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);
font-display: swap;

}

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


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

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

.hidden {
  display: none;
}


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

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


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

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

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

/* Divider lines between sections */

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

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

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

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

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

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

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


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

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


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

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

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

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

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

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

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

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

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

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


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


}
table.accounts td.current,
table.accounts th.current {
  background-color: white;
}
table.accounts th.figure {
  text-align: left;
}
table.accounts td.figure {
  text-align: left;
}
table.accounts tr.title td.label {
  font-weight: bold;
  text-align: center;
  color: #666666;
}
table.accounts tr.section-title td.label {
  font-weight: bold;
  color: #666666;
  text-transform: uppercase;
}
table.accounts tr.movement td.label {
  text-transform: uppercase;
}
table.accounts tr.grand-total td {
  /*border-top: solid 3px #bdbdbc; */
  border-bottom: none;
  font-weight: bold;
  color: #666666;
}
table.accounts tr.underline td {
  border-bottom: none;
}
table.accounts tr.indent td:first-child {
  padding-left: 0.5cm;
}
table.accounts tr.indent-2 td:first-child {
  padding-left: 1cm;
}
table.accounts tr.indent-3 td:first-child {
  padding-left: 1.5cm;
}
table.accounts tr.indent-4 td:first-child {
  padding-left: 2cm;
}
table.accounts tr.indent-5 td:first-child {
  padding-left: 2.5cm;
}
table.accounts tr.gap td {
  height: 26px;
  vertical-align: bottom;
}
table.accounts tr.double-height td {
  height: 40px;
  vertical-align: top;
}
table.accounts tr.gap.double-height td {
  height: 55px;
  vertical-align: middle;
}
table.accounts tr.currency td.figure:before {
  content: "$";
}
.page.cover-page {
  background-image: 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");
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.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">
            $PERSIJA Fan Token MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img alt="" src="data:image/png;base64,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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">
            $PERSIJA Fan Token MiCA White Paper
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        <div class="header-logo">
            <img alt="" 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"/>
  
     
        </div>

    </div>





    <h2>General information</h2>

    
    
    
    

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

       <tbody>







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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">01</td>
        <td class="label" style="font-weight:bold">Date of notification</td>
        <td class="content" id="DateOfNotificationForOtherTokenWhitePaper" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_2" name="mica:DateOfNotificationForOtherTokenWhitePaper">2026-03-20</ix:nonNumeric>

        </td>
    </tr>






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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>











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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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


    

    <ul>


            


            <li>Total oﬀer amount: 50,000 $PERSIJA offered to the public x amount of $CHZ equivalent to USD $0.25 per $PERSIJA = Amount of $CHZ equivalent to USD $12,500.


            

                </li>

            <li>Total number of $PERSIJA tokens oﬀered to the public: 50,000 $PERSIJA .


            

                </li>

            <li>Subscription period: i) from 2026/04/13 at 11:00 AM CEST to 2026/04/15 at 11:00 AM CEST or ii) until all offered $PERSIJA are sold, whichever occurs first.


            

                </li>

            <li>Minimum subscription goal: Not applicable.


            

                </li>

            <li>Maximum subscription goal: USD $12,500.


            

                </li>

            <li>Issue price: USD $0.25 worth of $CHZ tokens per $PERSIJA token.


            

                </li>

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


            

                </li>

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


            

                </li>

            <li>CryptoAssets Service Provider (CASP) responsible for placing the token (if any) postoﬀering: Socios Europe Services Limited (“SES”).


            

                </li>

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


        </li>

    </ul></ix:nonNumeric>

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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

        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>











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


        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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


        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

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


        </td>
    </tr>






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


        </td>
    </tr>











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

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

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

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


</tr>
<tr>

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

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

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


</tr>
</tbody>

            </table>




        </td>
    </tr>





















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

        </td>
    </tr>






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

        </td>
    </tr>






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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">A.16</td>
        <td class="label" style="font-weight:bold">Financial condition for the past three years</td>
        <td class="content" id="InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_27" name="mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory"><ol>


   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    1. Financial Performance and Strategic Progress
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    Over the past three years, FTM has demonstrated a clear trajectory toward financial stability, driven by disciplined cost management, strategic growth initiatives, and operational improvements. Following a highly profitable year in 2021, FTM faced a net loss in 2022 due to challenging market conditions, rising operating expenses, and significant investments in scaling its business. However, in 2023, decisive measures to enhance efficiency, optimize expenditures, and strengthen revenue streams led to a substantial reduction in losses. By 2024, these efforts had significantly improved financial performance, with key metrics reflecting a strong upward trend:
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Revenue Growth: Revenue increased by more than 70% from 2023 to 2024, signaling renewed momentum in Fan Token sales supported by a recovering crypto market.
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Proﬁtability: Despite incurring losses in 2023, FTM’s profitability improved by over 60% in 2024 due to rising revenue and enhanced financial efficiency.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    As of 2024, FTM has been actively working toward break-even, leveraging sustained revenue growth, improved margins, and a more resilient business model. Financial and operational performance indicators point to steady progress, underpinned by stable cash flows and a well-structured capital strategy. FTM has demonstrated strong financial improvements in 2024, marked by higher revenue, reduced losses, improved cash flow, and stronger margins.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    2. Financial Position as of December 31, 2024
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    The following is a summary of FTM's financial position based on the audited financial statements for the year ended 2024.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (A) Assets
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    As of December 31, 2024, FTM's assets are categorized as follows:
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Current Assets: CHF 92,790,921.
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Non-Current Assets: CHF 294,874.
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Assets: CHF 93,085,795.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (B) Debts and Other Liabilities
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    As of December 31, 2024, FTM's liabilities are detailed as follows:
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Short-term Liabilities: CHF 75,790,910
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Long-term Liabilities: CHF 1,723,172
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Liabilities: CHF 77,514,081
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (C) Shareholders' Equity
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Total Shareholders' Equity: CHF 15,571,714
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    3. Future Outlook
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    Looking ahead, FTM remains committed to further strengthening its revenue and profitability, capitalizing on the improving crypto-asset market and increasing demand for Fan Tokens. A continued focus on cost management and revenue expansion will enhance financial stability. Additionally, FTM is undertaking a strategic review to eliminate unnecessary expenses, thereby improving long-term profitability. With a solid foundation in place, it is well-positioned for continued financial growth and sustainable profitability.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (A) Key Performance Indicators (KPIs)
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    FTM’s KPIs reflect its core business priorities:
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Fan Token Sales: FTM’s primary business, Fan Token sales, has shown strong performance over the past year. Despite volatility in the crypto market, it has successfully maintained substantial sales volumes. With a market rebound, management expects further improvement in this KPI.
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Expansion of public oﬀer: FTM actively seeks new partnerships to expand its portfolio of Fan Tokens and plans to launch new Fan Tokens in 2026, with $PERSIJA being one of them.
</li>




   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    - Enhanced Fan Token Utility: FTM also focuses on increasing the utility of Fan Tokens, both through the Platform and third-party collaborations. Providing greater utility encourages long-term holding and enhances Fan Token's value.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (B) Capital Resources
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    FTM’s capital resources are primarily derived from Fan Token's sales, ensuring a sustainable funding model aligned with business growth.
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    (C)Non-Financial Factors
</li>






   
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:10px;">
    Beyond financial metrics, FTM’s success is underpinned by its reliance on highly skilled personnel and efficient resource allocation, reinforcing the strength of its operational model.
</li>




</ol></ix:nonNumeric>

        </td>
    </tr>






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

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>











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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>





















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


        </td>
    </tr>






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


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

    </table>
    


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"/>
  
     
        </div>

    </div>





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

    
    
    
    

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

       <tbody>







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


        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>











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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>





















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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>











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

  <tbody>

    




   <tr>

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


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

   

    
  </td>




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


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

    </tr>
  

    




   <tr>

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


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

   

    
  </td>




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


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

    </tr>
  

    




   <tr>

      <td class="D5_table">
        <ix:nonNumeric contextRef="c-person-d5-2" id="intro_fact_42" name="mica:NameOfPersonInvolvedInImplementationOfOtherToken">
          PT. Persija Jaya Jakarta
        </ix:nonNumeric>
      </td>


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

   

    
  </td>




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


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

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



        </td>
    </tr>





















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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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


        </td>
    </tr>











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

        </td>
    </tr>






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


    

    <ul>


            


            <li>2026/03/20: Notification of this cryptoasset whitepaper.


            

                </li>

            <li>2026/03/31: Publication of this cryptoasset whitepaper.


            

                </li>

            <li>2026/04/13: Beginning of the subscription period.


            

                </li>

            <li>2026/04/15: End of the subscription period.


            

                </li>

            <li>2026/04/16: Beginning of the claim period.


            

                </li>

            <li>2026/04/21: End of the claim period.


            

                </li>

            <li>2026/04/22: Final airdrop.


            

                </li>

            <li>2026/04/22 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 $PERSIJA. Subject to the partnership agreement signed with the Team, the non-circulating supply may be used to:



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (i) fund utilities and rewards made available to token holders on the Platform;
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (ii) promote $PERSIJA and associated marketing activations; and
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            (iii) provide liquidity on MiCA licensed trading platforms and decentralised exchanges (“DEXs”).
        </li>
</ol>


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.9</td>
        <td class="label" style="font-weight:bold">Resource allocation</td>
        <td class="content" id="ResourceAllocationExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_49" name="mica:ResourceAllocationExplanatory">The resources allocated to the project primarily 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 Persija to drive awareness, foster community engagement, and ensure the successful adoption of the token.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.10</td>
        <td class="label" style="font-weight:bold">Planned use of Collected funds or crypto-Assets</td>
        <td class="content" id="PlannedUseOfCollectedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_50" name="mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory">Part of the proceeds will be distributed to the Team as per the terms of the revenue-share mechanisms agreed upon between FTM and 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 $PERSIJA.</ix:nonNumeric>

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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

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




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.2</td>
        <td class="label" style="font-weight:bold">Reasons for public offer or admission to trading</td>
        <td class="content" id="ReasonsForPublicOfferOrAdmissionToTradingExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_52" name="mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory">The public offer 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.<br/><br/>$PERSIJA Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community.</ix:nonNumeric>

        </td>
    </tr>











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

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_53" name="mica:FundraisingTargetExpressedInCurrency" unitRef="USD">12500</ix:nonFraction>


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>











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


        </td>
    </tr>











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

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_54" name="mica:MaximumSubscriptionGoalsExpressedInCurrency" unitRef="USD">12500</ix:nonFraction>


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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


        </td>
    </tr>











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

 
    <ix:nonFraction contextRef="c-duration" decimals="10" id="fact_56" name="mica:IssuePrice" unitRef="pure">0.25</ix:nonFraction>


        </td>
    </tr>






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

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




        </td>
    </tr>






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

        </td>
    </tr>











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

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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.11</td>
        <td class="label" style="font-weight:bold">Offer price determination method</td>
        <td class="content" id="OfferPriceDeterminationMethodExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_60" name="mica:OfferPriceDeterminationMethodExplanatory">The issue price is determined by amount of $CHZ tokens equivalent to USD $0.25 is calculated based on the exchange rate for CHZ/USD on the day and time of participation. The offer price has been discretionary determined by the Issuer/Offeror in accordance with the terms of the partnership agreement signed with the Team.</ix:nonNumeric>

        </td>
    </tr>






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

 
    <ix:nonFraction contextRef="c-01" decimals="10" id="fact_61" name="mica:TotalNumberOfOfferedOrTradedOtherTokens" unitRef="pure">50000</ix:nonFraction>


        </td>
    </tr>






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

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




        </td>
    </tr>






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

        </td>
    </tr>






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

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


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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


    

    <ul>


            


            <li>Custody of Funds (EEA-based participants only): throughout the subscription period, FTM will transfer $CHZ contributions from EEA-based participants raised during the public offering 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>Refund Process Cancellation: If the public offer is cancelled for any reason, the $CHZ 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>Alternative Refund Mechanism: No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.17</td>
        <td class="label" style="font-weight:bold">Refund timeline</td>
        <td class="content" id="RefundTimelineExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_66" name="mica:RefundTimelineExplanatory">In case of cancellation of the public offer, refunds will be initiated one (1) business day following announcement of the cancellation of the public offer.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.18</td>
        <td class="label" style="font-weight:bold">Offer phases</td>
        <td class="content" id="DescriptionOfOtherTokenProjectPhasesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_67" name="mica:DescriptionOfOtherTokenProjectPhasesExplanatory">The public offer of $PERSIJA shall begin with the opening of the subscription period indicated in this white paper, and ends upon the closing of such subscription period. The public offer for $PERSIJA is structured to ensure equal access for all participants.<br/><br/>Starting from 2026/04/16 at 11:00 AM CEST, participants’ final $PERSIJA 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 $PERSIJA until 2026/04/21 at 11:59 PM CEST. Upon the expiry of this period, any unclaimed $PERSIJA will be airdropped to participants who did not exercise their right to claim within the claim window, starting from 2026/04/22 at 11:00 AM CEST.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.19</td>
        <td class="label" style="font-weight:bold">Early purchase discount</td>
        <td class="content" id="DisclosureOfEarlyPurchaseDiscountExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_68" name="mica:DisclosureOfEarlyPurchaseDiscountExplanatory">There is no early purchase discount offered.</ix:nonNumeric>

        </td>
    </tr>






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

    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.21</td>
        <td class="label" style="font-weight:bold">Subscription period beginning</td>
        <td class="content" id="SubscriptionPeriodBeginning" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_70" name="mica:SubscriptionPeriodBeginning">2026-04-13</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.22</td>
        <td class="label" style="font-weight:bold">Subscription period end</td>
        <td class="content" id="SubscriptionPeriodEnd" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_71" name="mica:SubscriptionPeriodEnd">2026-04-15</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.23</td>
        <td class="label" style="font-weight:bold">Safeguarding arrangements for offered funds/crypto-Assets</td>
        <td class="content" id="SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_72" name="mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory">To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA:<br/>


    

    <ul>


            


            <li>Custodian Oversight: $CHZ contributions from EEA-based participants raised during the public offering will be transferred by the Offeror to Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. SES is responsible for safeguarding $CHZ contributions on behalf of the Offeror until the conclusion of the public offer and any refund processes.




            

                </li>

            <li>Refund 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  ‘Right of Withdrawal’ of this white paper.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.26</td>
        <td class="label" style="font-weight:bold">Right of withdrawal</td>
        <td class="content" id="RighOfWithdrawalExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_75" name="mica:RighOfWithdrawalExplanatory">During the subscription period, participants in the public offer have the right to withdraw their purchase without incurring any fees or costs and without needing to provide any reason. Participants who have transferred $CHZ have until the end of the subscription period to withdraw their $CHZ and cancel their purchase. No reimbursement claims submitted after this deadline will be processed nor approved in any event.<br/><br/>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.<br/><br/>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.<br/><br/>The described refund will be executed by the Offeror, following the transfer of the required $CHZ amount from SES to the Offeror.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.27</td>
        <td class="label" style="font-weight:bold">Transfer of purchased crypto-assets</td>
        <td class="content" id="TransferOfPurchasedOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_76" name="mica:TransferOfPurchasedOtherTokensExplanatory">Following the conclusion of the subscription period, $PERSIJA 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 $PERSIJA and made available to participants on the Platform.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.28</td>
        <td class="label" style="font-weight:bold">Transfer time schedule</td>
        <td class="content" id="TransferTimeSchedule" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_77" name="mica:TransferTimeSchedule">$PERSIJA tokens will be made available for participants to claim on the Platform from 2026/04/16 at 11:00 AM CEST to 2026/04/21 at 11:59 PM CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026/04/22 at 11:00 AM CEST.</ix:nonNumeric>

        </td>
    </tr>






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

        </td>
    </tr>











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

        </td>
    </tr>






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

        </td>
    </tr>






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

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




        </td>
    </tr>











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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






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

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.2</td>
        <td class="label" style="font-weight:bold">Crypto-asset functionality</td>
        <td class="content" id="InformationAboutOtherTokenFunctionalityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_91" name="mica:InformationAboutOtherTokenFunctionalityExplanatory">$PERSIJA 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 $PERSIJA 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 $PERSIJA.<br/><br/>$PERSIJA 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. $PERSIJA 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, $PERSIJA is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.3</td>
        <td class="label" style="font-weight:bold">Planned application of functionalities</td>
        <td class="content" id="InformationAboutPlannedApplicationOfFunctionalitiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_92" name="mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory">$PERSIJA 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 $PERSIJA Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $PERSIJA on such third party platform. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available.</ix:nonNumeric>

        </td>
    </tr>











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

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




        </td>
    </tr>






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

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




        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.6</td>
        <td class="label" style="font-weight:bold">Crypto-asset characteristics</td>
        <td class="content" id="DescriptionOfOtherTokenCharacteristicsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_95" name="mica:DescriptionOfOtherTokenCharacteristicsExplanatory">$PERSIJA is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 10,000,000 tokens. $PERSIJA can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $PERSIJA Fan<br/>Token holders can use $PERSIJA on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team.</ix:nonNumeric>

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.9</td>
        <td class="label" style="font-weight:bold">Starting date of offer to the public or admission to trading</td>
        <td class="content" id="OtherTokenOfferStartingDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_98" name="mica:OtherTokenOfferStartingDate">2026-04-13</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.10</td>
        <td class="label" style="font-weight:bold">Publication date</td>
        <td class="content" id="OtherTokenWhitePaperPublicationDate" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_99" name="mica:OtherTokenWhitePaperPublicationDate">2026-03-31</ix:nonNumeric>

        </td>
    </tr>






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

        </td>
    </tr>






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

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.13</td>
        <td class="label" style="font-weight:bold">Digital token identifier code used to uniquely identify the crypto-asset or each of the several crypto assets to which the white paper relates, where available</td>
        <td class="content" id="OtherTokenDigitalTokenIdentifierCode" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_102" name="mica:OtherTokenDigitalTokenIdentifierCode">QV5SZ9T65</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.14</td>
        <td class="label" style="font-weight:bold">Functionally fungible group digital token identifier, where available</td>
        <td class="content" id="OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_103" name="mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier">92S9VDWP8</ix:nonNumeric>

        </td>
    </tr>






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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






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

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




        </td>
    </tr>






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

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




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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







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


    

    <ul>


            


            <li>Purchasers have the right to claim their $PERSIJA allocation



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            based on their $CHZ contribution as determined at the end of the subscription period.
        </li>
</ol>




            

                </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 $PERSIJA 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 $PERSIJA tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.





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




            

                </li>

            <li>Participants must create an account on the Socios.com Platform and setup 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 cryptoassets, 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 $PERSIJA Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $PERSIJA Fan Token allocation during this period of time, FTM will airdrop the participants’ allocation directly into their Socios.com Wallet following expiration of the claim period.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






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


    

    <ul>


            


            <li>Right to withdraw: 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>Right to be refunded in the event of public oﬀer cancellation: 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>Rights to claim $PERSIJA: participants’ rights to claim the $PERSIJA Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026/04/16 at 11:00 AM CEST and terminate on 2026/04/21 at 11:59 PM CEST. During this claim period, participants are responsible to claim their $PERSIJA Fan Token allocation from the smart contract deployed by FTM. Upon such userinitiated claim function, the smart contract will execute the distribution of the participant’s $PERSIJA Fan Token allocation to the participant’s Socios.com Wallet. Any $PERSIJA Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.




            

                </li>

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


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






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

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.4</td>
        <td class="label" style="font-weight:bold">Future public offers</td>
        <td class="content" id="InformationAboutFuturePublicOffersExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_112" name="mica:InformationAboutFuturePublicOffersExplanatory">Not applicable</ix:nonNumeric>

        </td>
    </tr>






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

 
    <ix:nonFraction contextRef="c-01" decimals="10" id="fact_113" name="mica:NumberOfIssuersRetainedOtherTokens" unitRef="pure">9950000</ix:nonFraction>
<br/>In accordance with the terms of the partnership agreement concluded between FTM and the Team, FTM will act as treasury manager for $PERSIJA, retaining and managing the non-circulating supply of $PERSIJA (the part of the supply that has not been made available to the public offer or that has not been subscribed to by participants during the public offer) prior to their release into public circulation.
<br/>Note: For the purpose of complying with the technical requirements of the MiCA XBRL taxonomy, “9,950,000” has been reflected as the number of issuer-retained tokens in the machine-readable version of the white paper. This figure reflects the portion intended to be held in treasury and not made available in the public offer. This number may vary depending on any changes to the amount offered and any future release of tokens into public circulation.


        </td>
    </tr>






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

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.7</td>
        <td class="label" style="font-weight:bold">Key features of goods/services of utility tokens</td>
        <td class="content" id="KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_115" name="mica:KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory">Not applicable</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.8</td>
        <td class="label" style="font-weight:bold">Utility tokens redemption</td>
        <td class="content" id="UtilityTokensRedemptionExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_116" name="mica:UtilityTokensRedemptionExplanatory">Not applicable</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.9</td>
        <td class="label" style="font-weight:bold">Non-trading request</td>
        <td class="content" id="NontradingRequestIndicatorRelatedToOtherTokens" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_117" name="mica:NontradingRequestIndicatorRelatedToOtherTokens">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.10</td>
        <td class="label" style="font-weight:bold">Crypto-assets purchase or sale modalities</td>
        <td class="content" id="OtherTokensPurchaseOrSaleModalitiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_118" name="mica:OtherTokensPurchaseOrSaleModalitiesExplanatory">Upon conclusion of the public offer, it is expected that $PERSIJA 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 $PERSIJA Fan Token can be stored and transferred.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.11</td>
        <td class="label" style="font-weight:bold">Crypto-assets transfer restrictions</td>
        <td class="content" id="OtherTokensTransferRestrictionsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_119" name="mica:OtherTokensTransferRestrictionsExplanatory">No lock-up period in place. Tokens may be freely traded and therefore unlocked immediately upon distribution of the $PERSIJA to participants.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.12</td>
        <td class="label" style="font-weight:bold">Supply adjustment protocols</td>
        <td class="content" id="SupplyAdjustmentProtocolsIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_120" name="mica:SupplyAdjustmentProtocolsIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.13</td>
        <td class="label" style="font-weight:bold">Supply adjustment mechanisms</td>
        <td class="content" id="SupplyAdjustmentMechanismsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_121" name="mica:SupplyAdjustmentMechanismsExplanatory">This field does not apply, as G.12 is false</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.14</td>
        <td class="label" style="font-weight:bold">Token value protection schemes</td>
        <td class="content" id="OtherTokenValueProtectionSchemesIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_122" name="mica:OtherTokenValueProtectionSchemesIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.15</td>
        <td class="label" style="font-weight:bold">Token value protection schemes description</td>
        <td class="content" id="DescriptionOfOtherTokenValueProtectionSchemesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_123" name="mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory">This field does not apply, as G.14 is false.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.16</td>
        <td class="label" style="font-weight:bold">Compensation schemes</td>
        <td class="content" id="OtherTokenCompensationSchemesIndicator" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_124" name="mica:OtherTokenCompensationSchemesIndicator">
        

FALSE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.17</td>
        <td class="label" style="font-weight:bold">Compensation schemes description</td>
        <td class="content" id="DescriptionOfOtherTokenCompensationSchemesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_125" name="mica:DescriptionOfOtherTokenCompensationSchemesExplanatory">This field does not apply, as G.16 is false</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.18</td>
        <td class="label" style="font-weight:bold">Applicable law</td>
        <td class="content" id="ApplicableLawForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_126" name="mica:ApplicableLawForOtherTokenExplanatory">Laws of Switzerland</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.19</td>
        <td class="label" style="font-weight:bold">Competent court</td>
        <td class="content" id="CompetentCourtForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_127" name="mica:CompetentCourtForOtherTokenExplanatory">Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $PERSIJA Fan Token including the validity, invalidity, breach, or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration.</ix:nonNumeric>

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.1</td>
        <td class="label" style="font-weight:bold">Distributed ledger technology</td>
        <td class="content" id="DistributedLedgerTechnologyForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_128" name="mica:DistributedLedgerTechnologyForOtherTokenExplanatory">The Chiliz Chain is the distributed ledger technology used for the issuance, storage, and transfer of $PERSIJA. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $PERSIJA is issued on the Chiliz Chain as a CAP-20 fungible token. The Chiliz Chain's core system contracts, including those governing staking, governance, and upgrade mechanisms, are fully audited. See H.9 for audit details.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.2</td>
        <td class="label" style="font-weight:bold">Protocols and technical standards</td>
        <td class="content" id="ProtocolsAndTechnicalStandardsForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_129" name="mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory">Token Standard<br/>
    <br/>
    $PERSIJA 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 zero decimal places, meaning all $PERSIJA balances and transfer amounts are expressed as whole integers. $PERSIJA implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.<br/>
    <br/>
    Transaction Standards<br/>
    <br/>
    Since the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:<br/>
    <br/>


    

    <ul>


            


            <li>EIP2718 (Typed Transaction Envelope): defines a typed transaction format enabling multiple transaction types to coexist on the same network.




            

                </li>

            <li>EIP1559 (Fee Market): enables type2 transactions with a protocoldefined base fee and an optional priority fee paid to validators.




            

                </li>

            <li>EIP155 (Replay Protection): transactions are signed with the Chiliz Chain Mainnet Chain ID of 88888, preventing cross-chain replay attacks.





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





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





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





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





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





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





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





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Although $PERSIJA 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 $PERSIJA utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.
        </li>
</ol>





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





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






<ul>
        <li>
            Dcentralab's Chainport: converts ERC-20 CHZ on Ethereum to wrapped CHZ on Chiliz Chain.
        </li>
</ul>
<ul>
        <li>
            The Chiliz Bridge: performs a direct ERC-20 to native CHZ conversion using paired contracts deployed on both networks.
        </li>
</ul>





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


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.3</td>
        <td class="label" style="font-weight:bold">Technology used</td>
        <td class="content" id="InformationAboutTechnologyUsedForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_130" name="mica:InformationAboutTechnologyUsedForOtherTokenExplanatory">Implementation and Architecture<br/><br/>The $PERSIJA 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 $PERSIJA CAP-20 contract is deployed and executed.<br/><br/>Smart-Contract Platform and Execution Environment<br/><br/>Smart-contracts on Chiliz Chain are written in Solidity and compiled for the Shanghai-equivalent EVM introduced with the Dragon8 upgrade. Dragon8 also implemented EIP-1559 and EIP-2718, aligning Chiliz Chain's fee mechanics and transaction format with Ethereum. All transactions on Chiliz Chain are metered using the EVM gas schedule and settled in CHZ, the network's native token. The deterministic EVM runtime ensures that, given the same inputs and state, contract execution produces identical results across all validator nodes.<br/><br/>Transfer and Interoperability Technology<br/><br/>Before transferring $PERSIJA, users must hold native CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on Chiliz Chain, with gas paid in CHZ and finality achieved upon block confirmation. The bridge protocols described in H.2 are available to move CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.4</td>
        <td class="label" style="font-weight:bold">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_131" name="mica:ConsensusMechanismForOtherTokenExplanatory">$PERSIJA does not implement its own consensus mechanism. All $PERSIJA transactions are executed within the Chiliz Chain's base layer and 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. $PERSIJA inherits those security and availability guarantees.<br/><br/>Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or offline validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.<br/><br/>Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.<br/><br/>This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralisation than large, fully open validator networks.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.5</td>
        <td class="label" style="font-weight:bold">Incentive Mechanisms and Applicable Fees</td>
        <td class="content" id="IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_132" name="mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory">At the network level, the Chiliz Chain employs a gas-based fee model denominated in CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to CHZ supply. Priority fees are distributed to validators and delegators and are not burned.<br/><br/>Block rewards, comprising both newly minted CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:<br/>
<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>
<br/>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.<br/><br/>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.
</ix:nonNumeric>
        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.6</td>
        <td class="label" style="font-weight:bold">Use of distributed ledger technology</td>
        <td class="content" id="UseOfDistributedLedgerTechnologyIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-false" id="fact_133" name="mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken">
        

False


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.7</td>
        <td class="label" style="font-weight:bold">DLT functionality description</td>
        <td class="content" id="DescriptionOfDLTFunctionalityForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_134" name="mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory">Not Applicable</ix:nonNumeric>

        </td>
    </tr>











    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.8</td>
        <td class="label" style="font-weight:bold">Audit</td>
        <td class="content" id="AuditIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" escape="false" format="ixt4:fixed-true" id="fact_135" name="mica:AuditIndicatorForOtherToken">
        

TRUE


   







    </ix:nonNumeric>
    


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.9</td>
        <td class="label" style="font-weight:bold">Audit outcome</td>
        <td class="content" id="AuditOutcomeForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_136" name="mica:AuditOutcomeForOtherTokenExplanatory">Three categories of audit are relevant to $PERSIJA.<br/>
    <br/>
    Halborn's Chiliz Chain Core Contracts<br/>


    

    <ul>


            


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




            

                </li>

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




            

                </li>

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





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




            

                </li>

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




            

                </li>

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




            

                </li>

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





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




            

                </li>

            <li>Object: Smartcontract infrastructure for the Chiliz Bridge connecting CHZ between Ethereum and the Chiliz Chain.




            

                </li>

            <li>Findings: No critical, unaddressed issues.




            

                </li>

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


        </li>

    </ul></ix:nonNumeric>

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

    </table>
    


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

    </div>





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

    
    
    
    

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

       <tbody>







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.1</td>
        <td class="label" style="font-weight:bold">Offer-related risks</td>
        <td class="content" id="DescriptionOfOfferrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_137" name="mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to the execution of the public offering of the $PERSIJA Fan Token:<br/><br/>Offer delay, suspension, or cancelation<br/><br/>There is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund.<br/><br/>Distribution delay from network congestion<br/><br/>The distribution of $PERSIJA may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution.<br/><br/>Short subscription window<br/><br/>The subscription period is limited to 48 hours. Retail investors across different time zones may have limited opportunity to review this white paper in full or perform due diligence to make a fully informed participation decision within this window.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.2</td>
        <td class="label" style="font-weight:bold">Issuer-related risks</td>
        <td class="content" id="DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_138" name="mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to FTM as the issuer of $PERSIJA:<br/><br/>Regulatory Compliance Risks<br/><br/>Issuers of crypto-assets must adhere to a wide array of regulatory requirements across different jurisdictions. Non-compliance can result in fines, sanctions, or the prohibition of the crypto asset offering, impacting its viability and market acceptance.<br/><br/>Distribution delay from network congestion<br/><br/>These include risks related to the Issuer's internal processes, personnel, and technologies, which can affect their ability to manage crypto-asset operations effectively. Failures in operational integrity might lead to disruptions, financial losses, or issuer’s reputational damage.<br/><br/>Legal Risks<br/><br/>Legal uncertainties, potential lawsuits, or adverse legal rulings can pose significant risks to issuers. Legal challenges may affect the legality, usability, or value of a crypto-asset.<br/><br/>Reputational Risks<br/><br/>Negative publicity, whether due to operational failures, security breaches, or association with illicit activities, can damage an issuer's reputation and, by extension, the value and acceptance of the crypto-asset.<br/><br/>Dependency on Key Individuals<br/><br/>The success of some crypto projects can be highly dependent on the expertise and leadership of Issuer’s key individuals. Loss or changes in the project’s leadership can lead to disruptions, loss of trust, or project failure.<br/><br/>Counterparty Risks<br/><br/>Risks associated with FTM's suppliers or collaborators, including the potential for non-fulfillment of obligations that can affect FTM’s operations.<br/><br/>Token Functionalities<br/><br/>Participants understand that the partnership agreement with the Team will eventually expire or may be terminated and $PERSIJA may partially or fully lose utilities on the Platform as a result of such expiration or termination.<br/><br/>Non-circulating supply management <br/><br/>FTM retains management of 9,950,000 $PERSIJA tokens, representing 99.5% of total supply, as treasury following the public offer. FTM's decisions regarding the timing and method of releasing any portion of this supply into circulation could materially affect $PERSIJA's market price and liquidity conditions.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.3</td>
        <td class="label" style="font-weight:bold">Crypto-assets-related risks</td>
        <td class="content" id="OtherTokensrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_139" name="mica:OtherTokensrelatedRisksExplanatory">The following risks specifically relate to $PERSIJA as a crypto-asset:<br/><br/>Compliance with MiCA <br/><br/>Although $PERSIJA is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token’s status or its ability to be traded.<br/><br/>Regulatory uncertainty<br/><br/>The regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.<br/><br/>Market volatility<br/><br/>$PERSIJA’s value is likely to be highly volatile and subject to market speculation. $PERSIJA’s price may fluctuate significantly, resulting in potential losses.<br/><br/>Liquidity Risk<br/><br/>The availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on 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 $PERSIJA, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $PERSIJA ‘s availability or tradability.<br/><br/>Adoption Challenges<br/><br/>If participants in the crypto-assets market do not engage with $PERSIJA as expected, demand for the token may remain low.<br/><br/>Macroeconomic risk<br/><br/>A crypto market crash or financial crisis could reduce interest and investment in the token.<br/><br/>Reputational Concerns<br/><br/>Crypto-assets are often subject to reputational risks stemming from associations with illegal activities, high-profile security breaches, and technological failures. Such incidents can undermine trust in the broader crypto ecosystem or specific project, negatively affecting investor confidence and market value, thereby hindering widespread adoption and acceptance.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.4</td>
        <td class="label" style="font-weight:bold">Project implementation-related risks</td>
        <td class="content" id="ProjectImplementationrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_140" name="mica:ProjectImplementationrelatedRisksExplanatory">The following risks specifically relate to the implementation of $PERSIJA as a a project:<br/><br/>Partnership dependency<br/><br/>The token functionalities associated with $PERSIJA are contingent on the partnership agreement between FTM and PT. Persija Jaya Jakarta. If this agreement expires without renewal, is terminated early, or if either party fails to perform its obligations, $PERSIJA may partially or fully lose its token functionalities, materially reducing its value. There is no guarantee that the partnership will be renewed on equivalent or any terms.<br/><br/>Club performance and reputational exposure<br/><br/>The desirability of $PERSIJA is directly tied to fan interest in Persija. Events adversely affecting the club, including relegation from Liga 1, deterioration in sporting performance, financial difficulties, governance failures, or reputational harm, could reduce fan engagement and materially affect demand for and the value of $PERSIJA.<br/><br/>Functionality non-delivery <br/><br/>The features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific value utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or Persija.<br/><br/>Platform operational dependency <br/><br/>$PERSIJA utilities are delivered through platform(s) designated by FTM and Persija 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 $PERSIJA's features.<br/><br/>Insufficient funding <br/><br/>The project relies on the public offer to raise a portion of the proceeds allocated to fund the utility inventory. If the offer raises insufficient proceeds, the scope of rewards, benefits, and experiences made available to token holders may be scaled back or limited.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.5</td>
        <td class="label" style="font-weight:bold">Technology-related risks</td>
        <td class="content" id="DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_141" name="mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory">The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of<br/>$PERSIJA:<br/><br/>Blockchain Dependency Risk<br/><br/>$PERSIJA is built on the Chiliz Chain, making it inherently reliant on the stability, security, and long-term operation of that blockchain. Disruptions, protocol upgrades, or governance decisions affecting the Chiliz Chain could impact the token's functionality, transaction speed, and ecosystem integration.<br/><br/>Smart Contract Risks<br/><br/>Despite thorough testing and audits, smart contracts are susceptible to vulnerabilities such as logic errors, reentrancy attacks, or integer overflows. If an exploit is discovered in $PERSIJA token’s contract, it could lead to financial losses, token theft, or unintended behaviors.<br/><br/>Private key management<br/><br/>The security of $PERSIJA holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.<br/><br/>Network Security Risks<br/><br/>While Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.<br/><br/>Transaction Finality<br/><br/>Transactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.<br/><br/>Scalability issues<br/><br/>As blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.<br/><br/>Consensus Failures<br/><br/>Issues with a blockchain’s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.<br/><br/>Ecosystem Dependency Risks<br/><br/>$PERSIJA is compatible with many platforms across the Chiliz Chain or even the wider EVM Ecosystem. It is always best practice to only interact with reputable platforms.<br/><br/>Cross-chain bridge exposure<br/><br/>Interoperability protocols enabling $PERSIJA to be transferred to other networks introduce message-verification risk, trust-anchor compromise risk, finality and liveness risk, smart contract upgrade risk, and operational risks including liquidity fragmentation and pricing divergence. Failure of a cross-chain bridge could result in partial or total loss of bridged tokens.<br/><br/>Evolving Technology Risks<br/><br/>Blockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.6</td>
        <td class="label" style="font-weight:bold">Mitigation measures</td>
        <td class="content" id="MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_142" name="mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory">Offer-Related Risks<br/>
    <br/>
    Short subscription window: This white paper is published on 31 March 2026, two weeks before the subscription period opens on 13 April 2026, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds.<br/>
    <br/>
    Issuer-Related Risks<br/>
    <br/>


    

    <ul>


            


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





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




            

                </li>

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




            

                </li>

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




            

                </li>

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





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




            

                </li>

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





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




            

                </li>

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




            

                </li>

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




            

                </li>

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




            

                </li>

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




            

                </li>

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




            

                </li>

            <li>Evolving technology: FTM actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain technical competitiveness and security. The $PERSIJA 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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            $PERSIJA Fan Token MiCA White Paper
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            <img alt="" src="data:image/png;base64,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"/>
  
     
        </div>

    </div>





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

    
    
    
    

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

       <tbody>


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


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







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.1</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="Name" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_143" name="mica:Name">Fan Token Management AG</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.2</td>
        <td class="label" style="font-weight:bold">Relevant legal entity identifier</td>
        <td class="content" id="RelevantLegalEntityIdentifier" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_144" name="mica:RelevantLegalEntityIdentifier">984500B6F8407AE38911</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.3</td>
        <td class="label" style="font-weight:bold">Name of the crypto-asset</td>
        <td class="content" id="NameOfCryptoAssetSustainability" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_145" name="mica:NameOfCryptoAssetSustainability">PERSIJA</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.4</td>
        <td class="label" style="font-weight:bold">Consensus Mechanism</td>
        <td class="content" id="ConsensusMechanismSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_146" name="mica:ConsensusMechanismSustainabilityExplanatory">$PERSIJA does not implement its own consensus mechanism. All $PERSIJA transactions are executed within the Chiliz Chain's base layer and 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. $PERSIJA inherits those security and availability guarantees.<br/><br/>Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or offline validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.<br/><br/>Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.<br/><br/>This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralisation than large, fully open validator networks.</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.5</td>
        <td class="label" style="font-weight:bold">Incentive Mechanisms and Applicable Fees</td>
        <td class="content" id="IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_147" name="mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory">At the network level, the Chiliz Chain employs a gas-based fee model denominated in CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to CHZ supply. Priority fees are distributed to validators and delegators and are not burned.<br/>
    <br/>
    Block rewards, comprising both newly minted CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:<br/>


    

    <ul>


            


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


            

                </li>

            <li>10% to the Community Vault, CHZ liquidity pools, and sharedsecurity restaking rewards.


            

                </li>

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





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





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


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.6</td>
        <td class="label" style="font-weight:bold">Beginning of the period to which the disclosed information relates</td>
        <td class="content" id="BeginningOfPeriodToWhichDisclosedInformationRelates" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_148" name="mica:BeginningOfPeriodToWhichDisclosedInformationRelates">2026-03-20</ix:nonNumeric>

        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.7</td>
        <td class="label" style="font-weight:bold">End of period to which disclosed information relates</td>
        <td class="content" id="EndOfPeriodToWhichDisclosedInformationRelates" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-01" id="fact_149" name="mica:EndOfPeriodToWhichDisclosedInformationRelates">2027-03-20</ix:nonNumeric>

        </td>
    </tr>

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







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

 
    <ix:nonFraction contextRef="c-duration" decimals="5" id="fact_150" name="mica:EnergyConsumption" unitRef="kWh">48.20178</ix:nonFraction>


        </td>
    </tr>

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







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.9</td>
        <td class="label" style="font-weight:bold">Energy consumption sources and methodologies</td>
        <td class="content" id="DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric contextRef="c-duration" id="fact_151" name="mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory">Since $PERSIJA has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software.<br/>To determine the energy consumption of $PERSIJA, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $PERSIJA, a fraction of the energy consumption of the network is attributed to $PERSIJA, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts.<br/>The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $PERSIJA. Since $PERSIJA has not yet been launched at the time of writing this white paper, estimates are used to determine the share of the token. Other tokens with the same characteristics in terms of technical implementation and structure of the project are selected for this.</ix:nonNumeric>

        </td>
    </tr>

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


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







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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>






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


        </td>
    </tr>

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







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


        </td>
    </tr>






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


        </td>
    </tr>

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







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.17</td>
        <td class="label" style="font-weight:bold">Energy mix</td>
        <td class="content" id="EnergyMixPercentage" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.18</td>
        <td class="label" style="font-weight:bold">Energy use reduction</td>
        <td class="content" id="EnergyUseReductionDetailsAbstract" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.19</td>
        <td class="label" style="font-weight:bold">Carbon intensity</td>
        <td class="content" id="CarbonIntensity" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.20</td>
        <td class="label" style="font-weight:bold">Scope 3 DLT GHG emissions – Value chain</td>
        <td class="content" id="Scope3DLTGHGEmissionsValueChain" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.21</td>
        <td class="label" style="font-weight:bold">GHG emissions reduction targets or commitments</td>
        <td class="content" id="GHGEmissionsReductionTargetsOrCommitmentsExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.22</td>
        <td class="label" style="font-weight:bold">Generation of waste electrical and electronic equipment (WEEE)</td>
        <td class="content" id="GenerationOfWasteElectricalAndElectronicEquipmentWEEE" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.23</td>
        <td class="label" style="font-weight:bold">Non-recycled WEEE ratio</td>
        <td class="content" id="NonrecycledWEEEratio" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.24</td>
        <td class="label" style="font-weight:bold">Generation of hazardous waste</td>
        <td class="content" id="GenerationOfHazardousWaste" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.25</td>
        <td class="label" style="font-weight:bold">Generation of waste (all types)</td>
        <td class="content" id="GenerationOfWasteAllTypes" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.26</td>
        <td class="label" style="font-weight:bold">Non-recycled waste ratio (all types)</td>
        <td class="content" id="NonrecycledWasteRatioAllTypes" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.27</td>
        <td class="label" style="font-weight:bold">Waste intensity (all types)</td>
        <td class="content" id="WasteIntensityAllTypes" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.28</td>
        <td class="label" style="font-weight:bold">Waste reduction targets or commitments (all types)</td>
        <td class="content" id="WasteReductionTargetsOrCommitmentsAllTypesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.29</td>
        <td class="label" style="font-weight:bold">Impact of the use of equipment on natural resources</td>
        <td class="content" id="ImpactOfUseOfEquipmentOnNaturalResourcesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.30</td>
        <td class="label" style="font-weight:bold">Natural resources use reduction targets or commitments</td>
        <td class="content" id="NaturalResourcesUseReductionTargetsOrCommitmentsExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.31</td>
        <td class="label" style="font-weight:bold">Water use</td>
        <td class="content" id="WaterUse" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.32</td>
        <td class="label" style="font-weight:bold">Non recycled water ratio</td>
        <td class="content" id="NonRecycledWaterRatio" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>

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







    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.33</td>
        <td class="label" style="font-weight:bold">Other energy sources and methodologies</td>
        <td class="content" id="OtherEnergySourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.34</td>
        <td class="label" style="font-weight:bold">Other GHG sources and methodologies</td>
        <td class="content" id="OtherGHGSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.35</td>
        <td class="label" style="font-weight:bold">Waste sources and methodologies</td>
        <td class="content" id="WasteSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


        </td>
    </tr>






    <tr class="indent">
        <td class="numbering" style="font-weight:bold">S.36</td>
        <td class="label" style="font-weight:bold">Natural resources sources and methodologies</td>
        <td class="content" id="NaturalResourcesSourcesAndMethodologiesExplanatory" style="position:relative; width: 30%;">
            
    N/A (see S.10)


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

    </table>
    


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        <div class="line_above"></div>
        XBRL Format Copyright © 2026 MiCA Crypto Alliance. All rights reserved.
        Email : <a href="mailto:contact@micacryptoalliance.com">contact@micacryptoalliance.com</a>
    </div>
    <div style="font-size:7pt">
        Disclaimer: This document is made available by the MiCA Crypto Alliance Limited ("MiCA Crypto Alliance"), trading as “The MiCA Crypto Alliance”. MiCA Crypto Alliance does not provide any warranty of any kind, express or implied, including but not limited to warranties of accuracy, fitness for a particular purpose, compliance with any laws and/or non-infringement. MiCA Crypto Alliance also assumes no responsibility for any errors, defects, or omissions in the document. To the maximum extent permitted by applicable laws, MiCA Crypto Alliance will not be liable for any direct, indirect, incidental, special, consequential, or exemplary damages, including but not limited to, damages for loss of profits, goodwill, data, or other intangible losses arising out of or relating to any use and/or reliance on the information in this document, however arising, including negligence.
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        <xbrli:endDate>2026-12-31</xbrli:endDate>
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</xbrli:context>
            
            <xbrli:unit id="Day">
                <xbrli:measure>utr:D</xbrli:measure>
            </xbrli:unit>
            <xbrli:unit id="USD">
                <xbrli:measure>iso4217:USD</xbrli:measure>
            </xbrli:unit>
            <xbrli:unit id="pure">
                <xbrli:measure>xbrli:pure</xbrli:measure>
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            <xbrli:unit id="tCO2e">
                <xbrli:measure>utr:tCO2e</xbrli:measure>
            </xbrli:unit>
            <xbrli:unit id="kgCO2e">
            <xbrli:measure>xbrli:pure</xbrli:measure>
        </xbrli:unit>
        
        <xbrli:unit id="kg">
    <xbrli:measure>utr:kg</xbrli:measure>
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    <xbrli:unit id="m3">
        <xbrli:measure>utr:m3</xbrli:measure>
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    <xbrli:unit id="t">
        <xbrli:measure>utr:t</xbrli:measure>
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    <xbrli:unit id="J">
        <xbrli:measure>utr:J</xbrli:measure>
    </xbrli:unit>
    <xbrli:unit id="kWh">
        <xbrli:measure>utr:kWh</xbrli:measure>
    </xbrli:unit>
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      </ix:header>
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         "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"
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        "ns0": {
         "en": "04 Statement in accordance with Article 6(5), points (a), (b), (c), of Regulation (EU) 2023/1114",
         "bg": "04 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a05, \u0431\u0443\u043a\u0432\u0438\u00a0\u0430), \u0431) \u0438 \u0432) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "04 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. a), b) a\u00a0c) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "04 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra a), b) og c), i forordning (EU) 2023/1114",
         "de": "04 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstaben\u00a0a, b und c der Verordnung (EU) 2023/1114",
         "el": "4 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03b1), \u03b2), \u03b3) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "04 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letras a), b) y c), del Reglamento (UE) 2023/1114.",
         "et": "04 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punktide a, b ja c kohane avaldus",
         "fr": "04 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, points\u00a0a), b) et c), du r\u00e8glement (UE) 2023/1114",
         "ga": "04 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), point\u00ed\u00a0(a), (b), (c), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "04 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkama (a), (b) i (c) Uredbe (EU) 2023/1114",
         "it": "04 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettere a), b), e c), del regolamento (UE) 2023/1114",
         "lv": "04 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta a), b) un c)\u00a0apak\u0161punktu",
         "lt": "04 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies a, b ir c punktus",
         "hu": "04 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek a), b) \u00e9s c) pontja szerinti nyilatkozat",
         "mt": "04 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(a)(b) u (c), tar-Regolament (UE) 2023/1114",
         "nl": "04 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punten a), b) en c), van Verordening (EU) 2023/1114",
         "pl": "04 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0a), b) i\u00a0c) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "04 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00edneas a), b) e c), do Regulamento (UE) 2023/1114",
         "ro": "04 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) literele\u00a0(a), (b) \u0219i (c) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "04 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. a), b) a\u00a0c) nariadenia (E\u00da) 2023/1114",
         "sl": "04 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dke (a), (b), (c), Uredbe (EU) 2023/1114",
         "fi": "04 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan a, b ja c alakohdan mukainen lausunto.",
         "sv": "04 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0a, b och c i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:StatementAboutExchangeabilityForOtherToken": {
       "labels": {
        "doc": {
         "en": "'Statement in accordance with Article 6(5), point (d) of Regulation (EU) 2023/1114. [Include statement where the offer to the public concerns a utility token]\n\u2018The utility token may not be exchangeable against the good or service promised in the crypto-asset white paper, especially in the case of a failure or discontinuation of the crypto-asset project\u2019"
        },
        "std": {
         "en": "Statement about exchangeability for other token"
        },
        "ns0": {
         "en": "05 Statement in accordance with Article 6(5), point (d), of Regulation (EU) 2023/1114",
         "bg": "05 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a05, \u0431\u0443\u043a\u0432\u0430\u00a0\u0433) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "05 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. d) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "05 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra d), i forordning (EU) 2023/1114",
         "de": "05 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstabe\u00a0d der Verordnung (EU)\u00a02023/1114",
         "el": "5 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf \u03b4) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "05 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letra d) del Reglamento (UE) 2023/1114.",
         "et": "05 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punkti d kohane avaldus",
         "fr": "05 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, point\u00a0d), du r\u00e8glement (UE) 2023/1114",
         "ga": "05 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), pointe\u00a0(d), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "05 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkom\u00a0(d) Uredbe (EU) 2023/1114",
         "it": "05 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettera d), del regolamento (UE) 2023/1114",
         "lv": "05 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta d)\u00a0apak\u0161punktu",
         "lt": "05 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies d punkt\u0105",
         "hu": "05 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek d) pontja szerinti nyilatkozat",
         "mt": "05 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(d), tar-Regolament (UE) 2023/1114",
         "nl": "05 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punt d), van Verordening (EU) 2023/1114",
         "pl": "05 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0d) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "05 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00ednea d), do Regulamento (UE) 2023/1114",
         "ro": "05 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) litera\u00a0(d) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "05 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. d) nariadenia (E\u00da) 2023/1114",
         "sl": "05 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dka (d), Uredbe (EU) 2023/1114",
         "fi": "05 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan d alakohdan mukainen lausunto.",
         "sv": "05 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0d i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:StatementAboutCompensationAndGuaranteeForOtherToken": {
       "labels": {
        "doc": {
         "en": "'Article 6(5), points (e) and (f) of Regulation (EU) 2023/1114. \u2018The crypto-asset is not covered by the investor compensation schemes under Directive 97/9/EC of the European Parliament and of the Council.\nThe crypto-asset is not covered by the deposit guarantee schemes under Directive 2014/49/EU of the European Parliament and of the Council.\u2019"
        },
        "std": {
         "en": "Statement about compensation and guarantee for other token"
        },
        "ns0": {
         "en": "06 Statement in accordance with Article 6(5), points (e) and (f), of Regulation (EU) 2023/1114",
         "bg": "06 \u0414\u0435\u043a\u043b\u0430\u0440\u0430\u0446\u0438\u044f \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a05, \u0431\u0443\u043a\u0432\u0438\u00a0\u0434) \u0438 \u0435) \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "06 Prohl\u00e1\u0161en\u00ed podle \u010dl.\u00a06 odst.\u00a05 p\u00edsm. e) a\u00a0f) na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "06 Erkl\u00e6ring i henhold til artikel\u00a06, stk.\u00a05, litra e) og f), i forordning (EU) 2023/1114",
         "de": "06 Erkl\u00e4rung gem\u00e4\u00df Artikel\u00a06 Absatz\u00a05 Buchstaben\u00a0e und f der Verordnung (EU) 2023/1114",
         "el": "6 \u0394\u03ae\u03bb\u03c9\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 5 \u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03b1 \u03b5) \u03ba\u03b1\u03b9 \u03c3\u03c4) \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "06 Declaraci\u00f3n de conformidad con el art\u00edculo\u00a06, apartado 5, letras e) y f), del Reglamento (UE) 2023/1114.",
         "et": "06 M\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 5 punktide e ja f kohane avaldus",
         "fr": "06 D\u00e9claration \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a05, points\u00a0e) et f), du r\u00e8glement (UE) 2023/1114",
         "ga": "06 R\u00e1iteas i gcomhr\u00e9ir le hAirteagal\u00a06(5), point\u00ed\u00a0(e) agus (f), de Rialach\u00e1n (AE) 2023/1114",
         "hr": "06 Izjava u skladu s \u010dlankom\u00a06. stavkom\u00a05. to\u010dkama (e) i (f) Uredbe (EU) 2023/1114",
         "it": "06 Dichiarazione di conformit\u00e0 a norma dell'articolo\u00a06, paragrafo 5, lettere e) ed f), del regolamento (UE) 2023/1114",
         "lv": "06 Pazi\u0146ojums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a05.\u00a0punkta e) un f)\u00a0apak\u0161punktu",
         "lt": "06 Teiginys pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a05 dalies e ir f punktus",
         "hu": "06 Az (EU) 2023/1114 rendelet\u00a06. cikke (5) bekezd\u00e9s\u00e9nek e) \u00e9s f) pontja szerinti nyilatkozat",
         "mt": "06 Dikjarazzjoni f\u2019konformit\u00e0 mal-Artikolu\u00a06(5)(e) u (f), tar-Regolament (UE) 2023/1114",
         "nl": "06 Verklaring overeenkomstig artikel\u00a06, lid\u00a05, punten e) en f), van Verordening (EU) 2023/1114",
         "pl": "06 O\u015bwiadczenie zgodnie z\u00a0art.\u00a06 ust.\u00a05 lit.\u00a0e) i\u00a0f) rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "06 Declara\u00e7\u00e3o nos termos do artigo\u00a06.o, n.o\u00a05, al\u00edneas e) e f), do Regulamento (UE) 2023/1114",
         "ro": "06 Men\u021biune \u00een conformitate cu articolul\u00a06 alineatul\u00a0(5) literele\u00a0(e) \u0219i (f) din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "06 Vyhl\u00e1senie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a05 p\u00edsm. e) a\u00a0f) nariadenia (E\u00da) 2023/1114",
         "sl": "06 Izjava v\u00a0skladu s\u00a0\u010dlenom 6(5), to\u010dki (e) in (f), Uredbe (EU) 2023/1114",
         "fi": "06 Asetuksen (EU) 2023/1114 6\u00a0artiklan 5 kohdan e ja f alakohdan mukainen lausunto.",
         "sv": "06 F\u00f6rklaring i enlighet med artikel\u00a06.5\u00a0e och f i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:ClarificationRegardingOtherTokenOfferTerms": {
       "labels": {
        "doc": {
         "en": "'Article 6(7), second subparagraph, of Regulation (EU) 2023/1114. \u2018The summary should be read as an introduction to the crypto-asset white paper. The prospective holder should base any decision to purchase the asset-refenced token on the content of the crypto-asset white paper as a whole and not on the summary alone.\nThe offer to the public of the crypto-asset does not constitute an offer or solicitation to purchase financial instruments and any such offer or solicitation can be made only by means of a prospectus or other offer documents pursuant to the applicable national law.\nThe crypto-asset white paper does not constitute a prospectus as referred to in Regulation (EU) 2017/1129 of the European Parliament and of the Council (36) or any other offer document pursuant to Union or national law.\u2019"
        },
        "std": {
         "en": "Clarification regarding other token offer terms"
        },
        "ns0": {
         "en": "07 Warning in accordance with Article 6(7), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "07 \u041f\u0440\u0435\u0434\u0443\u043f\u0440\u0435\u0436\u0434\u0435\u043d\u0438\u0435 \u0432 \u0441\u044a\u043e\u0442\u0432\u0435\u0442\u0441\u0442\u0432\u0438\u0435 \u0441 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444 7, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "07 Upozorn\u011bn\u00ed podle \u010dl.\u00a06 odst.\u00a07 druh\u00e9ho pododstavce na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "07 Advarsel i henhold til artikel\u00a06, stk.\u00a07, andet afsnit, i forordning (EU) 2023/1114",
         "de": "07 Warnhinweis gem\u00e4\u00df Artikel\u00a06 Absatz\u00a07 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114",
         "el": "7 \u03a0\u03c1\u03bf\u03b5\u03b9\u03b4\u03bf\u03c0\u03bf\u03af\u03b7\u03c3\u03b7 \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 7 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "07 Advertencia de conformidad con el art\u00edculo\u00a06, apartado\u00a07, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114.",
         "et": "07 Hoiatus vastavalt m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike\u00a07 teisele l\u00f5igule",
         "fr": "07 Avertissement \u00e0 ins\u00e9rer conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a07, du r\u00e8glement (UE) 2023/1114",
         "ga": "07 Rabhadh i gcomhr\u00e9ir le hAirteagal\u00a06(7), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "07 Upozorenje u skladu s \u010dlankom\u00a06. stavkom\u00a07. drugim podstavkom Uredbe (EU) 2023/1114",
         "it": "07 Avvertenza a norma dell'articolo\u00a06, paragrafo 7, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "07 Br\u012bdin\u0101jums saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a07.\u00a0punkta otro da\u013cu",
         "lt": "07 \u012esp\u0117jimas pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a07\u00a0dalies antr\u0105 pastraip\u0105",
         "hu": "07 Az (EU) 2023/1114 rendelet\u00a06. cikke (7) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9se szerinti figyelmeztet\u00e9s",
         "mt": "07 Twissija f\u2019konformit\u00e0 mat-tieni subparagrafu tal-Artikolu\u00a06(7), tar-Regolament (UE) 2023/1114",
         "nl": "07 Waarschuwing overeenkomstig artikel\u00a06, lid\u00a07, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "07 Ostrze\u017cenie zgodnie z\u00a0art.\u00a06 ust.\u00a07 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "07 Aviso nos termos do artigo\u00a06.o, n.o\u00a07, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "07 Avertisment \u00een conformitate cu articolul\u00a06 alineatul\u00a0(7) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "07 Upozornenie v\u00a0s\u00falade s\u00a0\u010dl\u00e1nkom 6 ods.\u00a07 druh\u00fdm pododsekom nariadenia (E\u00da) 2023/1114",
         "sl": "07 Opozorilo v\u00a0skladu s\u00a0\u010dlenom 6(7), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "07 Asetuksen (EU) 2023/1114 6\u00a0artiklan 7 kohdan toisen alakohdan mukainen varoitus.",
         "sv": "07 Varning i enlighet med artikel\u00a06.7 andra stycket i f\u00f6rordning (EU) 2023/1114"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief, clear and non-technical description of the characteristics of the crypto asset including information about rights and obligations of the purchaser, procedure and conditions for the exercise of those rights, conditions, if any, under which these rights and obligations may be modified.\nWhere the white paper concerns a utility token, information about the quality and quantity of goods or services to which the utility tokens give access and restrictions on the transferability."
        },
        "std": {
         "en": "Description of characteristics of other token [text block]"
        },
        "ns0": {
         "en": "08 Characteristics of the crypto-asset",
         "bg": "08 \u0425\u0430\u0440\u0430\u043a\u0442\u0435\u0440\u0438\u0441\u0442\u0438\u043a\u0438 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "08 Charakteristiky kryptoaktiva",
         "da": "08 Kryptoaktivets karakteristika",
         "de": "08 Merkmale des Kryptowerts",
         "el": "8 \u03a7\u03b1\u03c1\u03b1\u03ba\u03c4\u03b7\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03ac \u03c4\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf\u03c5",
         "es": "08 Caracter\u00edsticas del criptoactivo",
         "et": "08 Kr\u00fcptovara omadused",
         "fr": "08 Caract\u00e9ristiques du crypto-actif",
         "ga": "08 Saintr\u00e9ithe na cripteash\u00f3cmhainne",
         "hr": "08 Zna\u010dajke kriptoimovine",
         "it": "08 Caratteristiche della cripto-attivit\u00e0",
         "lv": "08 Kriptoakt\u012bva raksturlielumi",
         "lt": "08 Kriptoturto ypatyb\u0117s",
         "hu": "08 A kriptoeszk\u00f6z jellemz\u0151i",
         "mt": "08 Karatteristi\u010bi tal-kriptoassi",
         "nl": "08 Kenmerken cryptoactivum",
         "pl": "08 W\u0142a\u015bciwo\u015bci kryptoaktywa",
         "pt": "08 Caracter\u00edsticas do criptoativo",
         "ro": "08 Caracteristicile criptoactivului",
         "sk": "08 Charakteristiky kryptoakt\u00edva",
         "sl": "08 Zna\u010dilnosti kriptosredstva",
         "fi": "08 Kryptovaran ominaisuudet",
         "sv": "08 Kryptotillg\u00e5ngens egenskaper"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory": {
       "labels": {
        "std": {
         "en": "Description of further information about utility tokens [text block]"
        },
        "ns0": {
         "en": "09 Further information about utility tokens"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OfferDescriptionExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief and non-technical description of the offer to the public including information about the amount of the offer, including, where applicable, any minimum and maximum target subscription goals, issue price of the crypto-asset and subscription fees, the total number of crypto-assets to be offered; prospective holders; description, where applicable, of the various phases of the offer to the public of crypto-assets, including information on discounted purchase price for early purchasers of crypto-assets, subscription period.\nWhen applicable, the name of the crypto-asset service provider in charge of the placing of crypto-assets and the form of such placement (with or without a firm commitment basis);\nWhen applicable, the name of the trading platform for which the admission is sought."
        },
        "std": {
         "en": "Offer description [text block]"
        },
        "ns0": {
         "en": "10 Key information about the offer to the public or admission to trading",
         "bg": "10 \u0421\u044a\u0449\u0435\u0441\u0442\u0432\u0435\u043d\u0430 \u0438\u043d\u0444\u043e\u0440\u043c\u0430\u0446\u0438\u044f \u0437\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430 \u0438\u043b\u0438 \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "10 Kl\u00ed\u010dov\u00e9 informace o\u00a0ve\u0159ejn\u00e9m nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "10 N\u00f8gleoplysninger om udbuddet til offentligheden eller optagelsen til handel",
         "de": "10 Wesentliche Informationen \u00fcber das \u00f6ffentliche Angebot oder die Zulassung zum Handel",
         "el": "10 \u0392\u03b1\u03c3\u03b9\u03ba\u03ad\u03c2 \u03c0\u03bb\u03b7\u03c1\u03bf\u03c6\u03bf\u03c1\u03af\u03b5\u03c2 \u03c3\u03c7\u03b5\u03c4\u03b9\u03ba\u03ac \u03bc\u03b5 \u03c4\u03b7 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac \u03ae \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "10 Informaci\u00f3n clave sobre la oferta p\u00fablica o la admisi\u00f3n a negociaci\u00f3n",
         "et": "10 P\u00f5hiteave avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise kohta",
         "fr": "10 Informations cl\u00e9s sur l\u2019offre au public ou sur l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "10 Faisn\u00e9is bhunriachtanach faoin tairiscint don phobal n\u00f3 faoin ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "10 Klju\u010dne informacije o javnoj ponudi ili uvr\u0161tenju za trgovanje",
         "it": "10 Informazioni fondamentali sull'offerta al pubblico o sull'ammissione alla negoziazione",
         "lv": "10 Pamatinform\u0101cija par publisko pied\u0101v\u0101jumu vai pielaidi tirdzniec\u012bbai",
         "lt": "10 Pagrindin\u0117 informacija apie vie\u0161\u0105 si\u016blym\u0105 arba \u012ftraukim\u0105 \u012f prekyb\u0105",
         "hu": "10 A nyilv\u00e1nos aj\u00e1nlatt\u00e9telre vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9sre vonatkoz\u00f3 kiemelt inform\u00e1ci\u00f3k",
         "mt": "10 Informazzjoni ewlenija dwar l-offerta lill-pubbliku jew l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "10 Sleutelinformatie over de aanbieding aan het publiek of de toelating tot de handel",
         "pl": "10 Kluczowe informacje na temat oferty publicznej lub dopuszczenia do obrotu",
         "pt": "10 Principais informa\u00e7\u00f5es sobre a oferta p\u00fablica ou a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "10 Informa\u021bii esen\u021biale privind oferta public\u0103 sau admiterea la tranzac\u021bionare",
         "sk": "10 K\u013e\u00fa\u010dov\u00e9 inform\u00e1cie o\u00a0verejnej ponuke alebo prijat\u00ed na obchodovanie.",
         "sl": "10 Klju\u010dne informacije o\u00a0javni ponudbi ali uvrstitvi v\u00a0trgovanje",
         "fi": "10 Keskeiset tiedot yleis\u00f6lle tarjoamisesta tai kaupank\u00e4ynnin kohteeksi ottamisesta",
         "sv": "10 Central information om erbjudandet till allm\u00e4nheten eller upptagandet till handel"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NameOfOtherTokenOfferor": {
       "labels": {
        "ns0": {
         "en": "A.1 Name",
         "bg": "A.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435",
         "cs": "A.1 N\u00e1zev",
         "da": "A.1 Navn",
         "de": "A.1 Name",
         "el": "A.1 \u0395\u03c0\u03c9\u03bd\u03c5\u03bc\u03af\u03b1",
         "es": "A.1 Nombre",
         "et": "A.1 Nimi",
         "fr": "A.1 Nom",
         "ga": "A.1 Ainm",
         "hr": "A.1 Naziv",
         "it": "A.1 Nome",
         "lv": "A.1 Nosaukums",
         "lt": "A.1 Pavadinimas",
         "hu": "A.1. N\u00e9v",
         "mt": "A.1 Isem",
         "nl": "A.1 Naam",
         "pl": "A.1 Nazwa",
         "pt": "A.1 Nome",
         "ro": "A.1 Nume",
         "sk": "A.1 Meno",
         "sl": "A.1 Ime",
         "fi": "A.1 Nimi",
         "sv": "A.1 Namn"
        },
        "std": {
         "en": "Name of other token offeror"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsRegistrationDate": {
       "labels": {
        "ns0": {
         "en": "A.5 Registration date",
         "bg": "A.5 \u0414\u0430\u0442\u0430 \u043d\u0430 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f",
         "cs": "A.5 Datum registrace",
         "da": "A.5 Registreringsdato",
         "de": "A.5 Registrierungsdatum",
         "el": "A.5 \u0397\u03bc\u03b5\u03c1\u03bf\u03bc\u03b7\u03bd\u03af\u03b1 \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7\u03c2",
         "es": "A.5 Fecha de inscripci\u00f3n en el registro",
         "et": "A.5 Registreerimise kuup\u00e4ev",
         "fr": "A.5 Date d\u2019enregistrement",
         "ga": "A.5 D\u00e1ta cl\u00e1r\u00fach\u00e1in",
         "hr": "A.5 Datum registracije",
         "it": "A.5 Data di registrazione",
         "lv": "A.5 Re\u0123istr\u0101cijas datums",
         "lt": "A.5 Registracijos data",
         "hu": "A.5. Bejegyz\u00e9si d\u00e1tum",
         "mt": "A.5 Data tar-re\u0121istrazzjoni",
         "nl": "A.5 Registratiedatum",
         "pl": "A.5 Data rejestracji",
         "pt": "A.5 Data de registo",
         "ro": "A.5 Data \u00eenregistr\u0103rii",
         "sk": "A.5 D\u00e1tum registr\u00e1cie",
         "sl": "A.5 Datum registracije",
         "fi": "A.5 Rekister\u00f6intip\u00e4iv\u00e4",
         "sv": "A.5 Registreringsdatum"
        },
        "std": {
         "en": "Offeror's registration date"
        }
       },
       "dt": "xbrli:dateItemType"
      },
      "mica:OfferorsLegalEntityIdentifier": {
       "labels": {
        "ns0": {
         "en": "A.6 Legal entity identifier",
         "bg": "A.6 \u0418\u0434\u0435\u043d\u0442\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u043e\u043d\u0435\u043d \u043a\u043e\u0434 \u043d\u0430 \u043f\u0440\u0430\u0432\u043d\u0438\u044f \u0441\u0443\u0431\u0435\u043a\u0442",
         "cs": "A.6 Identifika\u010dn\u00ed k\u00f3d pr\u00e1vnick\u00e9 osoby",
         "da": "A.6 Identifikator for juridiske enheder",
         "de": "A.6 Rechtstr\u00e4gerkennung",
         "el": "A.6 \u0391\u03bd\u03b1\u03b3\u03bd\u03c9\u03c1\u03b9\u03c3\u03c4\u03b9\u03ba\u03cc\u03c2 \u03ba\u03c9\u03b4\u03b9\u03ba\u03cc\u03c2 \u03bd\u03bf\u03bc\u03b9\u03ba\u03ae\u03c2 \u03bf\u03bd\u03c4\u03cc\u03c4\u03b7\u03c4\u03b1\u03c2",
         "es": "A.6 Identificador de persona jur\u00eddica",
         "et": "A.6 Juriidilise isiku tunnus",
         "fr": "A.6 Identifiant d\u2019entit\u00e9 juridique",
         "ga": "A.6 Aitheant\u00f3ir an eintitis dhl\u00edtheanaigh",
         "hr": "A.6 Identifikacijska oznaka pravne osobe",
         "it": "A.6 Identificativo della persona giuridica",
         "lv": "A.6 Juridisk\u0101s personas identifikators",
         "lt": "A.6 Juridinio asmens identifikatorius",
         "hu": "A.6. Jogalany-azonos\u00edt\u00f3",
         "mt": "A.6 Identifikatur ta\u2019 entit\u00e0 \u0121uridika",
         "nl": "A.6 Identificatiecode voor juridische entiteiten",
         "pl": "A.6 Identyfikator podmiotu prawnego",
         "pt": "A.6 Identificador de entidade jur\u00eddica",
         "ro": "A.6 Identificatorul entit\u0103\u021bii juridice",
         "sk": "A.6 Identifik\u00e1tor pr\u00e1vneho subjektu",
         "sl": "A.6 Identifikator pravnih subjektov",
         "fi": "A.6 Oikeushenkil\u00f6tunnus",
         "sv": "A.6 Identifieringskod f\u00f6r juridiska personer"
        },
        "doc": {
         "en": "Legal entity identifier of the offeror or person seeking admission to trading."
        },
        "std": {
         "en": "Offeror's legal entity identifier"
        }
       },
       "dt": "lei:leiItemType"
      },
      "mica:OfferorsContactTelephoneNumber": {
       "labels": {
        "ns0": {
         "en": "A.8 Contact telephone number",
         "bg": "A.8 \u0422\u0435\u043b\u0435\u0444\u043e\u043d\u0435\u043d \u043d\u043e\u043c\u0435\u0440 \u0437\u0430 \u043a\u043e\u043d\u0442\u0430\u043a\u0442",
         "cs": "A.8 Kontaktn\u00ed telefonn\u00ed \u010d\u00edslo",
         "da": "A.8 Kontakttelefonnummer",
         "de": "A.8 Telefonnummer zur Kontaktaufnahme",
         "el": "A.8 \u03a4\u03b7\u03bb\u03b5\u03c6\u03c9\u03bd\u03b9\u03ba\u03cc\u03c2 \u03b1\u03c1\u03b9\u03b8\u03bc\u03cc\u03c2 \u03b5\u03c0\u03b9\u03ba\u03bf\u03b9\u03bd\u03c9\u03bd\u03af\u03b1\u03c2",
         "es": "A.8 Tel\u00e9fono de contacto",
         "et": "A.8 Kontakttelefon",
         "fr": "A.8 T\u00e9l\u00e9phone",
         "ga": "A.8 Uimhir theileaf\u00f3in theagmh\u00e1la",
         "hr": "A.8 Broj telefona za kontakt",
         "it": "A.8 Recapito telefonico",
         "lv": "A.8 Kontaktt\u0101lru\u0146a numurs",
         "lt": "A.8 Kontaktinis telefono numeris",
         "hu": "A.8. Telefonos el\u00e9rhet\u0151s\u00e9g",
         "mt": "A.8 Numru tat-telefon ta\u2019 kuntatt",
         "nl": "A.8 Telefoonnummer",
         "pl": "A.8 Numer telefonu kontaktowego",
         "pt": "A.8 N\u00famero de telefone de contacto",
         "ro": "A.8 Num\u0103rul de telefon de contact",
         "sk": "A.8 Kontaktn\u00e9 telef\u00f3nne \u010d\u00edslo",
         "sl": "A.8 Kontaktna telefonska \u0161tevilka",
         "fi": "A.8 Puhelinnumero",
         "sv": "A.8 Telefonnummer"
        },
        "doc": {
         "en": "Contact telephone number of the offeror or the person seeking admission to trading"
        },
        "std": {
         "en": "Offeror's contact telephone number"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsEmailAddress": {
       "labels": {
        "ns0": {
         "en": "A.9 E-mail address",
         "bg": "A.9 \u0410\u0434\u0440\u0435\u0441 \u043d\u0430 \u0435\u043b\u0435\u043a\u0442\u0440\u043e\u043d\u043d\u0430 \u043f\u043e\u0449\u0430",
         "cs": "A.9 E-mailov\u00e1 adresa",
         "da": "A.9 E-mail",
         "de": "A.9 E-Mail-Adresse",
         "el": "A.9 Email",
         "es": "A.9 Direcci\u00f3n de correo electr\u00f3nico",
         "et": "A.9 E-posti aadress",
         "fr": "A.9 Adresse \u00e9lectronique",
         "ga": "A.9 Seoladh r\u00edomhphoist",
         "hr": "A.9 E-adresa",
         "it": "A.9 Indirizzo e-mail",
         "lv": "A.9 E-pasta adrese",
         "lt": "A.9 E. pa\u0161to adresas",
         "hu": "A.9. E-mail-c\u00edm",
         "mt": "A.9 Indirizz tal-posta elettronika",
         "nl": "A.9 E-mailadres",
         "pl": "A.9 Adres e-mail",
         "pt": "A.9 Endere\u00e7o de correio eletr\u00f3nico",
         "ro": "A.9 Adresa de e-mail",
         "sk": "A.9 E-mailov\u00e1 adresa",
         "sl": "A.9 Elektronski naslov",
         "fi": "A.9 S\u00e4hk\u00f6postiosoite",
         "sv": "A.9 E-post"
        },
        "doc": {
         "en": "E-mail address of the offeror or the person seeking admission to trading."
        },
        "std": {
         "en": "Offeror's e-mail address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsResponseTimeDays": {
       "labels": {
        "ns0": {
         "en": "A.10 Response time (days)",
         "bg": "A.10 \u0412\u0440\u0435\u043c\u0435 \u0437\u0430 \u043e\u0442\u0433\u043e\u0432\u043e\u0440 (\u0434\u043d\u0438)",
         "cs": "A.10 Doba odezvy (dny)",
         "da": "A.10 Svartid (dage)",
         "de": "A.10 Reaktionszeit (Tage)",
         "el": "A.10 \u03a7\u03c1\u03cc\u03bd\u03bf\u03c2 \u03b1\u03c0\u03cc\u03ba\u03c1\u03b9\u03c3\u03b7\u03c2 (\u0397\u03bc\u03ad\u03c1\u03b5\u03c2)",
         "es": "A.10 Tiempo de respuesta (d\u00edas)",
         "et": "A.10 Vastamise aeg (p\u00e4evades)",
         "fr": "A.10 D\u00e9lai de r\u00e9ponse (en jours)",
         "ga": "A.10 Aga freagartha (Laethanta)",
         "hr": "A.10 Vrijeme odgovora (u danima)",
         "it": "A.10 Tempi di risposta (giorni)",
         "lv": "A.10 Atbildes laiks (dienas)",
         "lt": "A.10 Atsakymo laikas (dienomis)",
         "hu": "A.10. V\u00e1laszad\u00e1si id\u0151 (napok)",
         "mt": "A.10 \u0126in tar-rispons (Jiem)",
         "nl": "A.10 Responstijd (dagen)",
         "pl": "A.10 Czas odpowiedzi (w\u00a0dniach)",
         "pt": "A.10 Tempo de resposta (dias)",
         "ro": "A.10 Timpul de r\u0103spuns (zile)",
         "sk": "A.10 \u010cas na odpove\u010f (v\u00a0d\u0148och)",
         "sl": "A.10 \u010cas za odgovor (v\u00a0dnevih)",
         "fi": "A.10 Vastausaika (p\u00e4ivin\u00e4)",
         "sv": "A.10 Svarstid (dagar)"
        },
        "std": {
         "en": "Offeror's response time (days)"
        },
        "doc": {
         "en": "Period of days within which an investor will receive an answer via that telephone number or email address"
        }
       },
       "dt": "xbrli:integerItemType"
      },
      "mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for offeror's management body member for other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "d": "t",
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken"
      },
      "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Identity"
        },
        "std": {
         "en": "Identity of offeror's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of offeror's management body member for other token"
        },
        "ns0": {
         "en": "Business address"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken": {
       "labels": {
        "ns0": {
         "en": "Function"
        },
        "std": {
         "en": "Function of offeror's management body member for other token"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OfferorsBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.13 Business activity",
         "bg": "A.13 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "A.13 Podnikatelsk\u00e1 \u010dinnost",
         "da": "A.13 Forretningsaktiviteter",
         "de": "A.13 Gesch\u00e4ftst\u00e4tigkeit",
         "el": "A.13 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1",
         "es": "A.13 Actividades comerciales",
         "et": "A.13 \u00c4ritegevus",
         "fr": "A.13 Activit\u00e9 commerciale",
         "ga": "A.13 Gn\u00edomha\u00edocht ghn\u00f3",
         "hr": "A.13 Poslovna djelatnost",
         "it": "A.13 Attivit\u00e0 commerciale",
         "lv": "A.13 Dar\u012bjumdarb\u012bba",
         "lt": "A.13 Verslo veikla",
         "hu": "A.13. \u00dczleti tev\u00e9kenys\u00e9g",
         "mt": "A.13 Attivit\u00e0 kummer\u010bjali",
         "nl": "A.13 Bedrijfsactiviteit",
         "pl": "A.13 Dzia\u0142alno\u015b\u0107 gospodarcza",
         "pt": "A.13 Atividade comercial",
         "ro": "A.13 Activitate economic\u0103",
         "sk": "A.13 Podnikate\u013esk\u00e1 \u010dinnos\u0165",
         "sl": "A.13 Poslovna dejavnost",
         "fi": "A.13 Toiminta",
         "sv": "A.13 Aff\u00e4rsverksamhet"
        },
        "doc": {
         "en": "Business or professional activity of the offeror or person seeking admission to trading, including principal activities and principal markets."
        },
        "std": {
         "en": "Offeror's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.14 Parent company business activity",
         "bg": "A.14 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "A.14 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "A.14 Moderselskabets forretningsaktiviteter",
         "de": "A.14 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "A.14 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "A.14 Actividad empresarial de la sociedad matriz",
         "et": "A.14 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "A.14 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "A.14 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "A.14 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "A.14 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "A.14 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "A.14 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "A.14. Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "A.14 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "A.14 Bedrijfsactiviteit moederonderneming",
         "pl": "A.14 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "A.14 Atividade comercial da empresa-m\u00e3e",
         "ro": "A.14 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "A.14 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "A.14 Poslovna dejavnost nadrejenega podjetja",
         "fi": "A.14 Emoyrityksen toiminta",
         "sv": "A.14 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of offeror side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NewlyEstablishedOfferorsIndicator": {
       "labels": {
        "ns0": {
         "en": "A.15 Newly established",
         "bg": "A.15 \u041d\u043e\u0432\u043e\u0441\u044a\u0437\u0434\u0430\u0434\u0435\u043d\u043e",
         "cs": "A.15 Nov\u011b zalo\u017een\u00e1",
         "da": "A.15 Nyetableret",
         "de": "A.15 Neu gegr\u00fcndet",
         "el": "A.15 \u039d\u03b5\u03bf\u03c3\u03c5\u03c3\u03c4\u03b1\u03b8\u03b5\u03af\u03c3\u03b5\u03c2 \u03b5\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03ae\u03c3\u03b5\u03b9\u03c2",
         "es": "A.15 De nueva creaci\u00f3n",
         "et": "A.15 \u00c4sja asutatud",
         "fr": "A.15 \u00c9tablissement r\u00e9cent",
         "ga": "A.15 Nuabhunaithe",
         "hr": "A.15 Novoosnovan",
         "it": "A.15 Di recente costituzione",
         "lv": "A.15 Jaunizveidots",
         "lt": "A.15 \u012esteigtas naujas subjektas",
         "hu": "A.15. \u00dajonnan alap\u00edtott",
         "mt": "A.15 G\u0127adha kif \u0121iet stabbilita",
         "nl": "A.15 Recent opgericht",
         "pl": "A.15 Podmiot nowo utworzony",
         "pt": "A.15 Rec\u00e9m-estabelecido",
         "ro": "A.15 Nou-\u00eenfiin\u021bat(\u0103)",
         "sk": "A.15 Novozalo\u017een\u00e1",
         "sl": "A.15 Novoustanovljen",
         "fi": "A.15 Hiljattain perustettu",
         "sv": "A.15 Nyetablerad"
        },
        "doc": {
         "en": "Indication as to whether the offeror or person seeking admission to trading has been established for the past three years."
        },
        "std": {
         "en": "Newly established offeror's indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.16 Financial condition for the past three years",
         "bg": "A.16 \u0424\u0438\u043d\u0430\u043d\u0441\u043e\u0432\u043e \u0441\u044a\u0441\u0442\u043e\u044f\u043d\u0438\u0435 \u0437\u0430 \u043f\u043e\u0441\u043b\u0435\u0434\u043d\u0438\u0442\u0435 \u0442\u0440\u0438 \u0433\u043e\u0434\u0438\u043d\u0438",
         "cs": "A.16 Finan\u010dn\u00ed situace za posledn\u00ed t\u0159i roky",
         "da": "A.16 Finansiel situation i de seneste tre \u00e5r",
         "de": "A.16 Finanzlage der vergangenen drei Jahre",
         "el": "A.16 \u039f\u03b9\u03ba\u03bf\u03bd\u03bf\u03bc\u03b9\u03ba\u03ae \u03ba\u03b1\u03c4\u03ac\u03c3\u03c4\u03b1\u03c3\u03b7 \u03c4\u03c9\u03bd \u03c4\u03c1\u03b9\u03ce\u03bd \u03c4\u03b5\u03bb\u03b5\u03c5\u03c4\u03b1\u03af\u03c9\u03bd \u03b5\u03c4\u03ce\u03bd",
         "es": "A.16 Situaci\u00f3n financiera de los tres \u00faltimos a\u00f1os",
         "et": "A.16 Finantsseisund viimase kolme aasta jooksul",
         "fr": "A.16 Situation financi\u00e8re des trois derni\u00e8res ann\u00e9es",
         "ga": "A.16 Staid airgeadais le 3\u00a0bliana anuas",
         "hr": "A.16 Financijsko stanje za posljednje tri godine",
         "it": "A.16 Condizione finanziaria negli ultimi tre anni",
         "lv": "A.16 Finansi\u0101lie apst\u0101k\u013ci p\u0113d\u0113jos tr\u012bs gados",
         "lt": "A.16 Pastar\u0173j\u0173 trej\u0173 met\u0173 finansin\u0117 pad\u0117tis",
         "hu": "A.16. Az elm\u00falt h\u00e1rom \u00e9v p\u00e9nz\u00fcgyi helyzete",
         "mt": "A.16 Kundizzjoni finanzjarja tal-a\u0127\u0127ar tliet snin",
         "nl": "A.16 Financi\u00eble positie in de afgelopen drie jaar",
         "pl": "A.16 Kondycja finansowa w\u00a0ostatnich trzech latach",
         "pt": "A.16 Situa\u00e7\u00e3o financeira dos \u00faltimos tr\u00eas anos",
         "ro": "A.16 Situa\u021bia financiar\u0103 din ultimii trei ani",
         "sk": "A.16 Finan\u010dn\u00e1 situ\u00e1cia za posledn\u00e9 tri roky",
         "sl": "A.16 Finan\u010dno stanje za zadnja tri leta",
         "fi": "A.16 Taloudellinen tila kolmelta edelliselt\u00e4 vuodelta",
         "sv": "A.16 Finansiell situation under de senaste tre \u00e5ren"
        },
        "std": {
         "en": "Information about offeror's financial condition for past three years [text block]"
        },
        "doc": {
         "en": "Where the offeror or person seeking admission to trading has been established for the past three years, the financial condition of the offeror or person seeking admission to trading over the past three years.\nThis shall be assessed based on a fair review of the development and performance of the business of the offeror or person seeking admission to trading and of its position for each year and interim period for which historical financial information is required, including the causes of material changes.\nThe review shall be a balanced and comprehensive analysis of the development and performance of the business of the offeror or person seeking admission to trading and of its position, consistent with the size and complexity of the business.\nThe analysis shall include both financial and, where appropriate, non-financial Key Performance Indicators relevant to the business.\nThe analysis shall, where appropriate, include references to, and additional explanations of, amounts reported in the annual financial statements (where available), information regarding unusual or infrequent events or new developments, materially affecting the income from operations and indicate the extent to which income was so affected, information concerning capital resources (both short term and long term) and an explanation of the sources and amounts of and a narrative description of the cash flows."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory": {
       "labels": {
        "ns0": {
         "en": "A.17 Financial condition since registration",
         "bg": "A.17 \u0424\u0438\u043d\u0430\u043d\u0441\u043e\u0432\u043e \u0441\u044a\u0441\u0442\u043e\u044f\u043d\u0438\u0435 \u0441\u043b\u0435\u0434 \u0440\u0435\u0433\u0438\u0441\u0442\u0440\u0430\u0446\u0438\u044f\u0442\u0430",
         "cs": "A.17 Finan\u010dn\u00ed situace od registrace",
         "da": "A.17 Finansiel situation siden registreringen",
         "de": "A.17 Finanzlage seit der Registrierung",
         "el": "A.17 \u039f\u03b9\u03ba\u03bf\u03bd\u03bf\u03bc\u03b9\u03ba\u03ae \u03ba\u03b1\u03c4\u03ac\u03c3\u03c4\u03b1\u03c3\u03b7 \u03bc\u03b5\u03c4\u03ac \u03c4\u03b7\u03bd \u03ba\u03b1\u03c4\u03b1\u03c7\u03ce\u03c1\u03b9\u03c3\u03b7",
         "es": "A.17 Situaci\u00f3n financiera desde el registro",
         "et": "A.17 Finantsseisund alates registreerimisest",
         "fr": "A.17 Situation financi\u00e8re depuis l\u2019enregistrement",
         "ga": "A.17 Staid airgeadais \u00f3 cl\u00e1ra\u00edodh \u00e9",
         "hr": "A.17 Financijsko stanje od registracije",
         "it": "A.17 Condizione finanziaria dopo la registrazione",
         "lv": "A.17 Finansi\u0101lie apst\u0101k\u013ci kop\u0161 re\u0123istr\u0101cijas",
         "lt": "A.17 Finansin\u0117 pad\u0117tis nuo registracijos datos",
         "hu": "A.17. A bejegyz\u00e9s \u00f3ta fenn\u00e1ll\u00f3 p\u00e9nz\u00fcgyi helyzet",
         "mt": "A.17 Kundizzjoni finanzjarja sa mir-re\u0121istrazzjoni",
         "nl": "A.17 Financi\u00eble positie sinds registratie",
         "pl": "A.17 Kondycja finansowa od czasu rejestracji",
         "pt": "A.17 Situa\u00e7\u00e3o financeira desde o registo",
         "ro": "A.17 Situa\u021bia financiar\u0103 de la \u00eenregistrare",
         "sk": "A.17 Finan\u010dn\u00e1 situ\u00e1cia od registr\u00e1cie",
         "sl": "A.17 Finan\u010dno stanje od registracije",
         "fi": "A.17 Taloudellinen tila rekister\u00f6innin j\u00e4lkeen",
         "sv": "A.17 Finansiell situation sedan registreringen"
        },
        "std": {
         "en": "Information about offeror's financial condition since registration [text block]"
        },
        "doc": {
         "en": "Where the offeror or person seeking admission to trading has not been established for the past three years, description of its financial condition since the date of its registration. The analysis shall include both financial and, where appropriate, non-financial Key Performance Indicators relevant to the particular business.\nThe analysis shall, where appropriate, include references to, and additional explanations of, amounts reported in the annual financial statements (when available), information regarding unusual or infrequent events or new developments, materially affecting the income from operations and indicate the extent to which income was so affected, information concerning capital resources (both short term and long term) and an explanation of the sources and amounts of and a narrative description of the cash flows.\nThis shall be assessed based on a fair review of the development and performance of the business of the offeror or person seeking admission to trading and of its position for each year and interim period for which historical financial information is available, including the causes of material changes.\nThe review shall be a balanced and comprehensive analysis of the development and performance of the business of the offeror or person seeking admission to trading and of its position, consistent with the size and complexity of the business."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading": {
       "labels": {
        "ns0": {
         "en": "B.1 Issuer different from offerror or person seeking admission to trading",
         "bg": "B.1 \u0418\u0437\u0434\u0430\u0442\u0435\u043b, \u0440\u0430\u0437\u043b\u0438\u0447\u0435\u043d \u043e\u0442 \u043f\u0440\u0435\u0434\u043b\u043e\u0436\u0438\u0442\u0435\u043b\u044f \u0438\u043b\u0438 \u043b\u0438\u0446\u0435\u0442\u043e, \u043a\u0430\u043d\u0434\u0438\u0434\u0430\u0442\u0441\u0442\u0432\u0430\u0449\u043e \u0437\u0430 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "B.1 Jin\u00fd vydavatel ne\u017e nab\u00edzej\u00edc\u00ed osoba nebo osoba usiluj\u00edc\u00ed o\u00a0p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "B.1 Anden udsteder end udbyderen eller den person, der anmoder om optagelse til handel",
         "de": "B.1 Von dem Anbieter oder der Person, die die Zulassung zum Handel beantragt, abweichender Emittent",
         "el": "B.1 \u0395\u03ba\u03b4\u03cc\u03c4\u03b7\u03c2 \u03c0\u03bf\u03c5 \u03b5\u03af\u03bd\u03b1\u03b9 \u03b4\u03b9\u03b1\u03c6\u03bf\u03c1\u03b5\u03c4\u03b9\u03ba\u03cc \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03bf \u03b1\u03c0\u03cc \u03c4\u03bf\u03bd \u03c0\u03c1\u03bf\u03c3\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1 \u03ae \u03c4\u03bf\u03bd \u03b5\u03c0\u03b9\u03b4\u03b9\u03ce\u03ba\u03bf\u03bd\u03c4\u03b1 \u03c4\u03b7\u03bd \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "B.1 Emisor distinto del oferente o la persona que solicite la admisi\u00f3n a negociaci\u00f3n",
         "et": "B.1 Pakkujast v\u00f5i kauplemisele v\u00f5tmist taotlevast isikust erinev emitent",
         "fr": "B.1 \u00c9metteur qui diff\u00e8re de l\u2019offreur ou de la personne demandant l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "B.1 Eisitheoir nach ionann \u00e9 agus an tairgeoir n\u00f3 an duine a bhfuil ligean isteach chun tr\u00e1d\u00e1la \u00e1 iarraidh aige",
         "hr": "B.1 Izdavatelj koji nije ponuditelj ili osoba koja tra\u017ei uvr\u0161tenje za trgovanje",
         "it": "B.1 Emittente diverso dall'offerente o dalla persona che chiede l'ammissione alla negoziazione",
         "lv": "B.1 Emitents, kas nav pied\u0101v\u0101t\u0101js vai persona, kura l\u016bdz pielaidi tirdzniec\u012bbai",
         "lt": "B.1 Emitentas, kuris n\u0117ra nei si\u016blytojas, nei asmuo, pra\u0161antis \u012ftraukti \u012f prekyb\u0105",
         "hu": "B.1 Az aj\u00e1nlattev\u0151t\u0151l vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9st k\u00e9relmez\u0151 szem\u00e9lyt\u0151l elt\u00e9r\u0151 kibocs\u00e1t\u00f3",
         "mt": "B.1 Emittent differenti mill-offerent jew mill-persuna li tkun qed tfittex l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "B.1 Uitgever verschillend van aanbieder of de om toelating tot de handel verzoekende persoon",
         "pl": "B.1 Emitent nieb\u0119d\u0105cy oferuj\u0105cym lub osob\u0105 ubiegaj\u0105c\u0105 si\u0119 o\u00a0dopuszczenie do obrotu",
         "pt": "B.1 Emitente diferente do oferente ou da pessoa que solicita a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "B.1 Emitent diferit de ofertant sau de persoana care solicit\u0103 admiterea la tranzac\u021bionare",
         "sk": "B.1 Emitent, ktor\u00fd je odli\u0161n\u00fd od osoby, ktor\u00e1 pon\u00faka kryptoakt\u00edva, alebo osoby \u017eiadaj\u00facej o\u00a0prijatie na obchodovanie",
         "sl": "B.1 Izdajatelj, ki se razlikuje od ponudnika ali osebe, ki zaprosi za uvrstitev v\u00a0trgovanje",
         "fi": "B.1 Liikkeeseenlaskija on eri taho kuin tarjoaja tai kaupank\u00e4ynnin kohteeksi ottamista hakeva henkil\u00f6",
         "sv": "B.1 Utgivaren \u00e4r en annan person \u00e4n erbjudaren eller den person som ans\u00f6ker om upptagande till handel"
        },
        "doc": {
         "en": "Indication as to whether the issuer is different from the offeror or person seeking admission to trading."
        },
        "std": {
         "en": "Issuer different from offerror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:NameOfOtherTokenProject": {
       "labels": {
        "ns0": {
         "en": "D.1 Crypto-asset project name",
         "bg": "D.1 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "D.1 N\u00e1zev projektu t\u00fdkaj\u00edc\u00edho se kryptoaktiv",
         "da": "D.1 Kryptoaktivprojektets navn",
         "de": "D.1 Name des Kryptowert-Projekts",
         "el": "\u0394.1 \u038c\u03bd\u03bf\u03bc\u03b1 \u03c4\u03bf\u03c5 \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.1 Nombre del proyecto de criptoactivos",
         "et": "D.1 Kr\u00fcptovaraprojekti nimi",
         "fr": "D.1 Nom du projet de crypto-actif",
         "ga": "D.1 Ainm an tionscadail cripteash\u00f3cmhainn\u00ed",
         "hr": "D.1 Naziv projekta u vezi s kriptoimovinom",
         "it": "D.1 Nome del progetto di cripto-attivit\u00e0",
         "lv": "D.1 Kriptoakt\u012bvu projekta nosaukums",
         "lt": "D.1 Kriptoturto projekto pavadinimas",
         "hu": "D.1 Kriptoeszk\u00f6z-projekt neve",
         "mt": "D.1 Isem tal-pro\u0121ett tal-kriptoassi",
         "nl": "D.1 Naam cryptoactivaproject",
         "pl": "D.1 Nazwa projektu kryptoaktywa",
         "pt": "D.1 Nome do projeto de criptoativos",
         "ro": "D.1 Denumirea proiectului de criptoactive",
         "sk": "D.1 N\u00e1zov projektu kryptoakt\u00edva",
         "sl": "D.1 Ime projekta v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "D.1 Kryptovarahankkeen nimi",
         "sv": "D.1 Kryptotillg\u00e5ngsprojektets namn"
        },
        "std": {
         "en": "Name of other token project"
        },
        "doc": {
         "en": "Name of the crypto-asset project, if different from the name of the offeror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:NameOfOtherToken": {
       "labels": {
        "ns0": {
         "en": "D.2 Crypto-asset name",
         "bg": "D.2 \u041d\u0430\u0438\u043c\u0435\u043d\u043e\u0432\u0430\u043d\u0438\u0435 \u043d\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "D.2 N\u00e1zev kryptoaktiva",
         "da": "D.2 Kryptoaktivets navn",
         "de": "D.2 Name der Kryptowerte",
         "el": "\u0394.2 \u039f\u03bd\u03bf\u03bc\u03b1\u03c3\u03af\u03b1 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.2 Nombre del criptoactivo",
         "et": "D.2 Kr\u00fcptovara nimi",
         "fr": "D.2 Nom des crypto-actifs",
         "ga": "D.2 Ainm na gcripteash\u00f3cmhainn\u00ed",
         "hr": "D.2 Naziv kriptoimovine",
         "it": "D.2 Nome della cripto-attivit\u00e0",
         "lv": "D.2 Kriptoakt\u012bvu nosaukums",
         "lt": "D.2 Kriptoturto pavadinimas",
         "hu": "D.2 Kriptoeszk\u00f6z\u00f6k neve",
         "mt": "D.2 Isem tal-kriptoassi",
         "nl": "D.2 Naam cryptoactivum",
         "pl": "D.2 Nazwa kryptoaktywa",
         "pt": "D.2 Nome dos criptoativos",
         "ro": "D.2 Denumirea criptoactivelor",
         "sk": "D.2 N\u00e1zov kryptoakt\u00edv",
         "sl": "D.2 Ime kriptosredstva",
         "fi": "D.2 Kryptovaran nimi",
         "sv": "D.2 Kryptotillg\u00e5ngens namn"
        },
        "ns1": {
         "en": "Field to be filled in only if a DTI is not provided in field F.14."
        },
        "std": {
         "en": "Name of other token"
        },
        "doc": {
         "en": "Name of the crypto-assets, if different from the name of the offeror or person seeking admission to trading"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:OtherTokenProjectAbbreviation": {
       "labels": {
        "doc": {
         "en": "Abbreviation or ticker handler"
        },
        "ns0": {
         "en": "D.3 Abbreviation",
         "bg": "D.3 \u0410\u0431\u0440\u0435\u0432\u0438\u0430\u0442\u0443\u0440\u0430",
         "cs": "D.3 Zkratka",
         "da": "D.3 Forkortelse",
         "de": "D.3 K\u00fcrzel",
         "el": "\u0394.3 \u03a3\u03c5\u03bd\u03c4\u03bf\u03bc\u03bf\u03b3\u03c1\u03b1\u03c6\u03af\u03b1",
         "es": "D.3 Forma abreviada",
         "et": "D.3 L\u00fchend",
         "fr": "D.3 Abr\u00e9viation",
         "ga": "D.3 Giorr\u00fach\u00e1n",
         "hr": "D.3 Skra\u0107eni naziv",
         "it": "D.3 Forma abbreviata",
         "lv": "D.3 Sa\u012bsin\u0101jums",
         "lt": "D.3 Santrumpa",
         "hu": "D.3 R\u00f6vid\u00edt\u00e9s",
         "mt": "D.3 Abbrevjazzjoni",
         "nl": "D.3 Afkorting",
         "pl": "D.3 Skr\u00f3t",
         "pt": "D.3 Forma abreviada",
         "ro": "D.3 Abreviere",
         "sk": "D.3 Skratka",
         "sl": "D.3 Kratica",
         "fi": "D.3 Lyhenne",
         "sv": "D.3 F\u00f6rkortning"
        },
        "ns1": {
         "en": "Field to be filled in only if a DTI is not provided in field F.12."
        },
        "std": {
         "en": "Other token project abbreviation"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:DescriptionOfOtherTokenProjectExplanatory": {
       "labels": {
        "doc": {
         "en": "A brief description of the crypto-asset project"
        },
        "ns0": {
         "en": "D.4 Crypto-asset project description",
         "bg": "D.4 \u041e\u043f\u0438\u0441\u0430\u043d\u0438\u0435 \u043d\u0430 \u043f\u0440\u043e\u0435\u043a\u0442\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "D.4 Popis projektu t\u00fdkaj\u00edc\u00edho se kryptoaktiv",
         "da": "D.4 Beskrivelse af kryptoaktivprojektet",
         "de": "D.4 Beschreibung des Kryptowert-Projekts",
         "el": "\u0394.4 \u03a0\u03b5\u03c1\u03b9\u03b3\u03c1\u03b1\u03c6\u03ae \u03c3\u03c7\u03b5\u03b4\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.4 Descripci\u00f3n del proyecto de criptoactivos",
         "et": "D.4 Kr\u00fcptovaraprojekti kirjeldus",
         "fr": "D.4 Description du projet de crypto-actif",
         "ga": "D.4 Tuairisc ar thionscadal na gcripteash\u00f3cmhainn\u00ed",
         "hr": "D.4 Opis projekta u vezi s kriptoimovinom",
         "it": "D.4 Descrizione del progetto di cripto-attivit\u00e0",
         "lv": "D.4 Kriptoakt\u012bvu projekta apraksts",
         "lt": "D.4 Kriptoturto projekto apra\u0161ymas",
         "hu": "D.4 A kriptoeszk\u00f6z-projekt le\u00edr\u00e1sa",
         "mt": "D.4 Deskrizzjoni dwar il-pro\u0121ett tal-kriptoassi",
         "nl": "D.4 Beschrijving cryptoactivaproject",
         "pl": "D.4 Opis projektu kryptoaktywa",
         "pt": "D.4 Descri\u00e7\u00e3o do projeto de criptoativos",
         "ro": "D.4 Descrierea proiectului de criptoactive",
         "sk": "D.4 Opis projektu kryptoakt\u00edva",
         "sl": "D.4 Opis projekta v\u00a0zvezi s\u00a0kriptosredstvi",
         "fi": "D.4 Kryptovarahankkeen kuvaus",
         "sv": "D.4 Beskrivning av kryptotillg\u00e5ngsprojektet"
        },
        "std": {
         "en": "Description of other token project [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken": {
       "labels": {}
      },
      "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": {
       "labels": {
        "std": {
         "en": "Line identifier for persons involved in implementation of other token [typed axis]"
        },
        "ns0": {
         "en": "Line identifier"
        }
       },
       "d": "t",
       "dt": "xbrli:stringItemType",
       "td": "mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken"
      },
      "mica:NameOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Name of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Name of person "
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Business address of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Business address of person"
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:UtilityTokenClassificationForOtherTokenProjectIndicator": {
       "labels": {
        "ns0": {
         "en": "D.6 Utility token classification",
         "bg": "D.6 \u041a\u043b\u0430\u0441\u0438\u0444\u0438\u043a\u0430\u0446\u0438\u044f \u043d\u0430 \u043f\u043e\u0442\u0440\u0435\u0431\u0438\u0442\u0435\u043b\u0441\u043a\u0438 \u0442\u043e\u043a\u0435\u043d\u0438",
         "cs": "D.6 Klasifikace u\u017eitn\u00e9ho tokenu",
         "da": "D.6 Utility token-klassificering",
         "de": "D.6 Utility-Token-Einstufung",
         "el": "\u0394.6 \u039a\u03b1\u03c4\u03ac\u03c4\u03b1\u03be\u03b7 \u03c3\u03c5\u03bd\u03b1\u03bb\u03bb\u03b1\u03ba\u03c4\u03b9\u03ba\u03ce\u03bd \u03bc\u03b1\u03c1\u03ba\u03ce\u03bd",
         "es": "D.6 Clasificaci\u00f3n como ficha de consumo",
         "et": "D.6 Liigitamine kasutustokenina",
         "fr": "D.6 Classement des jetons utilitaires",
         "ga": "D.6 Comhartha\u00ed F\u00f3ntais a Aicmi\u00fa",
         "hr": "D.6 Klasifikacija korisni\u010dkog tokena",
         "it": "D.6 Classificazione degli utility token",
         "lv": "D.6 Pat\u0113ri\u0146a \u017eetona klasifik\u0101cija",
         "lt": "D.6 Preki\u0173 ir paslaug\u0173 \u017eeton\u0173 klasifikacija",
         "hu": "D.6 A felhaszn\u00e1l\u00f3i tokenek besorol\u00e1sa",
         "mt": "D.6 Klassifikazzjoni ta\u2019 Token ta\u2019 Utilit\u00e0",
         "nl": "D.6 Indeling als utility token",
         "pl": "D.6 Klasyfikacja token\u00f3w u\u017cytkowych",
         "pt": "D.6 Classifica\u00e7\u00e3o de criptoficha de consumo",
         "ro": "D.6 Clasificarea tokenurilor utilitare",
         "sk": "D.6 Klasifik\u00e1cia \u00fa\u017eitkov\u00e9ho tokenu",
         "sl": "D.6 Klasifikacija uporabni\u0161kega \u017eetona",
         "fi": "D.6 Hy\u00f6dyketokeniksi luokittelu",
         "sv": "D.6 Klassificering avseende nyttotoken"
        },
        "doc": {
         "en": "Indication as to whether the crypto-asset project concerns utility tokens"
        },
        "std": {
         "en": "Utility token classification for other token project indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:DescriptionOfPastMilestonesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of past milestones [text block]"
        },
        "ns0": {
         "en": "Description of past milestones"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:DescriptionOfFutureMilestonesExplanatory": {
       "labels": {
        "std": {
         "en": "Description of future milestones [text block]"
        },
        "ns0": {
         "en": "Description of future milestones"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ResourceAllocationExplanatory": {
       "labels": {
        "ns0": {
         "en": "D.9 Resource allocation",
         "bg": "D.9 \u0420\u0430\u0437\u043f\u0440\u0435\u0434\u0435\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430",
         "cs": "D.9 P\u0159id\u011blov\u00e1n\u00ed zdroj\u016f",
         "da": "D.9 Ressourceallokering",
         "de": "D.9 Ressourcenzuweisung",
         "el": "\u0394.9 \u039a\u03b1\u03c4\u03b1\u03bd\u03bf\u03bc\u03ae \u03c0\u03cc\u03c1\u03c9\u03bd",
         "es": "D.9 Asignaci\u00f3n de los recursos",
         "et": "D.9 Vahendite eraldamine",
         "fr": "D.9 Allocation des ressources",
         "ga": "D.9 Acmhainn\u00ed a leithdh\u00e1ileadh",
         "hr": "D.9 Raspodjela resursa",
         "it": "D.9 Assegnazione delle risorse",
         "lv": "D.9 Resursu pie\u0161\u0137\u012brums",
         "lt": "D.9 I\u0161tekli\u0173 paskirstymas",
         "hu": "D.9 Forr\u00e1seloszt\u00e1s",
         "mt": "D.9 Allokazzjoni tar-ri\u017corsi",
         "nl": "D.9 Middelenallocatie",
         "pl": "D.9 Przydzia\u0142 zasob\u00f3w",
         "pt": "D.9 Afeta\u00e7\u00e3o de recursos",
         "ro": "D.9 Alocarea de resurse",
         "sk": "D.9 Pridelenie zdrojov",
         "sl": "D.9 Dodeljevanje virov",
         "fi": "D.9 Osoitetut resurssit",
         "sv": "D.9 Resurstilldelning"
        },
        "std": {
         "en": "Resource allocation [text block]"
        },
        "doc": {
         "en": "Where applicable, information about resources, including financial resources, already allocated to the project."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory": {
       "labels": {
        "ns0": {
         "en": "D.10 Planned use of collected funds or other tokens",
         "bg": "D.10 \u041f\u043b\u0430\u043d\u0438\u0440\u0430\u043d\u043e \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435 \u043d\u0430 \u0441\u044a\u0431\u0440\u0430\u043d\u0438 \u0441\u0440\u0435\u0434\u0441\u0442\u0432\u0430 \u0438\u043b\u0438 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438",
         "cs": "D.10 Pl\u00e1novan\u00e9 vyu\u017eit\u00ed vybran\u00fdch pen\u011b\u017en\u00edch prost\u0159edk\u016f nebo kryptoaktiv",
         "da": "D.10 Planlagt anvendelse af indsamlede kapitalmidler eller kryptoaktiver",
         "de": "D.10 Geplante Verwendung von gesammelten Geldbetr\u00e4gen oder Kryptowerten",
         "el": "\u0394.10 \u03a0\u03c1\u03bf\u03b3\u03c1\u03b1\u03bc\u03bc\u03b1\u03c4\u03b9\u03c3\u03bc\u03ad\u03bd\u03b7 \u03c7\u03c1\u03ae\u03c3\u03b7 \u03c3\u03c5\u03bb\u03bb\u03b5\u03c7\u03b8\u03ad\u03bd\u03c4\u03c9\u03bd \u03c7\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ce\u03bd \u03c0\u03bf\u03c3\u03ce\u03bd \u03ae \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "D.10 Uso previsto de los fondos recaudados o los criptoactivos",
         "et": "D.10 Vastu v\u00f5etud raha v\u00f5i kr\u00fcptovara kavandatud kasutamine",
         "fr": "D.10 Utilisation pr\u00e9vue des fonds ou des crypto-actifs collect\u00e9s",
         "ga": "D.10 \u00das\u00e1id at\u00e1 beartaithe a bhaint as na Cist\u00ed n\u00f3 na Cripteash\u00f3cmhainn\u00ed at\u00e1 bailithe",
         "hr": "D.10 Planirano kori\u0161tenje prikupljenih nov\u010danih sredstava ili kriptoimovine",
         "it": "D.10 Uso previsto di fondi o cripto-attivit\u00e0 raccolti",
         "lv": "D.10 Sav\u0101kto naudas l\u012bdzek\u013cu vai kriptoakt\u012bvu pl\u0101not\u0101 izmanto\u0161ana",
         "lt": "D.10 Planuojamas surinkt\u0173 l\u0117\u0161\u0173 arba kriptoturto panaudojimas",
         "hu": "D.10 Az \u00f6sszegy\u0171jt\u00f6tt p\u00e9nz vagy kriptoeszk\u00f6z\u00f6k tervezett felhaszn\u00e1l\u00e1sa",
         "mt": "D.10 U\u017cu ppjanat tal-fondi jew il-kriptoassi mi\u0121bura",
         "nl": "D.10 Gepland gebruik van opgehaalde geldmiddelen of cryptoactiva",
         "pl": "D.10 Planowane wykorzystanie zgromadzonych \u015brodk\u00f3w pieni\u0119\u017cnych lub kryptoaktyw\u00f3w",
         "pt": "D.10 Utiliza\u00e7\u00e3o prevista de fundos ou criptoativos mobilizados",
         "ro": "D.10 Planurile de utilizare a fondurilor sau a criptoactivelor colectate",
         "sk": "D.10 Pl\u00e1novan\u00e9 pou\u017eitie z\u00edskan\u00fdch finan\u010dn\u00fdch prostriedkov alebo kryptoakt\u00edv",
         "sl": "D.10 Na\u010drtovana uporaba zbranih denarnih sredstev ali kriptosredstev",
         "fi": "D.10 Ker\u00e4ttyjen varojen tai kryptovarojen suunniteltu k\u00e4ytt\u00f6",
         "sv": "D.10 Planerad anv\u00e4ndning av insamlade medel eller kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Planned use of collected funds or other tokens [text block]"
        },
        "doc": {
         "en": "Where applicable, planned use of any funds or other crypto-assets collected."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory": {
       "labels": {
        "ns0": {
         "en": "E.2 Reasons for public offer or admission to trading",
         "bg": "E.2 \u041f\u0440\u0438\u0447\u0438\u043d\u0438 \u0437\u0430 \u043f\u0443\u0431\u043b\u0438\u0447\u043d\u043e\u0442\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u0438\u043b\u0438 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435\u0442\u043e \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.2 D\u016fvody pro ve\u0159ejn\u00e9 nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "E.2 Begrundelse for udbuddet til offentligheden eller optagelsen til handel",
         "de": "E.2 Gr\u00fcnde f\u00fcr das \u00f6ffentliche Angebot oder die Zulassung zum Handel",
         "el": "E.2 \u039b\u03cc\u03b3\u03bf\u03b9 \u03b4\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1\u03c2 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac\u03c2 \u03ae \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae\u03c2 \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "E.2 Motivos de la oferta p\u00fablica o la admisi\u00f3n a negociaci\u00f3n",
         "et": "E.2 Avaliku pakkumise v\u00f5i kauplemisele v\u00f5tmise p\u00f5hjused",
         "fr": "E.2 Motivations de l\u2019offre au public ou de l\u2019admission \u00e0 la n\u00e9gociation",
         "ga": "E.2 C\u00faiseanna leis an tairiscint phoibl\u00ed n\u00f3 leis an ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "E.2 Razlozi za javnu ponudu ili uvr\u0161tenje za trgovanje",
         "it": "E.2 Motivi dell'offerta pubblica o dell'ammissione alla negoziazione",
         "lv": "E.2 Publisk\u0101 pied\u0101v\u0101juma vai pielaides tirdzniec\u012bbai iemesli",
         "lt": "E.2 Vie\u0161o si\u016blymo arba \u012ftraukimo \u012f prekyb\u0105 prie\u017eastys",
         "hu": "E.2 A nyilv\u00e1nos kibocs\u00e1t\u00e1s vagy a keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s okai",
         "mt": "E.2 Ra\u0121unijiet g\u0127all-offerta pubblika jew l-ammissjoni g\u0127all-kummer\u010b",
         "nl": "E.2 Redenen voor aanbieding aan het publiek of toelating tot de handel",
         "pl": "E.2 Powody zorganizowania oferty publicznej lub ubiegania si\u0119 o\u00a0dopuszczenie do obrotu",
         "pt": "E.2 Raz\u00f5es para a oferta p\u00fablica ou a admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "E.2 Motivele care stau la baza ofertei publice sau a admiterii la tranzac\u021bionare",
         "sk": "E.2 D\u00f4vody verejnej ponuky alebo prijatia na obchodovanie",
         "sl": "E.2 Razlogi za javno ponudbo ali uvrstitev v\u00a0trgovanje",
         "fi": "E.2 Syyt yleis\u00f6lle tarjoamiseen tai kaupank\u00e4ynnin kohteeksi ottamiseen",
         "sv": "E.2 Sk\u00e4len f\u00f6r erbjudandet till allm\u00e4nheten eller upptagandet till handel"
        },
        "std": {
         "en": "Reasons for public offer or admission to trading [text block]"
        },
        "doc": {
         "en": "The reasons for the offer to the public or for seeking admission to trading, including what is the intended use of the funds raised with the offer."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:FundraisingTargetExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Fundraising target expressed in currency"
        },
        "ns0": {
         "en": "Target expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:MaximumSubscriptionGoalsExpressedInCurrency": {
       "labels": {
        "std": {
         "en": "Maximum subscription goal expressed in currency"
        },
        "ns0": {
         "en": "Goals expressed in currency"
        }
       },
       "dt": "xbrli:monetaryItemType"
      },
      "mica:OversubscriptionAcceptanceIndicator": {
       "labels": {
        "ns0": {
         "en": "E.6 Oversubscription acceptance",
         "bg": "E.6 \u041f\u0440\u0438\u0435\u043c\u0430\u043d\u0435 \u043d\u0430 \u0441\u0432\u0440\u044a\u0445\u0437\u0430\u043f\u0438\u0441\u0432\u0430\u043d\u0435",
         "cs": "E.6 Akceptace \u00fapis\u016f nad c\u00edlovou hodnotu",
         "da": "E.6 Mulighed for overtegning",
         "de": "E.6 \u00dcberzeichnungsakzeptanz",
         "el": "E.6 \u0391\u03c0\u03bf\u03b4\u03bf\u03c7\u03ae \u03c5\u03c0\u03b5\u03c1\u03b5\u03b3\u03b3\u03c1\u03b1\u03c6\u03ae\u03c2",
         "es": "E.6 Aceptaci\u00f3n del exceso de suscripciones",
         "et": "E.6 \u00dclem\u00e4rkimise aktsepteerimine",
         "fr": "E.6 Acceptation de sursouscriptions",
         "ga": "E.6 Glacadh le r\u00f3-shuibscr\u00edobh",
         "hr": "E.6 Prihva\u0107anje prekomjernih upisa",
         "it": "E.6 Accettazione di sottoscrizioni in eccesso",
         "lv": "E.6 Parakst\u012b\u0161an\u0101s p\u0101rsniegumu pie\u0146em\u0161ana",
         "lt": "E.6 Leidimas pasira\u0161yti vir\u0161ijant numatyt\u0105 sum\u0105",
         "hu": "E.6 T\u00faljegyz\u00e9s elfogad\u00e1sa",
         "mt": "E.6 A\u010b\u010bettazzjoni ta\u2019 sottoskrizzjoni \u017cejda",
         "nl": "E.6 Acceptatie overtekeningen",
         "pl": "E.6 Akceptowalno\u015b\u0107 nadsubskrypcji",
         "pt": "E.6 Aceita\u00e7\u00e3o de sobressubscri\u00e7\u00f5es",
         "ro": "E.6 Acceptarea suprasubscrierii",
         "sk": "E.6 Akceptovanie nadmern\u00e9ho up\u00edsania",
         "sl": "E.6 Sprejemanje prekora\u010ditev ciljnega vpisa",
         "fi": "E.6 Ylimerkinn\u00e4n hyv\u00e4ksyminen",
         "sv": "E.6 Godtagande av \u00f6verteckningar"
        },
        "doc": {
         "en": "Indication whether oversubscriptions are accepted."
        },
        "std": {
         "en": "Oversubscription acceptance indicator"
        }
       },
       "dt": "xbrli:booleanItemType"
      },
      "mica:IssuePrice": {
       "labels": {
        "ns0": {
         "en": "E.8 Issue price",
         "bg": "E.8 \u0426\u0435\u043d\u0430 \u043f\u0440\u0438 \u0438\u0437\u0434\u0430\u0432\u0430\u043d\u0435",
         "cs": "E.8 Emisn\u00ed cena",
         "da": "E.8 Udstedelseskurs",
         "de": "E.8 Ausgabepreis",
         "el": "E.8 \u03a4\u03b9\u03bc\u03ae \u03ad\u03ba\u03b4\u03bf\u03c3\u03b7\u03c2",
         "es": "E.8 Precio de emisi\u00f3n",
         "et": "E.8 Emissioonihind",
         "fr": "E.8 Prix d\u2019\u00e9mission",
         "ga": "E.8 Praghas eisi\u00fana",
         "hr": "E.8 Cijena izdanja",
         "it": "E.8 Prezzo di emissione",
         "lv": "E.8 Emisijas cena",
         "lt": "E.8 Emisijos kaina",
         "hu": "E.8 Kibocs\u00e1t\u00e1si \u00e1r",
         "mt": "E.8 Prezz tal-\u0127ru\u0121",
         "nl": "E.8 Uitgiftekoers",
         "pl": "E.8 Cena emisyjna",
         "pt": "E.8 Pre\u00e7o de emiss\u00e3o",
         "ro": "E.8 Pre\u021bul de emisiune",
         "sk": "E.8 Emisn\u00e1 cena",
         "sl": "E.8 Cena ob izdaji",
         "fi": "E.8 Liikkeeseenlaskuhinta",
         "sv": "E.8 Utgivningskurs"
        },
        "std": {
         "en": "Issue price"
        },
        "doc": {
         "en": "The issue price of the crypto-asset being offered to the public in an official currency or any other crypto-assets."
        }
       },
       "dt": "xbrli:decimalItemType"
      },
      "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: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: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: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"
        },
        "ns2": {
         "en": "The Swiss Confederation"
        },
        "ns3": {
         "en": "CHE"
        },
        "ns4": {
         "en": "CH"
        },
        "ns5": {
         "en": "756"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:CH"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken": {
       "labels": {
        "std": {
         "en": "Domicile of company of person involved in implementation of other token"
        },
        "ns0": {
         "en": "Domicile of company"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:CryptoassetServiceProvider": {
       "labels": {
        "std": {
         "en": "Crypto-asset service provider"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "ns0:MT": {
       "labels": {
        "std": {
         "en": "Malta"
        },
        "ns2": {
         "en": "The Republic of Malta"
        },
        "ns3": {
         "en": "MLT"
        },
        "ns4": {
         "en": "MT"
        },
        "ns5": {
         "en": "470"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:MT"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherPersonInvolvedInImplementation": {
       "labels": {
        "std": {
         "en": "Other person involved in implementation"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "ns0:ID": {
       "labels": {
        "std": {
         "en": "Indonesia"
        },
        "ns2": {
         "en": "The Republic of Indonesia"
        },
        "ns3": {
         "en": "IDN"
        },
        "ns4": {
         "en": "ID"
        },
        "ns5": {
         "en": "360"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "3166-1"
         ],
         [
          "URI",
          "https://www.iso.org/obp/ui/#iso:code:3166:ID"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OfferToPublic": {
       "labels": {
        "ns0": {
         "en": "OTCP"
        },
        "std": {
         "en": "Offer to public"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PublicOfferingOrAdmissionToTrading": {
       "labels": {
        "ns0": {
         "en": "E.1 Public offering or admission to trading",
         "bg": "E.1 \u041f\u0443\u0431\u043b\u0438\u0447\u043d\u043e \u043f\u0440\u0435\u0434\u043b\u0430\u0433\u0430\u043d\u0435 \u0438\u043b\u0438 \u0434\u043e\u043f\u0443\u0441\u043a\u0430\u043d\u0435 \u0434\u043e \u0442\u044a\u0440\u0433\u043e\u0432\u0438\u044f",
         "cs": "E.1 Ve\u0159ejn\u00e9 nab\u00edzen\u00ed nebo p\u0159ijet\u00ed k\u00a0obchodov\u00e1n\u00ed",
         "da": "E.1 Udbud til offentligheden eller optagelse til handel",
         "de": "E.1 \u00d6ffentliches Angebot oder Zulassung zum Handel",
         "el": "E.1 \u0394\u03b7\u03bc\u03cc\u03c3\u03b9\u03b1 \u03c0\u03c1\u03bf\u03c3\u03c6\u03bf\u03c1\u03ac \u03ae \u03b5\u03b9\u03c3\u03b1\u03b3\u03c9\u03b3\u03ae \u03c0\u03c1\u03bf\u03c2 \u03b4\u03b9\u03b1\u03c0\u03c1\u03b1\u03b3\u03bc\u03ac\u03c4\u03b5\u03c5\u03c3\u03b7",
         "es": "E.1 Oferta p\u00fablica o admisi\u00f3n a negociaci\u00f3n",
         "et": "E.1 Avalik pakkumine v\u00f5i kauplemisele v\u00f5tmine",
         "fr": "E.1 Offre au public ou admission \u00e0 la n\u00e9gociation",
         "ga": "E.1 Tairiscint phoibl\u00ed n\u00f3 ligean isteach chun tr\u00e1d\u00e1la",
         "hr": "E.1 Javna ponuda ili uvr\u0161tenje za trgovanje",
         "it": "E.1 Offerta pubblica o ammissione alla negoziazione",
         "lv": "E.1 Publiskais pied\u0101v\u0101jums vai pielaide tirdzniec\u012bbai",
         "lt": "E.1 Vie\u0161as si\u016blymas arba \u012ftraukimas \u012f prekyb\u0105",
         "hu": "E.1 Nyilv\u00e1nos kibocs\u00e1t\u00e1s vagy keresked\u00e9sbe t\u00f6rt\u00e9n\u0151 bevezet\u00e9s",
         "mt": "E.1 Offerta pubblika jew ammissjoni g\u0127all-kummer\u010b",
         "nl": "E.1 Aanbieding aan het publiek of toelating tot de handel",
         "pl": "E.1 Oferta publiczna lub dopuszczenie do obrotu",
         "pt": "E.1 Oferta p\u00fablica ou admiss\u00e3o \u00e0 negocia\u00e7\u00e3o",
         "ro": "E.1 Ofert\u0103 public\u0103 sau admitere la tranzac\u021bionare",
         "sk": "E.1 Verejn\u00e1 ponuka alebo prijatie na obchodovanie",
         "sl": "E.1 Javna ponudba ali uvrstitev v\u00a0trgovanje",
         "fi": "E.1 Yleis\u00f6lle tarjoaminen tai kaupank\u00e4ynnin kohteeksi ottaminen",
         "sv": "E.1 Erbjudande till allm\u00e4nheten eller upptagande till handel"
        },
        "std": {
         "en": "Public offering and or admission to trading"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "iso4217:USD": {
       "labels": {
        "std": {
         "en": "US Dollar"
        },
        "doc": {
         "en": "Geographical entities associated with the currency 'USD' are 'AMERICAN SAMOA, BONAIRE, SINT EUSTATIUS AND SABA, BRITISH INDIAN OCEAN TERRITORY (THE), ECUADOR, EL SALVADOR, GUAM, HAITI, MARSHALL ISLANDS (THE), MICRONESIA (FEDERATED STATES OF), NORTHERN MARIANA ISLANDS (THE), PALAU, PANAMA, PUERTO RICO, TIMOR-LESTE, TURKS AND CAICOS ISLANDS (THE), UNITED STATES MINOR OUTLYING ISLANDS (THE), UNITED STATES OF AMERICA (THE), VIRGIN ISLANDS (BRITISH), VIRGIN ISLANDS (U.S.)'"
        },
        "ns3": {
         "en": "USD"
        },
        "ns5": {
         "en": "840"
        }
       },
       "r": [
        [
         [
          "Publisher",
          "International Organization for Standardization"
         ],
         [
          "Name",
          "ISO"
         ],
         [
          "Number",
          "4217"
         ],
         [
          "IssueDate",
          "2026-01-01"
         ],
         [
          "Paragraph",
          "List"
         ],
         [
          "Subparagraph",
          "List one"
         ],
         [
          "URI",
          "https://www.iso.org/iso-4217-codes.html"
         ]
        ]
       ],
       "dt": "dtr-types:domainItemType"
      },
      "mica:OfficialCurrencyDeterminingIssuePrice": {
       "labels": {
        "ns0": {
         "en": "E.9 Official currency determining issue price",
         "bg": "E.9 \u041e\u0444\u0438\u0446\u0438\u0430\u043b\u043d\u0430 \u0432\u0430\u043b\u0443\u0442\u0430 \u0438\u043b\u0438 \u0434\u0440\u0443\u0433\u0438 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0438, \u043e\u043f\u0440\u0435\u0434\u0435\u043b\u044f\u0449\u0438 \u0446\u0435\u043d\u0430\u0442\u0430 \u043f\u0440\u0438 \u0438\u0437\u0434\u0430\u0432\u0430\u043d\u0435",
         "cs": "E.9 \u00da\u0159edn\u00ed m\u011bna nebo jak\u00e1koli jin\u00e1 kryptoaktiva ur\u010duj\u00edc\u00ed emisn\u00ed cenu",
         "da": "E.9 Officiel valuta eller andre kryptoaktiver, som fasts\u00e6tter udstedelseskursen",
         "de": "E.9 Amtliche W\u00e4hrung oder andere Kryptowerte, die den Ausgabepreis bestimmen",
         "el": "E.9 \u0395\u03c0\u03af\u03c3\u03b7\u03bc\u03bf \u03bd\u03cc\u03bc\u03b9\u03c3\u03bc\u03b1 \u03ae \u03ba\u03ac\u03b8\u03b5 \u03ac\u03bb\u03bb\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03bf \u03c0\u03bf\u03c5 \u03ba\u03b1\u03b8\u03bf\u03c1\u03af\u03b6\u03b5\u03b9 \u03c4\u03b7\u03bd \u03c4\u03b9\u03bc\u03ae \u03ad\u03ba\u03b4\u03bf\u03c3\u03b7\u03c2",
         "es": "E.9 Moneda oficial o cualquier otro criptoactivo que determine el precio de emisi\u00f3n",
         "et": "E.9 Ametlik v\u00e4\u00e4ring v\u00f5i muu kr\u00fcptovara, mis m\u00e4\u00e4rab emissioonihinna",
         "fr": "E.9 Monnaie officielle ou tout autre crypto-actif d\u00e9terminant le prix d\u2019\u00e9mission",
         "ga": "E.9 Airgeadra oifigi\u00fail n\u00f3 aon chripteash\u00f3cmhainn eile lena gcinntear an praghas eisi\u00fana",
         "hr": "E.9 Slu\u017ebena valuta ili bilo koja druga kriptoimovina na temelju koje se odre\u0111uje cijena izdanja",
         "it": "E.9 Valuta ufficiale o qualsiasi altra cripto-attivit\u00e0 che determinino il prezzo di emissione",
         "lv": "E.9 Ofici\u0101l\u0101 val\u016bta vai jebk\u0101di citi kriptoakt\u012bvi, kas nosaka emisijas cenu",
         "lt": "E.9 Oficiali valiuta arba kitas kriptoturtas, kuriais remiantis nustatoma emisijos kaina",
         "hu": "E.9 A kibocs\u00e1t\u00e1si \u00e1rat meghat\u00e1roz\u00f3 hivatalos p\u00e9nznem vagy b\u00e1rmely m\u00e1s kriptoeszk\u00f6z",
         "mt": "E.9 Munita uffi\u010bjali jew kwalunkwe kriptoassi ie\u0127or li jiddetermina l-prezz tal-\u0127ru\u0121",
         "nl": "E.9 Offici\u00eble valuta of andere cryptoactiva die de uitgiftekoers bepalen",
         "pl": "E.9 Waluta urz\u0119dowa lub inne kryptoaktywa, w\u00a0kt\u00f3rych okre\u015blona jest cena emisyjna",
         "pt": "E.9 Moeda oficial ou qualquer outro criptoativo que determina o pre\u00e7o de emiss\u00e3o",
         "ro": "E.9 Moneda oficial\u0103 sau orice alte criptoactive care determin\u0103 pre\u021bul de emisiune",
         "sk": "E.9 Ofici\u00e1lna mena alebo ak\u00e9ko\u013evek in\u00e9 kryptoakt\u00edva ur\u010duj\u00face emisn\u00fa cenu",
         "sl": "E.9 Uradna valuta ali druga kriptosredstva za dolo\u010ditev cene ob izdaji",
         "fi": "E.9 Liikkeeseenlaskuhinnan m\u00e4\u00e4ritysperusteena oleva virallinen valuutta tai muut kryptovarat",
         "sv": "E.9 Officiell valuta eller andra kryptotillg\u00e5ngar som styr utgivningskursen"
        },
        "std": {
         "en": "Official currency determining issue price"
        },
        "doc": {
         "en": "The official currency or any other crypto-assets on the basis of which the issue price of the crypto asset is being offered to the public."
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:RetailInvestors": {
       "labels": {
        "ns0": {
         "en": "RETL"
        },
        "std": {
         "en": "Retail investors"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:TargetedHoldersForOtherToken": {
       "labels": {
        "ns0": {
         "en": "E.13 Targeted holders",
         "bg": "E.13 \u0426\u0435\u043b\u0435\u0432\u0438 \u0434\u044a\u0440\u0436\u0430\u0442\u0435\u043b\u0438",
         "cs": "E.13 C\u00edlov\u00ed dr\u017eitel\u00e9",
         "da": "E.13 Tilt\u00e6nkte indehavere",
         "de": "E.13 Zielgruppe potenzieller Inhaber",
         "el": "E.13 \u03a3\u03c4\u03bf\u03c7\u03b5\u03c5\u03cc\u03bc\u03b5\u03bd\u03bf\u03b9 \u03ba\u03ac\u03c4\u03bf\u03c7\u03bf\u03b9",
         "es": "E.13 Titulares a los que se dirige la acci\u00f3n",
         "et": "E.13 Tulevased omanikud",
         "fr": "E.13 D\u00e9tenteurs cibl\u00e9s",
         "ga": "E.13 Sealbh\u00f3ir\u00ed spriocdh\u00edrithe",
         "hr": "E.13 Ciljani imatelji",
         "it": "E.13 Possessori destinatari",
         "lv": "E.13 Tur\u0113t\u0101ji, kuriem pied\u0101v\u0101jums adres\u0113ts",
         "lt": "E.13 Potencial\u016bs tur\u0117tojai",
         "hu": "E.13 A megc\u00e9lzott birtokosok",
         "mt": "E.13 Detenturi fil-mira",
         "nl": "E.13 Beoogde houders",
         "pl": "E.13 Docelowi posiadacze",
         "pt": "E.13 Detentores visados",
         "ro": "E.13 De\u021bin\u0103tori viza\u021bi",
         "sk": "E.13 Cie\u013eov\u00ed dr\u017eitelia",
         "sl": "E.13 Ciljni imetniki",
         "fi": "E.13 Kohteena olevat haltijat",
         "sv": "E.13 Innehavare som erbjudandet riktar sig till"
        },
        "doc": {
         "en": "Indication of the prospective holders targeted by the offer to the public of the crypto-asset or admission of such crypto-asset to trading."
        },
        "std": {
         "en": "Targeted holders for other token"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:WithoutAFirmCommitmentBasisPlacementForm": {
       "labels": {
        "ns0": {
         "en": "WOUT"
        },
        "std": {
         "en": "Without a firm commitment basis"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:PlacementFormForOtherToken": {
       "labels": {
        "ns0": {
         "en": "E.32 Placement form",
         "bg": "E.32 \u0424\u043e\u0440\u043c\u0430, \u043f\u043e\u0434 \u043a\u043e\u044f\u0442\u043e \u0441\u0435 \u043e\u0441\u044a\u0449\u0435\u0441\u0442\u0432\u044f\u0432\u0430 \u043f\u043b\u0430\u0441\u0438\u0440\u0430\u043d\u0435\u0442\u043e",
         "cs": "E.32 Forma um\u00edst\u011bn\u00ed",
         "da": "E.32 Type placering",
         "de": "E.32 Art der Platzierung",
         "el": "E.32 \u039c\u03bf\u03c1\u03c6\u03ae \u03c4\u03bf\u03c0\u03bf\u03b8\u03ad\u03c4\u03b7\u03c3\u03b7\u03c2",
         "es": "E.32 Forma de colocaci\u00f3n",
         "et": "E.32 Pakkumise korraldamise vorm",
         "fr": "E.32 Forme du placement",
         "ga": "E.32 Foirm an l\u00e1ithrithe",
         "hr": "E.32 Na\u010din plasiranja",
         "it": "E.32 Forma di collocamento",
         "lv": "E.32 Izvieto\u0161anas veids",
         "lt": "E.32 Platinimo b\u016bdas",
         "hu": "E.32 Az elhelyez\u00e9s t\u00edpusa",
         "mt": "E.32 Forma tal-pjazzament",
         "nl": "E.32 Vorm van plaatsing",
         "pl": "E.32 Forma plasowania",
         "pt": "E.32 Forma de coloca\u00e7\u00e3o",
         "ro": "E.32 Forma plasamentului",
         "sk": "E.32 Forma umiestnenia",
         "sl": "E.32 Oblika plasiranja",
         "fi": "E.32 Kohdennetun tarjoamisen muoto",
         "sv": "E.32 Form f\u00f6r placering"
        },
        "std": {
         "en": "Placement form for other token"
        },
        "doc": {
         "en": "Where applicable, the form of such placement."
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:OtherCryptoassetWhitePaper": {
       "labels": {
        "ns0": {
         "en": "OTHR"
        },
        "std": {
         "en": "Other crypto-asset token white paper"
        }
       },
       "dt": "dtr-types:domainItemType"
      },
      "mica:OtherTokenTypeOfWhitePaper": {
       "labels": {
        "std": {
         "en": "Other token type of white paper"
        },
        "ns0": {
         "en": "F.4 Type of crypto-asset white paper",
         "bg": "F.4 \u0412\u0438\u0434 \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "F.4 Druh b\u00edl\u00e9 knihy kryptoaktiva",
         "da": "F.4 Type kryptoaktivhvidbog",
         "de": "F.4 Art des Kryptowerte-Whitepapers",
         "el": "\u03a3\u03a4.4 \u0395\u03af\u03b4\u03bf\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "F.4 Tipo de libro blanco de criptoactivos",
         "et": "F.4 Kr\u00fcptovara valge raamatu liik",
         "fr": "F.4 Type de livre blanc",
         "ga": "F.4 Cine\u00e1l an ph\u00e1ip\u00e9ir bh\u00e1in maidir le cripteash\u00f3cmhainn\u00ed",
         "hr": "F.4 Vrsta bijele knjige o kriptoimovini",
         "it": "F.4 Tipo di White Paper sulle cripto-attivit\u00e0",
         "lv": "F.4 Kriptoakt\u012bvu balt\u0101s gr\u0101matas veids",
         "lt": "F.4 Kriptoturto baltosios knygos r\u016b\u0161is",
         "hu": "F.4 A kriptoeszk\u00f6z-alapdokumentum t\u00edpusa",
         "mt": "F.4 Tip ta\u2019 white paper dwar il-kriptoassi",
         "nl": "F.4 Soort cryptoactivawitboek",
         "pl": "F.4 Rodzaj dokumentu informacyjnego dotycz\u0105cego kryptoaktywa",
         "pt": "F.4 Tipo de livrete do criptoativo",
         "ro": "F.4 Tipul de carte alb\u0103 pentru criptoactive",
         "sk": "F.4 Druh bieleho dokladu o\u00a0kryptoakt\u00edvach",
         "sl": "F.4 Vrsta bele knjige o\u00a0kriptosredstvu",
         "fi": "F.4 Kryptovaran kuvauksen tyyppi",
         "sv": "F.4 Typ av vitbok om kryptotillg\u00e5ngar"
        }
       },
       "e": true,
       "dt": "enum2:enumerationItemType"
      },
      "mica:ModifyTypeOfSubmission": {
       "labels": {
        "ns0": {
         "en": "MODI"
        },
        "std": {
         "en": "Modify"
        }
       },
       "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: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: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: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: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:GenerationOfHazardousWaste": {
       "labels": {
        "std": {
         "en": "Generation of hazardous waste"
        },
        "ns0": {
         "en": "S.24 Generation of hazardous waste",
         "bg": "S.24 \u041e\u0431\u0440\u0430\u0437\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u043f\u0430\u0441\u043d\u0438 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438",
         "cs": "S.24 Produkce nebezpe\u010dn\u00e9ho odpadu",
         "da": "S.24 Produktion af farligt affald",
         "de": "S.24 Erzeugung gef\u00e4hrlicher Abf\u00e4lle",
         "el": "S.24 \u03a0\u03b1\u03c1\u03b1\u03b3\u03c9\u03b3\u03ae \u03b5\u03c0\u03b9\u03ba\u03af\u03bd\u03b4\u03c5\u03bd\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd",
         "es": "S.24 Generaci\u00f3n de residuos peligrosos",
         "et": "S.24 Ohtlike j\u00e4\u00e4tmete teke",
         "fr": "S.24 Production de d\u00e9chets dangereux",
         "ga": "S.24 Gini\u00faint dramha\u00edola guais\u00ed",
         "hr": "S.24 Proizvodnja opasnog otpada",
         "it": "S.24 Produzione di rifiuti pericolosi",
         "lv": "S.24 B\u012bstamo atkritumu rad\u012b\u0161ana",
         "lt": "S.24 Pavojing\u0173j\u0173 atliek\u0173 susidarymas",
         "hu": "S.24 Vesz\u00e9lyes hullad\u00e9k keletkez\u00e9se",
         "mt": "S.24 \u0120enerazzjoni ta\u2019 skart perikolu\u017c",
         "nl": "S.24 Productie gevaarlijke afvalstoffen",
         "pl": "S.24 Wytwarzanie odpad\u00f3w niebezpiecznych",
         "pt": "S.24 Produ\u00e7\u00e3o de res\u00edduos perigosos",
         "ro": "S.24 Generarea de de\u0219euri periculoase",
         "sk": "S.24 Vznik nebezpe\u010dn\u00e9ho odpadu",
         "sl": "S.24 Nastajanje nevarnih odpadkov",
         "fi": "S.24 Vaarallisen j\u00e4tteen syntyminen",
         "sv": "S.24 Generering av farligt avfall"
        },
        "doc": {
         "en": "Total amount of hazardous waste generated for the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year."
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:IdentificationOfIssuersParentCompany": {
       "labels": {
        "ns0": {
         "en": "B.9 Parent company",
         "bg": "B.9 \u0414\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "B.9 Mate\u0159sk\u00e1 spole\u010dnost",
         "da": "B.9 Moderselskab",
         "de": "B.9 Mutterunternehmen",
         "el": "B.9 \u039c\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1",
         "es": "B.9 Empresa matriz",
         "et": "B.9 Emaettev\u00f5tja",
         "fr": "B.9 Soci\u00e9t\u00e9 m\u00e8re",
         "ga": "B.9 M\u00e1thairghn\u00f3thas",
         "hr": "B.9 Mati\u010dno dru\u0161tvo",
         "it": "B.9 Societ\u00e0 madre",
         "lv": "B.9 M\u0101tesuz\u0146\u0113mums",
         "lt": "B.9 Patronuojan\u010dioji \u012fmon\u0117",
         "hu": "B.9 Anyav\u00e1llalat",
         "mt": "B.9 Kumpanija omm",
         "nl": "B.9 Moederonderneming",
         "pl": "B.9 Jednostka dominuj\u0105ca",
         "pt": "B.9 Empresa-m\u00e3e",
         "ro": "B.9 Societatea-mam\u0103",
         "sk": "B.9 Matersk\u00e1 spolo\u010dnos\u0165",
         "sl": "B.9 Nadrejeno podjetje",
         "fi": "B.9 Emoyritys",
         "sv": "B.9 Moderf\u00f6retag"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field B.7."
        },
        "std": {
         "en": "Identification of issuer's parent company"
        },
        "doc": {
         "en": "Where applicable, the identity of the parent company."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:ReasonForCryptoassetWhitePaperPreparationExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.9 Reason for crypto-asset white paper preparation",
         "bg": "C.9 \u041f\u0440\u0438\u0447\u0438\u043d\u0430 \u0437\u0430 \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u043d\u0435\u0442\u043e \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430",
         "cs": "C.9 D\u016fvod p\u0159\u00edpravy b\u00edl\u00e9 knihy kryptoaktiva",
         "da": "C.9 Begrundelse for udarbejdelse af hvidbogen om kryptoaktiver",
         "de": "C.9 Grund f\u00fcr die Erstellung des Kryptowerte-Whitepapers",
         "el": "\u0393.9 \u039b\u03cc\u03b3\u03bf\u03c2 \u03ba\u03b1\u03c4\u03ac\u03c1\u03c4\u03b9\u03c3\u03b7\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd",
         "es": "C.9 Motivo de la preparaci\u00f3n del libro blanco de criptoactivos",
         "et": "C.9 Kr\u00fcptovara valge raamatu koostamise p\u00f5hjus",
         "fr": "C.9 Raison justifiant l\u2019\u00e9laboration du livre blanc sur le crypto-actif",
         "ga": "C.9 An ch\u00fais le p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed a ullmh\u00fa",
         "hr": "C.9 Razlog za izradu bijele knjige o kriptoimovini",
         "it": "C.9 Motivo della preparazione del White Paper sulle cripto-attivit\u00e0",
         "lv": "C.9 Kriptoakt\u012bvu balt\u0101s gr\u0101matas sagatavo\u0161anas iemesls",
         "lt": "C.9 Kriptoturto baltosios knygos rengimo prie\u017eastis",
         "hu": "C.9 A kriptoeszk\u00f6z-alapdokumentum elk\u00e9sz\u00edt\u00e9s\u00e9nek oka",
         "mt": "C.9 Ra\u0121uni g\u0127at-t\u0127ejjija tal-white paper dwar il-kriptoassi",
         "nl": "C.9 Reden voor opstellen cryptoactivawitboek",
         "pl": "C.9 Pow\u00f3d sporz\u0105dzenia dokumentu informacyjnego dotycz\u0105cego kryptoaktywa",
         "pt": "C.9 Raz\u00e3o para a elabora\u00e7\u00e3o do livrete do criptoativo",
         "ro": "C.9 Motivul elabor\u0103rii c\u0103r\u021bii albe pentru criptoactive",
         "sk": "C.9 D\u00f4vod vypracovania bieleho dokladu o\u00a0kryptoakt\u00edvach",
         "sl": "C.9 Razlog za pripravo bele knjige o\u00a0kriptosredstvu",
         "fi": "C.9 Syy kryptovaran kuvauksen laatimiseen",
         "sv": "C.9 Anledning till utarbetande av vitbok om kryptotillg\u00e5ngar"
        },
        "std": {
         "en": "Reason for crypto-asset white paper preparation [text block]"
        },
        "doc": {
         "en": "The reason why the operator of the trading platform drew up the crypto-asset white paper."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:GenerationOfWasteAllTypes": {
       "labels": {
        "std": {
         "en": "Generation of waste (all types)"
        },
        "ns0": {
         "en": "S.25 Generation of waste (all types)",
         "bg": "S.25 \u041e\u0431\u0440\u0430\u0437\u0443\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.25 Produkce odpadu (v\u0161ech druh\u016f)",
         "da": "S.25 Affaldsproduktion (alle typer)",
         "de": "S.25 Erzeugung von Abf\u00e4llen (alle Arten)",
         "el": "S.25 \u03a0\u03b1\u03c1\u03b1\u03b3\u03c9\u03b3\u03ae \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.25 Generaci\u00f3n de residuos (todos los tipos)",
         "et": "S.25 J\u00e4\u00e4tmeteke (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.25 Production de d\u00e9chets (de tous types)",
         "ga": "S.25 Gini\u00faint dramha\u00edola (gach cine\u00e1l)",
         "hr": "S.25 Proizvodnja otpada (sve vrste)",
         "it": "S.25 Produzione di rifiuti (tutti i tipi)",
         "lv": "S.25 Atkritumu (visu veidu) rad\u012b\u0161ana",
         "lt": "S.25 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 susidarymas",
         "hu": "S.25 Hullad\u00e9kk\u00e9pz\u0151d\u00e9s (valamennyi t\u00edpus)",
         "mt": "S.25 \u0120enerazzjoni tal-iskart (kull tip)",
         "nl": "S.25 Productie afval (alle soorten)",
         "pl": "S.25 Wytwarzanie odpad\u00f3w (wszystkie rodzaje)",
         "pt": "S.25 Produ\u00e7\u00e3o de res\u00edduos (todos os tipos)",
         "ro": "S.25 Generarea de de\u0219euri (toate tipurile)",
         "sk": "S.25 Vznik odpadu (v\u0161etky druhy)",
         "sl": "S.25 Nastajanje odpadkov (vseh vrst)",
         "fi": "S.25 J\u00e4tteen syntyminen (kaikki tyypit)",
         "sv": "S.25 Generering av avfall (alla typer)"
        },
        "doc": {
         "en": "Total amount of waste generated by the validation of transactions and the maintenance of the integrity of the distributed ledger."
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:NonrecycledWasteRatioAllTypes": {
       "labels": {
        "std": {
         "en": "Non-recycled waste ratio (all types)"
        },
        "ns0": {
         "en": "S.26 Non-recycled waste ratio (all types)",
         "bg": "S.26 \u0421\u044a\u043e\u0442\u043d\u043e\u0448\u0435\u043d\u0438\u0435 \u043d\u0430 \u043d\u0435\u0440\u0435\u0446\u0438\u043a\u043b\u0438\u0440\u0430\u043d\u0438\u0442\u0435 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.26 Pod\u00edl nerecyklovan\u00e9ho odpadu (v\u0161ech druh\u016f)",
         "da": "S.26 Andel ikkegenanvendt affald (alle typer)",
         "de": "S.26 Anteil nicht recycelter Abf\u00e4lle (alle Arten)",
         "el": "S.26 \u0391\u03bd\u03b1\u03bb\u03bf\u03b3\u03af\u03b1 \u03bc\u03b7 \u03b1\u03bd\u03b1\u03ba\u03c5\u03ba\u03bb\u03c9\u03bc\u03ad\u03bd\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.26 Ratio de residuos no reciclados (todos los tipos)",
         "et": "S.26 Ringlusse v\u00f5tmata j\u00e4\u00e4tmete suhtarv (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.26 Taux de d\u00e9chets non recycl\u00e9s (de tous types)",
         "ga": "S.26 C\u00f3imheas dramha\u00edola neamh-athch\u00fars\u00e1ilte (gach cine\u00e1l)",
         "hr": "S.26 Udio nerecikliranog otpada (sve vrste)",
         "it": "S.26 Tasso di rifiuti non riciclati (tutti i tipi)",
         "lv": "S.26 Nep\u0101rstr\u0101d\u0101to atkritumu \u012bpatsvars (visi veidi)",
         "lt": "S.26 (Vis\u0173 r\u016b\u0161i\u0173) neperdirbt\u0173 atliek\u0173 santykis",
         "hu": "S.26 Nem \u00fajrafeldolgozott hullad\u00e9k ar\u00e1nya (valamennyi t\u00edpus)",
         "mt": "S.26 Proporzjon ta\u2019 skart mhux ri\u010biklat (it-tipi kollha)",
         "nl": "S.26 Aandeel niet-gerecycled afval (alle soorten)",
         "pl": "S.26 Wsp\u00f3\u0142czynnik odpad\u00f3w niepoddanych recyklingowi (wszystkie rodzaje)",
         "pt": "S.26 R\u00e1cio de res\u00edduos n\u00e3o reciclados (todos os tipos)",
         "ro": "S.26 Procentul de de\u0219euri nereciclate (toate tipurile)",
         "sk": "S.26 Podiel nerecyklovan\u00e9ho odpadu (v\u0161etky druhy)",
         "sl": "S.26 Dele\u017e nerecikliranih odpadkov (vseh vrst)",
         "fi": "S.26 Kierr\u00e4tt\u00e4m\u00e4tt\u00f6m\u00e4n j\u00e4tteen osuus (kaikki tyypit)",
         "sv": "S.26 Andelen avfall (alla typer) som inte \u00e5tervinns"
        },
        "doc": {
         "en": "Share of the total amount of waste generated for the validation of transactions and the maintenance of the integrity of the distributed ledger not recycled per calendar year."
        }
       },
       "dt": "dtr-types:percentItemType"
      },
      "mica:IdentificationOfOfferorsParentCompany": {
       "labels": {
        "ns0": {
         "en": "A.11 Parent company",
         "bg": "A.11 \u0414\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "A.11 Mate\u0159sk\u00e1 spole\u010dnost",
         "da": "A.11 Moderselskab",
         "de": "A.11 Mutterunternehmen",
         "el": "A.11 \u039c\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1",
         "es": "A.11 Empresa matriz",
         "et": "A.11 Emaettev\u00f5tja",
         "fr": "A.11 Soci\u00e9t\u00e9 m\u00e8re",
         "ga": "A.11 M\u00e1thairghn\u00f3thas",
         "hr": "A.11 Mati\u010dno dru\u0161tvo",
         "it": "A.11 Societ\u00e0 madre",
         "lv": "A.11 M\u0101tesuz\u0146\u0113mums",
         "lt": "A.11 Patronuojan\u010dioji \u012fmon\u0117",
         "hu": "A.11. Anyav\u00e1llalat",
         "mt": "A.11 Kumpanija omm",
         "nl": "A.11 Moederonderneming",
         "pl": "A.11 Jednostka dominuj\u0105ca",
         "pt": "A.11 Empresa-m\u00e3e",
         "ro": "A.11 Societatea-mam\u0103",
         "sk": "A.11 Matersk\u00e1 spolo\u010dnos\u0165",
         "sl": "A.11 Nadrejeno podjetje",
         "fi": "A.11 Emoyritys",
         "sv": "A.11 Moderf\u00f6retag"
        },
        "ns1": {
         "en": "Field to be filled in only if an LEI is not provided in field A.6."
        },
        "std": {
         "en": "Identification of offeror's parent company"
        },
        "doc": {
         "en": "Where applicable, the identity of the parent company."
        }
       },
       "dt": "xbrli:stringItemType"
      },
      "mica:IssuersBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "B.11 Business activity",
         "bg": "B.11 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "B.11 Podnikatelsk\u00e1 \u010dinnost",
         "da": "B.11 Forretningsaktiviteter",
         "de": "B.11 Gesch\u00e4ftst\u00e4tigkeit",
         "el": "B.11 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1",
         "es": "B.11 Actividades comerciales",
         "et": "B.11 \u00c4ritegevus",
         "fr": "B.11 Activit\u00e9 commerciale",
         "ga": "B.11 Gn\u00edomha\u00edocht ghn\u00f3",
         "hr": "B.11 Poslovna djelatnost",
         "it": "B.11 Attivit\u00e0 commerciale",
         "lv": "B.11 Dar\u012bjumdarb\u012bba",
         "lt": "B.11 Verslo veikla",
         "hu": "B.11 \u00dczleti tev\u00e9kenys\u00e9g",
         "mt": "B.11 Attivit\u00e0 kummer\u010bjali",
         "nl": "B.11 Bedrijfsactiviteit",
         "pl": "B.11 Dzia\u0142alno\u015b\u0107 gospodarcza",
         "pt": "B.11 Atividade comercial",
         "ro": "B.11 Activitate economic\u0103",
         "sk": "B.11 Podnikate\u013esk\u00e1 \u010dinnos\u0165",
         "sl": "B.11 Poslovna dejavnost",
         "fi": "B.11 Toiminta",
         "sv": "B.11 Aff\u00e4rsverksamhet"
        },
        "doc": {
         "en": "Business or professional activity of the issuer, including principal activities, principal markets and recent financial condition."
        },
        "std": {
         "en": "Issuer's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OperatorsBusinessActivityExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.11 Operator business activity",
         "bg": "C.11 \u041e\u043f\u0435\u0440\u0430\u0442\u043e\u0440 \u043d\u0430 \u0441\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442",
         "cs": "C.11 Podnikatelsk\u00e1 \u010dinnost provozovatele",
         "da": "C.11 Operat\u00f8rens forretningsaktiviteter",
         "de": "C.11 Gesch\u00e4ftst\u00e4tigkeit des Betreibers",
         "el": "\u0393.11 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03c4\u03bf\u03c5 \u03b4\u03b9\u03b1\u03c7\u03b5\u03b9\u03c1\u03b9\u03c3\u03c4\u03ae",
         "es": "C.11 Actividad empresarial del operador",
         "et": "C.11 Ettev\u00f5tja \u00e4ritegevus",
         "fr": "C.11 Activit\u00e9 commerciale de l\u2019exploitant",
         "ga": "C.11 Gn\u00edomha\u00edocht ghn\u00f3 an oibreora",
         "hr": "C.11 Poslovna djelatnost operatera",
         "it": "C.11 Attivit\u00e0 commerciale del gestore",
         "lv": "C.11 Operatora dar\u012bjumdarb\u012bba",
         "lt": "C.11 Operatoriaus verslo veikla",
         "hu": "C.11 Az \u00fczemeltet\u0151 \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "C.11 Attivit\u00e0 kummer\u010bjali tal-operatur",
         "nl": "C.11 Bedrijfsactiviteit exploitant",
         "pl": "C.11 Dzia\u0142alno\u015b\u0107 gospodarcza operatora",
         "pt": "C.11 Atividade comercial do operador",
         "ro": "C.11 Activitatea economic\u0103 a operatorului",
         "sk": "C.11 Podnikate\u013esk\u00e1 \u010dinnos\u0165 prev\u00e1dzkovate\u013ea",
         "sl": "C.11 Poslovna dejavnost upravljavca",
         "fi": "C.11 Yll\u00e4pit\u00e4j\u00e4n toiminta",
         "sv": "C.11 Aff\u00e4rsverksamhet som bedrivs av den som driver handelsplattformen"
        },
        "doc": {
         "en": "Business or professional activity of the operator, including principal activities and principal markets."
        },
        "std": {
         "en": "Operator's business activity [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WasteIntensityAllTypes": {
       "labels": {
        "ns0": {
         "en": "S.27 Waste intensity (all types)",
         "bg": "S.27 \u0418\u043d\u0442\u0435\u043d\u0437\u0438\u0442\u0435\u0442 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438\u0442\u0435 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.27 Intenzita odpadu (v\u0161ech druh\u016f)",
         "da": "S.27 Affaldsintensitet (alle typer)",
         "de": "S.27 Abfallintensit\u00e4t (alle Arten)",
         "el": "S.27 \u0388\u03bd\u03c4\u03b1\u03c3\u03b7 \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.27 Intensidad de los residuos (todos los tipos)",
         "et": "S.27 J\u00e4\u00e4tmemahukus (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.27 Intensit\u00e9 de d\u00e9chets (de tous types)",
         "ga": "S.27 D\u00e9ine dramha\u00edola (gach cine\u00e1l)",
         "hr": "S.27 Intenzitet otpada (sve vrste)",
         "it": "S.27 Intensit\u00e0 di rifiuti (tutti i tipi)",
         "lv": "S.27 Atkritumu intensit\u0101te (visi veidi)",
         "lt": "S.27 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 susidarymo intensyvumas",
         "hu": "S.27 Hullad\u00e9kintenzit\u00e1s (minden t\u00edpus)",
         "mt": "S.27 Intensit\u00e0 tal-iskart (it-tipi kollha)",
         "nl": "S.27 Afvalintensiteit (alle soorten)",
         "pl": "S.27 Odpadoch\u0142onno\u015b\u0107 (wszystkie rodzaje odpad\u00f3w)",
         "pt": "S.27 Intensidade dos res\u00edduos (todos os tipos)",
         "ro": "S.27 Intensitatea de\u0219eurilor (toate tipurile)",
         "sk": "S.27 Intenzita odpadu (v\u0161etky druhy)",
         "sl": "S.27 Intenzivnost odpadkov (vseh vrst)",
         "fi": "S.27 J\u00e4teintensiteetti (kaikki tyypit)",
         "sv": "S.27 Avfallsintensitet (alla typer)"
        },
        "doc": {
         "en": "Total amount of waste generated per transaction validated."
        },
        "std": {
         "en": "Waste intensity (all types)"
        }
       },
       "dt": "dtr-types:massItemType"
      },
      "mica:ParentCompanyBusinessActivityOfIssuerSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "B.12 Parent company business activity",
         "bg": "B.12 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "B.12 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "B.12 Moderselskabets forretningsaktiviteter",
         "de": "B.12 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "B.12 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "B.12 Actividad empresarial de la sociedad matriz",
         "et": "B.12 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "B.12 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "B.12 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "B.12 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "B.12 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "B.12 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "B.12 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "B.12 Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "B.12 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "B.12 Bedrijfsactiviteit moederonderneming",
         "pl": "B.12 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "B.12 Atividade comercial da empresa-m\u00e3e",
         "ro": "B.12 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "B.12 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "B.12 Poslovna dejavnost nadrejenega podjetja",
         "fi": "B.12 Emoyrityksen toiminta",
         "sv": "B.12 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of issuer side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ParentCompanyBusinessActivityOfOperatorSideExplanatory": {
       "labels": {
        "ns0": {
         "en": "C.12 Parent company business activity",
         "bg": "C.12 \u0421\u0442\u043e\u043f\u0430\u043d\u0441\u043a\u0430 \u0434\u0435\u0439\u043d\u043e\u0441\u0442 \u043d\u0430 \u0434\u0440\u0443\u0436\u0435\u0441\u0442\u0432\u043e\u0442\u043e \u043c\u0430\u0439\u043a\u0430",
         "cs": "C.12 Podnikatelsk\u00e1 \u010dinnost mate\u0159sk\u00e9 spole\u010dnosti",
         "da": "C.12 Moderselskabets forretningsaktiviteter",
         "de": "C.12 Gesch\u00e4ftst\u00e4tigkeit des Mutterunternehmens",
         "el": "\u0393.12 \u0395\u03c0\u03b9\u03c7\u03b5\u03b9\u03c1\u03b7\u03bc\u03b1\u03c4\u03b9\u03ba\u03ae \u03b4\u03c1\u03b1\u03c3\u03c4\u03b7\u03c1\u03b9\u03cc\u03c4\u03b7\u03c4\u03b1 \u03bc\u03b7\u03c4\u03c1\u03b9\u03ba\u03ae\u03c2 \u03b5\u03c4\u03b1\u03b9\u03c1\u03b5\u03af\u03b1\u03c2",
         "es": "C.12 Actividad empresarial de la sociedad matriz",
         "et": "C.12 Emaettev\u00f5tja \u00e4ritegevus",
         "fr": "C.12 Activit\u00e9 commerciale de la soci\u00e9t\u00e9 m\u00e8re",
         "ga": "C.12 Gn\u00edomha\u00edocht ghn\u00f3 an mh\u00e1thairghn\u00f3thais",
         "hr": "C.12 Poslovna djelatnost mati\u010dnog dru\u0161tva",
         "it": "C.12 Attivit\u00e0 commerciale della societ\u00e0 madre",
         "lv": "C.12 M\u0101tesuz\u0146\u0113muma dar\u012bjumdarb\u012bba",
         "lt": "C.12 Patronuojan\u010diosios \u012fmon\u0117s verslo veikla",
         "hu": "C.12 Anyav\u00e1llalat \u00fczleti tev\u00e9kenys\u00e9ge",
         "mt": "C.12 Attivit\u00e0 kummer\u010bjali tal-kumpanija omm",
         "nl": "C.12 Bedrijfsactiviteit moederonderneming",
         "pl": "C.12 Dzia\u0142alno\u015b\u0107 gospodarcza jednostki dominuj\u0105cej",
         "pt": "C.12 Atividade comercial da empresa-m\u00e3e",
         "ro": "C.12 Activitatea economic\u0103 a societ\u0103\u021bii-mam\u0103",
         "sk": "C.12 Podnikate\u013esk\u00e1 \u010dinnos\u0165 materskej spolo\u010dnosti",
         "sl": "C.12 Poslovna dejavnost nadrejenega podjetja",
         "fi": "C.12 Emoyrityksen toiminta",
         "sv": "C.12 Moderf\u00f6retagets aff\u00e4rsverksamhet"
        },
        "std": {
         "en": "Parent company business activity of operator side [text block]"
        },
        "doc": {
         "en": "Where applicable, business or professional activity of the parent company, including principal activities and principal markets."
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WasteReductionTargetsOrCommitmentsAllTypesExplanatory": {
       "labels": {
        "ns0": {
         "en": "S.28 Waste reduction targets or commitments (all types)",
         "bg": "S.28 \u0426\u0435\u043b\u0438 \u0438\u043b\u0438 \u0430\u043d\u0433\u0430\u0436\u0438\u043c\u0435\u043d\u0442\u0438 \u0437\u0430 \u043d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u043e\u0442\u043f\u0430\u0434\u044a\u0446\u0438\u0442\u0435 (\u0432\u0441\u0438\u0447\u043a\u0438 \u0432\u0438\u0434\u043e\u0432\u0435)",
         "cs": "S.28 C\u00edle nebo z\u00e1vazky v\u00a0oblasti sn\u00ed\u017een\u00ed mno\u017estv\u00ed odpadu (v\u0161ech druh\u016f)",
         "da": "S.28 M\u00e5ls\u00e6tninger for eller tilsagn om affaldsreduktion (alle typer)",
         "de": "S.28 Ziele oder Verpflichtung zur Vermeidung von Abf\u00e4llen (alle Arten)",
         "el": "S.28 \u03a3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03ae \u03b4\u03b5\u03c3\u03bc\u03b5\u03cd\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03bc\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03c9\u03bd \u03b1\u03c0\u03bf\u03b2\u03bb\u03ae\u03c4\u03c9\u03bd (\u03cc\u03bb\u03bf\u03b9 \u03bf\u03b9 \u03c4\u03cd\u03c0\u03bf\u03b9)",
         "es": "S.28 Objetivos o compromisos de reducci\u00f3n de residuos (todos los tipos)",
         "et": "S.28 J\u00e4\u00e4tmete v\u00e4hendamise eesm\u00e4rgid v\u00f5i kohustused (k\u00f5ik j\u00e4\u00e4tmeliigid)",
         "fr": "S.28 Objectifs ou engagements en mati\u00e8re de r\u00e9duction des d\u00e9chets (de tous types)",
         "ga": "S.28 Spriocanna n\u00f3 gealltanais maidir le dramha\u00edl a laghd\u00fa (gach cine\u00e1l)",
         "hr": "S.28 Ciljevi ili obveze smanjenja otpada (sve vrste)",
         "it": "S.28 Obiettivi o impegni di riduzione dei rifiuti (tutti i tipi)",
         "lv": "S.28 Atkritumu samazin\u0101\u0161anas m\u0113r\u0137r\u0101d\u012bt\u0101ji vai saist\u012bbas (visi veidi)",
         "lt": "S.28 (Vis\u0173 r\u016b\u0161i\u0173) atliek\u0173 ma\u017einimo tikslai arba \u012fsipareigojimai",
         "hu": "S.28 Hullad\u00e9kcs\u00f6kkent\u00e9si c\u00e9lok vagy k\u00f6telezetts\u00e9gv\u00e1llal\u00e1sok (valamennyi t\u00edpus)",
         "mt": "S.28 Miri jew impenji g\u0127at-tnaqqis tal-iskart (it-tipi kollha)",
         "nl": "S.28 Doelen of toezeggingen afvalreductie (alle soorten)",
         "pl": "S.28 Cele lub zobowi\u0105zania dotycz\u0105ce ograniczenia ilo\u015bci odpad\u00f3w (wszystkie rodzaje)",
         "pt": "S.28 Metas ou compromissos em mat\u00e9ria de redu\u00e7\u00e3o de res\u00edduos (todos os tipos)",
         "ro": "S.28 Obiective sau angajamente de reducere a de\u0219eurilor (toate tipurile)",
         "sk": "S.28 Ciele alebo z\u00e1v\u00e4zky v\u00a0oblasti zni\u017eovania odpadu (v\u0161etky druhy)",
         "sl": "S.28 Cilji ali zaveze glede zmanj\u0161anja odpadkov (vseh vrst)",
         "fi": "S.28 J\u00e4tteen v\u00e4hent\u00e4mistavoitteet tai -sitoumukset (kaikki tyypit)",
         "sv": "S.28 M\u00e5l och \u00e5taganden vad g\u00e4ller minskat avfall (alla typer)"
        },
        "std": {
         "en": "Waste reduction targets or commitments (all types) [text block]"
        },
        "doc": {
         "en": "Waste reduction targets or commitments, expressed in absolute or relative reduction in waste generation over one calendar year"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:OtherPersonsDrawingUpCryptoassetWhitePaperExplanatory": {
       "labels": {
        "doc": {
         "en": "Article 6(1), second subparagraph, of Regulation (EU) 2023/1114. Where different from the offeror, person seeking admission to trading, issuer, operator of the trading platform, indication of the identity of the person drawing up the crypto-asset white paper."
        },
        "ns0": {
         "en": "C.13 Other persons drawing up the crypto-asset white paper according to Article 6(1), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "C.13 \u0414\u0440\u0443\u0433\u0438 \u043b\u0438\u0446\u0430, \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u0449\u0438 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u0437\u0430 \u043a\u0440\u0438\u043f\u0442\u043e\u0430\u043a\u0442\u0438\u0432\u0430, \u0441\u044a\u0433\u043b\u0430\u0441\u043d\u043e \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a01, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "C.13 Ostatn\u00ed osoby, kter\u00e9 vypracov\u00e1vaj\u00ed b\u00edlou knihu kryptoaktiva, podle \u010dl.\u00a06 odst.\u00a01 druh\u00e9ho pododstavce na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "C.13 Andre personer, der st\u00e5r for udarbejdelsen af hvidbogen om kryptoaktiver i henhold til artikel\u00a06, stk.\u00a01, andet afsnit, i forordning (EU) 2023/1114",
         "de": "C.13 Andere Personen, die das Kryptowerte-Whitepaper gem\u00e4\u00df Artikel\u00a06 Absatz\u00a01 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114 erstellen",
         "el": "\u0393.13 \u0386\u03bb\u03bb\u03b1 \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03b1 \u03c0\u03bf\u03c5 \u03ba\u03b1\u03c4\u03b1\u03c1\u03c4\u03af\u03b6\u03bf\u03c5\u03bd \u03c4\u03bf \u03bb\u03b5\u03c5\u03ba\u03cc \u03b2\u03b9\u03b2\u03bb\u03af\u03bf \u03ba\u03c1\u03c5\u03c0\u03c4\u03bf\u03c3\u03c4\u03bf\u03b9\u03c7\u03b5\u03af\u03c9\u03bd \u03c3\u03cd\u03bc\u03c6\u03c9\u03bd\u03b1 \u03bc\u03b5 \u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 1 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "C.13 Otras personas que elaboren el libro blanco de criptoactivos de conformidad con el art\u00edculo\u00a06, apartado\u00a01, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114",
         "et": "C.13 Muud isikud, kes koostavad kr\u00fcptovara valge raamatu vastavalt m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 1 teisele l\u00f5igule",
         "fr": "C.13 Autres personnes qui r\u00e9digent le livre blanc sur le crypto-actif conform\u00e9ment \u00e0 l\u2019article\u00a06, paragraphe\u00a01, second alin\u00e9a, du r\u00e8glement (UE) 2023/1114",
         "ga": "C.13 Daoine eile a bhfuil an p\u00e1ip\u00e9ar b\u00e1n maidir le cripteash\u00f3cmhainn\u00ed \u00e1 tharraingt suas acu de r\u00e9ir Airteagal\u00a06(1), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "C.13 Druge osobe koje izra\u0111uju bijelu knjigu o kriptoimovini u skladu s \u010dlankom\u00a06. stavkom\u00a01. drugim podstavkom Uredbe (EU) 2023/1114",
         "it": "C.13 Altre persone che redigono il White Paper sulle cripto-attivit\u00e0 a norma dell'articolo\u00a06, paragrafo 1, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "C.13 Citas personas, kas izstr\u0101d\u0101 kriptoakt\u012bvu balto gr\u0101matu saska\u0146\u0101 ar Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a01.\u00a0punktu",
         "lt": "C.13 Kiti asmenys, rengiantys kriptoturto balt\u0105j\u0105 knyg\u0105 pagal Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a01 dalies antr\u0105 pastraip\u0105",
         "hu": "C.13 Az (EU) 2023/1114 rendelet\u00a06. cikke (1) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9se szerint a kriptoeszk\u00f6z-alapdokumentumot elk\u00e9sz\u00edt\u0151 m\u00e1s szem\u00e9lyek",
         "mt": "C.13 Persuni o\u0127ra li jfasslu l-white paper dwar il-kriptoassi skont it-tieni subparagrafu tal-Artikolu\u00a06(1) tar-Regolament (UE) 2023/1114",
         "nl": "C.13 Andere personen die het cryptoactivawitboek opstellen overeenkomstig artikel\u00a06, lid 1, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "C.13 Inne osoby sporz\u0105dzaj\u0105ce dokument informacyjny dotycz\u0105cy kryptoaktywa zgodnie z\u00a0art.\u00a06 ust.\u00a01 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "C.13 Outras pessoas que redigem o livrete do criptoativo em conformidade com o artigo\u00a06.o, n.o\u00a01, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "C.13 Alte persoane care elaboreaz\u0103 cartea alb\u0103 pentru criptoactive \u00een conformitate cu articolul\u00a06 alineatul\u00a0(1) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "C.13 In\u00e9 osoby, ktor\u00e9 vypracovali biely doklad o\u00a0kryptoakt\u00edvach pod\u013ea \u010dl\u00e1nku\u00a06 ods.\u00a01 druh\u00e9ho pododseku nariadenia (E\u00da) 2023/1114",
         "sl": "C.13 Druge osebe, ki pripravijo belo knjigo o\u00a0kriptosredstvu v\u00a0skladu s\u00a0\u010dlenom 6(1), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "C.13 Asetuksen (EU) 2023/1114 6\u00a0artiklan 1 kohdan toisen alakohdan mukaisesti muut henkil\u00f6t, jotka laativat kryptovaran kuvauksen",
         "sv": "C.13 Andra personer som utarbetar vitboken om kryptotillg\u00e5ngar i enlighet med artikel\u00a06.1 andra stycket i f\u00f6rordning (EU) 2023/1114"
        },
        "std": {
         "en": "Other persons drawing up crypto-asset white paper [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ImpactOfUseOfEquipmentOnNaturalResourcesExplanatory": {
       "labels": {
        "doc": {
         "en": "Description of the impact on natural resources of the production, the use and the disposal of the devices of the DLT network nodes."
        },
        "std": {
         "en": "Impact of use of equipment on natural resources [text block]"
        },
        "ns0": {
         "en": "S.29 Impact of the use of equipment on natural resources",
         "bg": "S.29 \u0412\u044a\u0437\u0434\u0435\u0439\u0441\u0442\u0432\u0438\u0435 \u043d\u0430 \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435\u0442\u043e \u043d\u0430 \u043e\u0431\u043e\u0440\u0443\u0434\u0432\u0430\u043d\u0435 \u0432\u044a\u0440\u0445\u0443 \u043f\u0440\u0438\u0440\u043e\u0434\u043d\u0438\u0442\u0435 \u0440\u0435\u0441\u0443\u0440\u0441\u0438",
         "cs": "S.29 Dopad pou\u017e\u00edv\u00e1n\u00ed za\u0159\u00edzen\u00ed na p\u0159\u00edrodn\u00ed zdroje",
         "da": "S.29 Indvirkning p\u00e5 naturressourcerne af anvendelsen af udstyr",
         "de": "S.29 Auswirkungen des Einsatzes der Ausr\u00fcstung auf nat\u00fcrliche Ressourcen",
         "el": "S.29 \u0395\u03c0\u03b9\u03c0\u03c4\u03ce\u03c3\u03b5\u03b9\u03c2 \u03c4\u03b7\u03c2 \u03c7\u03c1\u03ae\u03c3\u03b7\u03c2 \u03b5\u03be\u03bf\u03c0\u03bb\u03b9\u03c3\u03bc\u03bf\u03cd \u03c3\u03c4\u03bf\u03c5\u03c2 \u03c6\u03c5\u03c3\u03b9\u03ba\u03bf\u03cd\u03c2 \u03c0\u03cc\u03c1\u03bf\u03c5\u03c2",
         "es": "S.29 Impacto del uso de equipos en los recursos naturales",
         "et": "S.29 Seadmete kasutamise m\u00f5ju loodusvaradele",
         "fr": "S.29 Incidence de l\u2019utilisation des \u00e9quipements sur les ressources naturelles",
         "ga": "S.29 Tionchar na h\u00fas\u00e1ide a bhaintear as trealamh ar acmhainn\u00ed n\u00e1d\u00fartha",
         "hr": "S.29 U\u010dinak kori\u0161tenja opreme na prirodne resurse",
         "it": "S.29 Impatto dell\u2019uso delle apparecchiature sulle risorse naturali",
         "lv": "S.29 Apr\u012bkojuma izmanto\u0161anas ietekme uz dabas resursiem",
         "lt": "S.29 \u012erangos naudojimo poveikis gamtos i\u0161tekliams",
         "hu": "S.29 A berendez\u00e9sek haszn\u00e1lat\u00e1nak term\u00e9szeti er\u0151forr\u00e1sokra gyakorolt hat\u00e1sa",
         "mt": "S.29 Impatt tal-u\u017cu tat-tag\u0127mir fuq ir-ri\u017corsi naturali",
         "nl": "S.29 Impact gebruik uitrusting op natuurlijke hulpbronnen",
         "pl": "S.29 Wp\u0142yw wykorzystania sprz\u0119tu na zasoby naturalne",
         "pt": "S.29 Impacto da utiliza\u00e7\u00e3o de equipamento nos recursos naturais",
         "ro": "S.29 Impactul utiliz\u0103rii echipamentelor asupra resurselor naturale",
         "sk": "S.29 Vplyv pou\u017e\u00edvania zariaden\u00ed na pr\u00edrodn\u00e9 zdroje",
         "sl": "S.29 Vpliv uporabe opreme na naravne vire",
         "fi": "S.29 Laitteiden k\u00e4yt\u00f6n vaikutus luonnonvaroihin",
         "sv": "S.29 P\u00e5verkan av anv\u00e4ndning av utrustning p\u00e5 naturresurser"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:ReasonForDrawingWhitePaperExplanatory": {
       "labels": {
        "doc": {
         "en": "Article 6(1), second subparagraph, of Regulation (EU) 2023/1114. Where the white paper is drawn up by a person different from the offeror, person seeking admission to trading, issuer, operator of the trading platform, reason for drawing up the white paper."
        },
        "ns0": {
         "en": "C.14 Reason for drawing the white paper by persons referred to in Article 6(1), second subparagraph, of Regulation (EU) 2023/1114",
         "bg": "C.14 \u041f\u0440\u0438\u0447\u0438\u043d\u0430 \u0437\u0430 \u0438\u0437\u0433\u043e\u0442\u0432\u044f\u043d\u0435 \u043d\u0430 \u0431\u044f\u043b\u0430\u0442\u0430 \u043a\u043d\u0438\u0433\u0430 \u043e\u0442 \u043b\u0438\u0446\u0430\u0442\u0430, \u043f\u043e\u0441\u043e\u0447\u0435\u043d\u0438 \u0432 \u0447\u043b\u0435\u043d\u00a06, \u043f\u0430\u0440\u0430\u0433\u0440\u0430\u0444\u00a01, \u0432\u0442\u043e\u0440\u0430 \u0430\u043b\u0438\u043d\u0435\u044f \u043e\u0442 \u0420\u0435\u0433\u043b\u0430\u043c\u0435\u043d\u0442\u00a0(\u0415\u0421)\u00a02023/1114",
         "cs": "C.14 D\u016fvod, pro\u010d b\u00edlou knihu vypracovaly osoby uveden\u00e9 v\u00a0\u010dl.\u00a06 odst.\u00a01 druh\u00e9m pododstavci na\u0159\u00edzen\u00ed (EU) 2023/1114",
         "da": "C.14 Begrundelse for, at personer som omhandlet i artikel\u00a06, stk.\u00a01, andet afsnit, i forordning (EU) 2023/1114 st\u00e5r for udarbejdelsen af hvidbogen",
         "de": "C.14 Grund f\u00fcr die Erstellung des Whitepapers durch Personen gem\u00e4\u00df Artikel\u00a06 Absatz\u00a01 Unterabsatz\u00a02 der Verordnung (EU) 2023/1114",
         "el": "\u0393.14 \u039b\u03cc\u03b3\u03bf\u03c2 \u03ba\u03b1\u03c4\u03ac\u03c1\u03c4\u03b9\u03c3\u03b7\u03c2 \u03c4\u03bf\u03c5 \u03bb\u03b5\u03c5\u03ba\u03bf\u03cd \u03b2\u03b9\u03b2\u03bb\u03af\u03bf\u03c5 \u03b1\u03c0\u03cc \u03c4\u03b1 \u03c0\u03c1\u03cc\u03c3\u03c9\u03c0\u03b1 \u03c0\u03bf\u03c5 \u03b1\u03bd\u03b1\u03c6\u03ad\u03c1\u03bf\u03bd\u03c4\u03b1\u03b9 \u03c3\u03c4\u03bf \u03ac\u03c1\u03b8\u03c1\u03bf\u00a06 \u03c0\u03b1\u03c1\u03ac\u03b3\u03c1\u03b1\u03c6\u03bf\u03c2 1 \u03b4\u03b5\u03cd\u03c4\u03b5\u03c1\u03bf \u03b5\u03b4\u03ac\u03c6\u03b9\u03bf \u03c4\u03bf\u03c5 \u03ba\u03b1\u03bd\u03bf\u03bd\u03b9\u03c3\u03bc\u03bf\u03cd (\u0395\u0395) 2023/1114",
         "es": "C.14 Motivo para redactar el libro blanco por las personas a que se refiere el art\u00edculo\u00a06, apartado\u00a01, p\u00e1rrafo segundo, del Reglamento (UE) 2023/1114",
         "et": "C.14 P\u00f5hjus, miks valge raamatu on koostanud m\u00e4\u00e4ruse (EL) 2023/1114 artikli\u00a06 l\u00f5ike 1 teises l\u00f5igus osutatud isik",
         "fr": "C.14 Raison justifiant la r\u00e9daction du livre blanc par des personnes vis\u00e9es \u00e0 l\u2019article\u00a06, paragraphe\u00a01, second alin\u00e9a, du r\u00e8glement (UE) 2023/1114",
         "ga": "C.14 An ch\u00fais leis an bp\u00e1ip\u00e9ar b\u00e1n a bheith \u00e1 tharraingt suas ag daoine d\u00e1 dtagra\u00edtear in Airteagal\u00a06(1), an dara fomh\u00edr, de Rialach\u00e1n (AE) 2023/1114",
         "hr": "C.14 Razlog zbog kojeg osobe iz \u010dlanka\u00a06. stavka\u00a01. drugog podstavka Uredbe (EU) 2023/1114 izra\u0111uju bijelu knjigu",
         "it": "C.14 Motivo per cui il White Paper \u00e8 stato redatto dalle persone di cui all'articolo\u00a06, paragrafo 1, secondo comma, del regolamento (UE) 2023/1114",
         "lv": "C.14 Iemesls, k\u0101p\u0113c Regulas (ES)\u00a02023/1114 6.\u00a0panta\u00a01.\u00a0punkta otraj\u0101 da\u013c\u0101 min\u0113t\u0101s personas izstr\u0101d\u0101 balto gr\u0101matu",
         "lt": "C.14 Prie\u017eastis, d\u0117l kurios Reglamento (ES) 2023/1114 6\u00a0straipsnio\u00a01 dalies antroje pastraipoje nurodyti asmenys rengia balt\u0105j\u0105 knyg\u0105",
         "hu": "C.14 A kriptoeszk\u00f6z-alapdokumentumnak az (EU) 2023/1114 rendelet\u00a06. cikke (1) bekezd\u00e9s\u00e9nek m\u00e1sodik albekezd\u00e9s\u00e9ben eml\u00edtett szem\u00e9lyek \u00e1ltali elk\u00e9sz\u00edt\u00e9s\u00e9nek oka",
         "mt": "C.14 Ra\u0121uni g\u0127at-t\u0127ejjija tal-white paper mill-persuni msemmija fl-Artikolu\u00a06(1), it-tieni subparagrafu tar-Regolament (UE) 2023/1114",
         "nl": "C.14 Redenen waarom het witboek is opgesteld door personen bedoeld in artikel\u00a06, lid 1, tweede alinea, van Verordening (EU) 2023/1114",
         "pl": "C.14 Pow\u00f3d sporz\u0105dzenia dokumentu informacyjnego przez osoby, o\u00a0kt\u00f3rych mowa w\u00a0art.\u00a06 ust.\u00a01 akapit drugi rozporz\u0105dzenia (UE) 2023/1114",
         "pt": "C.14 A raz\u00e3o para a reda\u00e7\u00e3o do livrete pelas pessoas a que se refere o artigo\u00a06.o, n.o\u00a01, segundo par\u00e1grafo, do Regulamento (UE) 2023/1114",
         "ro": "C.14 Motivul elabor\u0103rii c\u0103r\u021bii albe de c\u0103tre persoanele men\u021bionate la articolul\u00a06 alineatul\u00a0(1) al doilea paragraf din Regulamentul\u00a0(UE)\u00a02023/1114",
         "sk": "C.14 D\u00f4vod vypracovania bieleho dokladu o\u00a0kryptoakt\u00edvach osobami uveden\u00fdmi v\u00a0\u010dl\u00e1nku\u00a06 ods.\u00a01 druhom pododseku nariadenia (E\u00da) 2023/1114",
         "sl": "C.14 Razlog, zakaj je belo knjigo pripravila oseba iz \u010dlena\u00a06(1), drugi pododstavek, Uredbe (EU) 2023/1114",
         "fi": "C.14 Syy siihen, miksi asetuksen (EU) 2023/1114 6\u00a0artiklan 1 kohdan toisessa alakohdassa tarkoitettu henkil\u00f6 laatii kryptovaran kuvauksen",
         "sv": "C.14 Anledning till att vitboken om kryptotillg\u00e5ngar utarbetats av personer som avses i artikel\u00a06.1 andra stycket i f\u00f6rordning (EU) 2023/1114"
        },
        "std": {
         "en": "Reason for drawing white paper [text block]"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:NaturalResourcesUseReductionTargetsOrCommitmentsExplanatory": {
       "labels": {
        "std": {
         "en": "Natural resources use reduction targets or commitments [text block]"
        },
        "doc": {
         "en": "Natural resources use reduction targets or commitments, expressed in absolute or relative reduction in use of natural resources over one calendar year."
        },
        "ns0": {
         "en": "S.30 Natural resources use reduction targets or commitments",
         "bg": "S.30 \u0426\u0435\u043b\u0438 \u0438\u043b\u0438 \u0430\u043d\u0433\u0430\u0436\u0438\u043c\u0435\u043d\u0442\u0438 \u0437\u0430 \u043d\u0430\u043c\u0430\u043b\u044f\u0432\u0430\u043d\u0435 \u043d\u0430 \u0438\u0437\u043f\u043e\u043b\u0437\u0432\u0430\u043d\u0435\u0442\u043e \u043d\u0430 \u043f\u0440\u0438\u0440\u043e\u0434\u043d\u0438 \u0440\u0435\u0441\u0443\u0440\u0441\u0438",
         "cs": "S.30 C\u00edle nebo z\u00e1vazky v\u00a0oblasti omezen\u00ed vyu\u017e\u00edv\u00e1n\u00ed p\u0159\u00edrodn\u00edch zdroj\u016f",
         "da": "S.30 M\u00e5ls\u00e6tninger for eller tilsagn om reduktion af forbruget af naturressourcer",
         "de": "S.30 Ziele oder Verpflichtungen zur Verringerung der Nutzung nat\u00fcrlicher Ressourcen",
         "el": "S.30 \u03a3\u03c4\u03cc\u03c7\u03bf\u03b9 \u03ae \u03b4\u03b5\u03c3\u03bc\u03b5\u03cd\u03c3\u03b5\u03b9\u03c2 \u03b3\u03b9\u03b1 \u03bc\u03b5\u03af\u03c9\u03c3\u03b7 \u03c4\u03b7\u03c2 \u03c7\u03c1\u03ae\u03c3\u03b7\u03c2 \u03c6\u03c5\u03c3\u03b9\u03ba\u03ce\u03bd \u03c0\u03cc\u03c1\u03c9\u03bd",
         "es": "S.30 Objetivos o compromisos de reducci\u00f3n del uso de recursos naturales",
         "et": "S.30 Loodusvarade kasutamise v\u00e4hendamise eesm\u00e4rgid v\u00f5i kohustused",
         "fr": "S.30 Objectifs ou engagements en mati\u00e8re de r\u00e9duction de l\u2019utilisation de ressources naturelles",
         "ga": "S.30 Spriocanna n\u00f3 gealltanais maidir le h\u00fas\u00e1id acmhainn\u00ed n\u00e1d\u00fartha a laghd\u00fa",
         "hr": "S.30 Ciljevi ili obveze smanjenja kori\u0161tenja prirodnih resursa",
         "it": "S.30 Obiettivi o impegni di riduzione dell\u2019uso delle risorse naturali",
         "lv": "S.30 Dabas resursu izmantojuma samazin\u0101\u0161anas m\u0113r\u0137r\u0101d\u012bt\u0101ji vai saist\u012bbas",
         "lt": "S.30 Gamtos i\u0161tekli\u0173 naudojimo ma\u017einimo tikslai arba \u012fsipareigojimai",
         "hu": "S.30 A term\u00e9szeti er\u0151forr\u00e1sok haszn\u00e1lat\u00e1nak cs\u00f6kkent\u00e9s\u00e9re vonatkoz\u00f3 c\u00e9lok vagy k\u00f6telezetts\u00e9gv\u00e1llal\u00e1sok",
         "mt": "S.30 Miri jew impenji g\u0127at-tnaqqis fl-u\u017cu tar-ri\u017corsi naturali",
         "nl": "S.30 Doelen of toezeggingen reductie gebruik natuurlijke hulpbronnen",
         "pl": "S.30 Cele lub zobowi\u0105zania dotycz\u0105ce ograniczenia wykorzystywania zasob\u00f3w naturalnych",
         "pt": "S.30 Metas ou compromissos em mat\u00e9ria de redu\u00e7\u00e3o da utiliza\u00e7\u00e3o dos recursos naturais",
         "ro": "S.30 Obiective sau angajamente de reducere a utiliz\u0103rii resurselor naturale",
         "sk": "S.30 Ciele alebo z\u00e1v\u00e4zky v\u00a0oblasti zni\u017eovania vyu\u017e\u00edvania pr\u00edrodn\u00fdch zdrojov",
         "sl": "S.30 Cilji ali zaveze glede zmanj\u0161anja rabe naravnih virov",
         "fi": "S.30 Luonnonvarojen k\u00e4yt\u00f6n v\u00e4hent\u00e4mistavoitteet tai -sitoumukset",
         "sv": "S.30 M\u00e5l och \u00e5taganden vad g\u00e4ller minskad anv\u00e4ndning av naturresurser"
        }
       },
       "t": true,
       "dt": "dtr-types:textBlockItemType"
      },
      "mica:WaterUse": {
       "labels": {
        "ns0": {
         "en": "S.31 Water use",
         "bg": "S.31 \u041f\u043e\u0442\u0440\u0435\u0431\u043b\u0435\u043d\u0438\u0435 \u043d\u0430 \u0432\u043e\u0434\u0430",
         "cs": "S.31 Spot\u0159eba vody",
         "da": "S.31 Vandforbrug",
         "de": "S.31 Wassernutzung",
         "el": "S.31 \u03a7\u03c1\u03ae\u03c3\u03b7 \u03bd\u03b5\u03c1\u03bf\u03cd",
         "es": "S.31 Uso del agua",
         "et": "S.31 Veekasutus",
         "fr": "S.31 Consommation d\u2019eau",
         "ga": "S.31 \u00das\u00e1id uisce",
         "hr": "S.31 Kori\u0161tenje vode",
         "it": "S.31 Consumo idrico",
         "lv": "S.31 \u016adens izmantojums",
         "lt": "S.31 Vandens suvartojimas",
         "hu": "S.31 V\u00edzhaszn\u00e1lat",
         "mt": "S.31 U\u017cu tal-ilma",
         "nl": "S.31 Watergebruik",
         "pl": "S.31 Zu\u017cycie wody",
         "pt": "S.31 Utiliza\u00e7\u00e3o de \u00e1gua",
         "ro": "S.31 Utilizarea apei",
         "sk": "S.31 Spotreba vody",
         "sl": "S.31 Raba vode",
         "fi": "S.31 Vedenk\u00e4ytt\u00f6",
         "sv": "S.31 Vattenanv\u00e4ndning"
        },
        "doc": {
         "en": "Total water consumption linked to the validation of transactions and the maintenance of the integrity of the distributed ledger, expressed in cubic meters."
        },
        "std": {
         "en": "Water use"
        }
       },
       "dt": "dtr-types:volumeItemType"
      },
      "mica:NonRecycledWaterRatio": {
       "labels": {
        "std": {
         "en": "Non recycled water ratio"
        },
        "ns0": {
         "en": "S.32 Non recycled water ratio",
         "bg": "S.32 \u0421\u044a\u043e\u0442\u043d\u043e\u0448\u0435\u043d\u0438\u0435 \u043d\u0430 \u043d\u0435\u0440\u0435\u0446\u0438\u043a\u043b\u0438\u0440\u0430\u043d\u0430\u0442\u0430 \u0432\u043e\u0434\u0430",
         "cs": "S.32 Pod\u00edl nerecyklovan\u00e9 vody",
         "da": "S.32 Andel ikkegenanvendt vand",
         "de": "S.32 Anteil von nicht recyceltem Wasser",
         "el": "S.32 \u0391\u03bd\u03b1\u03bb\u03bf\u03b3\u03af\u03b1 \u03bc\u03b7 \u03b1\u03bd\u03b1\u03ba\u03c5\u03ba\u03bb\u03c9\u03bc\u03ad\u03bd\u03bf\u03c5 \u03bd\u03b5\u03c1\u03bf\u03cd",
         "es": "S.32 Ratio de agua no reciclada",
         "et": "S.32 Ringlusse v\u00f5tmata vee suhtarv",
         "fr": "S.32 Taux d\u2019eau non recycl\u00e9e",
         "ga": "S.32 C\u00f3imheas uisce neamh-athch\u00fars\u00e1ilte",
         "hr": "S.32 Udio nereciklirane vode",
         "it": "S.32 Tasso di acqua non riciclata",
         "lv": "S.32 Nep\u0101rstr\u0101d\u0101t\u0101 \u016bdens \u012bpatsvars",
         "lt": "S.32 Neperdirbto vandens santykis",
         "hu": "S.32 Nem \u00fajrahasznos\u00edtott v\u00edz ar\u00e1nya",
         "mt": "S.32 Proporzjon tal-ilma mhux ri\u010biklat",
         "nl": "S.32 Aandeel niet-gerecycled water",
         "pl": "S.32 Wsp\u00f3\u0142czynnik wody niepoddanej recyklingowi",
         "pt": "S.32 R\u00e1cio de \u00e1gua n\u00e3o reciclada",
         "ro": "S.32 Procentul de ap\u0103 nereciclat\u0103",
         "sk": "S.32 Podiel nerecyklovanej vody",
         "sl": "S.32 Dele\u017e nereciklirane vode",
         "fi": "S.32 Kierr\u00e4tt\u00e4m\u00e4tt\u00f6m\u00e4n veden osuus",
         "sv": "S.32 Andelen vatten som inte \u00e5tervinns"
        },
        "doc": {
         "en": "Share of the total water consumed not recycled and not reused linked to the validation of transactions and the maintenance of the integrity of the distributed ledger per calendar year, expressed as a percentage."
        }
       },
       "dt": "dtr-types:percentItemType"
      }
     },
     "facts": {
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        "c": "mica:TableOfContentForOtherTokenWhitePaper",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
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       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_2": {
       "a": {
        "c": "mica:DateOfNotificationForOtherTokenWhitePaper",
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        "m": false,
        "p": "2027-01-01"
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       "v": "2026-03-20"
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      "fact_3": {
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        "e": "e:984500B6F8407AE38911",
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        "p": "2026-01-01/2027-01-01"
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      "fact_4": {
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        "p": "2026-01-01/2027-01-01"
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       "v": "true",
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      "fact_5": {
       "a": {
        "c": "mica:StatementAboutPotentialRisks",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
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      "fact_6": {
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        "c": "mica:StatementAboutExchangeabilityForOtherToken",
        "e": "e:984500B6F8407AE38911",
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        "p": "2026-01-01/2027-01-01"
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      "fact_7": {
       "a": {
        "c": "mica:StatementAboutCompensationAndGuaranteeForOtherToken",
        "e": "e:984500B6F8407AE38911",
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        "p": "2026-01-01/2027-01-01"
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       "v": "true",
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      "fact_8": {
       "a": {
        "c": "mica:ClarificationRegardingOtherTokenOfferTerms",
        "e": "e:984500B6F8407AE38911",
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        "p": "2026-01-01/2027-01-01"
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       "v": "true",
       "f": "ixt4:fixed-true"
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      "fact_9": {
       "a": {
        "c": "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory",
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        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA is the official Fan Token of PT. Persija Jaya Jakarta, (hereinafter referred to as \u201cPersija\u201d or the \u201cTeam\u201d). It is a permissionless, blockchain-based crypto-asset that follows the standard CAP-20 and is issued by Fan Token Management AG (\u201cFTM\u201d, the \u201cIssuer\u201d, or the \u201cOfferor\u201d) in partnership with Persija.$PERSIJA 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, $PERSIJA may provide access to more traditional benefits such as participation in binding and non-binding surveys related to the Team, hospitality and ticketing privileges, discounts on official products, exclusive signed merchandise and real-life experiences (e.g. Meet  and  Greets, museum and stadium tours or stadium announcer experience), subject to availability and eligibility. $PERSIJA Token holders may also have access to unique money-can\u2019t-buy opportunities and immersive digital experiences designed to deepen fan interaction with the Team.For the avoidance of doubt, access to token-gated features, functionalities, and rewards is not guaranteed and may vary over time. Such benefits are contingent upon holding $PERSIJA Fan Token following the public offer and will be subject to eligibility criteria, availability, and platform-specific conditions, always at the discretion of the Issuer or the operator of the \u2018Socios.com\u2019 utility platform (hereinafter the \u201cPlatform\u201d), or based on instructions from the Team.$PERSIJA Fan Token is not intended to be used for payments or value transfer, and token holders retain full ownership of their tokens when using its features on the Platform. Similarly, token holders do not acquire the right to receive any financial return, dividend, or any right to participate in any voting related to the management, corporate, or strategic matters of the Team, the Offeror, or any affiliated entity.In light of the above, $PERSIJA Fan Token is a crypto-asset other than asset-referenced token and e-money token under the classification provided by the Regulation (EU) 2023/1114 (\u201cMiCA\u201d). It does not qualify as a utility token as it is intended to provide access to goods and services that are not exclusively supplied by the Issuer or any entity associated with the Issuer."
      },
      "fact_10": {
       "a": {
        "c": "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as 05 is false."
      },
      "fact_11": {
       "a": {
        "c": "mica:OfferDescriptionExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Key information about the public offer are the following:\n\n\n    \n\n    \n\n\n            \n\n\n            Total o\ufb00er amount: 50,000 $PERSIJA offered to the public x amount of $CHZ equivalent to USD $0.25 per $PERSIJA = Amount of $CHZ equivalent to USD $12,500.\n\n\n            \n\n                \n\n            Total number of $PERSIJA tokens o\ufb00ered to the public: 50,000 $PERSIJA .\n\n\n            \n\n                \n\n            Subscription period: i) from 2026/04/13 at 11:00 AM CEST to 2026/04/15 at 11:00 AM CEST or ii) until all offered $PERSIJA are sold, whichever occurs first.\n\n\n            \n\n                \n\n            Minimum subscription goal: Not applicable.\n\n\n            \n\n                \n\n            Maximum subscription goal: USD $12,500.\n\n\n            \n\n                \n\n            Issue price: USD $0.25 worth of $CHZ tokens per $PERSIJA token.\n\n\n            \n\n                \n\n            Subscription fees (if any): Not applicable.\n\n\n            \n\n                \n\n            Target holders of tokens: the public offer is exclusively targeted to retail investors with special emphasis on football fans and members of the Chiliz Chain ecosystem community.\n\n\n            \n\n                \n\n            CryptoAssets Service Provider (CASP) responsible for placing the token (if any) posto\ufb00ering: Socios Europe Services Limited (\u201cSES\u201d).\n\n\n            \n\n                \n\n            Form of placement: Without a firm commitment basis.\n\n\n        \n\n    "
      },
      "fact_12": {
       "a": {
        "c": "mica:NameOfOtherTokenOfferor",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_13": {
       "a": {
        "c": "mica:OfferorsRegistrationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "2021-01-21"
      },
      "fact_14": {
       "a": {
        "c": "mica:OfferorsLegalEntityIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_15": {
       "a": {
        "c": "mica:OfferorsContactTelephoneNumber",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "+356 20607777"
      },
      "fact_16": {
       "a": {
        "c": "mica:OfferorsEmailAddress",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "corporate@socios.com"
      },
      "fact_17": {
       "a": {
        "c": "mica:OfferorsResponseTimeDays",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "7",
       "d": 10
      },
      "fact_18": {
       "a": {
        "c": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Alexandra Dreyfus"
      },
      "fact_19": {
       "a": {
        "c": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Gubelstrasse 11, 6300 Zug, CH "
      },
      "fact_20": {
       "a": {
        "c": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Director "
      },
      "fact_21": {
       "a": {
        "c": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Markus Spillmann"
      },
      "fact_22": {
       "a": {
        "c": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Gubelstrasse 11, 6300 Zug, CH "
      },
      "fact_23": {
       "a": {
        "c": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": " Director "
      },
      "fact_24": {
       "a": {
        "c": "mica:OfferorsBusinessActivityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "FTM is the issuer of Fan Tokens. Fan Tokens are crypto-assets minted on the Chiliz Chain under the CAP-20 token standard. Fan Tokens are issued by FTM in partnership with global sport brands and are directly associated with the intellectual property of such sport brands."
      },
      "fact_25": {
       "a": {
        "c": "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The Chiliz Group Limited is the sole shareholder of FTM, with its main role being that of a holding company. It is a registered entity in Malta under the number C 77290. It does not undertake any specific commercial or business activities, save being the original issuer of the $CHZ token."
      },
      "fact_26": {
       "a": {
        "c": "mica:NewlyEstablishedOfferorsIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_27": {
       "a": {
        "c": "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n\n\n   \n        \n    1. Financial Performance and Strategic Progress\n\n\n\n\n\n\n\n   \n        \n    Over the past three years, FTM has demonstrated a clear trajectory toward financial stability, driven by disciplined cost management, strategic growth initiatives, and operational improvements. Following a highly profitable year in 2021, FTM faced a net loss in 2022 due to challenging market conditions, rising operating expenses, and significant investments in scaling its business. However, in 2023, decisive measures to enhance efficiency, optimize expenditures, and strengthen revenue streams led to a substantial reduction in losses. By 2024, these efforts had significantly improved financial performance, with key metrics reflecting a strong upward trend:\n\n\n\n\n\n\n\n   \n        \n    - Revenue Growth: Revenue increased by more than 70% from 2023 to 2024, signaling renewed momentum in Fan Token sales supported by a recovering crypto market.\n\n\n\n\n\n   \n        \n    - Pro\ufb01tability: Despite incurring losses in 2023, FTM\u2019s profitability improved by over 60% in 2024 due to rising revenue and enhanced financial efficiency.\n\n\n\n\n\n\n\n   \n        \n    As of 2024, FTM has been actively working toward break-even, leveraging sustained revenue growth, improved margins, and a more resilient business model. Financial and operational performance indicators point to steady progress, underpinned by stable cash flows and a well-structured capital strategy. FTM has demonstrated strong financial improvements in 2024, marked by higher revenue, reduced losses, improved cash flow, and stronger margins.\n\n\n\n\n\n\n\n   \n        \n    2. Financial Position as of December 31, 2024\n\n\n\n\n\n   \n        \n    The following is a summary of FTM's financial position based on the audited financial statements for the year ended 2024.\n\n\n\n\n\n\n\n   \n        \n    (A) Assets\n\n\n\n\n\n\n\n   \n        \n    As of December 31, 2024, FTM's assets are categorized as follows:\n\n\n\n\n\n   \n        \n    - Total Current Assets: CHF 92,790,921.\n\n\n\n\n\n   \n        \n    - Total Non-Current Assets: CHF 294,874.\n\n\n\n\n\n   \n        \n    - Total Assets: CHF 93,085,795.\n\n\n\n\n\n\n\n   \n        \n    (B) Debts and Other Liabilities\n\n\n\n\n\n\n\n   \n        \n    As of December 31, 2024, FTM's liabilities are detailed as follows:\n\n\n\n\n\n   \n        \n    - Total Short-term Liabilities: CHF 75,790,910\n\n\n\n\n\n   \n        \n    - Total Long-term Liabilities: CHF 1,723,172\n\n\n\n\n\n   \n        \n    - Total Liabilities: CHF 77,514,081\n\n\n\n\n\n\n\n   \n        \n    (C) Shareholders' Equity\n\n\n\n\n\n\n\n   \n        \n    - Total Shareholders' Equity: CHF 15,571,714\n\n\n\n\n\n\n\n   \n        \n    3. Future Outlook\n\n\n\n\n\n   \n        \n    Looking ahead, FTM remains committed to further strengthening its revenue and profitability, capitalizing on the improving crypto-asset market and increasing demand for Fan Tokens. A continued focus on cost management and revenue expansion will enhance financial stability. Additionally, FTM is undertaking a strategic review to eliminate unnecessary expenses, thereby improving long-term profitability. With a solid foundation in place, it is well-positioned for continued financial growth and sustainable profitability.\n\n\n\n\n\n\n\n   \n        \n    (A) Key Performance Indicators (KPIs)\n\n\n\n\n\n\n\n   \n        \n    FTM\u2019s KPIs reflect its core business priorities:\n\n\n\n\n\n   \n        \n    - Fan Token Sales: FTM\u2019s primary business, Fan Token sales, has shown strong performance over the past year. Despite volatility in the crypto market, it has successfully maintained substantial sales volumes. With a market rebound, management expects further improvement in this KPI.\n\n\n\n\n\n   \n        \n    - Expansion of public o\ufb00er: FTM actively seeks new partnerships to expand its portfolio of Fan Tokens and plans to launch new Fan Tokens in 2026, with $PERSIJA being one of them.\n\n\n\n\n\n   \n        \n    - Enhanced Fan Token Utility: FTM also focuses on increasing the utility of Fan Tokens, both through the Platform and third-party collaborations. Providing greater utility encourages long-term holding and enhances Fan Token's value.\n\n\n\n\n\n\n\n   \n        \n    (B) Capital Resources\n\n\n\n\n\n\n\n   \n        \n    FTM\u2019s capital resources are primarily derived from Fan Token's sales, ensuring a sustainable funding model aligned with business growth.\n\n\n\n\n\n\n\n   \n        \n    (C)Non-Financial Factors\n\n\n\n\n\n\n\n   \n        \n    Beyond financial metrics, FTM\u2019s success is underpinned by its reliance on highly skilled personnel and efficient resource allocation, reinforcing the strength of its operational model.\n\n\n\n\n\n"
      },
      "fact_28": {
       "a": {
        "c": "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply as FTM has been established for the past three years."
      },
      "fact_29": {
       "a": {
        "c": "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_30": {
       "a": {
        "c": "mica:NameOfOtherTokenProject",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA Fan Token project"
      },
      "fact_31": {
       "a": {
        "c": "mica:NameOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA Fan Token"
      },
      "fact_32": {
       "a": {
        "c": "mica:OtherTokenProjectAbbreviation",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA"
      },
      "fact_33": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA is the official Fan Token of Persija, and part of the pioneering Fan Token ecosystem powered by the Platform. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team and to reward token holders for their engagement via blockchain technology.$PERSIJA 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 functionality within the Chiliz Chain ecosystem. $PERSIJA aims to transform passive supporters into active participants in the Team's community and digital ecosystem.Indicatively, holders may be eligible to vote on official Persija\u2019s non-managerial decisions through binding and non-binding polls on the Platform. In addition, holding $PERSIJA may unlock access to exclusive rewards, such as VIP matchday experiences, signed merchandise, discount on official products, unique real-life opportunities (i.e., Meet  and  Greet with Players of the Team), as well as access to digital experiences and rewards, subject to availability.Through the Platform, fans can earn loyalty points when engaging with certain features such as the \u2018Stake  and  Earn\u2019 feature. These loyalty points are redeemable for limited-edition items and enhanced utilities available through the dedicated fan rewards shop, subject to availability.The project's mission is to strengthen the bond between 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, $PERSIJA serves as a gateway to a new era of fandom and enables fans to engage with the Team in immersive and innovative ways within this new digital realm. Fully compliant with the EU regulatory landscape, the project emphasizes transparency and user protection."
      },
      "intro_fact_34": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Fan Token Management AG\n        "
      },
      "fact_36": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                1\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Zug\n        "
      },
      "intro_fact_38": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Socios Europe Services Limited\n        "
      },
      "fact_40": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                2\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          Msida\n        "
      },
      "intro_fact_42": {
       "a": {
        "c": "mica:NameOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          PT. Persija Jaya Jakarta\n        "
      },
      "fact_44": {
       "a": {
        "c": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis": "\n                3\n            ",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "\n          South Jakarta\n        "
      },
      "fact_46": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenProjectIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_47": {
       "a": {
        "c": "mica:DescriptionOfPastMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Past milestonesThe $PERSIJA Fan Token project is new and is in its early stages, with key milestones yet to be achieved."
      },
      "fact_48": {
       "a": {
        "c": "mica:DescriptionOfFutureMilestonesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Future milestones\n    Below is a timeline highlighting key milestones for the token:\n\n\n    \n\n    \n\n\n            \n\n\n            2026/03/20: Notification of this cryptoasset whitepaper.\n\n\n            \n\n                \n\n            2026/03/31: Publication of this cryptoasset whitepaper.\n\n\n            \n\n                \n\n            2026/04/13: Beginning of the subscription period.\n\n\n            \n\n                \n\n            2026/04/15: End of the subscription period.\n\n\n            \n\n                \n\n            2026/04/16: Beginning of the claim period.\n\n\n            \n\n                \n\n            2026/04/21: End of the claim period.\n\n\n            \n\n                \n\n            2026/04/22: Final airdrop.\n\n\n            \n\n                \n\n            2026/04/22 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 $PERSIJA. Subject to the partnership agreement signed with the Team, the non-circulating supply may be used to:\n\n\n\n\n        \n            (i) fund utilities and rewards made available to token holders on the Platform;\n        \n\n\n\n\n\n        \n            (ii) promote $PERSIJA and associated marketing activations; and\n        \n\n\n\n\n\n        \n            (iii) provide liquidity on MiCA licensed trading platforms and decentralised exchanges (\u201cDEXs\u201d).\n        \n\n\n\n        \n\n    "
      },
      "fact_49": {
       "a": {
        "c": "mica:ResourceAllocationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to the project primarily 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 Persija to drive awareness, foster community engagement, and ensure the successful adoption of the token."
      },
      "fact_50": {
       "a": {
        "c": "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Part of the proceeds will be distributed to the Team as per the terms of the revenue-share mechanisms agreed upon between FTM and the Team. A portion of the proceeds retained by FTM will primarily be allocated to cover partnership fees. Additionally, the funds will be allocated to support the Issuer/Offeror group operational expenses and to ensure ongoing provisioning of utility inventory on the Platform for $PERSIJA."
      },
      "fact_52": {
       "a": {
        "c": "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer aims to grow the Team\u2019s community by fostering engagement with its global fan base, allowing fans to connect with the Team and benefit from a variety of utilities that may be provided to token holders, including on the Platform. This initiative not only strengthens the connection between the Team and its global fanbase but also fosters long-term engagement, rewarding fans for their ongoing commitment.$PERSIJA Fan Token allows token holders to be part of a global community of like-minded fans, highlighting their fan identity within such a community and enhancing their sense of belonging to that community."
      },
      "fact_53": {
       "a": {
        "c": "mica:FundraisingTargetExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "12500",
       "d": 10
      },
      "fact_54": {
       "a": {
        "c": "mica:MaximumSubscriptionGoalsExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "12500",
       "d": 10
      },
      "fact_55": {
       "a": {
        "c": "mica:OversubscriptionAcceptanceIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_56": {
       "a": {
        "c": "mica:IssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0.25",
       "d": 10
      },
      "fact_58": {
       "a": {
        "c": "mica:AnyOtherOtherTokensDeterminingIssuePrice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "KNS06KRXQ"
      },
      "fact_59": {
       "a": {
        "c": "mica:SubscriptionFeeExpressedInCurrency",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "iso4217:USD",
        "p": "2026-01-01/2027-01-01"
       },
       "v": "0",
       "d": 10
      },
      "fact_60": {
       "a": {
        "c": "mica:OfferPriceDeterminationMethodExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The issue price is determined by amount of $CHZ tokens equivalent to USD $0.25 is calculated based on the exchange rate for CHZ/USD on the day and time of participation. The offer price has been discretionary determined by the Issuer/Offeror in accordance with the terms of the partnership agreement signed with the Team."
      },
      "fact_61": {
       "a": {
        "c": "mica:TotalNumberOfOfferedOrTradedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "50000",
       "d": 10
      },
      "fact_63": {
       "a": {
        "c": "mica:HolderRestrictionsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer is only available to registered Socios.com users. The terms and conditions of the platform provide a list of restricted jurisdictions, and therefore, users located in any of the following jurisdictions will not be able to participate in the public offer: Afghanistan, Burundi, Central African Republic, China, Congo, Democratic Republic of the Congo, Cuba, Guinea-Bissau, Iran, Iraq, Korea (DPKR), Lebanon, Libya, Myanmar, Pakistan, Russian Federation, Somalia, South Sudan, Sudan, Syrian Arab Republic, Venezuela (Bolivarian Republic of), Yemen and Zimbabwe."
      },
      "fact_64": {
       "a": {
        "c": "mica:ReimbursementNotice",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_65": {
       "a": {
        "c": "mica:RefundMechanismExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In the event that the public offer is cancelled, participants will be refunded their $CHZ tokens in full through the following mechanism:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Custody of Funds (EEA-based participants only): throughout the subscription period, FTM will transfer $CHZ contributions from EEA-based participants raised during the public offering 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.\n\n\n\n\n            \n\n                \n\n            Refund Process Cancellation: If the public offer is cancelled for any reason, the $CHZ 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.\n\n\n\n\n            \n\n                \n\n            Alternative Refund Mechanism: No other refund mechanism is available or offered, as these methods provide a secure and direct means of reimbursing participants.\n\n\n        \n\n    "
      },
      "fact_66": {
       "a": {
        "c": "mica:RefundTimelineExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In case of cancellation of the public offer, refunds will be initiated one (1) business day following announcement of the cancellation of the public offer."
      },
      "fact_67": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The public offer of $PERSIJA shall begin with the opening of the subscription period indicated in this white paper, and ends upon the closing of such subscription period. The public offer for $PERSIJA is structured to ensure equal access for all participants.Starting from 2026/04/16 at 11:00 AM CEST, participants\u2019 final $PERSIJA 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 $PERSIJA until 2026/04/21 at 11:59 PM CEST. Upon the expiry of this period, any unclaimed $PERSIJA will be airdropped to participants who did not exercise their right to claim within the claim window, starting from 2026/04/22 at 11:00 AM CEST."
      },
      "fact_68": {
       "a": {
        "c": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "There is no early purchase discount offered."
      },
      "fact_69": {
       "a": {
        "c": "mica:TimelimitedOfferIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_70": {
       "a": {
        "c": "mica:SubscriptionPeriodBeginning",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-04-13"
      },
      "fact_71": {
       "a": {
        "c": "mica:SubscriptionPeriodEnd",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-04-15"
      },
      "fact_72": {
       "a": {
        "c": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To ensure the safeguarding of funds collected during this time-limited public offer, the following arrangements have been set in place for compliance with Article 10(3) point (b) of MiCA:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Custodian Oversight: $CHZ contributions from EEA-based participants raised during the public offering will be transferred by the Offeror to Socios Europe Services Limited (SES), a CASP authorised by the MFSA in Malta to provide custody services as required under Article 10(3) point (b) of MiCA. SES is responsible for safeguarding $CHZ contributions on behalf of the Offeror until the conclusion of the public offer and any refund processes.\n\n\n\n\n            \n\n                \n\n            Refund 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\n\n        \n\n    "
      },
      "fact_73": {
       "a": {
        "c": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The only accepted payment method is $CHZ tokens. Through the Platform, participants may acquire $CHZ tokens through third-party on-ramp service providers, such as MoonPay, Banxa, and AlchemyPay, amongst others, subject to availability in their jurisdiction. No other payment methods, including fiat currencies or any other cryptocurrencies, are accepted during the public offer."
      },
      "fact_74": {
       "a": {
        "c": "mica:ValueTransferMethodsForReimbursementExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "In case of cancellation of the public offer or exercise of their withdrawal right, participants will be entitled to a refund in kind by delivery of their $CHZ contributions to their Socios.com Wallet in accordance with the procedures set forth in Sections E.16 and E.26 of this white paper."
      },
      "fact_75": {
       "a": {
        "c": "mica:RighOfWithdrawalExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "During the subscription period, participants in the public offer have the right to withdraw their purchase without incurring any fees or costs and without needing to provide any reason. Participants who have transferred $CHZ have until the end of the subscription period to withdraw their $CHZ and cancel their purchase. 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.The described refund will be executed by the Offeror, following the transfer of the required $CHZ amount from SES to the Offeror."
      },
      "fact_76": {
       "a": {
        "c": "mica:TransferOfPurchasedOtherTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the conclusion of the subscription period, $PERSIJA 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 $PERSIJA and made available to participants on the Platform."
      },
      "fact_77": {
       "a": {
        "c": "mica:TransferTimeSchedule",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA tokens will be made available for participants to claim on the Platform from 2026/04/16 at 11:00 AM CEST to 2026/04/21 at 11:59 PM CEST. Upon expiry of this claim period, any unclaimed tokens shall be automatically distributed by way of an airdrop mechanism, starting from 2026/04/22 at 11:00 AM CEST."
      },
      "fact_78": {
       "a": {
        "c": "mica:PurchasersTechnicalRequirementsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "To participate in the public offer, prospective holders must have a registered account on the Platform and set up their Socios.com Wallet to participate in the public offer and receive $PERSIJA Fan Token. As a non-custodial wallet solution, participants are responsible for securing their wallet credentials, including private keys and recovery phrases, to ensure the safety of their assets."
      },
      "fact_79": {
       "a": {
        "c": "mica:NameOfOtherTokenServiceProvider",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Socios Europe Services Limited"
      },
      "fact_80": {
       "a": {
        "c": "mica:OtherTokenServiceProviderIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500EBA2E9980CDD80"
      },
      "fact_82": {
       "a": {
        "c": "mica:TradingPlatformsName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Following the distribution of $PERSIJA to participants in the public offer, FTM reserves the right to seek admission to trading of $PERSIJA on MiCA-compliant trading platforms established in the EU/EEA."
      },
      "fact_83": {
       "a": {
        "c": "mica:TradingPlatformsIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_84": {
       "a": {
        "c": "mica:TradingPlatformsAccessExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_85": {
       "a": {
        "c": "mica:DescriptionOfInvolvedCostsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The costs are exclusively related to Chiliz Chain network (gas) fees, which are required to process transactions on the Chiliz Chain. However, these gas fees will be subsidised by FTM, meaning that participants will not be required to pay gas fees when purchasing $PERSIJA Fan Token during the public offer. No hidden or imposed fees apply to the subscription for $PERSIJA."
      },
      "fact_86": {
       "a": {
        "c": "mica:DescriptionOfOfferExpensesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The resources allocated to $PERSIJA public offer are primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, compliance with applicable laws, and comprehensive project planning to facilitate the token launch. In addition to these resource commitments, certain financial expenditures will also be incurred, including costs related to targeted marketing campaigns and gas fees charged programmatically on the Chiliz Chain."
      },
      "fact_87": {
       "a": {
        "c": "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No conflicts of interest have been identified by FTM in relation to the public offer of $PERSIJA in the EU."
      },
      "fact_88": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Laws of Switzerland"
      },
      "fact_89": {
       "a": {
        "c": "mica:CompetentCourtForOtherTokenOfferExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the public offer of $PERSIJA, including the validity, invalidity, breach or termination thereof, shall be exclusively resolved by arbitration in accordance with the Swiss Rules of International Arbitration."
      },
      "fact_90": {
       "a": {
        "c": "mica:OtherTokenType",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA 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.$PERSIJA is issued as a fungible token under the CAP-20 token standard on the Chiliz Chain (ERC-20 equivalent). $PERSIJA 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, $PERSIJA does not qualify as a utility token under MiCA\u2019s Article 3, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer."
      },
      "fact_91": {
       "a": {
        "c": "mica:InformationAboutOtherTokenFunctionalityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA 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 $PERSIJA 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 $PERSIJA.$PERSIJA 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. $PERSIJA 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, $PERSIJA is not intended to be used as a means of payment or value transfer but is solely intended for fan engagement purposes."
      },
      "fact_92": {
       "a": {
        "c": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA 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 $PERSIJA Fan Token holder experience, either on the Platform or on any other third party platform, subject to integration of $PERSIJA on such third party platform. Such features are subject to change and may be added, modified, or removed, upon instructions from the Team or at the discretion of FTM or the operator of the platform on which such features are made available."
      },
      "fact_95": {
       "a": {
        "c": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA is a fungible crypto-asset issued by FTM under the CAP-20 token standard on the Chiliz Chain, with an initial total supply of 10,000,000 tokens. $PERSIJA can be stored and transferred on the Chiliz Chain and other compatible blockchain networks. $PERSIJA FanToken holders can use $PERSIJA on the Platform to access exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with the Team."
      },
      "fact_96": {
       "a": {
        "c": "mica:OtherTokenIssuersCommercialOrTradingName",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_97": {
       "a": {
        "c": "mica:OtherTokenIssuersWebsite",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not available"
      },
      "fact_98": {
       "a": {
        "c": "mica:OtherTokenOfferStartingDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-04-13"
      },
      "fact_99": {
       "a": {
        "c": "mica:OtherTokenWhitePaperPublicationDate",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-03-31"
      },
      "fact_100": {
       "a": {
        "c": "mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "FTM does not currently provide any other services."
      },
      "fact_101": {
       "a": {
        "c": "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "English"
      },
      "fact_102": {
       "a": {
        "c": "mica:OtherTokenDigitalTokenIdentifierCode",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "QV5SZ9T65"
      },
      "fact_103": {
       "a": {
        "c": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "92S9VDWP8"
      },
      "fact_104": {
       "a": {
        "c": "mica:OtherTokenVoluntaryDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_105": {
       "a": {
        "c": "mica:OtherTokenPersonalDataFlagIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_106": {
       "a": {
        "c": "mica:LEIEligibilityIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_109": {
       "a": {
        "c": "mica:InformationAboutPurchaserRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Rights of the purchasers:\n    \n    Ownership of $PERSIJA Fan Tokens is limited to control over the tokens themselves and does not claim any ownership or claim in the issuer or any related entity, including any rights to shares, assets, revenues, intellectual property, governance, or profit-sharing.\n    \n    Within this framework, purchasers may benefit from certain functionalities and rights associated with the acquisition and use of the $PERSIJA Token, as well as being subject to certain conditions necessary for the proper functioning of the public offer and the ecosystem. These include:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Purchasers have the right to claim their $PERSIJA allocation\n\n\n\n\n        \n            based on their $CHZ contribution as determined at the end of the subscription period.\n        \n\n\n\n\n\n            \n\n                \n\n            Purchasers have the right to withdraw their participation and request a full refund of their $CHZ contribution without fees or penalties before the end of the subscription period.\n\n\n\n\n            \n\n                \n\n            Purchasers are guaranteed equal access to the public offer, ensuring fairness and preventing over-concentration.\n\n\n\n\n            \n\n                \n\n            Purchasers have the right to access specific fan engagement functionalities associated with $PERSIJA Fan Token, as provided on the Platform, along with additional functionalities that may be provided by third parties.\n\n\n\n\n            \n\n                \n\n            In the event of public offer cancellation, all participants are entitled to a refund. Upon cancellation of the public offer, $CHZ contributions will be transferred by FTM directly to the participants\u2019 Socios.com Wallet.\n\n\n            \n\n                \n\n            Purchasers have full control over the purchased $PERSIJA tokens, granting them the freedom to hold, trade, sell, transfer, use, or otherwise dispose of their tokens at their discretion.\n\n\n\n\n\n\n        \n            Purchasers are subject to the following requirements:\n        \n\n\n\n\n\n            \n\n                \n\n            Participants must create an account on the Socios.com Platform and setup their Socios.com Wallet to be able to participate in the public offer. By doing so, participants must comply with the terms and conditions of the Platform and any other terms made available to participants on the Platform.\n\n\n\n\n            \n\n                \n\n            Participants are responsible for securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to safeguard their assets.\n\n\n\n\n            \n\n                \n\n            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.\n\n\n\n\n            \n\n                \n\n            Participants are required to be at least 18 years old, or of the minimum legal age to obtain and hold cryptoassets, according to the laws of their jurisdictions.\n\n\n\n\n            \n\n                \n\n            Participants must have read, understood, and accepted the Terms and Conditions of the public offer made available on the Platform before proceeding with their purchase.\n\n\n\n\n            \n\n                \n\n            Participants are required to claim their $PERSIJA Fan Token allocation from their Socios.com Wallet during the claim period provided by FTM. If participants do not claim their $PERSIJA Fan Token allocation during this period of time, FTM will airdrop the participants\u2019 allocation directly into their Socios.com Wallet following expiration of the claim period.\n\n\n        \n\n    "
      },
      "fact_110": {
       "a": {
        "c": "mica:ExerciseOfRightsAndObligationExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Participants can exercise the rights and obligations described in this white paper exclusively through their account on the Platform and the Socios.com Wallet associated with such an account. Participants\u2019 rights in relation to their participation in the public offer, claim of $PERSIJA Fan Token, withdrawal right during the public offer, right to access fan engagement functionalities available for $PERSIJA on the Platform, and right to receive their $CHZ contributions in case of a cancelation of the public offer, can be solely accessed and exercised through the Socios.com Wallet address associated with their account on the Platform and through which participants initially participated into the public offer.\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Right to withdraw: Participants who wish to withdraw their $CHZ contributions during the public offer may do so by selecting the \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\n\n\n\n            \n\n                \n\n            Right to be refunded in the event of public o\ufb00er cancellation: 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\u2019 $CHZ contributions directly to the participants\u2019 Socios.com Wallet.\n\n\n\n\n            \n\n                \n\n            Rights to claim $PERSIJA: participants\u2019 rights to claim the $PERSIJA Fan Token allocation can be exercised during the claim period, which is scheduled to commence on 2026/04/16 at 11:00 AM CEST and terminate on 2026/04/21 at 11:59 PM CEST. During this claim period, participants are responsible to claim their $PERSIJA Fan Token allocation from the smart contract deployed by FTM. Upon such userinitiated claim function, the smart contract will execute the distribution of the participant\u2019s $PERSIJA Fan Token allocation to the participant\u2019s Socios.com Wallet. Any $PERSIJA Fan Token allocation that remains unclaimed following expiration of the claim period shall thereafter be allocated automatically by way of an airdrop transaction executed through the same smart contract.\n\n\n\n\n            \n\n                \n\n            Ownership of $PERSIJA: Token holders can freely hold, sell, transfer, trade, use, or otherwise dispose of their $PERSIJA tokens upon claiming their $PERSIJA Fan Token allocation or upon receiving such tokens via airdrop in case they did not claim their $PERSIJA allocation during the claim period. Token holders can exercise such control through their Socios.com Wallet or any other noncustodial wallet compatible with the Chiliz Chain.\n\n\n        \n\n    "
      },
      "fact_111": {
       "a": {
        "c": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "No modifications to the rights and obligations of purchasers are anticipated or planned. The terms of the public offer, including purchaser rights and obligations, are enforced through the smart contract deployed by FTM and transparently communicated in advance, offering full predictability for all participants. In the event of unforeseen circumstances requiring modifications to purchasers\u2019 rights and obligations, participants will be notified promptly, and any changes will comply with applicable regulatory requirements to protect purchaser interests.Notwithstanding the above, FTM reserves the right to change or amend such terms from time to time. In this case, FTM will promptly inform participants about such changes. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. Participants\u2019 use of the Platform after publication of the amended terms constitutes acceptance of such amended terms. It is the participant\u2019s responsibility to regularly check for such notices and updates on the Platform."
      },
      "fact_112": {
       "a": {
        "c": "mica:InformationAboutFuturePublicOffersExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_113": {
       "a": {
        "c": "mica:NumberOfIssuersRetainedOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "u": "xbrli:pure",
        "p": "2027-01-01"
       },
       "v": "9950000",
       "d": 10
      },
      "fact_114": {
       "a": {
        "c": "mica:UtilityTokenClassificationForOtherTokenIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_115": {
       "a": {
        "c": "mica:KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_116": {
       "a": {
        "c": "mica:UtilityTokensRedemptionExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not applicable"
      },
      "fact_117": {
       "a": {
        "c": "mica:NontradingRequestIndicatorRelatedToOtherTokens",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_118": {
       "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 $PERSIJA 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 $PERSIJA Fan Token can be stored and transferred."
      },
      "fact_119": {
       "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 $PERSIJA to participants."
      },
      "fact_120": {
       "a": {
        "c": "mica:SupplyAdjustmentProtocolsIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_121": {
       "a": {
        "c": "mica:SupplyAdjustmentMechanismsExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "This field does not apply, as G.12 is false"
      },
      "fact_122": {
       "a": {
        "c": "mica:OtherTokenValueProtectionSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_123": {
       "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_124": {
       "a": {
        "c": "mica:OtherTokenCompensationSchemesIndicator",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_125": {
       "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_126": {
       "a": {
        "c": "mica:ApplicableLawForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Law of Switzerland"
      },
      "fact_127": {
       "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 $PERSIJA 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_128": {
       "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 $PERSIJA. It is a public, EVM-compatible Layer 1 blockchain forked from BNB Smart Chain, which is itself a derivative of Go-Ethereum. $PERSIJA 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_129": {
       "a": {
        "c": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Token Standard\n    \n    $PERSIJA 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 zero decimal places, meaning all $PERSIJA balances and transfer amounts are expressed as whole integers. $PERSIJA implements the standard CAP-20 interface for transfers, approvals, allowances, and supply queries.\n    \n    Transaction Standards\n    \n    Since the Dragon8 hard fork in June 2024, Chiliz Chain supports the following transaction standards:\n    \n\n\n    \n\n    \n\n\n            \n\n\n            EIP2718 (Typed Transaction Envelope): defines a typed transaction format enabling multiple transaction types to coexist on the same network.\n\n\n\n\n            \n\n                \n\n            EIP1559 (Fee Market): enables type2 transactions with a protocoldefined base fee and an optional priority fee paid to validators.\n\n\n\n\n            \n\n                \n\n            EIP155 (Replay Protection): transactions are signed with the Chiliz Chain Mainnet Chain ID of 88888, preventing cross-chain replay attacks.\n\n\n\n\n\n\n        \n            Execution Environment\n        \n\n\n\n\n\n\n\n        \n            The $PERSIJA token contract is compiled for the Shanghai-equivalent EVM target introduced with the Dragon8 upgrade. The Shanghai specification includes improvements covering warm coinbase access, the push zero opcode, and initcode size limits. This ensures full compatibility with standard Solidity development, testing, and auditing tooling across the Ethereum ecosystem.\n        \n\n\n\n\n\n\n\n        \n            Client Interface Standards\n        \n\n\n\n\n\n\n\n        \n            Chiliz Chain exposes standard Ethereum JSON-RPC and WebSocket endpoints, supporting the eth, net, and web3 method namespaces. ABI encoding follows the Ethereum Contract ABI specification, ensuring consistent function call and event log decoding across all compatible clients. Any wallet or application that supports custom EVM networks can interact with Chiliz Chain using the documented network parameters.\n        \n\n\n\n\n\n\n\n        \n            Account Model\n        \n\n\n\n\n\n\n\n        \n            Chiliz Chain uses Ethereum-style externally owned accounts and contract accounts, each identified by a standard 20-byte hexadecimal address. The same wallet address is valid on Chiliz Chain and any other EVM-compatible network.\n        \n\n\n\n\n\n\n\n        \n            NFT Standards\n        \n\n\n\n\n\n\n\n        \n            Although $PERSIJA 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 $PERSIJA utility ecosystem, which may include NFT-based collectibles and digital experiences accessible to token holders on the Platform.\n        \n\n\n\n\n\n\n\n        \n            Cross-Chain Bridge Protocols\n        \n\n\n\n\n\n\n\n        \n            Two smart-contract-based bridge protocols facilitate interoperability between Ethereum and Chiliz Chain:\n        \n\n\n\n\n\n\n\n        \n            -Dcentralab's Chainport: converts ERC-20 CHZ on Ethereum to wrapped CHZ on Chiliz Chain.\n        \n\n\n\n\n\n\n\n        \n            -The Chiliz Bridge: performs a direct ERC-20 to native CHZ conversion using paired contracts deployed on both networks.\n        \n\n\n\n\n\n\n\n        \n            These bridges are not operated by FTM or any of its affiliates and are used primarily to supply wallets with native CHZ for gas, staking, and governance purposes on Chiliz Chain.\n        \n\n\n\n        \n\n    "
      },
      "fact_130": {
       "a": {
        "c": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Implementation and ArchitectureThe $PERSIJA 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 $PERSIJA CAP-20 contract is deployed and executed.Smart-Contract Platform and Execution Environment Smart-contracts on Chiliz Chain are written in Solidity and compiled for the Shanghai-equivalent EVM introduced with the Dragon8 upgrade. Dragon8 also implemented EIP-1559 and EIP-2718, aligning Chiliz Chain's fee mechanics and transaction format with Ethereum. All transactions on Chiliz Chain are metered using the EVM gas schedule and settled in CHZ, the network's native token. The deterministic EVM runtime ensures that, given the same inputs and state, contract execution produces identical results across all validator nodes.Transfer and Interoperability TechnologyBefore transferring $PERSIJA, users must hold native CHZ to pay transaction fees. Transfers are executed as standard CAP-20 transactions on Chiliz Chain, with gas paid in CHZ and finality achieved upon block confirmation. The bridge protocols described in H.2 are available to move CHZ between Ethereum and Chiliz Chain where required, though these are third-party services not operated or endorsed by FTM."
      },
      "fact_131": {
       "a": {
        "c": "mica:ConsensusMechanismForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA does not implement its own consensus mechanism. All $PERSIJA transactions are executed within the Chiliz Chain's base layer and 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. $PERSIJA inherits those security and availability guarantees.Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or offline validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralisation than large, fully open validator networks."
      },
      "fact_132": {
       "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.Block rewards, comprising both newly minted CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:-65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.-10% to the Community Vault, CHZ liquidity pools, and shared-security restaking rewards.-25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.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.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."
      },
      "fact_133": {
       "a": {
        "c": "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "false",
       "f": "ixt4:fixed-false"
      },
      "fact_134": {
       "a": {
        "c": "mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Not Applicable"
      },
      "fact_135": {
       "a": {
        "c": "mica:AuditIndicatorForOtherToken",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "true",
       "f": "ixt4:fixed-true"
      },
      "fact_136": {
       "a": {
        "c": "mica:AuditOutcomeForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Three categories of audit are relevant to $PERSIJA.\n    \n    Halborn's Chiliz Chain Core Contracts\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Object: Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract, and bridge contract.\n\n\n\n\n            \n\n                \n\n            Findings: Minor risks were identified, with no indication of unresolved highseverity issues at launch.\n\n\n\n\n            \n\n                \n\n            Remediation: The necessary fixes were implemented before the 2023 mainnet launch. The contracts remain subject to further audits when upgraded.\n\n\n\n\n\n\n        \n            CertiK's Governance and Core Contracts\n        \n\n\n\n\n\n            \n\n                \n\n            Object: Smart contracts underpinning Chiliz governance and the core V2 contracts, including the V2 Genesis Contracts and related upgradeable components, as well as the onchain vote token implementation reviewed under the Chiliz project on CertiK Skynet.\n\n\n\n\n            \n\n                \n\n            Findings: No critical issues. Several major centralisationtype findings, plus medium, minor, and informational issues, all marked as acknowledged.\n\n\n\n\n            \n\n                \n\n            Remediation: The identified issues have been addressed.\n\n\n\n\n\n\n        \n            Halborn's Chiliz Bridge Smart-Contract Audit\n        \n\n\n\n\n\n            \n\n                \n\n            Object: Smartcontract infrastructure for the Chiliz Bridge connecting CHZ between Ethereum and the Chiliz Chain.\n\n\n\n\n            \n\n                \n\n            Findings: No critical, unaddressed issues.\n\n\n\n\n            \n\n                \n\n            Remediation: Subsequent updates to bridge logic are tracked via blockchain codechange logs and outage reports.\n\n\n        \n\n    "
      },
      "fact_137": {
       "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 $PERSIJA Fan Token:Offer delay, suspension, or cancelationThere is a risk that the public offer may be delayed, suspended, or cancelled due to technical, operational regulatory or commercial circumstances, including, for example, uncertainties related to the partnership agreement or other commercial dependencies. Such events may result in reputational damage to the project. In the event of public offer cancellation, all participants are entitled to a refund.Distribution delay from network congestionThe distribution of $PERSIJA may be subject to delays caused by congestion on the underlying blockchain network. High transaction volumes or limited block capacity may result in slower processing times, leading to delays in the completion of distribution.Short subscription windowThe subscription period is limited to 48 hours. 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_138": {
       "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 $PERSIJA:Regulatory Compliance RisksIssuers of crypto-assets must adhere to a wide array of regulatory requirements across different jurisdictions. Non-compliance can result in fines, sanctions, or the prohibition of the crypto asset offering, impacting its viability and market acceptance.Distribution delay from network congestionThese include risks related to the Issuer's internal processes, personnel, and technologies, which can affect their ability to manage crypto-asset operations effectively. Failures in operational integrity might lead to disruptions, financial losses, or issuer\u2019s reputational damage.Legal RisksLegal uncertainties, potential lawsuits, or adverse legal rulings can pose significant risks to issuers. Legal challenges may affect the legality, usability, or value of a crypto-asset.Reputational RisksNegative publicity, whether due to operational failures, security breaches, or association with illicit activities, can damage an issuer's reputation and, by extension, the value and acceptance of the crypto-asset.Dependency on Key IndividualsThe success of some crypto projects can be highly dependent on the expertise and leadership of Issuer\u2019s key individuals. Loss or changes in the project\u2019s leadership can lead to disruptions, loss of trust, or project failure.Counterparty RisksRisks associated with FTM's suppliers or collaborators, including the potential for non-fulfillment of obligations that can affect FTM\u2019s operations.Token FunctionalitiesParticipants understand that the partnership agreement with the Team will eventually expire or may be terminated and $PERSIJA may partially or fully lose utilities on the Platform as a result of such expiration or termination.Non-circulating supply management FTM retains management of 9,950,000 $PERSIJA tokens, representing 99.5% of total supply, as treasury following the public offer. FTM's decisions regarding the timing and method of releasing any portion of this supply into circulation could materially affect $PERSIJA's market price and liquidity conditions."
      },
      "fact_139": {
       "a": {
        "c": "mica:OtherTokensrelatedRisksExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to $PERSIJA as a crypto-asset:Compliance with MiCA Although $PERSIJA is designed to be fully compliant with MiCA, future changes to regulatory requirements could affect the token\u2019s status or its ability to be traded.Regulatory uncertaintyThe regulatory environment surrounding crypto-assets is constantly evolving, which can directly impact their usage, valuation, and legal status. Changes in regulatory frameworks may introduce new requirements related to consumer protection, taxation, and anti-money laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.Market volatility$PERSIJA\u2019s value is likely to be highly volatile and subject to market speculation. $PERSIJA\u2019s price may fluctuate significantly, resulting in potential losses.Liquidity RiskThe availability of liquidity depends on the level of trading activity on DEXs and, where applicable, on 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 $PERSIJA, or may be subject to regulatory, compliance, or operational risks, including potential service disruptions, crashes, or market manipulation, that could affect $PERSIJA \u2018s availability or tradability.Adoption ChallengesIf participants in the crypto-assets market do not engage with $PERSIJA as expected, demand for the token may remain low.Macroeconomic riskA crypto market crash or financial crisis could reduce interest and investment in the token.Reputational ConcernsCrypto-assets are often subject to reputational risks stemming from associations with illegal activities, high-profile security breaches, and technological failures. Such incidents can undermine trust in the broader crypto ecosystem or specific project, negatively affecting investor confidence and market value, thereby hindering widespread adoption and acceptance."
      },
      "fact_140": {
       "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 $PERSIJA as a a project:Partnership dependencyThe token functionalities associated with $PERSIJA are contingent on the partnership agreement between FTM and PT. Persija Jaya Jakarta. If this agreement expires without renewal, is terminated early, or if either party fails to perform its obligations, $PERSIJA 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.Club performance and reputational exposureThe desirability of $PERSIJA is directly tied to fan interest in Persija. Events adversely affecting the club, including relegation from Liga 1, deterioration in sporting performance, financial difficulties, governance failures, or reputational harm, could reduce fan engagement and materially affect demand for and the value of $PERSIJA.Functionality non-delivery The features, benefits, rewards, and experiences described in this white paper are indicative and subject to availability, eligibility, and platform-specific conditions. There is no contractual guarantee to token holders that any specific value utility will be available at any given time. Features may be modified, reduced, or removed at the discretion of FTM, the Platform operator, or Persija.Platform operational dependency $PERSIJA utilities are delivered through platform(s) designated by FTM and Persija 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 $PERSIJA's features.Insufficient funding The project relies on the public offer to raise a portion of the proceeds allocated to fund the utility inventory. If the offer raises insufficient proceeds, the scope of rewards, benefits, and experiences made available to token holders may be scaled back or limited."
      },
      "fact_141": {
       "a": {
        "c": "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "The following risks specifically relate to the underlying blockchain technology used for the primary issuance, storage, and transfer of$PERSIJA:Blockchain Dependency Risk$PERSIJA is built on the Chiliz Chain, making it inherently reliant on the stability, security, and long-term operation of that blockchain. Disruptions, protocol upgrades, or governance decisions affecting the Chiliz Chain could impact the token's functionality, transaction speed, and ecosystem integration.Smart Contract RisksDespite thorough testing and audits, smart contracts are susceptible to vulnerabilities such as logic errors, reentrancy attacks, or integer overflows. If an exploit is discovered in $PERSIJA token\u2019s contract, it could lead to financial losses, token theft, or unintended behaviors.Private key managementThe security of $PERSIJA holdings depends on the effective management of wallet private keys and recovery phrases. Loss of private keys results in irreversible loss of access to tokens. Theft or unauthorised access to private keys can result in complete loss of funds.Network Security RisksWhile Chiliz Chain benefits from robust blockchain security, it remains susceptible to network-level attacks such as Sybil attacks, 51% attacks, or DDoS attempts on validators.Transaction FinalityTransactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganisations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.Scalability issuesAs blockchain networks experience increased adoption and usage, scalability challenges can arise. A higher number of transactions on the Chiliz Chain might lead to network congestion, resulting in increased transaction fees, slower confirmation times, and reduced usability.Consensus FailuresIssues with a blockchain\u2019s consensus mechanism can lead to serious disruptions such as network forks, operational halts, and a loss of trust among participants. Forks can result in duplicate transactions or diverging ledger states, causing confusion and potential financial losses.Ecosystem Dependency Risks$PERSIJA is compatible with many platforms across the Chiliz Chain or even the wider EVM Ecosystem. It is always best practice to only interact with reputable platforms.Cross-chain bridge exposureInteroperability protocols enabling $PERSIJA to be transferred to other networks introduce message-verification risk, trust-anchor compromise risk, finality and liveness risk, smart contract upgrade risk, and operational risks including liquidity fragmentation and pricing divergence. Failure of a cross-chain bridge could result in partial or total loss of bridged tokens.Evolving Technology RisksBlockchain technology is rapidly evolving, and new standards, protocols, or competitor chains could render existing token implementations obsolete."
      },
      "fact_142": {
       "a": {
        "c": "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Offer-Related Risks\n    \n    Short subscription window: This white paper is published on 31 March 2026, two weeks before the subscription period opens on 13 April 2026, providing prospective purchasers with advance time to review the terms of the offer in full before committing any funds.\n    \n    Issuer-Related Risks\n    \n\n\n    \n\n    \n\n\n            \n\n\n            Non-circulating supply management: FTM discloses the existence, size, and intended uses of the non-circulating treasury supply in this white paper, including the permitted purposes for which it may be released, as described.\n\n\n\n\n\n\n        \n            Crypto-Asset-Related Risks\n        \n\n\n\n\n\n            \n\n                \n\n            Regulatory uncertainty: FTM monitors regulatory developments across relevant jurisdictions on an ongoing basis, including developments in Indonesia where Persija's primary fanbase is located\n\n\n\n\n            \n\n                \n\n            Supply concentration and dilution: The total supply, public offer allocation, and non-circulating treasury supply are disclosed in full in this white paper across fields F.6, G.5, and D.8, including the permitted uses for which treasury tokens may be released.\n\n\n\n\n            \n\n                \n\n            Liquidity constraints: FTM actively seeks partnerships with established and reputable centralised exchanges and decentralised exchanges to ensure a smooth trading experience for $PERSIJA holders and to reduce venuerelated operational risks following the public offer.\n\n\n\n\n\n\n        \n            Project Implementation-Related Risks\n        \n\n\n\n\n\n            \n\n                \n\n            Utility non-delivery: The tokengated features and utilities made available to $PERSIJA holders are governed by the contractual arrangement between FTM and PT. Persija Jaya Jakarta. FTM maintains an active programme of utility provisioning on the Socios.com platform, as evidenced by the history of utilities delivered across the broader Fan Token ecosystem described in field D.8.\n\n\n\n\n\n\n        \n            Technology-Related Risks\n        \n\n\n\n\n\n            \n\n                \n\n            Smart contract vulnerabilities: The $PERSIJA token and distribution contracts were developed using established Solidity development practices and subjected to extensive testing across multiple functional and edgecase scenarios to ensure reliability and correctness during token distribution. Where an independent security audit has been conducted, prospective purchasers should refer to H.9 for the full disclosure. FTM does not warrant that the contracts will be free from all errors or security issues. If any issues or problems arise in connection with participation in the public offer, it may take days, weeks, or months to resolve, and some issues may not be resolved at all.\n\n\n\n\n            \n\n                \n\n            Blockchain dependency: The Chiliz Chain's core infrastructure contracts, including staking, governance, bridge, and Dragon8 tokenomics contracts, have been independently audited by Halborn Security and CertiK. See H.9 for full details.\n\n\n\n\n            \n\n                \n\n            Private key management: FTM provides clear guidance to participants on securely managing their Socios.com Wallet credentials, including private keys and recovery phrases, to minimise risks related to loss of access. Participants are solely responsible for the safekeeping of their wallet credentials.\n\n\n\n\n            \n\n                \n\n            Network security: The Chiliz Chain's validator network continues to grow and diversify, enhancing resilience against potential centralisation or targeted attacks. However, the distribution of $PERSIJA tokens following the public offer and any subsequent transaction may be delayed or not executed due to transaction volume on the blockchain, mining attacks, or similar events.\n\n\n\n\n            \n\n                \n\n            Cross-chain bridge exposure: The Chiliz Bridge smartcontract infrastructure, which connects CHZ between Ethereum and the Chiliz Chain, has been independently audited by Halborn Security with no critical unaddressed issues identified. See H.9 for full details\n\n\n\n\n            \n\n                \n\n            Evolving technology: FTM actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain technical competitiveness and security. The $PERSIJA project team evaluates protocol upgrades and new standards as they emerge to ensure the token's continued relevance and functionality within the broader EVM ecosystem.\n\n\n        \n\n    "
      },
      "fact_143": {
       "a": {
        "c": "mica:Name",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Fan Token Management AG"
      },
      "fact_144": {
       "a": {
        "c": "mica:RelevantLegalEntityIdentifier",
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        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "984500B6F8407AE38911"
      },
      "fact_145": {
       "a": {
        "c": "mica:NameOfCryptoAssetSustainability",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "PERSIJA"
      },
      "fact_146": {
       "a": {
        "c": "mica:ConsensusMechanismSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "$PERSIJA does not implement its own consensus mechanism. All $PERSIJA transactions are executed within the Chiliz Chain's base layer and 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. $PERSIJA inherits those security and availability guarantees.Chiliz Chain uses Proof of Staked Authority (PoSA), a hybrid consensus mechanism that combines Proof-of-Authority-style validator rotation with Proof-of-Stake-based weighting and eligibility. A limited set of Main Validators, each required to bond CHZ and be approved through on-chain governance, is responsible for proposing and validating blocks. Validator seats are currently capped at 13, subject to on-chain governance. The Parlia consensus engine coordinates block production and interacts with system contracts managing staking, validator-set updates, reward distribution, and penalties for misbehaving or offline validators. Advanced security features including double-sign detection and slashing mechanisms uphold the chain's stability and finality.Following the Snake8 hard fork in October 2025, block production is assigned via a randomised algorithm weighted by the amount of CHZ staked on each validator node, replacing the previous equal-rotation model. This rewards validators that attract greater delegator trust and enhances competition within the validator set.This PoSA design, adapted from BNB Smart Chain, is tuned for short block times averaging approximately three seconds, low transaction fees, and fast practical finality. It operates with a comparatively small validator set and therefore offers a lower degree of permissionless decentralisation than large, fully open validator networks."
      },
      "fact_147": {
       "a": {
        "c": "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "At the network level, the Chiliz Chain employs a gas-based fee model denominated in CHZ. Since the Dragon8 hard fork, the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee. The base fee is burned at the protocol level, applying deflationary pressure to CHZ supply. Priority fees are distributed to validators and delegators and are not burned.\n    \n    Block rewards, comprising both newly minted CHZ from the inflationary supply introduced by Dragon8 and collected priority fees, are allocated as follows:\n\n\n    \n\n    \n\n\n            \n\n\n            65% to active validators and their delegators, distributed in proportion to staked amounts after the validator's commission is applied.\n\n\n            \n\n                \n\n            10% to the Community Vault, CHZ liquidity pools, and sharedsecurity restaking rewards.\n\n\n            \n\n                \n\n            25% to the Ecosystem and Operational Distribution pool, funding ongoing development, marketing, and operational expenses of the Chiliz Chain.\n\n\n\n\n\n\n        \n            The inflationary CHZ supply follows a programmatic decay schedule introduced by Dragon8, beginning at an annual rate of 8.8% and declining over time toward a long-term steady rate, providing predictable and transparent monetary policy for the network.\n        \n\n\n\n\n\n\n\n        \n            Validators that fail to comply with protocol rules, such as double-signing or repeated downtime, may be jailed and partially slashed, with a proportion of their staked CHZ burned. This mechanism incentivises honest behaviour and high uptime across the validator set.\n        \n\n\n\n        \n\n    "
      },
      "fact_148": {
       "a": {
        "c": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2026-03-20"
      },
      "fact_149": {
       "a": {
        "c": "mica:EndOfPeriodToWhichDisclosedInformationRelates",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2027-01-01"
       },
       "v": "2027-03-20"
      },
      "fact_150": {
       "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_151": {
       "a": {
        "c": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory",
        "e": "e:984500B6F8407AE38911",
        "m": false,
        "p": "2026-01-01/2027-01-01"
       },
       "v": "Since $PERSIJA has not yet been fully implemented at the time of writing the white paper, conservative estimates regarding the expected activity have been made. For the calculation of energy consumptions of the underlying networks, the so called 'bottom-up' approach is being used. The nodes are considered to be the central factor for the energy consumption of the network. The main determinants for estimating the hardware used within the network are the requirements for operating the client software.To determine the energy consumption of $PERSIJA, the energy consumption of the Chiliz Chain is calculated first. For the energy consumption of $PERSIJA, a fraction of the energy consumption of the network is attributed to $PERSIJA, which is determined based on the (expected) activity of the crypto-asset within the network. The information regarding the hardware used and the number of participants in the network is based on assumptions that are verified with best effort using empirical data. In general, participants are assumed to be largely economically rational. As a precautionary principle, we make assumptions on the conservative side when in doubt, i.e. making higher estimates for the adverse impacts.The share of the token within the network is then determined and a corresponding share of the network's energy consumption is attributed to $PERSIJA. Since $PERSIJA 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."
      },
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       "v": "ns0:CH"
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      "mica_DomicileOfCompanyInvolved_1": {
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       "v": "mica:OtherPersonInvolvedInImplementation"
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      "mica_DomicileOfCompanyInvolved_2": {
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      "mica_OfficialCurrencyDeterminingIssuePrice": {
       "a": {
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        "m": false,
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       "v": "mica:RetailInvestors"
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      "mica_OtherTokenTypeOfWhitePaper": {
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        "m": false,
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       "v": "mica:ModifyTypeOfSubmission"
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      "mica_OtherTokenHomeMemberState": {
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      "mica_OtherTokenHostMemberStates": {
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       "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"
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      "mica_EnergyMixPercentage": {
       "a": {
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     "roleDefs": {
      "ns3": {
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      "ns5": {
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      "ns6": {
       "en": "[Table 2] Template for white papers for crypto-assets other than asset-referenced tokens or e-money tokens"
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     },
     "rels": {
      "pres": {
       "ns6": {
        "mica:TemplateForWhitePapersForCryptoassetsOtherThanAssetreferencedTokensOrEmoneyTokensAbstract": [
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         },
         {
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        "mica:GeneralInformationAboutOtherTokensAbstract": [
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         {
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         },
         {
          "t": "mica:StatementAboutPotentialRisks"
         },
         {
          "t": "mica:StatementAboutExchangeabilityForOtherToken"
         },
         {
          "t": "mica:StatementAboutCompensationAndGuaranteeForOtherToken"
         },
         {
          "t": "mica:OtherTokenOfferSummaryAbstract"
         }
        ],
        "mica:OtherTokenOfferSummaryAbstract": [
         {
          "t": "mica:ClarificationRegardingOtherTokenOfferTerms"
         },
         {
          "t": "mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory"
         },
         {
          "t": "mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory"
         },
         {
          "t": "mica:OfferDescriptionExplanatory"
         }
        ],
        "mica:InformationOnRisksForOtherTokenAbstract": [
         {
          "t": "mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:OtherTokensrelatedRisksExplanatory"
         },
         {
          "t": "mica:ProjectImplementationrelatedRisksExplanatory"
         },
         {
          "t": "mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory"
         },
         {
          "t": "mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory"
         }
        ],
        "mica:InformationAboutOfferorOrPersonSeekingAdmissionToTradingAbstract": [
         {
          "t": "mica:NameOfOtherTokenOfferor"
         },
         {
          "t": "mica:OfferorsLegalForm"
         },
         {
          "t": "mica:OfferorsRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:OfferorsHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:OfferorsRegistrationDate"
         },
         {
          "t": "mica:OfferorsLegalEntityIdentifier"
         },
         {
          "t": "mica:OfferorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:OfferorsContactTelephoneNumber"
         },
         {
          "t": "mica:OfferorsEmailAddress"
         },
         {
          "t": "mica:OfferorsResponseTimeDays"
         },
         {
          "t": "mica:IdentificationOfOfferorsParentCompany"
         },
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:OfferorsBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory"
         },
         {
          "t": "mica:NewlyEstablishedOfferorsIndicator"
         },
         {
          "t": "mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory"
         },
         {
          "t": "mica:InformationAboutOfferorsFinancialConditionSinceRegistrationExplanatory"
         }
        ],
        "mica:OfferorsRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:OfferorsRegisteredAddress"
         },
         {
          "t": "mica:OfferorsRegisteredCountry"
         },
         {
          "t": "mica:OfferorsRegisteredCountrySubdivision"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfOfferorsManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis"
         }
        ],
        "mica:MembersOfOfferorsManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfOfferorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfOfferorsManagementBodyMemberForOtherToken"
         }
        ],
        "mica:OfferorsHeadOfficeDetailsAbstract": [
         {
          "t": "mica:OfferorsHeadOffice"
         },
         {
          "t": "mica:OfferorsHeadOfficeCountry"
         },
         {
          "t": "mica:OfferorsHeadOfficeCountrySubdivision"
         }
        ],
        "mica:InformationAboutIssuerIfDifferentFromOfferorOrPersonSeekingAdmissionToTradingAbstract": [
         {
          "t": "mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading"
         },
         {
          "t": "mica:NameOfOtherTokenIssuer"
         },
         {
          "t": "mica:IssuersLegalForm"
         },
         {
          "t": "mica:IssuersRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:IssuersHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:IssuersRegistrationDate"
         },
         {
          "t": "mica:IssuersLegalEntityIdentifier"
         },
         {
          "t": "mica:IssuersAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:IdentificationOfIssuersParentCompany"
         },
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:IssuersBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfIssuerSideExplanatory"
         }
        ],
        "mica:IssuersRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:IssuersRegisteredAddress"
         },
         {
          "t": "mica:IssuersRegisteredCountry"
         },
         {
          "t": "mica:IssuersRegisteredCountrySubdivision"
         }
        ],
        "mica:IssuersHeadOfficeDetailsAbstract": [
         {
          "t": "mica:IssuersHeadOffice"
         },
         {
          "t": "mica:IssuersHeadOfficeCountry"
         },
         {
          "t": "mica:IssuersHeadOfficeCountrySubdivision"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForIssuersManagementBodyMemberForOtherTokenTypedAxis"
         }
        ],
        "mica:MembersOfIssuersManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfIssuersManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfIssuersManagementBodyMemberForOtherToken"
         }
        ],
        "mica:InformationAboutOperatorOfTradingPlatformInCasesWhereItDrawsUpCryptoassetWhitePaperAbstract": [
         {
          "t": "mica:NameOfOtherTokenOperator"
         },
         {
          "t": "mica:OperatorsLegalForm"
         },
         {
          "t": "mica:OperatorsRegisteredAddressDetailsAbstract"
         },
         {
          "t": "mica:OperatorsHeadOfficeDetailsAbstract"
         },
         {
          "t": "mica:OperatorsRegistrationDate"
         },
         {
          "t": "mica:OperatorsLegalEntityIdentifier"
         },
         {
          "t": "mica:OperatorsAnotherIdentifierRequiredPursuantToApplicableNationalLaw"
         },
         {
          "t": "mica:IdentificationOfOperatorsParentCompany"
         },
         {
          "t": "mica:ReasonForCryptoassetWhitePaperPreparationExplanatory"
         },
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenAbstract"
         },
         {
          "t": "mica:OperatorsBusinessActivityExplanatory"
         },
         {
          "t": "mica:ParentCompanyBusinessActivityOfOperatorSideExplanatory"
         },
         {
          "t": "mica:OtherPersonsDrawingUpCryptoassetWhitePaperExplanatory"
         },
         {
          "t": "mica:ReasonForDrawingWhitePaperExplanatory"
         }
        ],
        "mica:OperatorsRegisteredAddressDetailsAbstract": [
         {
          "t": "mica:OperatorsRegisteredAddress"
         },
         {
          "t": "mica:OperatorsRegisteredCountry"
         },
         {
          "t": "mica:OperatorsRegisteredCountrySubdivision"
         }
        ],
        "mica:OperatorsHeadOfficeDetailsAbstract": [
         {
          "t": "mica:OperatorsHeadOffice"
         },
         {
          "t": "mica:OperatorsHeadOfficeCountry"
         },
         {
          "t": "mica:OperatorsHeadOfficeCountrySubdivision"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenAbstract": [
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenTable"
         },
         {
          "t": "mica:MembersOfOperatorsManagementBodyForOtherTokenLineItems"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenTable": [
         {
          "t": "mica:LineIdentifierForOperatorsManagementBodyMemberForOtherTokenTypedAxis"
         }
        ],
        "mica:MembersOfOperatorsManagementBodyForOtherTokenLineItems": [
         {
          "t": "mica:IdentityOfOperatorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfOperatorsManagementBodyMemberForOtherToken"
         },
         {
          "t": "mica:FunctionOfOperatorsManagementBodyMemberForOtherToken"
         }
        ],
        "mica:InformationAboutOtherTokenProjectAbstract": [
         {
          "t": "mica:NameOfOtherTokenProject"
         },
         {
          "t": "mica:NameOfOtherToken"
         },
         {
          "t": "mica:OtherTokenProjectAbbreviation"
         },
         {
          "t": "mica:DescriptionOfOtherTokenProjectExplanatory"
         },
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract"
         },
         {
          "t": "mica:UtilityTokenClassificationForOtherTokenProjectIndicator"
         },
         {
          "t": "mica:KeyFeaturesOfGoodsOrServicesForUtilityTokenProjectsExplanatory"
         },
         {
          "t": "mica:PlansForTokenAbstract"
         },
         {
          "t": "mica:ResourceAllocationExplanatory"
         },
         {
          "t": "mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectAbstract": [
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectTable"
         },
         {
          "t": "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectLineItems"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectTable": [
         {
          "t": "mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis"
         }
        ],
        "mica:DetailsOfAllNaturalOrLegalPersonsInvolvedInImplementationOfOtherTokenProjectLineItems": [
         {
          "t": "mica:TypeOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:NameOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
         },
         {
          "t": "mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken"
         }
        ],
        "mica:PlansForTokenAbstract": [
         {
          "t": "mica:DescriptionOfPastMilestonesExplanatory"
         },
         {
          "t": "mica:DescriptionOfFutureMilestonesExplanatory"
         }
        ],
        "mica:InformationAboutOfferToPublicOfOtherTokensOrTheirAdmissionToTradingAbstract": [
         {
          "t": "mica:PublicOfferingOrAdmissionToTrading"
         },
         {
          "t": "mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory"
         },
         {
          "t": "mica:FundraisingTargetDetailsAbstract"
         },
         {
          "t": "mica:MinimumSubscriptionGoalsDetailsAbstract"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsDetailsAbstract"
         },
         {
          "t": "mica:OversubscriptionAcceptanceIndicator"
         },
         {
          "t": "mica:OversubscriptionAllocationExplanatory"
         },
         {
          "t": "mica:IssuePriceDetailsAbstract"
         },
         {
          "t": "mica:SubscriptionFeeDetailsAbstract"
         },
         {
          "t": "mica:OfferPriceDeterminationMethodExplanatory"
         },
         {
          "t": "mica:TotalNumberOfOfferedOrTradedOtherTokens"
         },
         {
          "t": "mica:TargetedHoldersForOtherToken"
         },
         {
          "t": "mica:HolderRestrictionsExplanatory"
         },
         {
          "t": "mica:ReimbursementNotice"
         },
         {
          "t": "mica:RefundMechanismExplanatory"
         },
         {
          "t": "mica:RefundTimelineExplanatory"
         },
         {
          "t": "mica:DescriptionOfOtherTokenProjectPhasesExplanatory"
         },
         {
          "t": "mica:DisclosureOfEarlyPurchaseDiscountExplanatory"
         },
         {
          "t": "mica:TimelimitedOfferIndicator"
         },
         {
          "t": "mica:SubscriptionPeriodBeginning"
         },
         {
          "t": "mica:SubscriptionPeriodEnd"
         },
         {
          "t": "mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory"
         },
         {
          "t": "mica:PaymentMethodsForOtherTokenPurchaseExplanatory"
         },
         {
          "t": "mica:ValueTransferMethodsForReimbursementExplanatory"
         },
         {
          "t": "mica:RighOfWithdrawalExplanatory"
         },
         {
          "t": "mica:TransferOfPurchasedOtherTokensExplanatory"
         },
         {
          "t": "mica:TransferTimeSchedule"
         },
         {
          "t": "mica:PurchasersTechnicalRequirementsExplanatory"
         },
         {
          "t": "mica:OtherTokenServiceProviderCharacteristicsAbstract"
         },
         {
          "t": "mica:TradingPlatformsCharacteristicsAbstract"
         },
         {
          "t": "mica:DescriptionOfInvolvedCostsExplanatory"
         },
         {
          "t": "mica:DescriptionOfOfferExpensesExplanatory"
         },
         {
          "t": "mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory"
         },
         {
          "t": "mica:ApplicableLawForOtherTokenOfferExplanatory"
         },
         {
          "t": "mica:CompetentCourtForOtherTokenOfferExplanatory"
         }
        ],
        "mica:FundraisingTargetDetailsAbstract": [
         {
          "t": "mica:FundraisingTargetExpressedInCurrency"
         },
         {
          "t": "mica:FundraisingTargetExpressedInUnits"
         },
         {
          "t": "mica:FundraisingTargetExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:MinimumSubscriptionGoalsDetailsAbstract": [
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInCurrency"
         },
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInUnits"
         },
         {
          "t": "mica:MinimumSubscriptionGoalExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:MaximumSubscriptionGoalsDetailsAbstract": [
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInCurrency"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInUnits"
         },
         {
          "t": "mica:MaximumSubscriptionGoalsExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:SubscriptionFeeDetailsAbstract": [
         {
          "t": "mica:SubscriptionFeeExpressedInCurrency"
         },
         {
          "t": "mica:SubscriptionFeeExpressedInUnits"
         },
         {
          "t": "mica:SubscriptionFeeExpressedInUnitsDigitalTokenIdentifier"
         }
        ],
        "mica:OtherTokenServiceProviderCharacteristicsAbstract": [
         {
          "t": "mica:NameOfOtherTokenServiceProvider"
         },
         {
          "t": "mica:OtherTokenServiceProviderIdentifier"
         },
         {
          "t": "mica:PlacementFormForOtherToken"
         }
        ],
        "mica:TradingPlatformsCharacteristicsAbstract": [
         {
          "t": "mica:TradingPlatformsName"
         },
         {
          "t": "mica:TradingPlatformsIdentifierCode"
         },
         {
          "t": "mica:TradingPlatformsAccessExplanatory"
         }
        ],
        "mica:IssuePriceDetailsAbstract": [
         {
          "t": "mica:IssuePrice"
         },
         {
          "t": "mica:OfficialCurrencyDeterminingIssuePrice"
         },
         {
          "t": "mica:AnyOtherOtherTokensDeterminingIssuePrice"
         }
        ],
        "mica:InformationAboutOtherTokensAbstract": [
         {
          "t": "mica:OtherTokenType"
         },
         {
          "t": "mica:InformationAboutOtherTokenFunctionalityExplanatory"
         },
         {
          "t": "mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory"
         },
         {
          "t": "mica:DescriptionOfCharacteristicsOfOtherTokenIncludingDataNecessaryForClassificationOfOtherTokenWhitePaperInRegisterAbstract"
         }
        ],
        "mica:DescriptionOfCharacteristicsOfOtherTokenIncludingDataNecessaryForClassificationOfOtherTokenWhitePaperInRegisterAbstract": [
         {
          "t": "mica:OtherTokenTypeOfWhitePaper"
         },
         {
          "t": "mica:OtherTokenTypeOfSubmission"
         },
         {
          "t": "mica:DescriptionOfOtherTokenCharacteristicsExplanatory"
         },
         {
          "t": "mica:OtherTokenIssuersCommercialOrTradingName"
         },
         {
          "t": "mica:OtherTokenIssuersWebsite"
         },
         {
          "t": "mica:OtherTokenOfferStartingDate"
         },
         {
          "t": "mica:OtherTokenWhitePaperPublicationDate"
         },
         {
          "t": "mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory"
         },
         {
          "t": "mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper"
         },
         {
          "t": "mica:OtherTokenDigitalTokenIdentifierCode"
         },
         {
          "t": "mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier"
         },
         {
          "t": "mica:OtherTokenVoluntaryDataFlagIndicator"
         },
         {
          "t": "mica:OtherTokenPersonalDataFlagIndicator"
         },
         {
          "t": "mica:LEIEligibilityIndicatorForOtherToken"
         },
         {
          "t": "mica:OtherTokenHomeMemberState"
         },
         {
          "t": "mica:OtherTokenHostMemberStates"
         }
        ],
        "mica:InformationOnRightsAndObligationsAttachedToOtherTokensAbstract": [
         {
          "t": "mica:InformationAboutPurchaserRightsAndObligationsExplanatory"
         },
         {
          "t": "mica:ExerciseOfRightsAndObligationExplanatory"
         },
         {
          "t": "mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory"
         },
         {
          "t": "mica:InformationAboutFuturePublicOffersExplanatory"
         },
         {
          "t": "mica:NumberOfIssuersRetainedOtherTokens"
         },
         {
          "t": "mica:UtilityTokenClassificationForOtherTokenIndicator"
         },
         {
          "t": "mica:KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory"
         },
         {
          "t": "mica:UtilityTokensRedemptionExplanatory"
         },
         {
          "t": "mica:NontradingRequestIndicatorRelatedToOtherTokens"
         },
         {
          "t": "mica:OtherTokensPurchaseOrSaleModalitiesExplanatory"
         },
         {
          "t": "mica:OtherTokensTransferRestrictionsExplanatory"
         },
         {
          "t": "mica:SupplyAdjustmentProtocolsIndicator"
         },
         {
          "t": "mica:SupplyAdjustmentMechanismsExplanatory"
         },
         {
          "t": "mica:OtherTokenSchemesDetailsAbstract"
         },
         {
          "t": "mica:ApplicableLawForOtherTokenExplanatory"
         },
         {
          "t": "mica:CompetentCourtForOtherTokenExplanatory"
         }
        ],
        "mica:OtherTokenSchemesDetailsAbstract": [
         {
          "t": "mica:OtherTokenValueProtectionSchemesIndicator"
         },
         {
          "t": "mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory"
         },
         {
          "t": "mica:OtherTokenCompensationSchemesIndicator"
         },
         {
          "t": "mica:DescriptionOfOtherTokenCompensationSchemesExplanatory"
         }
        ],
        "mica:InformationOnUnderlyingTechnologyForOtherTokensAbstract": [
         {
          "t": "mica:DistributedLedgerTechnologyForOtherTokenExplanatory"
         },
         {
          "t": "mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory"
         },
         {
          "t": "mica:InformationAboutTechnologyUsedForOtherTokenExplanatory"
         },
         {
          "t": "mica:ConsensusMechanismForOtherTokenExplanatory"
         },
         {
          "t": "mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory"
         },
         {
          "t": "mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken"
         },
         {
          "t": "mica:DescriptionOfDLTFunctionalityForOtherTokenExplanatory"
         },
         {
          "t": "mica:OtherTokenAuditDetailsAbstract"
         }
        ],
        "mica:OtherTokenAuditDetailsAbstract": [
         {
          "t": "mica:AuditIndicatorForOtherToken"
         },
         {
          "t": "mica:AuditOutcomeForOtherTokenExplanatory"
         }
        ],
        "mica:InformationOnSustainabilityIndicatorsInRelationToAdverseImpactOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenAbstract": [
         {
          "t": "mica:InformationOnAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenExplanatory"
         }
        ],
        "mica:InformationOnAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsForOtherTokenTokenExplanatory": [
         {
          "t": "mica:MandatoryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         },
         {
          "t": "mica:SupplementaryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         },
         {
          "t": "mica:OptionalInformationOnPrincipalAdverseImpactsOnClimateAndOnOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract"
         }
        ],
        "mica:MandatoryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:GeneralInformationAboutAdverseImpactsAbstract"
         },
         {
          "t": "mica:MandatoryKeyIndicatorOnEnergyConsumptionAbstract"
         },
         {
          "t": "mica:SourcesAndMethodologiesOnEnergyConsumptionsAbstract"
         }
        ],
        "mica:GeneralInformationAboutAdverseImpactsAbstract": [
         {
          "t": "mica:Name"
         },
         {
          "t": "mica:RelevantLegalEntityIdentifier"
         },
         {
          "t": "mica:NameOfCryptoAssetSustainability"
         },
         {
          "t": "mica:ConsensusMechanismSustainabilityExplanatory"
         },
         {
          "t": "mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory"
         },
         {
          "t": "mica:BeginningOfPeriodToWhichDisclosedInformationRelates"
         },
         {
          "t": "mica:EndOfPeriodToWhichDisclosedInformationRelates"
         }
        ],
        "mica:MandatoryKeyIndicatorOnEnergyConsumptionAbstract": [
         {
          "t": "mica:EnergyConsumption"
         }
        ],
        "mica:SourcesAndMethodologiesOnEnergyConsumptionsAbstract": [
         {
          "t": "mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory"
         }
        ],
        "mica:SupplementaryInformationOnPrincipalAdverseImpactsOnClimateAndOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:SupplementaryKeyIndicatorsOnEnergyAndGHGEmissionsAbstract"
         },
         {
          "t": "mica:KeySourcesAndMethodologiesAbstract"
         }
        ],
        "mica:SupplementaryKeyIndicatorsOnEnergyAndGHGEmissionsAbstract": [
         {
          "t": "mica:RenewableEnergyConsumptionPercentage"
         },
         {
          "t": "mica:EnergyIntensity"
         },
         {
          "t": "mica:Scope1DLTGHGEmissionsControlled"
         },
         {
          "t": "mica:Scope2DLTGHGEmissionsPurchased"
         },
         {
          "t": "mica:GHGIntensity"
         }
        ],
        "mica:KeySourcesAndMethodologiesAbstract": [
         {
          "t": "mica:DescriptionOfKeyEnergySourcesAndMethodologiesExplanatory"
         },
         {
          "t": "mica:DescriptionOfKeyGHGSourcesAndMethodologiesExplanatory"
         }
        ],
        "mica:OptionalInformationOnPrincipalAdverseImpactsOnClimateAndOnOtherEnvironmentrelatedAdverseImpactsOfConsensusMechanismAbstract": [
         {
          "t": "mica:OptionalIndicatorsAbstract"
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