<?xml version="1.0" encoding="utf-8"?>






<html
    xmlns="http://www.w3.org/1999/xhtml"
    xmlns:ix="http://www.xbrl.org/2013/inlineXBRL"
    xmlns:xbrli="http://www.xbrl.org/2003/instance"
    xmlns:link="http://www.xbrl.org/2003/linkbase"
    xmlns:xlink="http://www.w3.org/1999/xlink"
    xmlns:utr="http://www.xbrl.org/2009/utr"
    xmlns:mica="https://www.esma.europa.eu/taxonomy/2025-03-31/mica/"
    xmlns:iso4217="http://www.xbrl.org/2003/iso4217"
    xmlns:xbrldi="http://xbrl.org/2006/xbrldi"
    xmlns:ixt4="http://www.xbrl.org/inlineXBRL/transformation/2020-02-12"
    xmlns:outline="http://example.com/whitepaper/outline"
    >
<head>
    <meta http-equiv="Content-Type" content="text/html; charset=UTF-8"/>
    <title>MiCA Whitepaper Inline XBRL</title>
    <style type="text/css">
html {
  scroll-behavior: smooth;
}

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

@font-face {
font-family: "Manrope";
font-style: normal;
font-weight: 500;
src: url(data:application/font-woff;base64,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);
font-display: swap;

}




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

  width: 160mm;
  height: 160mm; /* required for background image to show */
  opacity: 1; /* watermark transparency */

  background-image: url("data:image/png;base64,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");
  background-repeat: no-repeat;
  background-size: contain;

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

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




.page:not(.cover-page):not(.audit-report) {
   
  background-repeat: no-repeat, no-repeat, no-repeat;
  background-position: left top, left bottom, 90% 40px;
  background-size: 100%, 100%, 50px auto;
  /*
    @media screen and (max-width: 230mm) {
        @rules();
    }
    */
}


.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: url("data:image/jpeg;base64,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");
  background-repeat: no-repeat;
  background-position: center;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
}

.page.final-page {
  background-image: url(img/final_img.png);
  background-repeat: no-repeat;
  background-position: center;
  background-size: 100% 100%;
  padding-top: 11.9cm;
  position: relative;
}

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


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

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


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

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

.mica-logo {
    height: 22px;
}

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

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

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

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

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

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

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

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

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

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


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

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

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

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

<body>




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

<div class="page" style="height:279mm">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </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 offeror or 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 issuer, if different from 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 other token 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 offer to public of other tokens 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 other tokens </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 rights and obligations attached to other tokens </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>
       Copyright © 2026 MiCA Crypto Alliance (XBRL Format). All rights reserved.  
        Email: <a href="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">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>General information</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_1">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_2">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_3">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_4">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_5">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_6">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_7">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_8">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_9">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_10">General information</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_11">General information</ix:nonNumeric>
 -->
    
    

    <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 content</td>
        <td class="content" id="TableOfContentForOtherTokenWhitePaper" style="position:relative; width: 30%;">
            
    
    <ix:nonNumeric name="mica:TableOfContentForOtherTokenWhitePaper"
                   contextRef="c-duration"
                   id="fact_1"
                   format="ixt4:fixed-true"
                   escape="false">
        

I. Compliance with duties of information<br/>II. Summary <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 name="mica:DateOfNotificationForOtherTokenWhitePaper" contextRef="c-01" id="fact_2">2025-12-23</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 name="mica:StatementEnsuringComplianceWithUnderlyingRegulation"
                   contextRef="c-duration"
                   id="fact_3"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:ComplianceStatementAboutManagementConfirmation"
                   contextRef="c-duration"
                   id="fact_4"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:StatementAboutPotentialRisks"
                   contextRef="c-duration"
                   id="fact_5"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:StatementAboutExchangeabilityForOtherToken"
                   contextRef="c-duration"
                   id="fact_6"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:StatementAboutCompensationAndGuaranteeForOtherToken"
                   contextRef="c-duration"
                   id="fact_7"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:ClarificationRegardingOtherTokenOfferTerms"
                   contextRef="c-duration"
                   id="fact_8"
                   format="ixt4:fixed-true"
                   escape="false">
        

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.


   







    </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 name="mica:DescriptionOfCharacteristicsOfOtherTokenExplanatory" contextRef="c-duration" id="fact_9">$POR is the official Fan Token of Portugal National Football teams (hereinafter Portugal National Team or Team). It is a permissionless blockchain-based token based on the standard CAP20, issued in July 2021 by Socios Technologies AG in partnership with the club.<br/>$POR is a crypto-asset used primarily to provide fans with access to exclusive experiences and rewards directly linked to fan engagement activities. Token holders can benefit from a range of Web3 utilities, including access to decentralized applications (dApps), the ability to collect NFTs and digital collectibles and , integration with connected merchandise, and enhancements to the club’s loyalty program. In addition, the token offers more traditional benefits such as hospitality and ticketing privileges, real-life experiences (e.g. Meet and Greets, Matchday access…), exclusive signed merchandise, stadium tours, and more.<br/>For the avoidance of doubt, the token is not used for payments or value transfer—holders retain full ownership when using its features. Similarly, holders of Fan Tokens 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 Portugal National Team, the Offeror or any affiliated entity.<br/>In light of the above, the $POR token is a crypto-asset other than asset-referenced token and e-money token. It does not qualify as a utility token under Article 3 of Regulation (EU) 2023/1114, 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 name="mica:DescriptionOfFurtherInformationAboutUtilityTokensExplanatory" contextRef="c-duration" id="fact_10">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 name="mica:OfferDescriptionExplanatory" contextRef="c-duration" id="fact_11"><ul>


            


            <li>Total offer amount: 1000000 $POR will be offered to the public in exchange for an amount of $CHZ equivalent to €2 per $POR, resulting in a total of $CHZ equivalent to €2000000.


            

                </li>

            <li>Total number of $POR tokens oﬀered to the public= 1000000 $POR.


            

                </li>

            <li>Subscription period: 20210714 at 11:00 CET to 20210715 at 11:00 CET.


            

                </li>

            <li>Minimum and maximum subscription amount: Not applicable.


            

                </li>

            <li>Issue price: Amount of EUR2 worth of $CHZ per $POR Token.


            

                </li>

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


            

                </li>

            <li>Target holders of tokens: Retail Investors (Football Fans).


            

                </li>

            <li>Description of oﬀer phases: Not applicable as public offering has already been completed.


            

                </li>

            <li>CASP responsible for placing the token (if any): Socios Europe Services Limited.


            

                </li>

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


            

                </li>

            <li>Admission to trading: The Offeror was not seeking admission to trading of the $POR Token at the time of the Fan Token Offering (hereinafter FTO).


        </li>

    </ul></ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-2">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part A - Information about offeror or person seeking admission to trading</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_12">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_13">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_14">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_15">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_16">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_17">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_18">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_19">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_20">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_21">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_22">Part A - Information about offeror or person seeking admission to trading</ix:nonNumeric>
 -->
    
    

    <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 name="mica:NameOfOtherTokenOfferor" contextRef="c-duration" id="fact_12">Socios Technologies 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 name="mica:OfferorsRegistrationDate" contextRef="c-duration" id="fact_13">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 name="mica:OfferorsLegalEntityIdentifier" contextRef="c-duration" id="fact_14">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 name="mica:OfferorsContactTelephoneNumber" contextRef="c-duration" id="fact_15">+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 name="mica:OfferorsEmailAddress" contextRef="c-duration" id="fact_16">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 name="mica:OfferorsResponseTimeDays"
                    contextRef="c-duration"
                    unitRef="pure"
                    decimals="10"
                    id="fact_17">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 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 name="mica:IdentityOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-02" id="fact_18"> Alexandre Dreyfus</ix:nonNumeric>
</td>

<td> 
    <ix:nonNumeric name="mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-02" id="fact_19"> Gubelstrasse 11, 6300 CH-ZG, CH </ix:nonNumeric>
</td>

<td>
  <ix:nonNumeric name="mica:FunctionOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-02" id="fact_20"> Director </ix:nonNumeric>
</td>


</tr>
<tr>

<td>
  <ix:nonNumeric name="mica:IdentityOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-03" id="fact_21"> Markus Spillmann</ix:nonNumeric>
</td>

<td> 
    <ix:nonNumeric name="mica:BusinessAddressOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-03" id="fact_22"> Gubelstrasse 11, 6300 CH-ZG, CH </ix:nonNumeric>
</td>

<td>
  <ix:nonNumeric name="mica:FunctionOfOfferorsManagementBodyMemberForOtherToken" contextRef="c-03" id="fact_23"> 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 name="mica:OfferorsBusinessActivityExplanatory" contextRef="c-duration" id="fact_24">Purpose/Strategy/Vision<br/>The vision of the Socios Technologies AG (Offeror)'s Group is to support the continued growth of Fan Tokens into a<br/>world-recognised digital asset class by delivering a range of Fan Token services and features tailored to the global Web3 sports community.<br/><br/>Products/Services<br/>The Socios.com platform (“Platform”), operated by Socios Europe Services Limited, a limited liability company incorporated and registered in Malta bearing company registration number C-108717 and holding a MiCA-authorization ID number SESL2-25081 (“Operator”), is a utility-centric platform offering a range of utilities and features in relation to Fan Tokens. By creating an account on the Platform and participating in the features it offers, users can earn off-chain reward points that can be redeemed for diverse rewards and in-real-life experiences, such as match tickets and exclusive partner team experiences. In addition, the Platform integrates the Socios.com Wallet, a non-custodial wallet infrastructure that allows users to remain in control of the crypto-assets they hold on the Chiliz Chain.<br/><br/>Markets Served<br/>Our primary audience comprises individuals aged 18 and above, with intersecting interests in cryptocurrency, Web3 technologies, and sports. The Group’s target markets include the European Economic Area (EEA). Italy and Spain are currently our principal markets in Europe due to the partnership inroads we've made in the respective sports leagues and the growing interest in crypto assets. Beyond the EU, our global Platform aims to cater to fans worldwide, adhering to local regulatory standards. Brazil is particularly significant in our strategic plan. The country's deep football culture and the proactive stance of local authorities and regulators toward blockchain technologies make it an ideal target market.</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 name="mica:ParentCompanyBusinessActivityOfOfferorSideExplanatory" contextRef="c-duration" id="fact_25">The Chiliz Group Limited is the sole shareholder of Socios Services Limited and the majority shareholder of Socios Services Limited and Socios Technologies AG, with its main role being that of a holding company. It does not undertake any specific commercial or business activities, saving being the original issuer of the $CHZ token.</ix:nonNumeric>

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

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 name="mica:InformationAboutOfferorsFinancialConditionForPastThreeYearsExplanatory" contextRef="c-duration" id="fact_27">Financial Performance and Strategic Progress<br/>
    Over the past three years, Socios Technologies AG, 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, the company 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.<br/>
    By 2024, these efforts had significantly improved financial performance, with key metrics reflecting a strong upward trend:<br/>


   

    <ul>


            


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


            

                </li>

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



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            As of 2024, the company 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. The company has demonstrated strong financial improvements in 2024, marked by higher revenue, reduced losses, improved cash flow, and stronger margins.
        </li>
</ol>





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





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



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



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


            

                </li>

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


            

                </li>

            <li>Total NonCurrent Assets: CHF 294,874.


            

                </li>

            <li>TOTAL ASSETS: CHF 93,085,795.





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





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




            

                </li>

            <li>Total Shortterm Liabilities: CHF 75,790,910


            

                </li>

            <li>Total Longterm Liabilities: CHF 1,723,172


            

                </li>

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





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




            

                </li>

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





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





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





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


            

                </li>

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


            

                </li>

            <li>Expansion of Fan Token Oﬀerings: The company actively seeks new partnerships to expand its portfolio of Fan Tokens and plans to launch new tokens in 2025.


            

                </li>

            <li>Enhanced Fan Token Utility: Management is focused on increasing the utility of Fan Tokens, both through the company’s own Platform and thirdparty collaborations. Providing greater utility encourages longterm holding and enhances token value.





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





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



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



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


        </li>

    </ul></ix:nonNumeric>

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

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

    </table>
    


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

</div>
<div class="page" id="page-3">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part B - Information about issuer, if different from offeror or person seeking admission to trading</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_23">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_24">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_25">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_26">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_27">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_28">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_29">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_30">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_31">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_32">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_33">Part B - Information about issuer, if different from offeror or person seeking admission to trading</ix:nonNumeric>
 -->
    
    

    <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 name="mica:IssuerDifferentFromOfferrorOrPersonSeekingAdmissionToTrading"
                   contextRef="c-duration"
                   id="fact_29"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 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>
    


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

</div>
<div class="page" id="page-4">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </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>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_34">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_35">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_36">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_37">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_38">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_39">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_40">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_41">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_42">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_43">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</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_44">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</ix:nonNumeric>
 -->
    
    

    <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 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>
    


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

</div>
<div class="page" id="page-5">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part D - Information about other token project</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_45">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_46">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_47">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_48">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_49">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_50">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_51">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_52">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_53">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_54">Part D - Information about other token project</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_55">Part D - Information about other token project</ix:nonNumeric>
 -->
    
    

    <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 name="mica:NameOfOtherTokenProject" contextRef="c-duration" id="fact_30">$POR Fan Token</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 name="mica:NameOfOtherToken" contextRef="c-duration" id="fact_31">$POR 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 name="mica:OtherTokenProjectAbbreviation" contextRef="c-duration" id="fact_32">$POR</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 name="mica:DescriptionOfOtherTokenProjectExplanatory" contextRef="c-duration" id="fact_33">$POR is the official Fan Token of Portugal National Football Team (“Portugal National Team” or the “Team”), one of the world’s most prestigious football national teams, and part of the pioneering Fan Token ecosystem powered by Socios.com. This utility-focused crypto-asset is designed to bring fans closer to the Team by offering new ways to engage with the Team, and reward Fan Token holders for their engagement,—all through a secure and transparent blockchain-based platform.<br/><br/>The $POR grants holders a variety of exclusive digital and real-world utilities with the potential of expanding to web3 and DeFi product functionality within the Chiliz Chain ecosystem, transforming passive supporters into active participants in the Team's fan communities and digital ecosystems. They can vote on official Federação Portuguesa de Futebol non-managerial decisions through polls on the Socios.com wallet and Platform or through other integrated channels (with voting power proportional to their holdings). Holding $POR also unlocks access to exclusive rewards such as VIP matchday experiences, signed merchandise, and unique opportunities like Meet and Greet with Players of the first team, as well as access to digital experiences and rewards. Through the Socios.com app, fans earn loyalty points redeemable for rewards when engaging with the features of the Fan Token, such as through Fan Token stake and earn. Such reward points can be redeemed for limited-edition items and enhanced utilities available through the dedicated fan shop.<br/><br/>$POR fan token holders can connect their non-custodial wallet to various dApps available through the integrated dApp browser to enable interaction of the $POR tokens with decentralised sports and DeFi platforms within the Chiliz ecosystem.<br/>The project's mission is to strengthen the bond between Federação Portuguesa de Futebol 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, the $POR is more than just a crypto-asset—it serves as a gateway to a new era of fandom, enabling supporters to engage with the Team in immersive and innovative ways within this new digital realm. Fully aligned with the evolving regulatory landscape, the project emphasizes transparency, user protection, and responsible digital engagement.</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
          name="mica:NameOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_03"
          id="intro_fact_34">
          Socios Technologies AG
        </ix:nonNumeric>
      </td>


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




      <td class="D5_table">
        <ix:nonNumeric
          name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_03"
          id="fact_36">
          Gubelstrasse 11, 6300 CH-ZG
        </ix:nonNumeric>
      </td>


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

    </tr>
    


    <tr>

      <td class="D5_table">
        <ix:nonNumeric
          name="mica:NameOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_04"
          id="intro_fact_38">
          Socios Services Baltics UAB
        </ix:nonNumeric>
      </td>


     <td class="D5_table">
      <div style="-ix-hidden:mica_TypeOfPersonInvolvedDevelopmentTeam">
        Development Team
      </div>

  </td>




      <td class="D5_table">
        <ix:nonNumeric
          name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_04"
          id="fact_40">
          Vilnius, Lithuania
        </ix:nonNumeric>
      </td>


      <td class="D5_table">
        <div style="-ix-hidden:mica_DomicileOfCompanyLithuania">Lithuania</div>
      </td>

    </tr>
    


    <tr>

      <td class="D5_table">
        <ix:nonNumeric
          name="mica:NameOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_05"
          id="intro_fact_42">
          Socios Europe Services Limited
        </ix:nonNumeric>
      </td>


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

  </td>




      <td class="D5_table">
        <ix:nonNumeric
          name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_05"
          id="fact_44">
          Level 6, Wembley Business Centre, Rue D'Argens, 1360, MT-MSD
        </ix:nonNumeric>
      </td>


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

    </tr>
    


    <tr>

      <td class="D5_table">
        <ix:nonNumeric
          name="mica:NameOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_06"
          id="intro_fact_46">
          Federação Portuguesa de Futebol
        </ix:nonNumeric>
      </td>


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




      <td class="D5_table">
        <ix:nonNumeric
          name="mica:BusinessAddressOfPersonInvolvedInImplementationOfOtherToken"
          contextRef="ctx_06"
          id="fact_48">
          Dafundo, Portugal
        </ix:nonNumeric>
      </td>


      <td class="D5_table">
        <div style="-ix-hidden:mica_DomicileOfCompanyPortugal">Portugal</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 name="mica:UtilityTokenClassificationForOtherTokenProjectIndicator"
                   contextRef="c-duration"
                   id="fact_50"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 or 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">Plans for the token</td>
        <td class="content" id="DescriptionOfPastMilestonesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:DescriptionOfPastMilestonesExplanatory" contextRef="c-duration" id="fact_51">Past milestones<br/>


   

    <ul>


            


            <li>June 2021: Official announcement of the Portugal Fan Token project.


            

                </li>

            <li>July 2021: Fan Token Offering goes live on the Socios.com app.


            

                </li>

            <li>September 2021: $POR Fan Token is listed and becomes tradable.


            

                </li>

            <li>October 2021: Token holders vote for the warmup song to be played at the stadium.


            

                </li>

            <li>November 2021: VIP experience hosted for token holders at the Portugal vs. Serbia match.


            

                </li>

            <li>March 2022: Fans vote to display personal messages on pitchside LEDs during a match.


            

                </li>

            <li>May 2022: Support messages chosen by fans appear in the national team dressing room.


            

                </li>

            <li>August 2022: Selected fans enjoy a private tour of Cidade do Futebol with legend João Pinto.


            

                </li>

            <li>September 2022: Token holders vote for the message on CR7's captain’s armband vs. Spain.


            

                </li>

            <li>November 2022: Training experience with the team and official shirts for selected fans + Signed CR7 captain's armband from the Spain match made available to redeem.


            

                </li>

            <li>December 2022: Watch party hosted in Cidade do Futebol for Fan Token holders during World Cup 2022 + squad signed shirts released as rewards.


            

                </li>

            <li>June 2023: Fans vote for the official corner flag design for international matches + Selected holders placed the flag before the match vs. Bosnia at Estádio da Luz.


            

                </li>

            <li>February 2024: Exclusive futsal masterclass with coach Jorge Braz.


            

                </li>

            <li>June 2024: VIP premium seating offered at EURO 2024 fan zone in Lisbon for Fan Token holders.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">D.8</td>
        <td class="label" style="font-weight:bold">Plans for the token</td>
        <td class="content" id="DescriptionOfFutureMilestonesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:DescriptionOfFutureMilestonesExplanatory" contextRef="c-duration" id="fact_52">Future milestones<br/>Even though the agreement between the Portuguese Federation and Socios Technologies AG has ended, potential future initiatives include fans being offered innovative Web3 functionalities provided by third parties within the Chiliz Chain ecosystem. For the avoidance of doubt the Issuer and/or Offeror make no guarantees, representations, or commitments that any specific Web3 functionality, utility, or integration will be developed or made available by third parties for this token.</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 name="mica:ResourceAllocationExplanatory" contextRef="c-duration" id="fact_53">The resources allocated to the $POR project primarily consisted of non-financial contributions, including the extensive man-hours and expertise provided by the development team of the Issuer/Offeror.<br/>Additionally, marketing efforts of Socios Technologies AG and Federação Portuguesa de Futebol in relation to the offering were deployed 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 other tokens</td>
        <td class="content" id="PlannedUseOfCollectedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:PlannedUseOfCollectedFundsOrOtherTokensExplanatory" contextRef="c-duration" id="fact_54">A portion of the proceeds was primarily allocated to cover partnership fees, facilitating Federação Portuguesa de Futebol (“Federation”) engagement and securing the Fan Token offering. Additionally, the funds were allocated to support Socios Technologies AG group operational expenses and to ensure ongoing provisioning of utility on the Socios.com platform for the $POR Fan Token.</ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-6">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img 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" alt="" />
        </div>
    </div>

    <h2>Part E - Information about offer to public of other tokens or their admission to trading</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_56">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_57">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_58">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_59">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_60">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_61">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_62">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_63">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_64">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_65">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_66">Part E - Information about offer to public of other tokens or their admission to trading</ix:nonNumeric>
 -->
    
    

    <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_OfferToPublic">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 name="mica:ReasonsForPublicOfferOrAdmissionToTradingExplanatory" contextRef="c-duration" id="fact_56">The $POR public offer was driven by the following objectives:<br/>
    <br/>
    Community Growth and Fan Engagement:<br/>


   

    <ul>


            


            <li>The Fan Token Offering was conducted to increase fan engagement and provide monetization opportunities for the first men’s football national team of Portugal.


            

                </li>

            <li>The Fan Token Offering sale aimed to grow the Portugal National Team community by fostering engagement with its global fan base, allowing fans to connect with the Team through multiple utilities that may be offered by holding these Fan Tokens. This initiative not only strengthens the connection between the Federation brand and its global fanbase but also fosters longterm engagement, rewarding fans for their ongoing commitment to the Team.


            

                </li>

            <li>All in all, owning $POR allows token holders to be part of a global community of likeminded fans, enhancing their sense of belonging and identity within that community.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Funding for enhancing utility and long-term development:
        </li>
</ol>


            

                </li>

            <li>A portion of the offer to the public proceeds were used to enhance the utility of the $POR Fan Token on the Socios.com platform, including securing ticketing, merchandise, and exclusive experiential rewards for token holders.


        </li>

    </ul></ix:nonNumeric>

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


<ix:nonFraction
  name="mica:FundraisingTargetExpressedInCurrency"
  contextRef="c-duration"
  unitRef="EUR"
  decimals="0"
  id="fact_57">
  2000000
</ix:nonFraction>




        </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">Maximum subscription goals</td>
        <td class="content" id="MaximumSubscriptionGoalsDetailsAbstract" 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 name="mica:OversubscriptionAcceptanceIndicator"
                   contextRef="c-duration"
                   id="fact_58"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:IssuePrice"
                    contextRef="c-duration"
                    unitRef="pure"
                    decimals="10"
                    id="fact_59">2</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 determining issue price</td>
        <td class="content" id="OfficialCurrencyDeterminingIssuePrice" style="position:relative; width: 30%;">
            
    
    <div style="-ix-hidden:mica_OfficialCurrencyDeterminingIssuePricec-02">EUR</div>


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

<ix:nonFraction
  name="mica:SubscriptionFeeExpressedInCurrency"
  contextRef="c-duration"
  unitRef="USD"
  decimals="2"
  id="fact_61">
  0
</ix:nonFraction>



        </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 name="mica:OfferPriceDeterminationMethodExplanatory" contextRef="c-duration" id="fact_62">The offer price of $POR was determined by the Issuer/Offeror in accordance with the agreed terms with Federação Portuguesa de Futebol. The price of $POR was set at an amount of $CHZ equivalent to 2 EUR at the time of purchase.</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 or traded other tokens</td>
        <td class="content" id="TotalNumberOfOfferedOrTradedOtherTokens" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction name="mica:TotalNumberOfOfferedOrTradedOtherTokens"
                    contextRef="c-01"
                    unitRef="pure"
                    decimals="10"
                    id="fact_63">1000000</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_RetailInvestors">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 name="mica:HolderRestrictionsExplanatory" contextRef="c-duration" id="fact_65">Participation requirements<br/><br/>The Offering was only available to users who had created an account on the Socios.com platform at the time of the FTO. All participants were obliged to comply with Socios.com's<br/>Anti-Money Laundering (AML) and Counter-Financing of Terrorism (CFT) requirements, including completing all necessary customer due diligence procedures.<br/><br/>Additionally, for eligibility purposes, the user must have been at least eighteen years old or of sufficient age to legally obtain and hold Fan Tokens in the user’s jurisdiction, and must not have been a citizen or resident of: (i) an Excluded Jurisdiction; or (ii) any other jurisdiction or territory as outlined in the applicable Terms and Conditions (TCs) for the respective FTO.<br/><br/>The user should not have participated in the Fan Token Offering if there were any legal restrictions in the user’s country of residence or domicile. It was the sole responsibility of the user to ensure that their participation in the Fan Token Offering was not prohibited, restricted, curtailed, hindered, impaired, or otherwise adversely affected by any applicable law, regulation, or rule in the user’s country of residence or domicile.</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 name="mica:ReimbursementNotice"
                   contextRef="c-duration"
                   id="fact_66"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:RefundMechanismExplanatory" contextRef="c-duration" id="fact_67">Not applicable as public offering has already been completed.</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 name="mica:RefundTimelineExplanatory" contextRef="c-duration" id="fact_68">Not applicable as public offering has already been completed.</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 name="mica:DescriptionOfOtherTokenProjectPhasesExplanatory" contextRef="c-duration" id="fact_69">Not applicable as public offering has already been completed.</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 name="mica:DisclosureOfEarlyPurchaseDiscountExplanatory" contextRef="c-duration" id="fact_70">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 name="mica:TimelimitedOfferIndicator"
                   contextRef="c-01"
                   id="fact_71"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:SubscriptionPeriodBeginning" contextRef="c-01" id="fact_72">2021-07-14</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 name="mica:SubscriptionPeriodEnd" contextRef="c-01" id="fact_73">2021-07-15</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 or other tokens</td>
        <td class="content" id="SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:SafeguardingArrangementsForOfferedFundsOrOtherTokensExplanatory" contextRef="c-duration" id="fact_74">There are no safeguarding arrangements implemented for the offered tokens.</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 other token purchase</td>
        <td class="content" id="PaymentMethodsForOtherTokenPurchaseExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:PaymentMethodsForOtherTokenPurchaseExplanatory" contextRef="c-duration" id="fact_75">The only accepted payment method for purchasing $POR Fan Tokens during the public offering was the transfer of $CHZ to the Offeror (Socios Technologies AG). This transaction was required to complete the purchase of $POR tokens.<br/>No other payment methods, including fiat currencies or any other cryptocurrencies, were 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 name="mica:ValueTransferMethodsForReimbursementExplanatory" contextRef="c-duration" id="fact_76">This field does not apply as the public offering has already been completed and, consequently, no value transfer methods for reimbursement are applicable.</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 name="mica:RighOfWithdrawalExplanatory" contextRef="c-duration" id="fact_77">This field does not apply as public offering has already been completed and right to withdrawal is only relevant in the context of public offering (Article 13 of Regulation (EU) 2023/1114).</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 other tokens</td>
        <td class="content" id="TransferOfPurchasedOtherTokensExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:TransferOfPurchasedOtherTokensExplanatory" contextRef="c-duration" id="fact_78">Purchased $POR tokens were transferred to holders as follows:<br/>
    <br/>
    FTO mechanics:<br/>


   

    <ul>


            


            <li>Participants of the FTO mechanism were able to buy an amount of $POR until FTO supply was sold out. The mechanism allowed users to purchase $POR tokens for an amount of $CHZ. If the FTO supply was not yet sold out, then, the purchase was confirmed and the     $POR tokens were deposited to the participant’s Socios.com wallet within 12 minutes of purchase.


            

                </li>

            <li>Participants in the public offer submitted a request to purchase a fixed number of $POR tokens that were denominated in $CHZ (at a fixed price of 2 EUR worth of $CHZ per $POR token that was based on the CHZ/EUR conversion rate at the time of purchase). Therefore, the user received in the Socios.com wallet the requested and paidfor amount of $POR as soon as payment was received.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Blockchain-Based Delivery and Socios.com Platform Exclusivity:
        </li>
</ol>


            

                </li>

            <li>The $POR Fan Tokens were distributed to eligible participants via the FTO mechanism conducted exclusively on the Socios.com platform.


            

                </li>

            <li>$POR Tokens were delivered directly to the Chiliz Legacy Chain wallet address associated with the Socios.com Wallet that the participant used to participate in the public offer.


            

                </li>

            <li>Direct delivery granted a seamless, transparent, and secure transfer of the $POR tokens to holders.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Exclusivity of Socios.com Wallet:
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            As participants were required to participate in the public offer via Socios.com, only Socios.com Wallet addresses on the Chiliz Legacy Chain were able to receive $POR tokens.
        </li>
</ol>


        </li>

    </ul></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 name="mica:TransferTimeSchedule" contextRef="c-duration" id="fact_79">During the Fan Token Offering, users received their purchased $POR immediately, typically within 1-2 minutes of completing the purchase. The distribution mechanism was designed to be instant, with $POR tokens being sent directly to the user upon confirmation of the purchase.</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 name="mica:PurchasersTechnicalRequirementsExplanatory" contextRef="c-duration" id="fact_80">To participate in the public oﬀer and receive $POR Fan Tokens, purchasers had to meet the following technical requirements:<br/>
    <br/>
    Socios.com Account and Custodial Wallet:<br/>
    <br/>


   

    <ul>


            


            <li>Purchasers must have a registered account on Socios.com platform, where a Socios.com custodial wallet will be automatically assigned to them, in order to participate in the public offer and receive the $POR tokens.participate in the public offer and to receive the $POR tokens. The FTO was conducted exclusively on the Socios.com platform for registered Socios.com account holders.


            

                </li>

            <li>For the sake of clarity, please note that Offeror’s Group has moved away from providing custodial wallet services and has since transitioned to a noncustodial wallet model, whereby the Socios.com Platform interface now allows users to create and access a fully noncustodial wallet as of Q4 2024, following which Socios.com users maintain full custody of any and all crypto assets they store within the wallet which they can access through the Platform including Fan Tokens. However, given that there remains a number of users that have not set up their noncustodial wallet, Socios Europe Services Limited shall continue to provide custodial services for their remaining assets until such users either transition to the noncustodial wallet model or they no longer hold any token balance in their old wallets.


        </li>

    </ul></ix:nonNumeric>

        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">E.30</td>
        <td class="label" style="font-weight:bold">Other token service provider (CASP) name</td>
        <td class="content" id="NameOfOtherTokenServiceProvider" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:NameOfOtherTokenServiceProvider" contextRef="c-duration" id="fact_81">Socios Europe Services Limited. For the avoidance of doubt, no placing services will be conducted within the territory of France.</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 name="mica:OtherTokenServiceProviderIdentifier" contextRef="c-duration" id="fact_82">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:PlacementForm_WithoutFirmCommitment">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 name="mica:TradingPlatformsName" contextRef="c-duration" id="fact_84">This field does not apply as no admission to trading is being sought at the time the White Paper is drawn up and notified to the competent authority. Admission to trading was also not sought at the time the offer to the public took place.<br/>Notwithstanding this, STAG does not exclude the possibility of seeking admission to trading on MiCA-compliant trading platforms established in the EU at a future date.</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%;">
            
    N/A


        </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%;">
            
    N/A


        </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 name="mica:DescriptionOfInvolvedCostsExplanatory" contextRef="c-duration" id="fact_85">This field does not apply as there no an admission to trading</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 name="mica:DescriptionOfOfferExpensesExplanatory" contextRef="c-duration" id="fact_86">The resources allocated to the $POR offer to the public were primarily non-financial, encompassing significant man-hours and expertise from the Offeror's development team. These efforts focused on technical development, ensuring compliance with applicable laws at the time of launch, and comprehensive project planning to facilitate a successful public offering and token launch.</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 name="mica:InformationAboutPotentialConflictsOfInterestForOtherTokenExplanatory" contextRef="c-duration" id="fact_87">There are no conflicts of interest arising at the moment of writing the white paper in relation to the offer or admission to trading.</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 name="mica:ApplicableLawForOtherTokenOfferExplanatory" contextRef="c-duration" id="fact_88">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 name="mica:CompetentCourtForOtherTokenOfferExplanatory" contextRef="c-duration" id="fact_89">Switzerland</ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-7">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part F - Information about other tokens</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_67">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_68">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_69">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_70">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_71">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_72">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_73">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_74">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_75">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_76">Part F - Information about other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_77">Part F - Information about other tokens</ix:nonNumeric>
 -->
    
    

    <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">Other token type</td>
        <td class="content" id="OtherTokenType" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:OtherTokenType" contextRef="c-duration" id="fact_90">The $POR Fan Token is a crypto-asset other than<br/>asset-referenced tokens and e-money tokens based on the standard CAP-20. This token is permissionless and was issued by Socios Technologies AG in collaboration with $POR, and can be used, among other digital platforms, on Socios.com. Its key utility and functionality is to serve as a digital fan engagement tool, granting holders access to token-gated experiences such as voting in Federation-related polls, earning loyalty rewards, and unlocking exclusive content and benefits—while fostering a closer, non-financial connection between Portugal National Football Team and its global fanbase.<br/>For the avoidance of doubt, when a user makes use of a $POR Fan Token Functionality on the Platform, the $POR used to access the token functionality will not be burned, consumed, transferred, or otherwise surrendered but will remain with the user. Accordingly, the $POR Fan Token does not function as a means of payment or value transfer, but rather serves as an eligibility criterion to unlock token functionalities made available for the Fan Token holder, subject to the conditions set forth on the Platform with respect to the particular token functionality.<br/><br/>Crucially, the $POR Token has no legal or otherwise rights or obligations attached to it either by those purchasing the token or the Team the token is issued on behalf of, nor does it entitle holders thereof to participate in any decisions which are ordinarily reserved to corporate bodies or vested in directors and shareholders of either Federação Portuguesa de Futebol or Socios Technologies AG, or their respective affiliates, nor shall it entitle holders to receive any sort of profits generated by Federação Portuguesa de Futebol or Socios Technologies AG, or their respective affiliates.<br/><br/>Token Classiﬁcation:<br/><br/>The $POR Token is designed as a fungible token that enhances fan engagement and interaction within the Federação Portuguesa de Futebol community. Its primary purpose is to serve as a community-driven token, offering exclusive access, experiences, and participation opportunities within the Federação Portuguesa de Futebol ecosystem.<br/>Therefore, $POR token falls within the definition of crypto-asset set forth in article 3 of Regulation (EU) 2023/1114) as it is a digital representation of a value or of a right that is able to be transferred and stored electronically using distributed ledger technology or similar technology (Chiliz Chain).<br/>$POR does not purport to maintain a stable value and, thus, it should be classified as a crypto-asset other than<br/>asset-referenced token or e-money token.<br/><br/>The $POR does not qualify as a utility token under Article 3 of the Regulation (EU) 2023/1114, as the associated utilities are not provided exclusively by the Issuer or an entity related to that Issuer.<br/><br/>Blockchain:<br/><br/>The $POR operates on the Chiliz Chain, a fully sovereign EVM-compatible layer 1 blockchain.<br/>Allocation and Distribution:<br/><br/>A total of 1,000,000 $POR tokens were made available during a fair-launch public offer, with the focus of the initial launch being on equitable access for participants.</ix:nonNumeric>

        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.2</td>
        <td class="label" style="font-weight:bold">Other token functionality</td>
        <td class="content" id="InformationAboutOtherTokenFunctionalityExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:InformationAboutOtherTokenFunctionalityExplanatory" contextRef="c-duration" id="fact_91">Purpose<br/>The $POR Fan Token is a utility-based crypto-asset originally issued by Socios Technologies AG on the Chiliz Legacy Chain and subsequently migrated to the Chiliz Chain, an<br/>EVM-compatible Layer 1 blockchain designed specifically for the sports and entertainment industry. It is designed to increase community engagement between Portugal National Team and its global fanbase.. The token serves as a digital membership credential that enables users to access token-gated features and exclusive non-financial experiences. Its issuance is linked to the engagement strategy of Portugal National Team and forms part of a broader initiative to integrate Web3 technology into the fan experience.<br/><br/>Utility<br/>The functionalities of the $POR Fan Token on the Platform depend on the contractual arrangement with the Club’s rights’ holder. These functionalities may include, but are not limited to, participation in polls, access to exclusive content/experiences, and rewards mechanisms through the Platform.<br/>Importantly, token holders do not acquire any financial rights, ownership, or entitlements to revenues or intellectual property from Federação Portuguesa de Futebol, Socios Technologies AG, or Socios Europe Services Limited, or their respective affiliates.<br/>Fan Tokens are not intended to be used as a means of payment or value transfer but are intended for fan engagement purposes.<br/><br/>Ongoing and Recurring Rewards for POR Fan Token Holders<br/>The POR Fan Token is a digital memorabilia token for its holders.</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 name="mica:InformationAboutPlannedApplicationOfFunctionalitiesExplanatory" contextRef="c-duration" id="fact_92">Token holders may have access to a range of $POR token-gated features, which can be accessed through Federação Portuguesa de Futebol's native platforms or any other platform as may be decided in the future including the Socios.com fan engagement and rewards platform.<br/>The functionalities available shall include, but not be limited to, benefits to be availed of on the Federação Portuguesa de Futebol own platforms.<br/>Over time, additional functionalities aimed at enhancing fan engagement with Federação Portuguesa de Futebol may be introduced, further enhancing the token holder experience, on the Socios.com platform or on any other third party platform developed within the Chiliz Chain ecosystem that decides to integrate the $POR fan tokens.<br/>Such features are subject to change and may be added, modified, or removed at the discretion of the Issuer or the Operator or based on Federação Portuguesa de Futebol instructions.</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_OtherTokenTypeOfWhitePaperc-02">OTHR</div>


        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.5</td>
        <td class="label" style="font-weight:bold">Type of submission</td>
        <td class="content" id="OtherTokenTypeOfSubmission" style="position:relative; width: 30%;">
            
    
    <div style="-ix-hidden:mica_ModifyTypeOfSubmission">MODI</div>


        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">F.6</td>
        <td class="label" style="font-weight:bold">Other token characteristics</td>
        <td class="content" id="DescriptionOfOtherTokenCharacteristicsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:DescriptionOfOtherTokenCharacteristicsExplanatory" contextRef="c-duration" id="fact_95">General Characteristics:<br/>


   

    <ul>


            


            <li>Name: $POR.


            

                </li>

            <li>Type: Cryptoasset other than assetreferenced token or emoney token.


            

                </li>

            <li>Blockchain: Chiliz Chain.


            

                </li>

            <li>Overall Total Token Supply: 19,930,000 $POR.


            

                </li>

            <li>Public Oﬀering Token Supply: 1,000,000 $POR.


            

                </li>

            <li>Token Standard: ERC20 equivalent (CAP20).





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Classiﬁcation under MiCA (Regulation (EU) 2023/1114):
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The $POR is classified as a crypto-asset other than asset-referenced token or e-money token.
        </li>
</ol>





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



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            $POR provides fans with access to exclusive experiences, rewards, and Web3 utilities, enhancing fan engagement with Federação Portuguesa de Futebol.
        </li>
</ol>


        </li>

    </ul></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 name="mica:OtherTokenIssuersCommercialOrTradingName" contextRef="c-duration" id="fact_96">Socios Technologies 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 name="mica:OtherTokenIssuersWebsite" contextRef="c-duration" id="fact_97">https://www.socios.com/</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 name="mica:OtherTokenOfferStartingDate" contextRef="c-01" id="fact_98">2021-07-17</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 name="mica:OtherTokenWhitePaperPublicationDate" contextRef="c-01" id="fact_99">2026-01-26</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 name="mica:InformationAboutOtherServicesProvidedByOtherTokenIssuerExplanatory" contextRef="c-duration" id="fact_100">Socios Services Limited 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 name="mica:InformationAboutLanguagesUsedInOtherTokenWhitePaper" contextRef="c-duration" id="fact_101">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 name="mica:OtherTokenDigitalTokenIdentifierCode" contextRef="c-duration" id="fact_102">Not Available</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 name="mica:OtherTokenFunctionallyFungibleGroupDigitalTokenIdentifier" contextRef="c-duration" id="fact_103">Not Available</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 name="mica:OtherTokenVoluntaryDataFlagIndicator"
                   contextRef="c-duration"
                   id="fact_104"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:OtherTokenPersonalDataFlagIndicator"
                   contextRef="c-duration"
                   id="fact_105"
                   format="ixt4:fixed-false"
                   escape="false">
        

FALSE


   







    </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 name="mica:LEIEligibilityIndicatorForOtherToken"
                   contextRef="c-duration"
                   id="fact_106"
                   format="ixt4:fixed-true"
                   escape="false">
        

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_OtherTokenHomeMemberStatec-02">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_OtherTokenHostMemberStatesc-02">Austria, Belgium, Bulgaria, Croatia, Cyprus, Czech Republic, 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>
    


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

</div>
<div class="page" id="page-8">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part G - Information on rights and obligations attached to other tokens</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_78">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_79">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_80">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_81">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_82">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_83">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_84">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_85">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_86">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_87">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_88">Part G - Information on rights and obligations attached to other tokens</ix:nonNumeric>
 -->
    
    

    <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 name="mica:InformationAboutPurchaserRightsAndObligationsExplanatory" contextRef="c-duration" id="fact_109">Rights of the Purchaser<br/>
    <br/>
    Holding or trading the $POR Fan Token does not grant governance, profit-sharing, or any analogous economic or corporate rights. Within this framework, purchasers of the $POR Fan Token are nevertheless granted limited rights associated solely with the acquisition and use of the token, as described below:<br/>
    <br/>


   

    <ul>


            


            <li>Token Allocation: Purchasers were entitled to receive $POR tokens in proportion to their $CHZ contribution during the public offer.


            

                </li>

            <li>Participation in a FairLaunch Public Oﬀer: Purchasers were guaranteed equal access to the public offer, ensuring fairness and preventing overconcentration.


            

                </li>

            <li>Token functionalities: Purchasers have the right to access specific fan engagement functionalities associated with their $POR token, as provided on the Platform, along with additional functionalities that may be provided by third parties within the Chiliz Chain ecosystem.


            

                </li>

            <li>Ownership Rights:



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Upon receipt of the $POR Fan Tokens, they could be used on the Socios.com platform to access the goods, services, and utilities associated with them. $POR Fan Token holders obtained full ownership rights over the tokens, granting them the freedom to either trade them once they were eventually listed and admitted to a trading platform, or continue to hold them and benefit from the utility rights attached to them at their discretion.
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            For the sake of clarity, purchasers have the right to continue holding and trading their $POR even if the Fan Token functionalities are modified, expired, or removed as a result of the expiration or termination of the underlying partnership agreement with Federação Portuguesa de Futebol.
        </li>
</ol>





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




            

                </li>

            <li>Payment commitment: CHZ contribution: Purchasers were required to contribute the amount of $CHZ specified in the FTO terms, which was equivalent to 2 EUR per $POR, during the subscription period.


            

                </li>

            <li>Technical Requirements: Socios Account Creation: To participate in the $POR FTO in 2021, users were required to have created a Socios account before the offering was made available. For the sake of transparency, prior to the recent transition to the noncustodial wallet model in November 2024, users registering on the platform were automatically assigned a dedicated Socios.com custodial wallet for the storage of Fan Tokens.


            

                </li>

            <li>Compliance with applicable laws and regulations:



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            1. Jurisdiction Restrictions: Users were prohibited from participating in the FTO if they were citizens or residents of any Excluded Jurisdictions, or any other jurisdictions outlined in the specific Terms and Conditions (TCs) for the FTO.
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            2. Legal restrictions: It was the user's responsibility to ensure that their participation in the FTO was not in violation of any laws, regulations, or rules in their country of residence or domicile. If there were any local legal restrictions, users were expected not to participate in the offering.
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            2.1 Age Requirement: Users were required to be at least 18 years old, or of the minimum legal age to obtain and hold Fan Tokens, according to the laws of their jurisdictions.
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            2.2 KYC/AML requirements adherence: Users must adhere to any and all AML/CFT requirements including customer due diligence requirements of the socios.com platform.
        </li>
</ol>


            

                </li>

            <li>Acknowledgment and Acceptance of FTO Terms: Users must have read, understood, and accepted the specific Terms and Conditions (TCs) of the FTO before proceeding with their purchase.


        </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 name="mica:ExerciseOfRightsAndObligationExplanatory" contextRef="c-duration" id="fact_110">Aside from the rights and obligations described in G1, the following conditions shall apply:<br/>
    <br/>


   

    <ul>


            


            <li>The user understands that the Fan Tokens do not represent or constitute any ownership rights or stake, shares or security or equivalent rights in the Issuer, the Offeror, the Operator or the Partner/Federation and do not convey any rights to receive or participate in future profits, revenue streams, or proceeds that are related to the activities of the Issuer, the Offeror, the Operator or the Partner/Federation.




            

                </li>

            <li>The user understands that the Fan Tokens do not create or confer any enforceable contractual or other obligations against the Issuer, the Offeror, or the collaborating Partner and that the Fan Tokens do not grant to the user any license or right of any nature with respect to any intellectual property rights, rights of publicity, or equivalent rights in or related to the collaborating partner or any of its affiliates.




            

                </li>

            <li>The user acknowledgeThe user acknowledges that the inclusion of functionalities in the Fan Token is not guaranteed, and as a result, the Fan Token may not provide the user with any Token Functionalities.In such cases, the Issuer, Offeror, Operator, Partner, or any third party will not be liable for any losses, expenses, or damages, and the user may lose access to any Token functionalities related to the Fan Token.


        </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 name="mica:InformationAboutConditionsForModificationsOfRightsAndObligationsExplanatory" contextRef="c-duration" id="fact_111">The terms related to the crypto-assets and to the FTO, applicable to Fan Tokens holders, were made available and remain accessible on Socios.com website.<br/>The Offeror reserves the right to change or amend such terms from time to time. In this case, the Offeror will inform the user about such changes. The Offeror will further change the “Last Updated” date at the top of the terms. To the extent permissible by law, any amended terms shall become effective immediately upon the date indicated in the terms. The user’s continued use of the Platform after the publishing of the amended terms constitutes user acceptance of such amended terms. It is the users responsibility to regularly check to read through such notices and updates.</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 name="mica:InformationAboutFuturePublicOffersExplanatory" contextRef="c-duration" id="fact_112">There are no future public offerings planned at the moment of writing the white paper.</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 other token</td>
        <td class="content" id="NumberOfIssuersRetainedOtherTokens" style="position:relative; width: 30%;">
            

 
    <ix:nonFraction name="mica:NumberOfIssuersRetainedOtherTokens"
                    contextRef="c-01"
                    unitRef="pure"
                    decimals="10"
                    id="fact_113">18930000</ix:nonFraction>


        </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 name="mica:UtilityTokenClassificationForOtherTokenIndicator"
                   contextRef="c-duration"
                   id="fact_114"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 or services utility tokens</td>
        <td class="content" id="KeyFeaturesOfGoodsAndServicesOfUtilityTokensExplanatory" style="position:relative; width: 30%;">
            
    N/A


        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.8</td>
        <td class="label" style="font-weight:bold">Utility tokens redemption</td>
        <td class="content" id="UtilityTokensRedemptionExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:UtilityTokensRedemptionExplanatory" contextRef="c-duration" id="fact_115">Not applicable. In any case, please note that when a user makes use of a particular Fan Token functionality, the Fan Token used to access the token functionality will not be burned, consumed, transferred, or otherwise surrendered but will remain with the user.</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 name="mica:NontradingRequestIndicatorRelatedToOtherTokens"
                   contextRef="c-duration"
                   id="fact_116"
                   format="ixt4:fixed-false"
                   escape="false">
        

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">Other tokens purchase or sale modalities</td>
        <td class="content" id="OtherTokensPurchaseOrSaleModalitiesExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:OtherTokensPurchaseOrSaleModalitiesExplanatory" contextRef="c-duration" id="fact_117">The $POR token was not sought or admitted to trading at the time of the FTO. Notwithstanding this, $POR was subsequently admitted to trading on various third party platforms where separate terms and conditions may apply, including but not limited to: Gate, Paribu, BitMart, OKX, MEXC, CoinEx, and Mercado Bitcoin.<br/>As the $POR token is a CAP-20 token running on the Chiliz Chain, it is currently possible that $POR may also be traded on decentralized exchanges, such as Kayen.org, the largest decentralized exchange native to the Chiliz Chain. For the sake of clarity, such Decentralised Exchanges are not operated in any manner whatsoever by the Offeror or any of their Affiliates.</ix:nonNumeric>

        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">G.11</td>
        <td class="label" style="font-weight:bold">Other tokens transfer restrictions</td>
        <td class="content" id="OtherTokensTransferRestrictionsExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:OtherTokensTransferRestrictionsExplanatory" contextRef="c-duration" id="fact_118">$POR tokens were initially minted as ERC-20 tokens on the Chiliz private side chain, which was permissioned and not freely transferable. $POR tokens were capable of being transferred as from 31st August 2021 when they became freely tradable on exchanges where the token was listed and admitted to trading. Before such admission to trading, the $POR tokens could not be withdrawn from the Socios.com platform but were freely used for the utility rights attached to them on the Socios.com platform.</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 name="mica:SupplyAdjustmentProtocolsIndicator"
                   contextRef="c-duration"
                   id="fact_119"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:SupplyAdjustmentMechanismsExplanatory" contextRef="c-duration" id="fact_120">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 name="mica:OtherTokenValueProtectionSchemesIndicator"
                   contextRef="c-duration"
                   id="fact_121"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:DescriptionOfOtherTokenValueProtectionSchemesExplanatory" contextRef="c-duration" id="fact_122">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 name="mica:OtherTokenCompensationSchemesIndicator"
                   contextRef="c-duration"
                   id="fact_123"
                   format="ixt4:fixed-false"
                   escape="false">
        

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 name="mica:DescriptionOfOtherTokenCompensationSchemesExplanatory" contextRef="c-duration" id="fact_124">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 name="mica:ApplicableLawForOtherTokenExplanatory" contextRef="c-duration" id="fact_125">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 name="mica:CompetentCourtForOtherTokenExplanatory" contextRef="c-duration" id="fact_126">Subject to mandatory applicable law, any dispute arising out of or in connection with this white paper and all claims in connection with the $POR token shall be exclusively, including the validity, invalidity, breach or termination thereof, subject to the jurisdiction of the courts of the District Court of Zug (Kantonsgericht Zug), Aabachstr. 3, Postfach 6301 Zug, Switzerland, jurisdiction of Switzerland.</ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-9">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part H – Information on underlying technology</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_89">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_90">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_91">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_92">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_93">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_94">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_95">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_96">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_97">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_98">Part H – Information on underlying technology</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_99">Part H – Information on underlying technology</ix:nonNumeric>
 -->
    
    

    <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 (DTL)</td>
        <td class="content" id="DistributedLedgerTechnologyForOtherTokenExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:DistributedLedgerTechnologyForOtherTokenExplanatory" contextRef="c-duration" id="fact_127">The Chiliz Legacy Chain, also known as Chiliz Chain 1.0, was the original blockchain infrastructure used by Chiliz to facilitate the issuance, transfer, and storage of Fan Tokens, including $POR. This chain operated as a closed ecosystem and a permissioned side chain, based on a Proof of Authority (PoA) consensus mechanism. It allowed for a controlled environment for the management of Fan Tokens. The migration to the Chiliz Chain (Chiliz Chain 2.0) occurred in 2023, bringing with it several enhancements in terms of consensus mechanisms, scalability, and decentralization.<br/>
    <br/>
    The migration was executed in phases between June and September 2023, with all Fan Tokens, including $POR tokens, being successfully transferred from the Legacy Chain to the Chiliz Chain by Q1 2024.<br/>
    <br/>
    The migration was split into three steps:<br/>


   

    <ul>


            


            <li>Deployment of the Fan Token smart contracts on the new Chiliz Chain.


            

                </li>

            <li>The migration of Fan tokens to the Chiliz Chain occurred both within the Socios.com app and on the exchanges that listed the tokens.


            

                </li>

            <li>Opening up Withdrawals and Deposits of the Fan Tokens on the new network.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Following this migration, the Legacy Chain was officially deprecated. As of Q1 2024, all new activities, including new Fan Token launches, have been conducted exclusively on the Chiliz Chain.
        </li>
</ol>





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





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The Chiliz Legacy Chain was the original blockchain infrastructure used for the issuance and storage of $POR, a token initially issued under the ERC-20 standard. However, following the migration to Chiliz Chain 2.0, the $POR token is now managed on the Chiliz Chain, which operates under the CAP-20 token standard.
        </li>
</ol>



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            The Chiliz Chain presents the following characteristics:
        </li>
</ol>




            

                </li>

            <li>It is an EVM (Ethereum Virtual Machine) compatible blockchain. EVMcompatible blockchains implement the same instruction set and data structures as the Ethereum blockchain.




            

                </li>

            <li>The Chiliz Chain follows a Proof of Staked Authority (PoSA) consensus mechanism, meaning that only a limited number of main validators can validate transactions and add blocks to the chain. New validators must stake Chiliz Token ($CHZ), the native token of the Chiliz Chain, and be approved by validators through onchain governance. Validator seats are currently limited to 13 (subject to onchain governance).


            

                </li>

            <li>The Chiliz Chain can handle up to 400 Transactions per second (TPS).


            

                </li>

            <li>Transaction costs on the Chiliz Chain are relatively low, with a minimum gas price of 2501GWEI (units used for the calculation of gas fees on EVMcompatible blockchains).


            

                </li>

            <li>The Chain System contracts, including those responsible for core functionalities such as staking, governance, and upgrade mechanisms, are fully audited.


            

                </li>

            <li>Tokens issued on the Chiliz Chain follow CAP20 Token Standard (ERC20 compatible).


        </li>

    </ul></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 name="mica:ProtocolsAndTechnicalStandardsForOtherTokenExplanatory" contextRef="c-duration" id="fact_128">Protocols and technical standards<br/><br/>$POR is deployed on Chiliz Chain, an EVM-compatible layer-1 blockchain described in the official documentation as a fork of BNB Smart Chain, itself a derivative of go-Ethereum. This heritage means Chiliz Chain inherits Ethereum-style account management, transaction encoding and developer tooling, while operating as a distinct network.<br/><br/>Token standard<br/><br/>The network’s fungible-asset standard is CAP-20, defined in the Chiliz documentation as Chiliz Chain’s ERC-20-style token standard. CAP-20 is code-equivalent to ERC-20 but enforces zero decimals, so all balances and transfers represent whole-number units. $POR is treated as a standard CAP-20 Fan Token implementing the familiar ERC-20-style interface.<br/><br/>Interfaces and client standards<br/><br/>Wallets and applications connect to Chiliz Chain via standard JSON-RPC and WebSocket endpoints. At protocol level, this means Chiliz Chain follows standard Web3 RPC patterns. Any client that supports custom EVM networks can treat Chiliz Chain as another Ethereum-style chain, provided it uses the documented network parameters.</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 name="mica:InformationAboutTechnologyUsedForOtherTokenExplanatory" contextRef="c-duration" id="fact_129">Implementation and architecture<br/>
    <br/>
    The $POR 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 $POR 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 0.8.24 and compiled for the Shanghai-equivalent EVM introduced with the Dragon8 upgrade. Dragon8 implemented modern Ethereum proposals such as EIP-1559 and EIP-2718, aligning Chiliz Chain’s fee mechanics and transaction format with Ethereum.<br/>
    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 $POR, users must hold native CHZ to pay transaction fees. Once funded, the same wallet address receives or purchases $POR. Transfers are then executed as standard CAP-20 transactions on Chiliz Chain, with gas paid in CHZ and finality achieved upon block confirmation.<br/>
    <br/>
    Two smart-contract-based bridges maintain liquidity between Ethereum and Chiliz Chain:<br/>


   

    <ul>


            


            <li>Dcentralab’s Chainport, which converts ERC20 CHZ on Ethereum to wrapped CHZ (wCHZ) on Chiliz Chain;


            

                </li>

            <li>the Chiliz Bridge, which performs a direct ERC20 to native CHZ conversion using paired contracts on Ethereum and Chiliz Chain.





<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            Protocol-wise, these bridges define the standard mechanism for moving CHZ between networks. They are primarily used to supply wallets with native CHZ on Chiliz Chain for gas, staking and governance.
        </li>
</ol>


        </li>

    </ul></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 name="mica:ConsensusMechanismForOtherTokenExplanatory" contextRef="c-duration" id="fact_130">$POR does not implement its own consensus mechanism. All $POR transactions are executed within Chiliz Chain’s base layer execution environment and achieve finality once they are included in Chiliz Chain blocks that reach the relevant commitment level. Settlement, ordering and data availability are determined entirely by Chiliz Chain’s validator set. $POR inherits those security and availability guarantees.<br/><br/>Chiliz Chain uses Proof of Staked Authority , 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, while additional validator candidates can remain in an active queue with bonded stake, ready to replace or supplement the main set as staking weights or governance decisions change. Main Validators take turns producing blocks in a deterministic rotation, rather than open competition, which keeps block times predictable. The Parlia consensus engine coordinates block production and interacts with system contracts that manage staking, validator-set updates, distribution of block rewards and penalties for misbehaving or offline validators. This PoSA design, adapted from BNB Smart Chain, is tuned for short block times, low transaction fees and fast practical finality suitable for consumer-facing applications such as Fan Tokens, while relying on a comparatively small validator set and therefore offering 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 name="mica:IncentiveMechanismsAndApplicableFeesForOtherTokenExplanatory" contextRef="c-duration" id="fact_131">$POR benefits from Chiliz Chain’s low transaction fees, making it ideal for high-frequency trading and broad accessibility.<br/><br/>At the network level, the Chiliz Chain employs a gas-based fee model denominated in $CHZ. Every transaction specifies a gas limit and gas price; the product defines the maximum fee the sender is willing to pay. Validators collect these fees as compensation for processing transactions and securing the network. A base-fee adjustment mechanism modulates prices according to block utilisation, keeping costs low and predictable.<br/><br/>At protocol level, all on-chain transactions on Chiliz Chain, including $POR CAP-20 transfers, pay gas fees in CHZ, the native token. Transactions are priced using standard EVM gas semantics, and since the Dragon8 hard fork the network supports EIP-1559-style type-2 transactions with a dynamically adjusted base fee and optional priority fee.</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 name="mica:UseOfDistributedLedgerTechnologyIndicatorForOtherToken"
                   contextRef="c-duration"
                   id="fact_132"
                   format="ixt4:fixed-false"
                   escape="false">
        

FALSE


   







    </ix:nonNumeric>
    



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


        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">H.8</td>
        <td class="label" style="font-weight:bold">Audit</td>
        <td class="content" id="AuditIndicatorForOtherToken" style="position:relative; width: 30%;">
            
    
    <ix:nonNumeric name="mica:AuditIndicatorForOtherToken"
                   contextRef="c-duration"
                   id="fact_133"
                   format="ixt4:fixed-true"
                   escape="false">
        

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 name="mica:AuditOutcomeForOtherTokenExplanatory" contextRef="c-duration" id="fact_134">Halborn’s Chiliz Chain Core Contracts<br/>Object: Core Chiliz Chain smart contracts used at mainnet launch, including the staking contract, governance contract and bridge contract.<br/>Findings: Minor risks were identified in these contracts, with no indication of unresolved high-severity issues at launch. <br/>Remediation: The necessary fixes were implemented before the 2023 mainnet launch, and the contracts remain subject to further audits when they are upgraded. <br/><br/>CertiK’s Governance and Core Contracts<br/>Object: Smart contracts underpinning Chiliz governance and core V2 contracts, including the V2 Genesis Contracts and related upgradeable components, as well as the on-chain vote token implementation reviewed under the Chiliz project on CertiK Skynet.<br/>Findings: No critical issues, several major centralisation-type findings, plus medium, minor and informational issues, all marked as acknowledged.<br/>Remediation: The identified issues have been addressed.<br/><br/>Halborn’s Chiliz Bridge Smart-Contract Audit<br/>Object: Smart-contract infrastructure for the Chiliz Bridge that connects CHZ between Ethereum and the Chiliz Chain.<br/>Findings: No critical, unaddressed issues.<br/>Remediation: Subsequent updates to bridge logic are tracked via blockchain code-change logs and outage reports.</ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-10">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </div>
    </div>

    <h2>Part I - Information on risks</h2>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_100">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_101">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_102">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_103">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_104">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_105">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_106">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_107">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_108">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_109">Part I - Information on risks</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_110">Part I - Information on risks</ix:nonNumeric>
 -->
    
    

    <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 name="mica:DescriptionOfOfferrelatedRisksForOtherTokenExplanatory" contextRef="c-duration" id="fact_135">Not applicable, as neither a public offering of the $POR Fan Token is being conducted nor an admission to trading is being sought at the time this White Paper is drawn up and notified to the competent authority.</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 name="mica:DescriptionOfIssuerrelatedRisksForOtherTokenExplanatory" contextRef="c-duration" id="fact_136">Regulatory Compliance Risks: 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/>Operational Risks: 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: 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: 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: 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: Risks associated with the Issuer's partners, suppliers, or collaborators, including the potential for non-fulfillment of obligations that can affect the Issuer’s operations.</ix:nonNumeric>

        </td>
    </tr>    
    <tr class="indent">
        <td class="numbering" style="font-weight:bold">I.3</td>
        <td class="label" style="font-weight:bold">Other tokens-related risks</td>
        <td class="content" id="OtherTokensrelatedRisksExplanatory" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:OtherTokensrelatedRisksExplanatory" contextRef="c-duration" id="fact_137">Regulatory Risks: <br/>


   

    <ul>


            


            <li>Regulatory uncertainty: The regulatory environment surrounding cryptoassets 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 antimoney laundering compliance, creating uncertainty and potential challenges for token holders and businesses operating in the crypto space.





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


            

                </li>

            <li>Volatility risk: $POR’s value is likely to be highly volatile and subject to market speculation. The Fan Tokens’ price may fluctuate significantly, resulting in potential losses.


            

                </li>

            <li>Liquidity risk: The availability of liquidity depends on the level of trading activity on decentralized exchanges (DEXs) and, where applicable, on centralized exchanges (CEXs). Insufficient trading volume could hinder the ability to buy or sell the Fan Tokens.





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



<ol>
        <li style="list-style-type:none; font-weight:bold; margin-left:-2em; padding:6px;">
            If users do not engage with the $POR as expected, demand for the token may remain low.
        </li>
</ol>





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


            

                </li>

            <li>Global Economic Factors: A crypto market crash or financial crisis could reduce interest and investment in the token.





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


            

                </li>

            <li>Cryptoassets are often subject to reputational risks stemming from associations with illegal activities, highprofile 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.


        </li>

    </ul></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 name="mica:ProjectImplementationrelatedRisksExplanatory" contextRef="c-duration" id="fact_138">Competition risk<br/>It should be noted that the project may face strong competition from other similar projects or the token may have low liquidity in the secondary market, which may hinder its success.<br/><br/>Token Functionalities<br/>The User understands that the Partnership Agreements with Portugal National Team will eventually expire or may be terminated and the User acknowledges that $POR Fan Tokens may partially or fully lose their Token Functionalities as a result of such expiration or termination.</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 name="mica:DescriptionOfTechnologyrelatedRisksForOtherTokenExplanatory" contextRef="c-duration" id="fact_139">Operational and Technical Risks <br/>Blockchain Dependency Risk: The $POR token is built on the Chiliz Chain, making it inherently reliant on the stability, security, and long-term operation of the underlying blockchain. Any disruptions, protocol upgrades, or governance decisions on the Chiliz Chain could potentially impact the token’s functionality, transaction speed, and overall ecosystem integration. Changes to gas fees, validator incentives, or consensus mechanisms may also influence transaction costs and user adoption.<br/><br/>Smart Contract Risks<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 the $POR token’s contract, it could lead to financial losses, token theft, or unintended behaviors.<br/><br/>Private key management<br/>The security of crypto-assets heavily depends on the effective management of private keys, which serve as the only means to access and control digital funds. Losing a private key or engaging in poor security practices, such as sharing or storing keys insecurely, can result in the irreversible loss of assets. Additionally, theft or unauthorized access to private keys can lead to the complete loss of funds, emphasizing the importance of secure key storage solutions like hardware wallets and multi-signature schemes.<br/><br/>Network Security Risks<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/>Transactions on the Chiliz Chain achieve finality probabilistically, meaning their security increases as more blocks are confirmed. However, theoretical risks of transaction reversals exist, particularly in cases of blockchain reorganizations or consensus attacks. Furthermore, transactions sent to incorrect or unintended addresses are typically irreversible, making it crucial for users to double-check addresses and transaction details before execution.<br/><br/>Scalability issues<br/>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/>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/>The $POR token is currently 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/>Evolving Technology Risks<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 name="mica:MitigationMeasuresForTechnologyRiskForOtherTokenExplanatory" contextRef="c-duration" id="fact_140">Smart Contract Risks<br/>Comprehensive Testing: The smart contracts were extensively tested in multiple scenarios to ensure reliability and correctness during token distribution and refunds. However, the User understands and acknowledges that complex software such as the smart contract system, and all other software applications that are used for the Fan Token Offering are never entirely free from defects, errors, bugs, and security vulnerabilities, and that the Issuer therefore does not warrant thatthe Fan Token will be free from defects, errors, and bugs. If any issues or problems arise in connection with the participation in the Fan Token Offering, it may take days, weeks or months to resolve, and some issues may not be resolved at all.<br/><br/>Network Security Risks<br/>Validator Network Diversity: Chiliz Chain’s validator network continues to grow and diversify, enhancing resilience against potential centralization or targeted attacks. However, the User understands and acknowledges that any transaction of Fan Token may be delayed or not be executed due to the transaction volume on the blockchain, mining attacks and/or similar events.<br/>Tokens on blockchain platforms face multiple risks including software errors, network connectivity disruptions, hardware failures, security threats from hacking or unauthorized access, and changes in consensus rules. Additionally, forks, validator penalties, and fluctuations in token stability and value can affect tokens adversely. These issues can lead to token loss or negatively impact their value.<br/><br/>Evolving Technology Risks<br/>Adoption of Updates: The $POR project team actively monitors advancements in blockchain technology and commits to adopting improvements in the Chiliz Chain ecosystem to maintain competitiveness.</ix:nonNumeric>

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

    </table>
    


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

</div>
<div class="page" id="page-11">
    <div class="header">
        <div class="blue-line">
        <div class="header-left">
            POR MiCA White Paper
        </div>
        </div>
        <div class="header-logo">
            <img src="data:image/png;base64,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" alt="" />
        </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>
    <!--     <ix:nonNumeric name="outline:Intro" contextRef="c-duration" id="outline_111">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecA" contextRef="c-duration" id="outline_112">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecB" contextRef="c-duration" id="outline_113">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecC" contextRef="c-duration" id="outline_114">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecD" contextRef="c-duration" id="outline_115">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecE" contextRef="c-duration" id="outline_116">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecF" contextRef="c-duration" id="outline_117">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecG" contextRef="c-duration" id="outline_118">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecH" contextRef="c-duration" id="outline_119">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecI" contextRef="c-duration" id="outline_120">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
    <ix:nonNumeric name="outline:SecJ" contextRef="c-duration" id="outline_121">Part J - Information on the sustainability indicators in relation to adverse impact on the climate and other environment-related adverse impacts</ix:nonNumeric>
 -->
    
    

    <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">S.1</td>
        <td class="label" style="font-weight:bold">Name</td>
        <td class="content" id="Name" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:Name" contextRef="c-duration" id="fact_141">Socios Technologies 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 name="mica:RelevantLegalEntityIdentifier" contextRef="c-duration" id="fact_142">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 name="mica:NameOfCryptoAssetSustainability" contextRef="c-duration" id="fact_143">$POR</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 name="mica:ConsensusMechanismSustainabilityExplanatory" contextRef="c-duration" id="fact_144">$POR does not implement its own consensus mechanism. All $POR transactions are executed within Chiliz Chain’s base layer execution environment and achieve finality once they are included in Chiliz Chain blocks that reach the relevant commitment level. Settlement, ordering and data availability are determined entirely by Chiliz Chain’s validator set. $POR inherits those security and availability guarantees.<br/>Chiliz Chain uses Proof of Staked Authority, 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, while additional validator candidates can remain in an active queue with bonded stake, ready to replace or supplement the main set as staking weights or governance decisions change. Main Validators take turns producing blocks in a deterministic rotation, rather than open competition, which keeps block times predictable. The Parlia consensus engine coordinates block production and interacts with system contracts that manage staking, validator-set updates, distribution of block rewards and penalties for misbehaving or offline validators. This PoSA design, adapted from BNB Smart Chain, is tuned for short block times, low transaction fees and fast practical finality suitable for consumer-facing applications such as Fan Tokens, while relying on a comparatively small validator set and therefore offering 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 name="mica:IncentiveMechanismsAndApplicableFeesSustainabilityExplanatory" contextRef="c-duration" id="fact_145">$POR is issued on the Chiliz Chain: On the Chiliz Chain, both validators and delegators are incentivized through a structured staking model. Validators are responsible for creating and validating blocks, and in return, they earn rewards derived from transaction fees and a portion of the network's inflationary token supply. Delegators, who may not run validator nodes themselves, can participate by delegating their CHZ tokens to chosen validators. This delegation allows them to earn a share of the validators rewards proportional to the amount of CHZ tokens delegated, thereby promoting broader community involvement and greater security. Transaction fees are low and encourage widespread participation and high volume of transactions. Additionally, the network has implemented a transaction fee burning mechanism inspired by EIP-1559 governance proposal, where a significant portion of the gas fees is burned at the protocol level, introducing a deflationary mechanism to CHZ token supply.</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 period to which disclosed information relates</td>
        <td class="content" id="BeginningOfPeriodToWhichDisclosedInformationRelates" style="position:relative; width: 30%;">
            
    <ix:nonNumeric name="mica:BeginningOfPeriodToWhichDisclosedInformationRelates" contextRef="c-01" id="fact_146">2024-08-24</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 name="mica:EndOfPeriodToWhichDisclosedInformationRelates" contextRef="c-01" id="fact_147">2025-08-24</ix:nonNumeric>

        </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 name="mica:EnergyConsumption"
                    contextRef="c-duration"
                    unitRef="kWh"
                    decimals="5"
                    id="fact_148">10.67344</ix:nonFraction>


        </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 name="mica:DescriptionOfEnergyConsumptionSourcesAndMethodologiesExplanatory" contextRef="c-duration" id="fact_149">The energy consumption of this asset is aggregated across multiple components: To determine the energy consumption of a token, the energy consumption of the network(s) chiliz is calculated first. For the energy consumption of the token, a fraction of the energy consumption of the network is attributed to the token, which is determined based on the activity of the crypto-asset within the network. When calculating the energy consumption, the Functionally Fungible Group Digital Token Identifier (FFG DTI) is used - if available - to determine all implementations of the asset in scope. The mappings are updated regularly, based on data of the Digital Token Identifier Foundation. 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.</ix:nonNumeric>

        </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="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="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%;">
            
    <div style="-ix-hidden:mica_EnergyMixPercentage">    Renewable: 17.204390967%; Other (unspecified fossil/energy sources): 82.795609033%
</div>
        
    


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


        </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


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

    </table>
    


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

</div>


    
 
<div style="display:none">
    <ix:header>
    <ix:hidden>
<!-- Type of people -->
        <ix:nonNumeric name="mica:TypeOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_04" id="mica_TypeOfPersonInvolvedDevelopmentTeam" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#DevelopmentTeam
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:TypeOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_05" id="mica_TypeOfPersonInvolvedCryptoAsset" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#CryptoassetServiceProvider
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:TypeOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_03" id="mica_TypeOfPersonInvolvedOtherPerson" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#OtherPersonInvolvedInImplementation
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:TypeOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_06" id="mica_TypeOfPersonInvolvedOtherPerson2" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#OtherPersonInvolvedInImplementation
         </ix:nonNumeric>
<!-- Countries -->
         <ix:nonNumeric name="mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_03" id="mica_DomicileOfCompanySwitzerland" escape="false">
            https://xbrl.org/2024/iso3166#CH
         </ix:nonNumeric>
       
         <ix:nonNumeric name="mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_04" id="mica_DomicileOfCompanyLithuania" escape="false">
            https://xbrl.org/2024/iso3166#LT
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_05" id="mica_DomicileOfCompanyMalta" escape="false">
            https://xbrl.org/2024/iso3166#MT
         </ix:nonNumeric>
         
         <ix:nonNumeric name="mica:DomicileOfCompanyOfPersonInvolvedInImplementationOfOtherToken" contextRef = "ctx_06" id="mica_DomicileOfCompanyPortugal" escape="false">
            https://xbrl.org/2024/iso3166#PR
         </ix:nonNumeric>

  <!-- Public offer or admission to trading -->
         <!-- <ix:nonNumeric name="mica:PublicOfferingOrAdmissionToTrading" contextRef = "c-duration" id="mica_AdmissionToTrading" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#AdmissionToTrading
         </ix:nonNumeric> -->
         <ix:nonNumeric name="mica:PublicOfferingOrAdmissionToTrading" contextRef = "c-duration" id="mica_OfferToPublic" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#OfferToPublic
         </ix:nonNumeric>

  <!-- List of targeted holders -->
          <ix:nonNumeric name="mica:TargetedHoldersForOtherToken" contextRef = "c-duration" id="mica_TargetedHoldersForOtherTokenc-02" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#AllTypesOfInvestors
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:TargetedHoldersForOtherToken" contextRef="c-duration" id="mica_ProfessionalInvestors" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#ProfessionalInvestors
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:TargetedHoldersForOtherToken" contextRef="c-duration" id="mica_RetailInvestors" escape="false">
  https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#RetailInvestors
</ix:nonNumeric>

    <!-- List of placement forms -->
         
         <!-- <ix:nonNumeric
  name="mica:PlacementFormForOtherToken"
  contextRef="c-duration"
  id="PlacementForm_WithFirmCommitment"
  escape="false">
  https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#WithAFirmCommitmentBasisPlacementForm
</ix:nonNumeric> -->

         <ix:nonNumeric
  name="mica:PlacementFormForOtherToken"
  contextRef="c-duration"
  id="PlacementForm_WithoutFirmCommitment"
  escape="false">
  https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#WithoutAFirmCommitmentBasisPlacementForm
</ix:nonNumeric>

   <!-- <ix:nonNumeric
  name="mica:PlacementFormForOtherToken"
  contextRef="c-duration"
  id="mica_PlacementForm_NotApplicable"
  escape="false">
  https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#NotApplicablePlacementForm
</ix:nonNumeric> -->



         <!-- List of white paper domains -->
         <ix:nonNumeric name="mica:OtherTokenTypeOfWhitePaper" contextRef = "c-duration" id="mica_OtherTokenTypeOfWhitePaperc-02" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#OtherCryptoassetWhitePaper
         </ix:nonNumeric>

         <ix:nonNumeric
  name="mica:EmoneyTokenTypeOfWhitePaper"
  contextRef="c-duration"
  id="EmoneyTokenTypeOfWhitePaper"
  escape="false">
  https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#EmoneyTokenWhitePaper
</ix:nonNumeric>




         <!-- List of submission types -->
         <ix:nonNumeric name="mica:OtherTokenTypeOfSubmission" contextRef = "c-duration" id="mica_NewTypeOfSubmission" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#NewTypeOfSubmission
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:OtherTokenTypeOfSubmission" contextRef = "c-duration" id="mica_ModifyTypeOfSubmission" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#ModifyTypeOfSubmission
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:OtherTokenTypeOfSubmission" contextRef = "c-duration" id="mica_ErrorTypeOfSubmission" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#ErrorTypeOfSubmission
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:OtherTokenTypeOfSubmission" contextRef = "c-duration" id="mica_CorrectionTypeOfSubmission" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#CorrectionTypeOfSubmission
         </ix:nonNumeric>
         
         
         <ix:nonNumeric name="mica:OtherTokenHomeMemberState" contextRef = "c-duration" id="mica_OtherTokenHomeMemberStatec-02" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#MaltaMemberState
         </ix:nonNumeric>
         <ix:nonNumeric name="mica:OtherTokenHostMemberStates" contextRef = "c-duration" id="mica_OtherTokenHostMemberStatesc-02" escape="false">
            https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#AustriaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#BelgiumMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#BulgariaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#CroatiaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#CyprusMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#CzechiaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#DenmarkMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#EstoniaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#FinlandMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#FranceMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#GermanyMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#GreeceMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#HungaryMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#IcelandMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#IrelandMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#ItalyMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#LatviaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#LiechtensteinMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#LithuaniaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#LuxembourgMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#MaltaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#NetherlandsMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#NorwayMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#PolandMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#PortugalMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#RomaniaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#SlovakiaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#SloveniaMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#SpainMemberState https://www.esma.europa.eu/taxonomy/2025-03-31/mica/#SwedenMemberState
         </ix:nonNumeric>

         <ix:nonNumeric name="mica:OfficialCurrencyDeterminingIssuePrice" contextRef = "c-duration" id="mica_OfficialCurrencyDeterminingIssuePricec-02" escape="false">
            http://www.xbrl.org/2003/iso4217#EUR
        </ix:nonNumeric>
         <ix:nonFraction name="mica:EnergyMixPercentage" contextRef = "c-duration" unitRef="pure" decimals="2" id="mica_EnergyMixPercentage" >
           17.204390967
         </ix:nonFraction>
         </ix:hidden>
        <ix:references>
            <link:schemaRef
      xlink:href="https://www.esma.europa.eu/taxonomy/mica/2025-03-31/mica_entry_table_2.xsd"
      xlink:type="simple"/>
      
<!-- <link:schemaRef 
        xlink:type="simple"
        xlink:href="whitepaper-outline.xsd"/> -->

    <!-- Linkbase -->
    <!-- <link:linkbaseRef 
        xlink:type="simple"
        xlink:href="whitepaper-outline-pre.xml"
        xlink:arcrole="http://www.w3.org/1999/xlink/properties/linkbase"
        xlink:role="http://example.com/whitepaper/role/documentOutline"/> -->

        </ix:references>
        
        <ix:resources> 
          

            <xbrli:context id="c-01">
    <xbrli:entity>
        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
             984500B6F8407AE38911
        </xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
        <xbrli:instant>2025-12-31</xbrli:instant>
    </xbrli:period>
</xbrli:context>
<xbrli:context id="c-duration">
    <xbrli:entity>
        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
             984500B6F8407AE38911
        </xbrli:identifier>
    </xbrli:entity>
    <xbrli:period>
        <xbrli:startDate>2025-01-01</xbrli:startDate>
        <xbrli:endDate>2025-12-31</xbrli:endDate>
    </xbrli:period>
</xbrli:context>



                <xbrli:context id="c-02">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                0
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="c-03">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                1
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="c-04">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                2
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="c-05">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                3
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="c-06">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                4
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="c-07">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember
            dimension="mica:LineIdentifierForOfferorsManagementBodyMemberForOtherTokenTypedAxis">

            <mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>
                5
            </mica:lineIdentifierForOfferorsManagementBodyMemberForOtherToken>

        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>

                <xbrli:context id="ctx_02">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                0
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="ctx_03">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                1
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="ctx_04">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                2
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="ctx_05">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                3
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="ctx_06">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                4
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
                <xbrli:context id="ctx_07">
                    <xbrli:entity>
                        <xbrli:identifier scheme="http://standards.iso.org/iso/17442">
                             984500B6F8407AE38911
                        </xbrli:identifier>
                    </xbrli:entity>
                        <xbrli:period>
            <xbrli:startDate>2025-01-01</xbrli:startDate>
            <xbrli:endDate>2025-12-31</xbrli:endDate>
        </xbrli:period>
         <xbrli:scenario>
        <xbrldi:typedMember dimension="mica:LineIdentifierForPersonsInvolvedInImplementationOfOtherTokenTypedAxis">
             <mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
                5
            </mica:lineIdentifierForPersonsInvolvedInImplementationOfOtherToken>
        </xbrldi:typedMember>
    </xbrli:scenario>
                </xbrli:context>
            
            <xbrli:unit id="Day">
                <xbrli:measure>utr:D</xbrli:measure>
            </xbrli:unit>
            <xbrli:unit id="EUR">
  <xbrli:measure>iso4217:EUR</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>
            </xbrli:unit>
            <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>
    </xbrli:unit>
    <xbrli:unit id="m3">
        <xbrli:measure>utr:m3</xbrli:measure>
    </xbrli:unit>
    <xbrli:unit id="t">
        <xbrli:measure>utr:t</xbrli:measure>
    </xbrli:unit>
    <xbrli:unit id="J">
        <xbrli:measure>utr:J</xbrli:measure>
    </xbrli:unit>
    <xbrli:unit id="kWh">
        <xbrli:measure>utr:kWh</xbrli:measure>
    </xbrli:unit>
          </ix:resources>
          
      </ix:header>
  </div>
  

  </body>
  </html>

<!-- This website is like a Rocket, isn't it? Performance optimized by WP Rocket. Learn more: https://wp-rocket.me -->