExplanatory"><p>$OM is the official Fan Token of Olympique de Marseille, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology. </p>
<p>$OM 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. $OM 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 Olympique de Marseille's non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $OM 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, $OM 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_33" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">Fan   Token   Managem ent 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_35" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">Zug</ix:nonNumeric></td>
      <td class="D5_table"><div style="-ix-hidden:mica_DomicileOfCompanyInvolved_0">Switzerland</div></td>
    </tr>   <tr>
      <td class="D5_table"><ix:nonNumeric contextRef="c-person-d5-1" id="intro_fact_37" 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_39" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">Msida</ix:nonNumeric></td>
      <td class="D5_table"><div style="-ix-hidden:mica_DomicileOfCompanyInvolved_1">Malta</div></td>
    </tr>   <tr>
      <td class="D5_table"><ix:nonNumeric contextRef="c-person-d5-2" id="intro_fact_41" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">Olympique de   Marseille   SASP</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_43" name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken">Marseille</ix:nonNumeric></td>
      <td class="D5_table"><div style="-ix-hidden:mica_DomicileOfCompanyInvolved_2">France</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_45" 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_46" name="mica:DescriptionOfPastMilestonesExplanatory"><p><strong>Past milestones</strong></p>
<p>The $OM Fan Token project is new and is in its early stages, with key milestones yet to be achieved.</p></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_47" name="mica:DescriptionOfFutureMilestonesExplanatory"><p><strong>Future milestones</strong></p>
<p>Below is a timeline highlighting key milestones for the token:</p>
<ul>
<li><strong>2026-09-09:</strong> Notification of this crypto-asset white paper. </li>
<li><strong>2026-10-08:</strong> Publication of this crypto-asset white paper. </li>
<li><strong>2026-10-14:</strong> Beginning of the subscription period. </li>
<li><strong>2026-10-15:</strong> End of the subscription period. </li>
<li><strong>2026-10-21:</strong> Beginning of the claim period. </li>
<li><strong>2026-10-28:</strong> End of the claim period. </li>
<li><strong>2026-10-28:</strong> Final airdrop for unclaimed $OM </li>
<li><strong>2026-10-28 onwards:</strong> Following conclusion of the public offer and distribution of the tokens purchased, FTM will retain control and management over the non-circulating supply of $OM. 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 $OM 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.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_48" 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 Olympique de Marseille 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_49" 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 $OM.</p></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $OM 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 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_51" name="mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory"><p>The public offer aims 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. $OM 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_52" name="mica:FundraisingTargetExpressedInCurrency" unitRef="USD">102500</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>N/A</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_53" name="mica:MaximumSubscriptionGoalsExpressedInCurrency" unitRef="USD">102500</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%;">
            
N/A</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_54" 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_55" name="mica:IssuePrice" unitRef="pure">0.41</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_56" 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_57" 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_58" 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_59" name="mica:OfferPriceDeterminationMethodExplanatory"><p>The issue price is determined by the amount of $CHZ tokens equivalent to USD $0.41 and 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_60" name="mica:TotalNumberOfOfferedOrTradedOtherTokens" unitRef="pure">250000</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_62" name="mica:HolderRestrictionsExplanatory"><p>The public offer is only available to registered Socios.com users. The terms and conditions of the platform provide a list of restricted jurisdictions, and therefore, users located in any of the following jurisdictions will not be able to participate in the public offer: Afghanistan, Burundi, Central African Republic, China, Congo, Democratic Republic of the Congo, Cuba, Guinea-Bissau, Iran, Iraq, Korea (DPRK), Lebanon, Libya, Myanmar, Pakistan, Russian Federation, Somalia, South Sudan, Sudan, Syrian Arab Republic, Venezuela (Bolivarian Republic of), Yemen and Zimbabwe.</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-true" id="fact_63" name="mica:ReimbursementNotice"><p>Purchasers participating in the offer to the public of crypto-asset will be able to be reimbursed if the minimum target subscription goal is not reached at the end of the offer to the public, or if they exercise the right of withdrawal provided for in Article 13 of Regulation (EU) 2023/1114 of the European Parliament and of the Council or if the offer is cancelled.</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_64" name="mica:RefundMechanismExplanatory"><p>In the events described under section E.15 above, participants will be refunded their $CHZ contributions in full through the following mechanism: </p>
<ul>
<li><strong>Minimum target subscription is not reached:</strong> There is no minimum target subscription for the public offer of $OM. </li>
<li><strong>Withdrawal right:</strong> $CHZ contributions from EEA-based participants raised during the public offering will be transferred to SES, a CASP authorised by the Malta Financial Services Authority (MFSA) in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. </li>
<li><strong>Refund Process Cancellation:</strong> If the public offer is cancelled for any reason, all $CHZ contributions collected during the offer will be transferred back to the participant’s Socios.com Wallet. Such transfers will be initiated by the Offeror and do not require any requests from participants. </li>
<li><strong>Alternative Refund Mechanism:</strong> No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">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_65" name="mica:RefundTimelineExplanatory"><p>In case of cancellation of the public offer, or if the minimum target subscription is not reached, refunds will be initiated within one (1) business day following announcement of the cancellation of the public offer. Withdrawal requests from EEA-based participants will be initiated immediately and processed once the refund transaction is confirmed on the Chiliz Chain.</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_66" name="mica:DescriptionOfOtherTokenProjectPhasesExplanatory"><p>The public offer of $OM shall begin with the opening of the subscription period indicated in this white paper, and end upon the closing of such subscription period. The public offer for $OM is structured to ensure equal access for all participants. The public offer comprises two distinct phases: </p>
<ul>
<li><strong>Wave 1 (from 2026-10-14 at 11:00 CEST to 19:00 CEST):</strong> Participation limited to 100 $OM tokens per participant. </li>
<li><strong>Wave 2 (from 2026-10-14 at 19:00 CEST to 2026-10-15 at 11:00 CEST or until all offered $OM tokens are sold):</strong> Participation is no longer limited. </li>
</ul>
<p>Starting from 2026-10-21 at 11:00 CEST, participants’ final $OM Fan Token allocation will be made available for participants to claim on the Platform via their Socios.com Wallet. Participants will be able to claim their $OM until 2026-10-28 at 11:00 CEST. Upon the expiry of this period, any unclaimed $OM will be airdropped to participants who did not exercise their right to claim within the claim window.</p></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_67" 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_68" 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_69" name="mica:SubscriptionPeriodBeginning"><p>2026-10-14</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_70" name="mica:SubscriptionPeriodEnd"><p>2026-10-15</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_71" name="mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory"><p>To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA: </p>
<ul>
<li><strong>Custodian Oversight:</strong> $CHZ contributions from EEA-based participants raised during the public offering will be transferred to SES, a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. SES is responsible for safeguarding $CHZ contributions until the conclusion of the public offer and any refund processes. </li>
<li><strong>Refund Mechanisms:</strong> Participants have the right to withdraw their $CHZ contributions during the subscription period by submitting claims and following the refund mechanism described in Section E.26 - ‘Right of Withdrawal’ of this white paper.</li>
</ul></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_72" name="mica:PaymentMethodsForOtherTokenPurchaseExplanatory"><p>The only accepted payment method is $CHZ tokens. Through the Platform, participants may acquire $CHZ tokens through third-party on-ramp service providers, such as MoonPay, Banxa, and AlchemyPay, amongst others, subject to availability in their jurisdiction. No other payment methods, including fiat currencies or any other cryptocurrencies, are accepted during the public offer.</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_73" name="mica:ValueTransferMethodsForReimbursementExplanatory"><p>In case of cancellation of the public offer or exercise of their withdrawal right, participants will be entitled to a refund in kind by delivery of their $CHZ contributions to their Socios.com Wallet in accordance with the procedures set forth in Sections E.16 and E.26 of this white paper.</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_74" name="mica:RighOfWithdrawalExplanatory"><p>During the subscription period, participants have the right to withdraw their participation without incurring any fees or costs and without needing to provide any reason. Participants have until the end of the subscription period to withdraw their $CHZ, and no reimbursement claims submitted after this deadline will be processed nor approved in any event. Participants can withdraw their participation from their Socios.com Wallet’s transaction history, where a "Cancel" button will be available next to the relevant transaction entry. Upon selecting this option, participants will be prompted to confirm their cancellation request. Once confirmed, a new transaction entry will appear in the transaction history, confirming the request is being processed. The refund process will be initiated immediately, and the corresponding $CHZ contribution will be returned to the participant’s Socios.com Wallet, with the refund being processed as soon as the relevant transaction is confirmed on the Chiliz Chain. The exact timing of the refund will depend on network conditions, but the process is designed to ensure the fastest possible settlement.</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_75" name="mica:TransferOfPurchasedOtherTokensExplanatory"><p>Following the conclusion of the subscription period, $OM tokens will be made available for participants to claim on their Socios.com Wallet, by interacting with the ‘claim’ function of the smart contract deployed by FTM for the distribution of $OM and made available to participants on the Platform.</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_76" name="mica:TransferTimeSchedule"><p>$OM tokens will be made available for participants to claim on the Platform from 2026-10-21 at 11:00 CEST to 2026-10-28 at 11:00 CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026-10-28 at 14:00 CEST.</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_77" name="mica:PurchasersTechnicalRequirementsExplanatory"><p>To participate in the public offer, prospective holders must have a registered account on the Platform and set up their Socios.com Wallet to receive $OM Fan Token. As a non-custodial wallet solution, participants are responsible for securing their wallet credentials, including private keys and recovery phrases, to ensure the safety of their assets.</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_78" 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_79" 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_81" name="mica:TradingPlatformsName"><p>Following the distribution of $OM to participants in the public offer, FTM reserves the right to seek admission to trading of $OM 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_82" 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_83" 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_84" name="mica:DescriptionOfInvolvedCostsExplanatory"><p>The costs are exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees will be subsidised by FTM, meaning that participants will not be required to pay gas fees when purchasing $OM Fan Token during the public offer, or to claim their $OM tokens during the claim period. No hidden or imposed fees apply to the subscription for $OM.</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_85" name="mica:DescriptionOfOfferExpensesExplanatory"><p>The resources allocated to $OM public offer are primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, compliance with applicable laws, and comprehensive project planning to facilitate the token launch. In addition to these resource commitments, certain financial expenditures will also be incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain.</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_86" name="mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory"><p>No conflicts of interest have been identified by FTM in relation to the public offer of $OM 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_87" 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_88" name="mica:CompetentCourtForOtherTokenOfferExplanatory"><p>Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the public offer of $OM, including the validity, invalidity, breach or termination thereof, 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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            $OM MiCA White Paper
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        <div class="header-logo">
            <img alt="" 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"/>
  
     
        </div>

    </div>





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

    
    
    
    

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

       <tbody><tr class="indent">
        <td class="numbering">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_89" name="mica:OtherTokenType"><p>$OM falls within the definition of crypto-asset set forth in Article 3 of MiCA, as it is a digital representation of a value or of a right that is able to be transferred and stored electronically using distributed ledger technology or similar technology. </p>
<p>$OM is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $OM 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, $OM 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_90" name="mica:InformationAboutOtherTokenFunctionalityExplanatory"><p>$OM 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 $OM 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 $OM. </p>
<p>$OM 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. $OM 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, $OM 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_91" name="mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory"><p>$OM 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 $OM Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $OM 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_94" name="mica:DescriptionOfOtherTokenCharacteristicsExplanatory"><p>$OM is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 20000000 tokens. $OM can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $OM Fan Token holders can use $OM 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_95" 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_96" 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_97" name="mica:OtherTokenOfferStartingDate"><p>2026-10-14</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_98" name="mica:OtherTokenWhitePaperPublicationDate"><p>2026-10-08</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_99" 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_100" 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_101" name="mica:OtherTokenDigitalTokenIdentifierCode"><p>2MR8CFBFR</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_102" name="mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier"><p>J1Q1XL4MM</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_103" 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_104" 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_105" 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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            <img alt="" 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"/>
  
     
        </div>

    </div>





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

    
    
    
    

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

       <tbody><tr class="indent">
        <td class="numbering">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_108" name="mica:InformationAboutPurchaserRightsAndObligationsExplanatory"><p><strong>Rights of the purchasers:</strong></p>
<p>Ownership of $OM 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 $OM, 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 have the right to claim their $OM allocation based on their $CHZ contribution as determined at the end of the subscription period. </li>
<li>Purchasers have the right to withdraw their participation and request a full refund of their $CHZ contribution without fees or penalties before the end of the subscription period. </li>
<li>Purchasers are guaranteed equal access to the public offer, ensuring fairness and preventing over-concentration. </li>
<li>Purchasers have the right to access specific fan engagement functionalities associated with $OM Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties. </li>
<li>In the event of public offer cancellation, all participants are entitled to a refund. Upon cancellation of the public offer, $CHZ contributions will be transferred by FTM directly to the participants’ Socios.com Wallet. </li>
<li>Purchasers have full control over the purchased $OM 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 must create an account on the Socios.com Platform and set-up their Socios.com Wallet to be able to participate in the public offer. By doing so, participants must comply with the terms and conditions of the Platform and any other terms made available to participants on the Platform. </li>
<li>Participants are responsible for securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to safeguard their assets. </li>
<li>Participants must ensure that their participation in the public offer is not in violation of any laws, regulations, or rules in their country of residence or domicile. If there are any local legal restrictions, prospective purchasers are expected not to participate in the public offer. </li>
<li>Participants are required to be at least 18 years old, or of the minimum legal age to obtain and hold crypto-assets, according to the laws of their jurisdictions. </li>
<li>Participants must have read, understood, and accepted the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase. </li>
<li>Participants are required to claim their $OM Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $OM Fan Token allocation during this period of time, FTM will airdrop the participants’ allocation directly into their Socios.com Wallet on a specific date following expiration of the claim period.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">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_109" name="mica:ExerciseOfRightsAndObligationExplanatory"><p>Participants can exercise the rights and obligations described in this white paper exclusively through their account on the Platform and the Socios.com Wallet associated with such an account. Participants’ rights in relation to their participation in the public offer, claim of $OM Fan Token, withdrawal right during the public offer, right to access fan engagement functionalities available for $OM on the Platform, and right to receive their $CHZ contributions in case of a cancellation of the public offer, can be solely accessed and exercised through the Socios.com Wallet address associated with their account on the Platform and through which participants initially participated in the public offer. These include: </p>
<ul>
<li><strong>Right to withdraw:</strong> Participants who wish to withdraw their $CHZ contributions during the public offer may do so by selecting the ‘cancel’ option available for the purchase transaction within their Socios.com Wallet’s transaction history. Upon such requests, SES will transfer back to FTM the participants’ $CHZ contributions, and FTM will execute the refund transaction directly to the participant’s Socios.com Wallet. </li>
<li>
<strong>Right to be refunded in the event of public offer cancellation:</strong> All participants are entitled to a refund of their $CHZ contributions in case the public offer is cancelled by FTM. Upon cancellation of the public offer, FTM will be responsible for returning participants’ $CHZ contributions directly to the participants’ Socios.com Wallet.
</li>
<li>
<strong>Rights to claim $OM:</strong> Participants’ rights to claim their $OM Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026-10-21 at 11:00 CEST and terminate on 2026-10-28 at 11:00 CEST. During this claim period, participants are responsible to claim their $OM Fan Token allocation from the smart contract deployed by FTM. Upon such user-initiated claim function, the smart contract will execute the distribution of the participant’s $OM Fan Token allocation to the participant’s Socios.com Wallet. Any $OM Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.
</li>
<li><strong>Ownership rights of $OM:</strong> Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $OM tokens upon claiming their $OM Fan Token allocation or upon receiving such tokens via airdrop in case they did not claim their $OM allocation during the claim period. Token holders can exercise such rights through their Socios.com Wallet or any other non custodial wallet compatible with the Chiliz Chain.</li>
</ul></ix:nonNumeric>
</td>
    </tr><tr class="indent">
        <td class="numbering">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_110" name="mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory"><p>No modifications to the rights and obligations of purchasers are anticipated or planned. The terms of the public offer, including purchasers' rights and obligations, are enforced through the smart contract deployed by FTM and transparently communicated in advance, offering full predictability for all participants. In the event of unforeseen circumstances requiring modifications to purchasers’ rights and obligations, participants will be notified promptly, and any changes will comply with applicable regulatory requirements to protect purchaser interests. </p>
<p>Notwithstanding the above, FTM reserves the right to change or amend such terms from time to time. In this case, FTM will promptly inform participants about such changes. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. Participants’ use of the Platform after publication of the amended terms constitutes acceptance of such amended terms. It is the participant’s responsibility to regularly check for such notices and updates on the Platform.</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_111" 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 will act as treasury manager for $OM, retaining and managing the non-circulating supply of $OM (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_112" name="mica:NumberOfIssuersRetainedOtherTokens" unitRef="pure">19750000</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_113" 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_114" 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_115" name="mica:OtherTokensPurchaseOrSaleModalitiesExplanatory"><p>Upon conclusion of the public offer, it is expected that $OM Fan Tokens will become tradable on DEXs. Token holders can interact with such third party DEXs by connecting their Socios.com Wallet or any other non custodial wallet which is compatible with any blockchain network on which $OM Fan Token can be stored and transferred. FTM further reserves the right to seek admission to trading of $OM on MiCA compliant trading platforms.</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_116" name="mica:OtherTokensTransferRestrictionsExplanatory"><p>No lock-up period in place. Tokens may be freely traded and therefore unlocked immediately upon distribution of the $OM to participants.</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_117" 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_118" name="mica:SupplyAdjustmentMechanismsExplanatory"><p>At the protocol level, $OM token contract does not implement any supply adjustment mechanisms that may affect $OM's total token supply. Nevertheless, FTM reserves the right to periodically deploy and/or promote mint-and-burn activities that may increase or decrease $OM's total token supply. 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.</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_119" 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_120" 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_121" 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_122" 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_123" 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_124" name="mica:CompetentCourtForOtherTokenExplanatory"><p>Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $OM Fan Token including the validity, invalidity, breach, or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</p></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $OM 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_125" name="mica:DistributedLedgerTechnologyForOtherTokenExplanatory"><p>The Chiliz Chain is the distributed ledger technology used for the issuance, storage, and transfer of $OM. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $OM 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_126" name="mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory"><p><strong>Token Standard</strong></p>
<p>$OM 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 token supply are denominated in the token’s smallest unit rather than as whole integers. $OM 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><strong>EIP-2718 (Typed Transaction Envelope):</strong> defines a typed transaction format enabling multiple transaction types to coexist on the same network. </li>
<li><strong>EIP-1559 (Fee Market):</strong> enables type-2 transactions with a protocol-defined base fee and an optional priority fee paid to validators. </li>
<li><strong>EIP-155 (Replay Protection):</strong> 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 $OM 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 the Chiliz Chain and any other EVM-compatible network. </p>
<p><strong>NFT Standards</strong> </p>
<p>Although $OM 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 $OM 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><strong>Dcentralab's Chainport:</strong> converts ERC-20 $CHZ on Ethereum to wrapped $CHZ on the Chiliz Chain. </li>
<li><strong>The Chiliz Bridge:</strong> performs a direct ERC-20 to native $CHZ conversion using paired contracts deployed on both networks. <br/>
</li>
</ul>
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. <br/><br/>
In addition, following the deployment of LayerZero’s omnichain messaging protocol, token holders may have the ability to bridge their $OM Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero’s protocol.</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_127" name="mica:InformationAboutTechnologyUsedForOtherTokenExplanatory"><p><strong>Implementation and Architecture</strong></p>
<p>$OM 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 $OM CAP-20 contract is deployed and executed. </p>
<p><strong>Smart-Contract Platform and Execution Environment</strong> </p>
<p>Smart contracts on the 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 the 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 $OM, users must hold native $CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on the 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_128" name="mica:ConsensusMechanismForOtherTokenExplanatory"><p>$OM does not implement its own consensus mechanism. All $OM 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. $OM 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_129" 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_130" 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_131" 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_132" 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_133" name="mica:AuditOutcomeForOtherTokenExplanatory"><p>Three categories of audit are relevant to $OM. </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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            $OM MiCA White Paper
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            <img alt="" 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"/>
  
     
        </div>

    </div>





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

    
    
    
    

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

       <tbody><tr class="indent">
        <td class="numbering">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_134" name="mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to the execution of the public offering of the $OM Fan Token: </p>
<p><strong>Offer delay, suspension, or cancellation</strong> </p>
<p>There is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund. </p>
<p><strong>Distribution delay from network congestion</strong> </p>
<p>The distribution of $OM may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution. </p>
<p><strong>Short subscription window</strong> </p>
<p>The subscription period runs from 2026-10-14 to 2026-10-15. Retail investors across different time zones may have limited opportunity to review this white paper in full or perform due diligence to make a fully informed participation decision within this window.</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_135" name="mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to FTM as the Issuer of $OM: </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 $OM 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 19,750,000 $OM tokens, representing 98.75% 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 $OM 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_136" name="mica:OtherTokensrelatedRisksExplanatory"><p>The following risks specifically relate to $OM as a crypto-asset: </p>
<p><strong>Compliance with MiCA</strong> </p>
<p>Although $OM is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token’s status or its ability to be traded. </p>
<p><strong>Regulatory uncertainty</strong> </p>
<p>The regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.</p>
<p><strong>Market volatility</strong> </p>
<p>$OM’s value is likely to be highly volatile and subject to market speculation. $OM’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 $OM, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $OM‘s availability or tradability. </p>
<p><strong>Dynamic supply risks</strong> </p>
<p>The operational implementation of mint-and-burn activities for $OM 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 $OM 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 $OM 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_137" name="mica:ProjectImplementationrelatedRisksExplanatory"><p>The following risks specifically relate to the implementation of $OM as a project: </p>
<p><strong>Partnership dependency</strong> </p>
<p>The token functionalities associated with $OM 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, $OM 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 $OM 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 $OM. </p>
<p><strong>Functionality non-delivery</strong> </p>
<p>The features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform specific conditions. There is no contractual guarantee to token holders that any specific utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team. </p>
<p><strong>Platform operational dependency</strong> </p>
<p>$OM 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 $OM‘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_138" name="mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory"><p>The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of $OM: </p>
<p><strong>Blockchain dependency risks</strong> </p>
<p>$OM 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 $OM 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 $OM holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds. </p>
<p><strong>Network security risks</strong> </p>
<p>While Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators. </p>
<p><strong>Transaction finality</strong> </p>
<p>Transactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution. </p>
<p><strong>Scalability issues</strong> </p>
<p>As blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability. </p>
<p><strong>Consensus failures</strong> </p>
<p>Issues with a blockchain’s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses. </p>
<p><strong>Ecosystem dependency risks</strong> </p>
<p>$OM 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 $OM 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_139" name="mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory"><p>Several measures have been implemented to mitigate the risks associated with the technology used to issue and distribute $OM: </p>
<p><strong>Offer-related risks</strong> </p>
<ul>
<li><strong>Short subscription window:</strong> This white paper is published on 2026-10-08, 6 days before the subscription period opens on 2026-10-14, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds. </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 team’s country where Olympique de Marseille's primary fanbase is located. </li>
<li><strong>Supply concentration and dilution:</strong> The total token 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 $OM 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 $OM token holders are governed by the contractual arrangement between FTM and Olympique de Marseille. 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> $OM 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 $OM 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 $OM project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.</li>
</ul></ix:nonNumeric>
</td>
    </tr></tbody>

    </table>
    
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            $OM MiCA White Paper
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            <img alt="" 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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_140" 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_141" 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_142" name="mica:NameOfCryptoAssetSustainability"><p>$OM</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_143" name="mica:ConsensusMechanismSustainabilityExplanatory"><p>$OM does not implement its own consensus mechanism. All $OM 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. $OM 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_144" 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_145" name="mica:BeginningOfPeriodToWhichDisclosedInformationRelates"><p>2026-09-09</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_146" name="mica:EndOfPeriodToWhichDisclosedInformationRelates"><p>2027-09-09</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_147" name="mica:EnergyConsumption" unitRef="kWh">48.20178</ix:nonFraction>

</td>
    </tr><tr class="label">
    <td colspan="3" style="font-weight: 900; font-size: 14px; color: black; text-align: center; padding:10px;">
        Sources and methodologies
    </td>
</tr>
<tr class="indent">
        <td class="numbering">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_148" name="mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory"><p>Since $OM has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so-called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software. </p>
<p>To determine the energy consumption of $OM, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $OM, a fraction of the energy consumption of the network is attributed to $OM, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts. </p>
<p>The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $OM. Since $OM has not yet been launched at the time of writing this white paper, estimates are used to determine the share of the token. Other tokens with the same characteristics in terms of technical implementation and structure of the project are selected for this.</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%;">
            
<p>Not applicable as the energy consumption value (S.8) does not exceed 500000 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.</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


</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%;">
            
<p>Not applicable (see S.10)</p>


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



    
 
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         "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: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:FR": {
       "labels": {
        "std": {
         "en": "France"
        },
        "ns4": {
         "en": "The French Republic"
        },
        "ns2": {
         "en": "FRA"
        },
        "ns5": {
         "en": "FR"
        },
        "ns3": {
         "en": "250"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:FR"
         ]
        ]
       ],
       "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"
      },
      "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"
      }
     },
     "facts": {
      "fact_1": {
       "a": {
        "c": "mica:TableOfContentForOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_2": {
       "a": {
        "c": "mica:DateOfNotificationForOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-09-09"
      },
      "fact_3": {
       "a": {
        "c": "mica:StatementEnsuringComplianceWithUnderlyingRegulation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_4": {
       "a": {
        "c": "mica:ComplianceStatementAboutManagementConfirmation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_5": {
       "a": {
        "c": "mica:StatementAboutPotentialRisks",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_6": {
       "a": {
        "c": "mica:StatementAboutExchangeabilityForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_7": {
       "a": {
        "c": "mica:StatementAboutCompensationAndGuaranteeForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_8": {
       "a": {
        "c": "mica:ClarificationRegardingOtherTokenOfferTerms",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_9": {
       "a": {
        "c": "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM is the official Fan Token of Olympique de Marseille (hereinafter referred to as \u201cOlympique de Marseille\u201d or the \u201cTeam\u201d). It is a permissionless, blockchain-based crypto-asset that follows the CAP-20 token standard and is issued by Fan Token Management AG (\u201cFTM\u201d, the \u201cIssuer\u201d, or the \u201cOfferor\u201d) (previously Socios Technologies AG) in partnership with Olympique de Marseille. \n$OM 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, $OM may provide access to more traditional benefits such as participation in binding and non-binding surveys related to the Team, hospitality and ticketing privileges, discounts on official products, exclusive signed merchandise and real-life experiences (e.g., Meet \u0026 Greets, museum and stadium tours or stadium announcer experience), subject to availability and eligibility. $OM 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 $OM Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the \u2018Socios.com\u2019 utility platform (hereinafter the \u201cPlatform\u201d), or based on instructions from the Team. \n$OM 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, $OM 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: 250,000 $OM offered to the public x amount of $CHZ equivalent to USD $0.41 per $OM = Amount of $CHZ equivalent to USD 102,500. \nTotal number of $OM tokens offered to the public: 250,000 $OM. \nSubscription period: i) 2026-10-14 at 11:00 CEST to 2026-10-15 at 11:00 CEST or ii) until all offered $OM are sold, whichever occurs first. \nMinimum subscription goal: Not applicable. \nMaximum subscription goal: USD 102,500 \nIssue price: USD $0.41 worth of $CHZ tokens per $OM token. \nSubscription fees (if any): 0. \nTarget holders of tokens: The public offer is exclusively targeted to retail investors with special emphasis on football fans and members of the Chiliz Chain ecosystem community. \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 \u2022 The 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:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_29": {
       "a": {
        "c": "mica:NameOfOtherTokenProject",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM Fan Token project"
      },
      "fact_30": {
       "a": {
        "c": "mica:NameOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM Fan Token"
      },
      "fact_31": {
       "a": {
        "c": "mica:OtherTokenProjectAbbreviation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM"
      },
      "fact_32": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM is the official Fan Token of Olympique de Marseille, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology. \n$OM 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. $OM 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 Olympique de Marseille's non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $OM 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, $OM 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_33": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan   Token   Managem ent AG"
      },
      "fact_35": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Zug"
      },
      "intro_fact_37": {
       "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_39": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Msida"
      },
      "intro_fact_41": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Olympique de   Marseille   SASP"
      },
      "fact_43": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Marseille"
      },
      "fact_45": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenProjectIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_46": {
       "a": {
        "c": "mica:DescriptionOfPastMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Past milestones\nThe $OM Fan Token project is new and is in its early stages, with key milestones yet to be achieved."
      },
      "fact_47": {
       "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\n2026-09-09: Notification of this crypto-asset white paper. \n2026-10-08: Publication of this crypto-asset white paper. \n2026-10-14: Beginning of the subscription period. \n2026-10-15: End of the subscription period. \n2026-10-21: Beginning of the claim period. \n2026-10-28: End of the claim period. \n2026-10-28: Final airdrop for unclaimed $OM \n2026-10-28 onwards: Following conclusion of the public offer and distribution of the tokens purchased, FTM will retain control and management over the non-circulating supply of $OM. 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 $OM and associated marketing activations; and (iii) provide liquidity on MiCA-licensed trading platforms and decentralised exchanges (\u201cDEXs\u201d).\n"
      },
      "fact_48": {
       "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 Olympique de Marseille to drive awareness, foster community engagement, and ensure the successful adoption of the token."
      },
      "fact_49": {
       "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 $OM."
      },
      "fact_51": {
       "a": {
        "c": "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer aims 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. $OM Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community."
      },
      "fact_52": {
       "a": {
        "c": "mica:FundraisingTargetExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "102500",
       "d": 10
      },
      "fact_53": {
       "a": {
        "c": "mica:MaximumSubscriptionGoalsExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "102500",
       "d": 10
      },
      "fact_54": {
       "a": {
        "c": "mica:OversubscriptionAcceptanceIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_55": {
       "a": {
        "c": "mica:IssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0.41",
       "d": 10
      },
      "fact_56": {
       "a": {
        "c": "mica:OfficialCurrencyDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "iso4217:USD"
      },
      "fact_57": {
       "a": {
        "c": "mica:AnyOtherOtherTokensDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$CHZ (KNS06KRXQ)"
      },
      "fact_58": {
       "a": {
        "c": "mica:SubscriptionFeeExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0",
       "d": 10
      },
      "fact_59": {
       "a": {
        "c": "mica:OfferPriceDeterminationMethodExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The issue price is determined by the amount of $CHZ tokens equivalent to USD $0.41 and 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_60": {
       "a": {
        "c": "mica:TotalNumberOfOfferedOrTradedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "250000",
       "d": 10
      },
      "fact_62": {
       "a": {
        "c": "mica:HolderRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer is only available to registered Socios.com users. The terms and conditions of the platform provide a list of restricted jurisdictions, and therefore, users located in any of the following jurisdictions will not be able to participate in the public offer: Afghanistan, Burundi, Central African Republic, China, Congo, Democratic Republic of the Congo, Cuba, Guinea-Bissau, Iran, Iraq, Korea (DPRK), Lebanon, Libya, Myanmar, Pakistan, Russian Federation, Somalia, South Sudan, Sudan, Syrian Arab Republic, Venezuela (Bolivarian Republic of), Yemen and Zimbabwe."
      },
      "fact_63": {
       "a": {
        "c": "mica:ReimbursementNotice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_64": {
       "a": {
        "c": "mica:RefundMechanismExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In the events described under section E.15 above, participants will be refunded their $CHZ contributions in full through the following mechanism: \n\nMinimum target subscription is not reached: There is no minimum target subscription for the public offer of $OM. \nWithdrawal right: $CHZ contributions from EEA-based participants raised during the public offering will be transferred to SES, a CASP authorised by the Malta Financial Services Authority (MFSA) in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. \nRefund Process Cancellation: If the public offer is cancelled for any reason, all $CHZ contributions collected during the offer will be transferred back to the participant\u2019s Socios.com Wallet. Such transfers will be initiated by the Offeror and do not require any requests from participants. \nAlternative Refund Mechanism: No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.\n"
      },
      "fact_65": {
       "a": {
        "c": "mica:RefundTimelineExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In case of cancellation of the public offer, or if the minimum target subscription is not reached, refunds will be initiated within one (1) business day following announcement of the cancellation of the public offer. Withdrawal requests from EEA-based participants will be initiated immediately and processed once the refund transaction is confirmed on the Chiliz Chain."
      },
      "fact_66": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer of $OM shall begin with the opening of the subscription period indicated in this white paper, and end upon the closing of such subscription period. The public offer for $OM is structured to ensure equal access for all participants. The public offer comprises two distinct phases: \n\nWave 1 (from 2026-10-14 at 11:00 CEST to 19:00 CEST): Participation limited to 100 $OM tokens per participant. \nWave 2 (from 2026-10-14 at 19:00 CEST to 2026-10-15 at 11:00 CEST or until all offered $OM tokens are sold): Participation is no longer limited. \n\nStarting from 2026-10-21 at 11:00 CEST, participants\u2019 final $OM Fan Token allocation will be made available for participants to claim on the Platform via their Socios.com Wallet. Participants will be able to claim their $OM until 2026-10-28 at 11:00 CEST. Upon the expiry of this period, any unclaimed $OM will be airdropped to participants who did not exercise their right to claim within the claim window."
      },
      "fact_67": {
       "a": {
        "c": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_68": {
       "a": {
        "c": "mica:TimelimitedOfferIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_69": {
       "a": {
        "c": "mica:SubscriptionPeriodBeginning",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-10-14"
      },
      "fact_70": {
       "a": {
        "c": "mica:SubscriptionPeriodEnd",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-10-15"
      },
      "fact_71": {
       "a": {
        "c": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA: \n\nCustodian Oversight: $CHZ contributions from EEA-based participants raised during the public offering will be transferred to SES, a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. SES is responsible for safeguarding $CHZ contributions until the conclusion of the public offer and any refund processes. \nRefund Mechanisms: Participants have the right to withdraw their $CHZ contributions during the subscription period by submitting claims and following the refund mechanism described in Section E.26 - \u2018Right of Withdrawal\u2019 of this white paper.\n"
      },
      "fact_72": {
       "a": {
        "c": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The only accepted payment method is $CHZ tokens. Through the Platform, participants may acquire $CHZ tokens through third-party on-ramp service providers, such as MoonPay, Banxa, and AlchemyPay, amongst others, subject to availability in their jurisdiction. No other payment methods, including fiat currencies or any other cryptocurrencies, are accepted during the public offer."
      },
      "fact_73": {
       "a": {
        "c": "mica:ValueTransferMethodsForReimbursementExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In case of cancellation of the public offer or exercise of their withdrawal right, participants will be entitled to a refund in kind by delivery of their $CHZ contributions to their Socios.com Wallet in accordance with the procedures set forth in Sections E.16 and E.26 of this white paper."
      },
      "fact_74": {
       "a": {
        "c": "mica:RighOfWithdrawalExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "During the subscription period, participants have the right to withdraw their participation without incurring any fees or costs and without needing to provide any reason. Participants have until the end of the subscription period to withdraw their $CHZ, and no reimbursement claims submitted after this deadline will be processed nor approved in any event. Participants can withdraw their participation from their Socios.com Wallet\u2019s transaction history, where a \"Cancel\" button will be available next to the relevant transaction entry. Upon selecting this option, participants will be prompted to confirm their cancellation request. Once confirmed, a new transaction entry will appear in the transaction history, confirming the request is being processed. The refund process will be initiated immediately, and the corresponding $CHZ contribution will be returned to the participant\u2019s Socios.com Wallet, with the refund being processed as soon as the relevant transaction is confirmed on the Chiliz Chain. The exact timing of the refund will depend on network conditions, but the process is designed to ensure the fastest possible settlement."
      },
      "fact_75": {
       "a": {
        "c": "mica:TransferOfPurchasedOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the conclusion of the subscription period, $OM tokens will be made available for participants to claim on their Socios.com Wallet, by interacting with the \u2018claim\u2019 function of the smart contract deployed by FTM for the distribution of $OM and made available to participants on the Platform."
      },
      "fact_76": {
       "a": {
        "c": "mica:TransferTimeSchedule",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM tokens will be made available for participants to claim on the Platform from 2026-10-21 at 11:00 CEST to 2026-10-28 at 11:00 CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026-10-28 at 14:00 CEST."
      },
      "fact_77": {
       "a": {
        "c": "mica:PurchasersTechnicalRequirementsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To participate in the public offer, prospective holders must have a registered account on the Platform and set up their Socios.com Wallet to receive $OM Fan Token. As a non-custodial wallet solution, participants are responsible for securing their wallet credentials, including private keys and recovery phrases, to ensure the safety of their assets."
      },
      "fact_78": {
       "a": {
        "c": "mica:NameOfOtherTokenServiceProvider",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Socios Europe Services Limited"
      },
      "fact_79": {
       "a": {
        "c": "mica:OtherTokenServiceProviderIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500EBA2E9980CDD80"
      },
      "fact_81": {
       "a": {
        "c": "mica:TradingPlatformsName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the distribution of $OM to participants in the public offer, FTM reserves the right to seek admission to trading of $OM on MiCA compliant trading platforms established in the EU/EEA."
      },
      "fact_82": {
       "a": {
        "c": "mica:TradingPlatformsIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_83": {
       "a": {
        "c": "mica:TradingPlatformsAccessExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_84": {
       "a": {
        "c": "mica:DescriptionOfInvolvedCostsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The costs are exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees will be subsidised by FTM, meaning that participants will not be required to pay gas fees when purchasing $OM Fan Token during the public offer, or to claim their $OM tokens during the claim period. No hidden or imposed fees apply to the subscription for $OM."
      },
      "fact_85": {
       "a": {
        "c": "mica:DescriptionOfOfferExpensesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to $OM public offer are primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, compliance with applicable laws, and comprehensive project planning to facilitate the token launch. In addition to these resource commitments, certain financial expenditures will also be incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain."
      },
      "fact_86": {
       "a": {
        "c": "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No conflicts of interest have been identified by FTM in relation to the public offer of $OM in the EU."
      },
      "fact_87": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_88": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the public offer of $OM, including the validity, invalidity, breach or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_89": {
       "a": {
        "c": "mica:OtherTokenType",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM 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$OM is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $OM 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, $OM does not qualify as a utility token under MiCA\u2019s Article 3, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer."
      },
      "fact_90": {
       "a": {
        "c": "mica:InformationAboutOtherTokenFunctionalityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM 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 $OM 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 $OM. \n$OM 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. $OM 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, $OM is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes."
      },
      "fact_91": {
       "a": {
        "c": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM 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 $OM Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $OM on such third party platforms. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available."
      },
      "fact_94": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 20000000 tokens. $OM can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $OM Fan Token holders can use $OM on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team."
      },
      "fact_95": {
       "a": {
        "c": "mica:OtherTokenIssuersCommercialOrTradingName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_96": {
       "a": {
        "c": "mica:OtherTokenIssuersWebsite",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_97": {
       "a": {
        "c": "mica:OtherTokenOfferStartingDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-10-14"
      },
      "fact_98": {
       "a": {
        "c": "mica:OtherTokenWhitePaperPublicationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-10-08"
      },
      "fact_99": {
       "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_100": {
       "a": {
        "c": "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "English"
      },
      "fact_101": {
       "a": {
        "c": "mica:OtherTokenDigitalTokenIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "2MR8CFBFR"
      },
      "fact_102": {
       "a": {
        "c": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "J1Q1XL4MM"
      },
      "fact_103": {
       "a": {
        "c": "mica:OtherTokenVoluntaryDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_104": {
       "a": {
        "c": "mica:OtherTokenPersonalDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_105": {
       "a": {
        "c": "mica:LEIEligibilityIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_108": {
       "a": {
        "c": "mica:InformationAboutPurchaserRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Rights of the purchasers:\nOwnership of $OM 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 $OM, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include: \n\nPurchasers have the right to claim their $OM allocation based on their $CHZ contribution as determined at the end of the subscription period. \nPurchasers have the right to withdraw their participation and request a full refund of their $CHZ contribution without fees or penalties before the end of the subscription period. \nPurchasers are 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 $OM Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties. \nIn the event of public offer cancellation, all participants are entitled to a refund. Upon cancellation of the public offer, $CHZ contributions will be transferred by FTM directly to the participants\u2019 Socios.com Wallet. \nPurchasers have full control over the purchased $OM 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 must create an account on the Socios.com Platform and set-up their Socios.com Wallet to be able to participate in the public offer. By doing so, participants must comply with the terms and conditions of the Platform and any other terms made available to participants on the Platform. \nParticipants are responsible for securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to safeguard their assets. \nParticipants must ensure that their participation in the public offer is not in violation of any laws, regulations, or rules in their country of residence or domicile. If there are any local legal restrictions, prospective purchasers are expected not to participate in the public offer. \nParticipants are required to be at least 18 years old, or of the minimum legal age to obtain and hold crypto-assets, according to the laws of their jurisdictions. \nParticipants must have read, understood, and accepted the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase. \nParticipants are required to claim their $OM Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $OM Fan Token allocation during this period of time, FTM will airdrop the participants\u2019 allocation directly into their Socios.com Wallet on a specific date following expiration of the claim period.\n"
      },
      "fact_109": {
       "a": {
        "c": "mica:ExerciseOfRightsAndObligationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Participants can exercise the rights and obligations described in this white paper exclusively through their account on the Platform and the Socios.com Wallet associated with such an account. Participants\u2019 rights in relation to their participation in the public offer, claim of $OM Fan Token, withdrawal right during the public offer, right to access fan engagement functionalities available for $OM on the Platform, and right to receive their $CHZ contributions in case of a cancellation of the public offer, can be solely accessed and exercised through the Socios.com Wallet address associated with their account on the Platform and through which participants initially participated in the public offer. These include: \n\nRight to withdraw: Participants who wish to withdraw their $CHZ contributions during the public offer may do so by selecting the \u2018cancel\u2019 option available for the purchase transaction within their Socios.com Wallet\u2019s transaction history. Upon such requests, SES will transfer back to FTM the participants\u2019 $CHZ contributions, and FTM will execute the refund transaction directly to the participant\u2019s Socios.com Wallet. \n\nRight to be refunded in the event of public offer cancellation: All participants are entitled to a refund of their $CHZ contributions in\ncase the public offer is cancelled by FTM. Upon cancellation of the public offer, FTM will be responsible for returning participants\u2019 $CHZ contributions directly to the participants\u2019 Socios.com Wallet.\n\n\nRights to claim $OM: Participants\u2019 rights to claim their $OM Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026-10-21 at 11:00 CEST and terminate on 2026-10-28 at 11:00 CEST. During this claim period, participants are responsible to claim their $OM Fan Token allocation from the smart contract deployed by FTM. Upon such user-initiated claim function, the smart contract will execute the distribution of the participant\u2019s $OM Fan Token allocation to the participant\u2019s Socios.com Wallet. Any $OM Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.\n\nOwnership rights of $OM: Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $OM tokens upon claiming their $OM Fan Token allocation or upon receiving such tokens via airdrop in case they did not claim their $OM allocation during the claim period. Token holders can exercise such rights through their Socios.com Wallet or any other non custodial wallet compatible with the Chiliz Chain.\n"
      },
      "fact_110": {
       "a": {
        "c": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No modifications to the rights and obligations of purchasers are anticipated or planned. The terms of the public offer, including purchasers' rights and obligations, are enforced through the smart contract deployed by FTM and transparently communicated in advance, offering full predictability for all participants. In the event of unforeseen circumstances requiring modifications to purchasers\u2019 rights and obligations, participants will be notified promptly, and any changes will comply with applicable regulatory requirements to protect purchaser interests. \nNotwithstanding the above, FTM reserves the right to change or amend such terms from time to time. In this case, FTM will promptly inform participants about such changes. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. Participants\u2019 use of the Platform after publication of the amended terms constitutes acceptance of such amended terms. It is the participant\u2019s responsibility to regularly check for such notices and updates on the Platform."
      },
      "fact_111": {
       "a": {
        "c": "mica:InformationAboutFuturePublicOffersExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_112": {
       "a": {
        "c": "mica:NumberOfIssuersRetainedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "19750000",
       "d": 10
      },
      "fact_113": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_114": {
       "a": {
        "c": "mica:NontradingRequestIndicatorRelatedToOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_115": {
       "a": {
        "c": "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Upon conclusion of the public offer, it is expected that $OM Fan Tokens will become tradable on DEXs. Token holders can interact with such third party DEXs by connecting their Socios.com Wallet or any other non custodial wallet which is compatible with any blockchain network on which $OM Fan Token can be stored and transferred. FTM further reserves the right to seek admission to trading of $OM on MiCA compliant trading platforms."
      },
      "fact_116": {
       "a": {
        "c": "mica:OtherTokensTransferRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No lock-up period in place. Tokens may be freely traded and therefore unlocked immediately upon distribution of the $OM to participants."
      },
      "fact_117": {
       "a": {
        "c": "mica:SupplyAdjustmentProtocolsIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_118": {
       "a": {
        "c": "mica:SupplyAdjustmentMechanismsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "At the protocol level, $OM token contract does not implement any supply adjustment mechanisms that may affect $OM's total token supply. Nevertheless, FTM reserves the right to periodically deploy and/or promote mint-and-burn activities that may increase or decrease $OM's total token supply. 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_119": {
       "a": {
        "c": "mica:OtherTokenValueProtectionSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_120": {
       "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_121": {
       "a": {
        "c": "mica:OtherTokenCompensationSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_122": {
       "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_123": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_124": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $OM Fan Token including the validity, invalidity, breach, or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_125": {
       "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 $OM. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $OM is issued on the Chiliz Chain as a CAP-20 fungible token. The Chiliz Chain's core system contracts, including those governing staking, governance, and upgrade mechanisms, are fully audited. See H.9 for audit details."
      },
      "fact_126": {
       "a": {
        "c": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Token Standard\n$OM 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 token supply are denominated in the token\u2019s smallest unit rather than as whole integers. $OM 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 $OM 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 the Chiliz Chain and any other EVM-compatible network. \nNFT Standards \nAlthough $OM 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 $OM 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 the Chiliz Chain. \nThe Chiliz Bridge: performs a direct ERC-20 to native $CHZ conversion using paired contracts deployed on both networks. \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 $OM Fan Token to other compatible blockchain networks, including but not limited to Base and Solana, subject to availability of LayerZero\u2019s protocol.\n"
      },
      "fact_127": {
       "a": {
        "c": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Implementation and Architecture\n$OM 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 $OM CAP-20 contract is deployed and executed. \nSmart-Contract Platform and Execution Environment \nSmart contracts on the 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 the 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 $OM, users must hold native $CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on the Chiliz Chain, with gas paid in $CHZ and finality achieved upon block confirmation. The bridge protocols described in H.2 are available to move $CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM."
      },
      "fact_128": {
       "a": {
        "c": "mica:ConsensusMechanismForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM does not implement its own consensus mechanism. All $OM 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. $OM 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_129": {
       "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_130": {
       "a": {
        "c": "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_131": {
       "a": {
        "c": "mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_132": {
       "a": {
        "c": "mica:AuditIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_133": {
       "a": {
        "c": "mica:AuditOutcomeForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Three categories of audit are relevant to $OM. \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_134": {
       "a": {
        "c": "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the execution of the public offering of the $OM Fan Token: \nOffer delay, suspension, or cancellation \nThere is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund. \nDistribution delay from network congestion \nThe distribution of $OM may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution. \nShort subscription window \nThe subscription period runs from 2026-10-14 to 2026-10-15. Retail investors across different time zones may have limited opportunity to review this white paper in full or perform due diligence to make a fully informed participation decision within this window."
      },
      "fact_135": {
       "a": {
        "c": "mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to FTM as the Issuer of $OM: \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 $OM 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 19,750,000 $OM tokens, representing 98.75% 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 $OM market price and liquidity conditions."
      },
      "fact_136": {
       "a": {
        "c": "mica:OtherTokensrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to $OM as a crypto-asset: \nCompliance with MiCA \nAlthough $OM is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token\u2019s status or its ability to be traded. \nRegulatory uncertainty \nThe regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.\nMarket volatility \n$OM\u2019s value is likely to be highly volatile and subject to market speculation. $OM\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 $OM, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $OM\u2018s availability or tradability. \nDynamic supply risks \nThe operational implementation of mint-and-burn activities for $OM 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 $OM value and could lead to significant supply deflation or inflation. \nAdoption challenges \nIf participants in the crypto-assets market do not engage with $OM 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_137": {
       "a": {
        "c": "mica:ProjectImplementationrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the implementation of $OM as a project: \nPartnership dependency \nThe token functionalities associated with $OM 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, $OM 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 $OM 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 $OM. \nFunctionality non-delivery \nThe features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform specific conditions. There is no contractual guarantee to token holders that any specific utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or the Team. \nPlatform operational dependency \n$OM 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 $OM\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_138": {
       "a": {
        "c": "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of $OM: \nBlockchain dependency risks \n$OM 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 $OM token\u2019s contract, it could lead to financial losses, token theft, or unintended behaviors. \nPrivate key management \nThe security of $OM holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds. \nNetwork security risks \nWhile Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators. \nTransaction finality \nTransactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution. \nScalability issues \nAs blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability. \nConsensus failures \nIssues with a blockchain\u2019s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses. \nEcosystem dependency risks \n$OM 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 $OM 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_139": {
       "a": {
        "c": "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Several measures have been implemented to mitigate the risks associated with the technology used to issue and distribute $OM: \nOffer-related risks \n\nShort subscription window: This white paper is published on 2026-10-08, 6 days before the subscription period opens on 2026-10-14, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds. \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 team\u2019s country where Olympique de Marseille's primary fanbase is located. \nSupply concentration and dilution: The total token 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 $OM 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 $OM token holders are governed by the contractual arrangement between FTM and Olympique de Marseille. 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: $OM 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 $OM 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 $OM project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.\n"
      },
      "fact_140": {
       "a": {
        "c": "mica:Name",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_141": {
       "a": {
        "c": "mica:RelevantLegalEntityIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_142": {
       "a": {
        "c": "mica:NameOfCryptoAssetSustainability",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM"
      },
      "fact_143": {
       "a": {
        "c": "mica:ConsensusMechanismSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$OM does not implement its own consensus mechanism. All $OM 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. $OM 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_144": {
       "a": {
        "c": "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to $CHZ supply. Priority fees are distributed to validators and delegators and are not burned. \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_145": {
       "a": {
        "c": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-09-09"
      },
      "fact_146": {
       "a": {
        "c": "mica:EndOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2027-09-09"
      },
      "fact_147": {
       "a": {
        "c": "mica:EnergyConsumption",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "utr:kWh",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "48.20178",
       "d": 5
      },
      "fact_148": {
       "a": {
        "c": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Since $OM has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so-called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software. \nTo determine the energy consumption of $OM, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $OM, a fraction of the energy consumption of the network is attributed to $OM, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts. \nThe share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $OM. Since $OM has not yet been launched at the time of writing this white paper, estimates are used to determine the share of the token. Other tokens with the same characteristics in terms of technical implementation and structure of the project are selected for this."
      },
      "mica_TypeOfPersonInvolved_0": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:DevelopmentTeam"
      },
      "mica_DomicileOfCompanyInvolved_0": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:CH"
      },
      "mica_TypeOfPersonInvolved_1": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:CryptoassetServiceProvider"
      },
      "mica_DomicileOfCompanyInvolved_1": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:MT"
      },
      "mica_TypeOfPersonInvolved_2": {
       "a": {
        "c": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "mica:OtherPersonInvolvedInImplementation"
      },
      "mica_DomicileOfCompanyInvolved_2": {
       "a": {
        "c": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "ns0:FR"
      },
      "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"
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