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<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="en" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.7.5--><head><title>IFC_Annual_report-2025-06-30-0-en.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
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}
/* Fancy CSS END */

  }
  .checked {
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/* Fancy CSS END */
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/*]]>*/</style><style type="text/css">/*<![CDATA[*/#page-container {background-color:#9e9e9e;background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4="); -webkit-transition:left 500ms;transition:left 500ms;}/*]]>*/</style></head><body><div id="sidebar"><div id="outline"><ul><li><a class="l" href="#pf4" >I.LETTER OF THE MANAGEMENT BOARD</a></li><li><a class="l" href="#pf5" >II.MANAGEMENT REPORT</a></li><li><a class="l" href="#pf5" >THE MAIN FIELDS OF ACTIVITY</a></li><li><a class="l" href="#pf5" >GENERAL (MACROECONOMIC) DEVELOPMENT</a></li><li><a class="l" href="#pf5" >FINANCIAL INSTRUMENTS, FINANCIAL RISK MANAGEMENT O</a></li><li><a class="l" href="#pf6" >THE STRUCTURE OF THE SHARE CAPITAL </a></li><li><a class="l" href="#pf6" >INFORMATION OF THE COMPANY AND SHAREHOLDERS</a></li><li><a class="l" href="#pf7" >SHARES OWNED BY MEMBERS OF THE COMPANY’S MANAGEMEN</a><ul><li><a class="l" href="#pf8" >RESOLUTIONS AND RULES FOR AMENDMENT OF THE ARTICLE</a><ul><li><a class="l" href="#pf8" >DESCRIPTION OF SIGNIFICANT EXTERNAL AND INTERNAL F</a></li></ul></li></ul></li><li><a class="l" href="#pf9" >INFORMATION ON AVERAGE EMPLOYMENT </a><ul><li><a class="l" href="#pf9" >OTHER SIGNIFICANT INFORMATION</a></li><li><a class="l" href="#pf9" >EVENTS THAT TOOK PLACE DURING THE FINANCIAL YEAR A</a><ul><li><a class="l" href="#pfc" >The Company&apos;s statement regarding the compliance w</a></li><li><a class="l" href="#pfc" >In 2024/2025 Investment Friends Capital SE was sub</a></li><li><a class="l" href="#pfc" >The Company applied all the corporate governance p</a></li><li><a class="l" href="#pfc" >1.2.  Companies make available their financial res</a></li><li><a class="l" href="#pfc" >1.3.  Companies integrate ESG – (environmental, so</a></li><li><a class="l" href="#pfc" >1.3.1.  environmental factors, including measures </a></li><li><a class="l" href="#pfc" >1.3.2.  social and employee factors, including to </a></li><li><a class="l" href="#pfd" >1.4.1 explain how the decision-making processes of</a></li><li><a class="l" href="#pfd" >1.4.2. present the equal pay index for employees, </a></li><li><a class="l" href="#pfd" >1.5. Companies disclose at least on an annual basi</a></li><li><a class="l" href="#pfd" >MANAGEMENT BOARD, SUPERVISORY BOARD</a></li><li><a class="l" href="#pfd" >2.1. Companies should have in place a diversity po</a></li><li><a class="l" href="#pfd" >Comments of the Company: Crucial personnel decisio</a></li><li><a class="l" href="#pfd" >2.3. At least two members of the Supervisory Board</a></li><li><a class="l" href="#pfd" >Comments of the Company: The decision to elect Mem</a></li><li><a class="l" href="#pfe" >Supervisory Board is independent, and assessment o</a></li><li><a class="l" href="#pfe" >2.11. In addition to its responsibilities laid dow</a></li><li><a class="l" href="#pfe" >2.11.1. information about the members of the Super</a></li><li><a class="l" href="#pfe" >Comments of the Company: In accordance with the ap</a></li><li><a class="l" href="#pfe" >2.11.2. summary of the activity of the Supervisory</a></li><li><a class="l" href="#pfe" >Comments of the Company: As explained in point 2.1</a></li><li><a class="l" href="#pfe" >2.11.3. assessment of the company’s standing on in</a></li><li><a class="l" href="#pfe" >Comments of the Company: As explained in point 2.1</a></li><li><a class="l" href="#pfe" >2.11.4. assessment of the company’s compliance wit</a></li><li><a class="l" href="#pfe" >Comments of the Company: As explained in point 2.1</a></li><li><a class="l" href="#pfe" >2.11.5. assessment of the rationality of expenses </a></li><li><a class="l" href="#pfe" >Comments of the Company: As explained in point 2.1</a></li><li><a class="l" href="#pfe" >2.11.6. information regarding the degree of implem</a></li><li><a class="l" href="#pfe" >Comments of the Company: As explained in point 2.1</a></li><li><a class="l" href="#pff" >INTERNAL SYSTEMS AND FUNCTIONS</a></li><li><a class="l" href="#pff" >3.9. The Supervisory Board monitors the efficiency</a></li><li><a class="l" href="#pff" >Comments of the Company: In accordance with the ap</a></li><li><a class="l" href="#pff" >GENERAL MEETING, SHAREHOLDER RELATIONS</a></li><li><a class="l" href="#pff" >4.1. Companies should enable their shareholders to</a></li><li><a class="l" href="#pff" >Comments of the Company: The Company considers tha</a></li><li><a class="l" href="#pff" >4.3. Companies provide a public real-life broadcas</a></li><li><a class="l" href="#pff" >Comments of the Company: The Company recognizes th</a></li><li><a class="l" href="#pff" >4.6. To help shareholders participating in a Gener</a></li><li><a class="l" href="#pff" >Comments of the Company: As at the date of publica</a></li><li><a class="l" href="#pf10" >Holders of securities that give specific control r</a></li><li><a class="l" href="#pf10" >Investment Friends Capital SE shares do not confer</a></li><li><a class="l" href="#pf11" >Restrictions on voting rights</a></li><li><a class="l" href="#pf11" >Such restrictions do not apply to the Company&apos;s sh</a></li><li><a class="l" href="#pf11" >Restrictions on transferability of ownership of th</a></li><li><a class="l" href="#pf11" >In accordance with the Articles of Association of </a></li><li><a class="l" href="#pf11" >Rules governing the appointment and removal of man</a></li><li><a class="l" href="#pf11" >The listed Company Investment Friends Capital SE i</a></li><li><a class="l" href="#pf11" >Amendments to the Articles of Association</a></li><li><a class="l" href="#pf11" >Amendments to the Articles of Association require </a></li><li><a class="l" href="#pf11" >Proceedings of the General Meetings and its powers</a></li><li><a class="l" href="#pf11" >The General Meetings of the Company are held in ac</a></li><li><a class="l" href="#pf11" >Composition of the Management Board and descriptio</a></li><li><a class="l" href="#pf11" >Management Board:</a></li><li><a class="l" href="#pf11" >Damian Patrowicz</a></li><li><a class="l" href="#pf11" >Supervisory Board:</a></li><li><a class="l" href="#pf11" >Wojciech Hetkowski</a></li><li><a class="l" href="#pf11" >Jacek Koralewski</a></li><li><a class="l" href="#pf12" >Małgorzata Patrowicz</a></li><li><a class="l" href="#pf12" >Martyna Patrowicz</a></li><li><a class="l" href="#pf12" >The main task of the Management Board is to manage</a></li><li><a class="l" href="#pf12" >also include appointing, dismissing and suspending</a></li><li><a class="l" href="#pf12" >Description of the Company’s internal control syst</a></li><li><a class="l" href="#pf12" >The Management Board of the Company is responsible</a></li><li><a class="l" href="#pf12" >In the reporting period, the financial report was </a></li></ul></li></ul></li><li><a class="l" href="#pf18" >NOTES TO THE FINANCIAL STATEMENTS</a><ul><li><a class="l" href="#pf20" >Professional judgment</a></li></ul></li><li><a class="l" href="#pf28" >ASSESSMENT </a></li><li><a class="l" href="#pf30" >No remuneration of Management and Supervisory Boar</a></li><li><a class="l" href="#pf30" >On 8/07/2025 the court registered a reduction in t</a></li></ul></div></div><div id="page-container"><div id="pf1" class="pf w0 h0" ><div class="pc pc1 w0 h0"><img class="bi x0 y0 w1 h1" alt="" 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JpAg4gAQSSVEHY/OxqsWIrJF+NVr37bHxyUo123ds3qZfew/4FJpUWre9Z3NevMqbpll6xcHVesi2vWoGeTRcKghsgcgqgQVQkwUVEgYQRARmM0I2MRqOrBY0w4wbOGk6JvMiCkQQjSoEaYWZWIMWbRsvo2MS0eo943GQqqGufMbLn61U1XXVRqak7WDx5Xa/nwBZe+Qca0BXPOOeecc+6QJJMjsOaE5IQJE7/7e+2zpjQlJvaMR09VaAkaRIMghYpogChEoQkk0RB2X6wzR4zFgzw19SPnXXLVCznOpUsWrVtx8/jwixltG4iRiqY7dpQ//dXtrzlt0l2PjGzvz40JyaIERBVpSNLARHMlLMJijARJMzMjQLNohWIzG+tb0w48nACAFUslgHC0qVdReaK5Ic/zamQtwhAMNUIAUWostr2B41rSt79p3JuuKZdTXbFz/sxz/2bqsdP9hHHOOeecc4c0nBxx27oeeuhhG+47fsoUIH/WGFO/lt49912l/p1i8KIBQSD1inGawEga5NgZs5/f4a1Y9vi6ZTd147YpnSu7x1kWm5Y8lT++pLx4cbJxW+22J4bePl939IsgaQrSlGiSJEkIAM2MFs3UyCJiUMRIikiRKQiQMmZg5POOjI0sYo1Pd4cZAYNQE2lKJZpUcwznyIt1FmGxsiRA33D2lW/23npr+WMf65x/8sLeRa/fsumLLzvnYj9nnHPOOefcoXPEhZMvfelLF83pLEk1NUYp4bms6rDRMXiPT+sxRWQ0yRCkmdUkHH/c8Qd0VMuWLF6/7Kfjk19O6VpzWldSMS5dU170eHXx4squwWDQiHxD39D4tnT2pGRyezlNU9JIY+Mf2U/YqB/Y2E8PD6qAaYkdiWaGSo5aHBNbCTBbvSn/6Ceqv/W2zvfekNT6P3DP7Z+94NLr/ZxxzjnnnHP/LcLJnXf++vvf/cG3PjYtWHjWRl0CFIXdAhOowEjAiGIOI00k1K/DhUIKCTNF3FntPuG51XmvW/vk8sd+MA4/m9q15syupCZcuSosXpI+urja259BBFZGSFtCVkrL9z+x9TevmJLlSVOaEzZa4IKid5jsnTrEikH0sPpSz2HdXEcBQSVMpBQkVdRyDtYQmQARUuQpM4tf+48d69bmn/zY+OPC/7j3zuT8i6/z08Y555xzzh3l4WTTpk3vfMe7X39e24UzSvWhic92vS4olkMoRU/d3ZMWKaxf8ZOg1Id/ACBtyNqe+dfu2tW38P4flYZuPqH70TPbWGPTmieTRU+ExU/Yrr7WKBWyJU3yUpq0p9qcIEiyZGtWjdk7XzlhoDLSGKqCxpIIiw5ZjViwx63dO7rIw1v8Q8FoLQsFSIN0NKcj1ViLZkSxZ04JBLv17uFqJf7Vp8ZP5ceXPD5t3qln+ZnjnHPOOeeO2nAyODj4uuteP6m049M3TKsFhucy4KQeOBo7puoV4KQZJLC+mwsioxmgvtsr0/Z9X62Tjy68e+ea750w7o7ZpWGUk56eZOETpUWLa/0DLTlyYZKUs/a0qaWEciiDOSlmyEUeWbn+La+cNKEtbu7H/n7502834tPhTyZPOzwIwAR5ezkMZxjOIkVAmlqICaR2x8L4t/8UPvHh7p1P/Y/BGf/Z1tbuJ49zzjnnnDsKw8nw8PC1176msmXZtz42qz0dyvGc9lwV6xG6VwQAix5kRYnJmDKUxvqFgdq69wEMDT10z49Llf8zo3X9pImDg8Py8MLWRx7LNm9lbgKUksCOclNzKWkuBVjM86LHVlJUkq/eumugkr/vymMhGM7223V3bAghR6tRjDwS8snoQk9sKUmA9Gf1gzbJAUiMP/nlrjNf1nLlBevv+8UXrrj+037yOOecc865oy2c1Gq1N11/w6onHvq/H5t2TEs/WRZkQHhuV9SNVl0kiqZXAkC4534wGhv3ogosaR791ppVy1cu+ubMtp/NKvchSVc9mS94tH35CqsyhYRUQlc7W8vNzYkmzAwSzWJ9CL00YgYeWNX/joumHNtdpbVWavKMx8vRvsB7ZZUj5z1BMk2kFRiu0VBflxKICf/+n7ede/q0OeP+fcP6906bfryfP84555xz7ugJJyTf8973PnLvvf/nD6fN6E5yCDRTSwl7Tj9epBKyaC8FgMXCST2dSH0nV1GSjqIuRRiaST54760jm/9t5viHzuqyoSxdsKD5/ofZs72NSUwFnWVrb25pbkoCQMIIkxJjpKLe/hcoVmKe3F7pHx5531XTwCokr1Rsn0dJs6dnktEXAUfcKEw2J5JZqOaNfsRiSukbqH7zx4N/9M6WRx7+9rTpn/TzxznnnHPOHT3h5OMf/8TNP/jx135/6qzJGaIKBQzPMZmMufY3UAGDiCAUm71kdACK1BdX6p9oaMuXPfKTK6Z3PYlu3bzTHlyQLnqsMpSVIWlTmnW1lNtam9MUQoIKIAJiRhb9gE0FsfELTWTR2m3Xn3/s1K5aJk1ANvD0lROSRYE5i2knY7dx0cxe9IKTfRKitZTksRobh2Ywgfz0Zzvf9+Z0fPgF4OHEOeecc84dLeFkwYIFX/r7v/vy+6e/YnpAbI4S8cKu0QlII49wTDRAvYWXiiiAE8Y9FFp3rVhbu+fe8orliKES0NyWlru60vaWlkQIkQhCRKzYCSZQtWJAoUi9rEUEIkMj2cZtw79x6fEGUeYCTGnX5XsFkz3TyGgmqY+DPyKTSRFPEmbNqQ7WxmRFyuAIfnVXfN2rn1y+bPHsOaf5KeScc8455w4WfREf+68/99dXn3HMVaeVAaXkQDzw32HYvcxCJQChCiGCEERERicyBoaSaWIqu3q7/vbrg1/7l/LjyxKqjCu3HX9M04ypTd2t5URMVCCqCAKFCoKKarGPq/7fxojHXKRnx/Ap09tmTxsPKCCEvHxOyzFdjYgEmBkZyWgWYSwm1BsjEaMYjQZCVFiiBAHkGYpthEKB0ASgAgHQ0Q8iGBJDEiUxSUyTKGIqRAATQQlSzF2U55r0hBSWAhIBRdn4oiD+ekFNiPWr7vTzxznnnHPOHUQv2spJb2/vrTf97LufmkRLIDkozy8pFc14i+r0eiUIBKNFIYQUoaLY5qVqjE3lJgx0pKHW1VEe397SnKppKiKixf3GlNnL7pgxmk8obKQUDI8MnzWnSzHcCCdUja8/r/nrvxiQqMXCSGOFxMzG3raWkr5mftOJxyBovnk43vaYrdzSCAH7zJGW5Jq3a3rO7JbTpsXJLRibMwiByF5rMGaWWRym7Bjk7YuxZEu+x6LSM7+w9aYCVk4kZo2BkhCBLV4yYBwnI4v9/HHOOeecc0dDOLntttuOn6jzJ447wAqTPdQzB0hSBHsNbWS9WH73YgEJldBkfP0lx977yE5RQDSGVCGqChGOXViQejRhsV1MZMyFPYuy+66utontJbXUBIp6dcaELr3izJabHthFyph8wtH2wcUnb5pfvuTkaiapMjmxu3zWPPveo/ntdwzvd/Kk4PRjSu+/umVCcwymWRCAJhBY8cwbYxO1vlhEAYKyFAgAF55c+qub+petO7BXW4FUoaj3HCied/+Qbd2edTUv9/PHOeecc84dRC/atq5773vgorkTDBkR+Zz3Gu2BEBMlwGK/lNXb9NYzQCTiXsPXRQQIUXHCpPaTj2sTSQMVKIJNsT9qrwUcAcQEViQAJGAYvYMIj+vuHK5kUAoyG/26pWfOTk6eVqbloDWKTswsHx1sAqCzRXJJlAIYJStVstPOeqZljfEt4cOvae9uJqhRJBibcpRyLWXlUlYuZ6WmrNSUlUoRpWilaCWLJYuKPGoeNS8l/J9/0tZYUnquDBK0qLQp8k7Rtcs27ojdzZv9/HHOOeecc0dDOHlk4cPnnBQO2q/bT0352FpzGUWhxDPndUwZl5iqSv1bjfSyb6M/vfs2FBqB0qNPRUgYXbcxtWCYd1xSLJjY7p1dRW+u0d7Bez/CMz/F18xPxiXZ6L4vQRhJmSe1PMn2+AiWqeWh/hHVKNREwgnQDsjzioGqOiYRRjAZ7pemtFqtVv0Ucs4555xzB8uLtq1r+bJl8y5rPRiphGKECsQIaSxyKGV0exR379BCMTmRBBLBBfMn3L6gd3tFKCaoNw4emxWMVjQACxADTQxijYEqFIiAQv2vh/pXb5ALT+uc0h6jpEAkSuPaAOTRAi1yj61d9cOmQAnbvVeMz5xPzppeqqgkzIuKmDirmk1sjXml2Bc3ZvEpmLFcSooGA0ooQNGNPfLNz+80O7DOYAIRWNDRbgXFw2jMIeTQ4GC5XPazyDnnnHPOvYTDya5du/p3bJsyfjxeQMHJmIBSXOybUISUYgz77vTSWC4QqaeUqEXNvCovOGf87Qt6hysptEgKOua3cve/JEjARIpJjvWNWiRoRtM167l2Q8/Zp024dK5lIoqRShYt0hgxZrbJ0y79n1tCEAHQ1a6C3BpbrITha1+p3HdXVVgPJwStXh8D1g+4fvwEcoggAaoH+tpK4yVufEUgJiGSTaVyyU8h55xzzjl3sLw427rWrl03fUJLKrWD9QvrG6XqF+WNULLnOHbZvTUrqKZAoKTtafnC+ZNaSvnTe+yO/dnR/5oZrP7FYiUEJhLzHFk1k2/cumlxT66ExGTj5sxMi0oYa4yHf95CCNAqoWNbJwuhUjHJTXIiN4mQCMkpuSHP1YqPTC1XU8kEFXle+7rG/FCxvBNbWmGx3Nra5qeQc84555x7aYeTzZt7pnanJgen5oRCwCRGYSQsSk5GtajRxCwgD8gAY70Zl4oGiEJUICbsatEL5k9tKuUCAU1IUY5u3xpNJrvrRpgTmbFGZEQWmUUacjPAYrzx/u1KqSJbuGwQMdc8ki90dYhknudqQWkyZu8ZKWTCxrqGNG4VOUhJJZUoPshixeUFZSQBTQ2ix3SWd9Ran1/Ucc4555xz7ggKJ9u3b5/QkR6cPV1jruH3vk0UKWNsty5VpQZqipBSE2oqkozrihecM7UshKVRo40Z6j56u7gQ554LMmOnvFueD1RjlkeT2Nuf7hgYOVJHvx94IuGYHWiUVG3ypGTn8Ew/f5xzzjnn3EH04tScDAwMdLUc5FxEEmYQE7JRKkEwkoCEomhEFAQgCeqz0iMgAJVt4zvwirOPuWvB1pxBEM2M0Hpv4t1hhDRrfJCWR2Ms9m5ZtnNEVmzsu+7cLpIPLtmWI1HkY2dDHuTnC1GYknGPBShyz6gmZGCsaUIw1HsrH1gyaXQRkMbPhhOmt5ZK2eDIlIEta/0UckfQ/5w1tTR3HuOvg3POOefh5MCMDI90lBVMXuAuo8Z1+Og4eBOaxCgaKLFopwVAqDCKQkiKNqpP6s1/CS0mnUw9puMV83nvg1uiBdZ/mxZrJWYGoJhYklNyC4iWM9W8ksbKtiEu7qmu3LbrwjkT33ZR17otccETI3qQ14X2pqtKv32mfODM5sB8TI6QvWpnooVqJV+8qfLVX1X7RwRiB7RgRZAisV5UXwSUePqpCcEHv/WV9f/xj34KOeeccwdq5iVv8RfB7WXyvPNOve5D/jq8OOEkxlhqyg9ZvUK9X3CxmlLM6Bi7KauY9Y569yqICIs5HrTjpram502//f7VyFvIrCgX4Z77uILVQOwYyTdu3fVUX3XDrkrMeO6czt+/4bSrT7NtQ+H7t62NsVlkmDiEJRmkNRtMGrUko2FirwyjWVMrz55Zap7Y+tlvb4vVA46DJC2Olt+EIDjvnATW9Nrf+1JHuxfEu//WqgM7Ny+5z18H59yRb9Ud3/MX4cjn4eRFCyd5ngc5FAsLBA2w+tyS0UwilGJRRQQwUCAQgMWGKFGRIsCYMJkySS+/4KRf3bM+yzQwxqKFcPHLIipVu2/NrjUbB/uHBubMmHDl/K6Xz+04fUZXZ1PFTBc9Wb3lntU7h1PRCizgUC6emOaZJFE0sWd6FLVEqUT5zPm7XrGm7d47+w8onAiZMVhjygmEHW3JWac2rd914rnXv8/PH+f8/5A4514SXvWJf/cXwXk42f8Vs2rQQ/DQJGD1rmcLVRIAACAASURBVFVjq9jrix8GE0ikFDPhg9QHn9c/B5SSi4Wp3U1XXjTttnvW946YGkkNsWrA4z39P3tk0/Rx4Q9umHblqfMmtJqFbPsuXbl22/qe+OTGwb5BRJaEBqjg0JbDBwRL8tRCTOMzxjWQZZnYlx5bGhyocHfpyHMLJ4IsLzZ0Fa0A5JILOjsEq/SVfvI455xzzrmjJJxYjIf0IUar2Efb3ZIUAdm4Ppfd3x29j4hQJVoY31m67vLjbr57zfYdxf30vpV9ty9a+74rZ3zsuglNIVOrLdtYufOx2tbeWoRE1mCRSERq5OF4VXUGBidKpSpKxf4DByEiI/2V5O5v2+KFVRORAwxNMe5emVGJ1766K0uGjp99rZ88zjnnnHPuaAgnSQjFcsbBrskwEmQOUiiiVCQwUa2POTfmoJC5qFGiEUFSiFIUGO1MJUAUainRK8497vs/W5VZsr0/3rFow5/95mnvOb8lRyKRv3p85JGllRijCsVELYkMUSItHJ7XMIb8G1/V++/ZFcdsHttjGOXuL+7+lkIOIJpQq6YZcoKGRJRnzW2dMzNu2PGycy4+zU8e55xzzjl3cL04c0529vXZIdvzRBDFfBLb3QcYY4rTR1v7kjmRA3uNb69Xyyu0M5W3XnWyprht8daXzxv/nou6RZoR7LGN+SMrY2PevBbjU+qbw46muYSCPM8bqYYhyjtuaFeGStdv+pnjnHPOOecOuhdn5eSHP/zh+1/WDGn0lhJIkSle6FKKgEW/YIJGmpEiRb2EQbTohUuzoqGXqMAMapBikEc9X5AKiAlFpLWU/fbVU0+d3dlCWgimyLLk4cerqcS8EXUoxa87qpKJAEbWRvt0Qc+Y1/6Ks2XDwLHnX/MGP3Occ84559zREE4WLFiwbtXyy98zuzEGEQJSCCEsSHGh//yup63YvUWAQoqRMAZTgmL17MMoMGEQUcIosWjdRUkb/YWVSrCoj1eYQuwVJ7aQFM3UasuerI3U1CSIWNGUmAJo8Zmo6uhA+pe6SmbWKKAvp/oHHywjttj4T4YQ/MxxzjnnnHNHQzj59re/ffmpnR3NuUKsXgwCCmMakipe+GV9ow6eQoNlFFBLxf4ujPbvIgEaMwVo0OIoJEVRfLLnIRQ18wAHB7lkLR5/aghCiDa2dWGvQPVC8tWRIzMdjsXERgHwjhu6Zs0oLd5xyeWXX+GnjXPOOeecOxRehJqTG39606vO7lJTjj66QCCpYVMliwjUFzgehGAstnWBlJiROZiDeTALBjEIDawJi3tGYzRGwgzGor5cREUbu8wUUFDSUtPjy3YNj4iASjMEIgGC7Alj2n+95AhUCaEMZsVWNwVbZk5v/c0bWgazznnn/4mfM84555xz7igJJ0uXLtu2YcMr5zZR83y0yW/x/5yPtnlH+ZaFI+QLPqrGQHcAAkjMEDNYZpbRirGKBCmWi+WofzeHZbAMlteL6utjHHe/VmkSj53cJCAgWiyniIiqPM1L9w0hoElSMY1WrDWFpGyf+mh3U8K18SNTpk7zc8Y555xzzh0l4eS/fvnL+TNbukogSqmN7YELEmdPi3215gdXi0AgJi/k8GjF4EWStByWI+a0zJgZ86KTlyDCIi1nzOoBJma03KKB9WwCURYrISJB7KTp7QAbqyNFk65GFBGBCHCg+WTsPflc7zj6lYOdgwSMxHBmxbOMig+9vfWUk9IlOy+65Krf8hPGOeecc84dPeHkzrvuOXdem5Dg2GgioIJqkBvOxrKedP32SFHI8xrUyNGNW8VurowUmIllYGaWGWtgTlo0ibSI3KyGmNGqjBlirrHGGEFCJEowDSYQiZBk+rRSS6pAKhLGjm5UVYiaqOlzfkmpALF7mYgAn/EvwrHpRWkETezg/oEMGKlWSaGoKC+a3/nW143bUZ0w78K/Pqq6JDvnnHPOOQ8nDz344DkzS/u9+hZtT6uXnaK3PBwy2AsctV6fSEgCRkZaLjGD1VdIxHKxTJkrc2WEZcwzxBosN+ZEjJajPjM+oQSKAiEJ+cwT2gQKcHQTl+65swt4jgNPEgC7A1i97H6/xMqAjuaTolHYQTeUITNAoimPm9j5qT9oNeTD4z83adIUP1ucc84559zRE0527ty5rWfTKdPK+7uqFjIXOX5cdfbs9KaHYpAc8jxnnxQ1J2aRNDIDIhBpUSxHsbnLMjIjc5rRIi2DZWRuVoNFY1bLLBIUqAg0UFOiFFA6dWa7aqRyNITUc8hoGlGhPPsg9jWbRwSBjMGgDNoeRmqZ2n7z2PIeU4FIDFRTaFcS8/AsO8Ges6KNcs0wkgkZFOhqTj/zp13drVw6/IfzX36xnyrOOeecc+6oCicrV648/phSS5B6R6x9XCNnSSzlapqlq3uaNg0jNeHzXx9gUXbS+NfIepFJUftOK5KJkdEso9WKohSJEZYNVarUKFAp9lOJIlCg3a16/LGtYDJ2kaQIKPU+xSIshp88o1sWZ1++M9uubfkJrdkpurE7v/mnab7/CSL//639mzqDnJTarGrpnJGdKVeu2CWWHqQ/jhjCUM0oZoFJkL/4+LiTpuqibTdc8Zrf8fPEOeecc84dBod1zsmmTT0zjmlOUclQ3s+lezCNqzZ3bK41zTyufNOCHR+4xCgUPM+pf415IwSKWY+5gDCt128QEIoGK+pGSBqEJlAR6xvIuzpKwpqJ1kMIKRBacsbctqfWD9YaayYsxqfI7rUUNGron+HYAqsLVjffu3ZbOeZmGlEW5KaZ2r4TY7WGT/6vwdPnh652VirlxQ9Wdg7KwQqXBo5ULVIJSRg+/rtTzj9Nl/We9crrPusniXPOOeecOwrDyY7t2yZ0WiZltf3sRjJs6W9Ztr051XKQWg3tS7b2z5qUPFsbK+HuGCACwIrB8/UdYcJISYhIE5UMSEFCDBqInBChgoQUo+EZtSYWNu6snji5CWrg6D60hAEmmNqdzj65Y8mKPkXIxUwQ62MZOWbOiZgGM7IxZH0vuSRqWZKFiFQQhZlAQkz2t6xkYrVq9vDdSoAYARViFHmBG7sEYtDhap7FAIlQ/ch7uq+6xJ7aNeu0y75aLpf9JHHOOeecc4fH4dvWtWHd2lWP/XNHi6Fe4bAPlbz84JbuIK2piobkuKntv1zcAjxbQyoREW18SDF9RKS+GwsEYGReqUQCNKPlFjNaJpaDsSiOh+W0nMzBCOawONI/tKkvCrQ+Nn53y2BVysWnj5s2qRQTMEBUR2vZx3QWBp6tIoRS3CUWKzt8xp8QGiiGYjFICYL73yD3nBl0pJZnuZjmgL7/rRPefK32DJ4w47xvjhs3zs8Q55xzzjl3tIWTvp07Nz/67lBZ11ZqKnrg7nHZXdRpQBf2HBPRBg2qGkKSoHnixPY7lgUt7rTXLikR1DtlaWOZRNBIJ3vECRhgQ0P1rr2EiRAwWC4WxSIsV0YgEhGIyqjMp40v3b9kA0yI+lYtVQEQwChlpPlV5x9zTCcCQ1AN2ohGe7bqeuaeXfXKFDGKUfZzbyEgAqUont7Pq3jSUIhQSKFABarkPiIchI2/eBHdKBjJrJIzigjwpqs63/vG5t7BYyec8Y2Jkyb76eGcc8455462cJJl2WO3/d6M1p7+kTyk9vQHVZCar+/v2FFrDwoNQZI0aCkE6WxtW72ttbeSJMz4tA5YFDVRimL0A1q0/aWG0XsrNacOV1XMihgkBjEYCaMQxUxGEDTCaBaNNm1iefmTfUIKc7EojMYaQAIiuUKbSnrNeZOaSgaIalDZI1w8azdhQSSESNSSYGkwVUbu4y+iFDPNE0aKRUn3egkAmNQAKqFEHvJaALF3oXwwmuaKvP5zTMikWrVaFoUKia86v/PD7+3YOtJdnvvv0487wc8N55xzzjl3FIaTO278sznddz++If/lHbrPbUtRhLXW5X0TtViECAlCQBKQhBCSGcdO+uUTIaIM7DGTcXS2yB5DRvYVCSLS5RuyqceMuaQnyWI/VWbMACNyY9ZYPAGAzqamHf15LjHY6LyURtMvFtPjdVx7cvFZ3aI5ZI9ZJ2Mjyn7DCTWXkKCCUEvKI0xiVJFGeBiTYXIibc7L1KCwwNqe3yVBtaY0D4RApJSXmmNO3ftx8yCppRpHq4w0q9b6GahJEH3tZZP++GPdI7WO9tnfOvGkWX5iOOecc865w++QF8Tff9dNp4/7Xs+u5G++hCc3982dOt1EA42AQCiRCIrair6pNbaqxvruLREVAiqIChvXPfmRzRtfNgWm9coMiFKCiKoqhcJiX1OOGCItSCANIgQh0WC7BjQNYY+p9CSNEJNiDKIWfbdiEXoIitVCKQVMEMli55gBBE2KdAMCOmda6+oNvcs2FN25dEyFzH6CiVAsCDJDesK4/Pr5E2dPs1TMoGu2DP/osbB07YiCJmx0I9bE5H3XhnOPG3fLY5Wv/XqovcTY2LVFoVgyczL+8LqOkiJYMoihkeHuR9cMfv/BOFJTZV6ErWPby3/zG8f86z27fvJgf3MifVn+x9dPv3BGrKFZkDeXK3i80hJZWXrd2hh/NTh//g2fPOOMM8Ye+C++8rE5wz9dOHjGiW/49Omnn7bX01ry2MNNv3rLT7ee/+aPfG7q1Kl+ajnnnHPOuQN1aFdOeno2tg99emg4/crX4wNPbn/zKyddPqs5FxYbtCgm0ITszTvWjozTANUQklRCGkISNBQfGlAul3aMTHhqZ0tiFESqiCokiCaEAgkRIOgf1t/9l/VDw0kxOFGEEBDywFI748RgT1+UoMAIGi3CTGhiUWLOmJllRNbe3oQYDRloje7DlHo+ETEKY9D8grMmtSQRmhRF+QCeYUuXWGpazZGeebz8ybVtE7oHv/yLnZ/4z+pf3zK8tT/80RW6diBG2d2EKyKZ1JGfM715uJZdNkd7K1mRuhrlJxSwtSnpKlVuXWyf+3nfP9+hj24YuPaMpj9/w4QRxrxxHEnCJq3AsKuKwUo2kmU3Luz/wm2DN67YefPyof6qbB2Qz/4q/PvSad9aNu3exVuXL18+9rC3bdkyb/CWvFo9s/zg5/78z57+vGrV4bY4svrBX6xcucrPK+ecc8459zwcwpWTGOOq+/5w5rjtX/y6Ln8qDg/VfveKabUkli03NLoDM82SoRVbT4a0quahvlcLIlCANIWCKtCWcvvGPp3YNtia7iiuy3cXnQMSLGZNH/+3FTsHtK1dYPVreyPyLBnIh9rLKS3da2NYgTQKjVFiY94iBSTVqtUKmZkZRFT2/VoRpe6W/jkntj20YkTE9rWta6/qfyNkYrP81iVtm0ayN//D0IS20pSm2tbANZvSB1bHkeFMOkpoRKkE8RVzmy3is7fUPnN9cvHJpSUb2aTcqzY+ieWFa2sPral2luyRVVKrZm96WXbKtNal60ZKOvZZy3CWJ2DJ0jV9lfd/aMK8k/KVfedka7bmO9bbtMv+4n9/ZZ9Pc9Ht351tI5++Mfvc9S0du+7evHnz5MleMe+cc8455w6mQ7hycuet35g57sH7Hs4fW2rrtmcXntp+bBc0qjEU7XAJTTCydWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjqU7u1b0Tnly+zErtkxc0TNuKCuJpjGkkU2fv3nj7YsG/ujNx6Y0AhSBqIjctaT/8tnlosIE+4kXEomcoBKgmAnAHGY7dgyZZZJHWG6MZCx2djXiR1F/bxFNc6eXRaIElaAiofjWPh/NBMHC+XPRBfvCL4bby5jYwqgUI1B7fEOcO6kkzMDQuD8vPkl/vpy3LR+MFV51dtuu4RFhaa/SeWoth4kxCgPyx9YM1UKYPUV3VWIjFFElNwWZEOG4E5v/92cmzpmpj29/7fxX/0fFWqPEp7ccGNXW89N7V1W2d718EOOuPy258cYb/eRxzjnnnHMvjXDSs2nD9PSfshq/c0sJyi19A69/ebvsGQ+EzBFW9k+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kx27qx2DMbyAEvLN7du7E0qtfK/3Nnz9Z9v+4v3zLrw+LwWBEV7YtCqGDJJkuf0NM1yMjPLEDNYDqtu3jFci0TM6h9jw0Cj6kNgRJg4oa2lbHuMh98PoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7fxpMS01WaiG/Uw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77Vz7bNWFismTHOy+9/svNLS2C7BmOYfnjjx2XP/mjRfGt73zHuo5Lz5yW3n/HLX7yOOecc865l0Y4eeLez3Ykfd/7ZdLfK8PDqswvnlPKNey+hBYKdHveurPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJP1/a3v/tvl/3bz5m98dPbbX16uaUtqhFIQKPkPFlQvP6X1OR6zgKSBJhaNI1lkZLp9Zz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhYPJf9PorkkGxyq6wdzBVRAvd7R6GArzxZ+qrlh5aOTG7Se1bmKXDRqUmsSBTbK+mpIFdQyu1Jds38NGN66xPV1pIaMFyLQyMEhKKve3Xpr/5ofCgly6ufuPz6T6sqAKL0DK/M+gd+WIsjd6/R1133mu6XXa/MWrc8PDAw4OePc84555w70sPJE4sfmjfhZz1bS3fcLpC8f2To1BM6OlMZraOAmECg2dpd4wIUmkgxS1EDNEBUVEQT0SAaoMVmKVWEQGlUpdCEABW13qHsH//gjIvmqQlBA8SUabR1vdLcVG1Pn3NdDSEG0MCosfTImuHmtGXdxpyMjDVaDXmVMSsmnRRLIBSYqIKAju8qAfqMo00AoFi+KAWt1ljSku3n/pRIhia1+Se037wiRxNEkiXrKtsrTW85vXlr1XTPv52h6dozyr93edsHL23523dMnDeh+Qu32aa+SksaB0eygYxRc1IBnjGrvTe29rZ//dKr3rPHk9+PGOOx22++Y7mef+kV7e3tp599/gadfsms6o9//BM/f5xzzjnn3JEeTrYv+wdh8t0ba1WtRnCokp9zQhBQ2Xg4IaBP9k3aMDw+IKcEAMWCQ2Nvl4QQilsaVFRQDH7fXW6++3Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUjmggxcmUfi9h/tW9FTOnSPrdgwzrzLWmNeKzV1mNSLTYLsPQkREJrQGVVEkzzZ+kWCaZdbdUqSaZ/rrnHp8U1vT8N2L+k9sKyWlqiby6NrKSROtuzNpNBpu3JXZcZ2YPr5pQrP817L+t32j77v39s7u4JaqjkQKeUxns1Kg1ouT2+b86GXnvPI5viCP3Hd7d9j8iyWVN77htSPDw9VKZUfXq+afKLf+6Ht+/jjnnHPOuYPo4HfrWrbksTnj7129ubLg0XJoBpCPVOPMya1jlwiUMsTkid7JFspF8BhtwFXkEy16ASuEFAOLPCNGSLGvSgBQDIFA38BgubmkqLLewEpTiz9ZMnDp3M6SRQtBeEDpJK9UcOnMzvFd+R1P8OE1/RJbc0QRUyMRBaloSklEEhEFpZjb2N6qpHJMYtl34KAQtmkgmTU5drSqwIrnXoxQBASEohYhgJ07p7lktb//jQlJfdEpSawygubzTh6+f0meJqqo176Y8it3Ve5aMticpgixRcvHtaG3Wk4sjxKuuqTrI7/RxTV9jDxu7rsPaAB8/2M/MujfvqlVNv5p/z99KpDzwCBN7Tvv7enZPGWK9+xyzjnnnHNHajhZ98S/jjum9vOfJVErKduNeSQndyUEKPURigJZtaNjGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiK7buyaLGjvSzMKPVewL0Vrl9XuerVZUaIyQEdPyktJbSUojCfMq51U+9QrrXUaHmZRXUGAIIQKhRJsfpEsq05EdGEWcQz1cRHzWnNj68fmTWxdP2ZzXesZpvmAAJyIhFDFCOVgs5yPH1auHV1+h8LdrWFqjEAENE/vrZ81dyWmx/qm9Kho7FLQDNpS7StLIZ0eLgyEmFaTRP94G9OePNrJB/OwITIsJ9K+n0aGhw8YfjW+9fEHyzvOva44wGFRlr69pNWXfOy+P3vff+jH/uIn0XOOeecc+6gOMjbugYG+k8e96utg6W7HhoylKEVCBLVtrII2FjZwGAsr+ybmBobF/GN/zQSSlGlXcQY0cY8k6IRFmR0/iAFK9fuOOHYSSVmHA0D1H//9c53XDReyRf0ZNicaj55/IQn1gchI3OxDDGTmCHmiBmZGTMysgBdtGZrNibv7TOfKEuQ/J7l1l9N339ZOGVi/T4Rpc5m/O6rWpMkREmDyfyTWppk5Dv3Zeu35dv7Sjv6ZUe/9PbFe58aPnVyuaUkwkjs/RB5lL6h2iDNkEyf1PTFv5z6tqvL63fNfSr5m1xzxYFFtYfu/GmLjvzrA9kbf+8zn//mzz7/zZs//42ff+GbN+6YesPZ07O7b/q+n0LOOeecc+5gOcgrJwsX3DI7DN18f1aJoZxEWFoSlJKgxloIzXleDUgtWd7bnMfWUpm7E4gEUEd3Q1m9BAWgwVSiiSrMgFCEHIUoGJjftWz7hbPLuSQJqiYKS+9ePThvWltHc7TntkJACSmzkZCWLCPHprUokkzuThY9hbnHisKiRQWJYhAKQ15i0VQMSqKzVT/02hk9vf3L1w6bjCmw2evhECHcVeOXbxv+6GUtf/b6yqadyaa+tJSEeZPRV80fWDdyxrSyxPTi2dm2WuuvV208e2qLIIIGwKAPLR15w2nlV5/a9IsVtW4mNckCAZYg1aHcRmIUakR47WVNH353d0trtmj7la+46gubN22QxQlZ2+dRBYqhCU87Zq66uX+4vHBD7f9ee83Yr3fPu4J3f/OkZPnSpUvnzp1bxK4o4d3nN1Xv+vMFD7ZTIoGnuq6+4V0fSNPUzzTnnHPOOfesDvLKSdx5GyXec09WzxiqAyPDPb39kaFs1aqmqaGal1bsPCamI8LRlruNopMxZSeNrwiKDsON79b/KyIMG/pqi1f0Xn3uOEEe8f/Yu+9wu67qXPjvmHOttdvp0lHvsi1LLnLFci+xTa8JhEACIUBwckNI4PpLPlJuQjr3pocA+b4kJDfhci8lDjUYMAYbA+6W1SVLllWOpNPLbmutOcb9Y+0jHRlhmrEc/P4eP3q2tvbZe5+1lo726zHHHPF0PblnF267Z/Lm9ZIjVsm+u0OQZ87tOpDBTo5qgjxEKi6Peh54LEaIAZiZaRDNRPNiHIpprpoBeSlKLzvHv/KqnhdvGihrZBIwZxzKt9o7ZO/+xMy/3uP2jcW+FBpZ+td3tl/0VxNLekuxaeQb4zPx/7xjpqecREWjSifb6P5R+/J29UlpdCYAuTOZnMLd+9P9Y2k7RKLS2x/90a3zf/0Xu6Xst878+g0//re1rq6evv5H6ufsHspP+WbG+i/9yt6pb13x1Uyzv/na9E0vfnmpdNI8lvMvvfJRvaKWyL/8y78U9yxYsuLexgUPHpzYumfrI1u+sfWRh7dtfuTPfu+/7d69m3/NiIiIiOi7IU/9Afp7SyYhPP7Fi5rNiZ/9lWap7JOkJLG7b8exV1/S9buv7TMB4KKAB0cXPjo6vxyVo9jiKI6iWJzzzkci3ov33ntXTGEXKDQTDbDQCQMWoJnAHMwj/6OPPqLa/Oi71qp4dWHXUGlovPLxL2/7y7csCtIqZXn4Lt62iSSWfXU7FgxWzpyfB4HAAAfo13dEOya6YggkWdo/c/GarDdqKyA+dt4LSuYSeG8iTpxYMeZdnOaf+trRe7fnWd7MsqCqqmpmamZmaihuBMCZmklmrt2yVM1H1hVHzgwIuRPLXSszl2hFkTstWt/FEMRDtZm5yGviEKAzqZ9OgwatmLvi2to73lju7432T57Tt+73160//0TSaDb37du3cuXKWu0Us1927drd3983ODg49848z3ft2rVkyZK+vr4nPV5Vd+zYOTDQv2jRouMPPnTo0PELyyCArVy5kn/NiIiIiOg7JxORp3NZ15bN9y+Jp+95MCgMMBO3bf/EWQv8u189CFMxqAuplPcM15wUuwl7BRTmgdmKiMxJTQK4IiQInMAZHBAEAlFv6e1bxh/YdfQj774wiAAm6hBcYumlGxbfs7Nx9VntIEmxFOqpOWjmZO2i0le31dfOS7yYAg7pWKv0+KhzziBOJB+aqt3+aH7paqzob4maIYJTWK5qcM4gReiAWZDs+osHt+19YjwX4NvmI2cC8zCLYXG5Ez2AYDAAXmGitQQKC85mN+WCAmIKQTVSc9IOOtPUFO1IsLC/9xfeFl1/cV9DdMvkz13zoncmyUmjFSuVyoYNG77d+znrrDO/9c4oir7dlzjnNmxY/6QHM4oQERER0fft6VzWNXzwXoPbslUFpvCPH51sN2be+8bFFd9ZSuTN7ZuozgRfDAPBSXNLTuzAawYRsdlP68UGWZ3x8cW4E7M9I/n/96kHf+XlazaugsDPBhoz8asHKzsPI2gF+K4qQmJQSH+ftdvZXdvS1MoCbYbKPTtCahVBbp0n1xn1X93Te+++gdQM0jTLDbkgd5aL5qK501w0l4Bakl1xQRckBxzEfhhnLhNMNcPETJ6aRBL9+M0L3//X3ddc3Ld7ZmVj4f+58RW//qRkQkRERET0LPe0NsS392l32L/fAfnklAyNTf/pG1adtTBSGJwCcGa7j1UNdmIz4NlcghM7cNmJuFLcI/BF/UNcMd9kuhn++MP3XbG+55YXLoAFIJgUBRZV8YJ85eIFDzw2dMlahQgselL5wsGs6OIotgUWc4BzYcFAvGcoHqtPrFhQPTiajtUrzmVmnRb8AOfVm4Rdx0rTjfLlZ7mucirBxHL1MUSdQWFmJnAAnnd2312bx8dGiw21noZ8YuJhKjCDNXNrtrKWxSLJhjPd239u4Vlrm+083ly/5boX/hc2oBMRERHRcz2cVNzjwfy+c4zVIQAAIABJREFUQxOTqT94bOrWly9+5SVe1YrsYcCu8d5D9XIS+SIWzF3CNed3KPblBY7PFAEMs9MXLdX4zz729RUL47/9+TMEGQwqzlswjdPMCVQEiUc7zDs21ZrfWxdJRf3Jn/IBSZ16LUaUwMMAaLkUw2x0Kp6YgkWRuACIwBXZwqAGKb74wEz/0QdbZy9x65bl/VHsxIJogIgYYIZgQOyzGy4e/Pjth525gPA0nCrLFK6lWk/RzmFI1iySN/xk97WbypmELaOvO2fTL960dDmvaSIiIiJiOEFPaWhmxiYadmh05jXX9P/CjZUMiUcuZpmFncPzvvlYF0oq8LN7T8mcwfCAyGzZpIgucwoOAoMIVIAPfvLBer3x4d84u1SKBBkAg5nJY8NJoxWJKOAElrto69Hu/ilZO5h3levOvJjLnYipV3c02JZddt1sM4VIplobH5+AlCAWXBBAOmve7Pg+WcezTaRZpu7RA9Vt+3XJwmzdIiyZL04gBgdVRJBg5p+3tvrlAT86qt9nNJkNbWaAuFbQmVZoBxGN5/W1f/rV8198XeIT7Bx73soLf/emG87g1UxEREREDCcdtWh8ZDw7NJk+b03l3a/pRSg7nwIikB0j7kubq3FVEhVFiMyf+KRvTkzEOv0vZiazN4sqBGC5M2cKy2+767FvbNv34V+7oLdiOXIxBeDgzLQdLHMmhmIivJgJbKyejNZtQXnRYN94dzk1y/eP4CvbGtsPh7ff1AV4oEgUtvtYOtpwZgEQMXFwYs4gQFERcWJOT+zn6wxqMHWy96jsHUIi2UBf1lNKmtp+8UbARAVO9NoLBj76pWNFH/v3eDg7e3OZaDDUm6GVSRCLE3v5zbXXv3xZT/f4UHPxlHvnta96Da9jIiIiImI4OUmm3X/4wbEFXeFP37KkZlHu80hV4VX08EhPLlkEACe1Q5xyhjpmO09sljc4k7u3Hvtfdz78Jz97xsVLihrLbFSwzGs82N2aanSFOc30gMJgVh6qp4fq1War+68/u6PdSv/wdUt/4YUNs7iTOwx7R5IHdraAaHbQh538ZooiTmd9WlGpOf4+oc7U6pDpYy5k+Y5D0xetKi3pTuDbBr/xrPn/cffQZPN7TSbFHs9IzdebeSvLAmClysuujV73ip4FAzKSR1tav3vVj/3Mk8aPEBERERExnADABz6e3PHN+od/5YzFXarInakhMgeDO3jUgmtDyzjVWJVOA4oV+23N9qiYiXViglNkFu3YffDWV65+9cXV1Dtn8JYXpQUgSEhqpUye1HduzgBAnTm16EN37JLQ+sity1b0Ogs93gxiqnhgn24/qJkmQDY7+KV4WhVzUAcPK0KLutmlZnI8nBjMYC44VW9orRis/euXx/7rKwbExETKUXruuvl3PzIG+w5t8VaMm4QV1ZJcbaYdprKWii+58vVXl9/0yuqShVHDKg9PvOLS6391Q38/L18iIiIiYjg5hU9/5tPv/+f73/szay5alufiRQXwEHUIYzPJ0WlEVRG1b/O5vNP63imYzH7uL9rPi/b4CPrWl182PPzAvpFs9WCkoii6U8yAOESTM40eg5s749ygxRM7xRc2H9p3cPxf371qTVclkzqAIMiy5Gu78qOjEcx50wB3ogdfipc1MRGImQlUis3CYAqBmaJTojGYihnMzMcubN43MzbV19dTAgIMl2zouufBSZXv0HjiOu/ctSD1ljbSXBHFwLWX9b32x6M1S30L0cOjLzv/il+5eckyXrhERERExHByajt37nzjT7/x564dfMWlxWDB46uYVOEfPeRzWKQuSKoa2YnduE6OKDYbUiCqCkCLD/woxqkjAClWu8pBIADH125BTBsWDY12zX2quS/x6JHmp+89+HuvW3z+wpBrKuaDy5tp5Rs78tHpqiH7DjWNzsiV2VcUmfsC9i1WDvR86K7xd754XrEb2Mp5lVVL3b7D3yGcGJAFmW6HNM2CIHLuuk21H39FsmaZM0seGbv5rIt+9fnXr+UlS0REREQMJ0/lnnvuufLsnne+qmYScogrdv2FBCTe0of2pgIRM5iImcPc3YJP9Sm9s7IrL9Z5OTWYQILBFs3rmWgtT/NW7IKDBUCDZrmbaSEP3hCAzna/gBfLYG54sv7/377n1VcMvOayiqmDBDGXp6Vv7gwT9apY/u0CiXSGlhjURAALBhURmHPm1IBirokqTMRONLyX43Dvtnrj5oFaBBMF3KaNA/sOHXtSBBKoiigcYFnI6y1rZbmFUlz2z7+m/MqX1lYs8Grl7aNXLj/vl2+64VxerERERETEcPKdvelNb1o5v9R84gMVHBOz3Bdrs2x62j6/VUcnXFI9njtM9RSruzpRRToLqtTMuU7VpDMssbPISrPcT+ZdTsxBMzUz05BD1dAZqqgmQSKxHHB7j8x88Pa9F5/p3vMTPSYQU5hA9Rv7kulGMtvr3tnO+FT5ZHbCymyesNnVXlDtdMhYJ2tp8WZUXXADXf6TDzZevanmzQNy3tr5/14amm6feInjXfvtLK238lYeBR/6q8lLnl99yfOr87s1SLJt9MolG375hhvO52VKRERERAwn34MbXvq6ZuMVj33iBf3No42s8vBjrbu3pduH2t4qA7UQm6qqFslkzgf5IgAcH7RY7ImlZg5QKMw6O3Z12lLUoMWkdLEAqJvdOEthNvskBos0zOS47euHvvzo/p+4rP93X7nAYo2DKrzBbR6KJqcTe8rBiLON7gYoOiNMZlv5zcwUJxaPmRm0k44MhtSF+eXSl+479qpN6500DVHVp2tX9T2yc7KoAQGiium2zLTSzIKYX9SvL7h5/ktvKvdVGnWpbB67ZvXG/3LD9et5gRIRERERw8n3o1KtDlVvWLD4Q5/4362Pf3GyFHfFiZdIp1pWq2lRXTALpjksguYwgQpMRAE4c4LOfJIibgSomQYxBRSigNrxLhSBwIphI1aEFpiYODOzfPdQ/e/+Y5cg/Plblr5oQ82gCMjFe2SHJ7ufGPUmc/piMHf34ZMCCiyoE9fpg4eduF/NiqrLnBVq2qmiwMRZemzMDhyrrx30uYNTv3ZJsnmnKVwrD/V22kzzoIkP0Xnryi+6uXb15VKGnzF5YPKW8y57Awe9ExERERHDyQ/qjAte337iwy96QfTZr4xnSGOtCiQPOtXSpAwUBZPOIqgTt2fXbZkdX8SFopcDDscfoGZaDEy0IlmIHN/k63jKyC363ANDH717943nd//ea5cO1LwhFHMZHWwyK28dMkUJSI+Pov/2rFgqZnMfJrN7HnceMRuXAJtTFwKwrLfy2Ycn33FjX6xwGnV1xVOtMNXWdlBRXysnV11RufkmnL2s6iQ/li7a0XrJhVe89fmDC3hREhERERHDydNg9Zoz73jwxnPmfe6VL+z56GcytdzgDFZv591pVokdVE2LNV4nOCemgHPO1IrBiaIwlc5GWaqmgqLVAzJ3iddsZwhUDNbW/ENf2HfP1qH/91VL33RNWczDcjGvEtpIxibc7iNJKy2JZE89cARz5i3CrOiE6YxiMTOFmZqZzlZOimBiFgzBEGAKkf5Kfs/miV+8cXFsdYMs7vNnLO96cOfU+jOTm67puvJy3xNb8Mm+8TPa1dduuvbV55bLvByJiIiIiOHk6XT25e9ubr3rVS+due8RO3CsrRqJiJpOzjRKSRzFiObEkk61QaUYlGg4vpdXgAQzCEyLISIots9Ss9CJI7N7/BogmgfEf/uZXdv3H/3A25dds6bqNeQ+SNGWEir37ijNQGBeEMy+Y83keFAxBDOvZiJOTvXn1gkqGhSmhqAmpsGkneV7DzWm2nlfLCb5kgH37tcunrSBeWc0guSNvPvRsesXn/X6y6+9lFchEREREREA97Q/45Kly/bhnWUX/dot1b5y3JmrqJaaH61n9VRVTyqdzF3cdfwuPd4zb2rQIgFop0Md6JQwOsvD1JCLfvyeJ3Y8fuzv3778ujWRc011Jjb73cUtlBBObiz59nsZz8aSOS8FU9MnzzMp3jyOjzpR0YAsDcNNOzjWPDzZUrO9T4yZeABm3mC1bt01ce6u9HcWbbr7xp/4i3POZzIhIiIiIuqIfhhPev3Nb7r9E3svWPAvv/GOnv/+weZ005mlqnEedHymqQ7z4zjWgJCqF1WnWsQkixxmJxuqQJ0VXe8GmDMVCwoVaDH/xGS2EUW1GaJmfebP37p60/Ish8E8EByKTbZgFsXOnMl39/aL/vvopKCCAHTqOjAYJIh5zRUCk1yzejOdaaUzDWvnwfK8Z0CuOKd76ePt4Wkzy02KPcRs7+RV17/t/bzsiIiIiIi+1fGuiaff5z9+64X9H9t7zP78AxibiMtxSJJyXC4lSala8gO93V1dlVLs4ziO48g7JyKRg0iROwKQexNfBAHRIpwA5hEcRJwCncJLUAB5AumvNR00s8hbbmaAFBNVcgsHRyt58Ir8eNEjhKABYZaZ5XneaSABBN5EIE4QzYYaQVEDgalJbq7dDtNZVm+n7ZakpprlSxa2L9joLzw3WrUcpVzqiIb2z1uW51aMtEe+ve/NN7/m7bzsiIiIiIienEyKyYM/pHBiZp//t9+5uO8jx+r2kU9OPvjAoKvklVJUiipRUkoS11UpD/RUu6rlOHLOiXjvHRwEZg45LHiDExMpqiiz4UTUi0BUoCGETm88NDcJCKYeQbWz1EpUzYBgplCnIZh/inAS8lyLcCIQ8waBk+PFJQMMUW5ZI83rLd9op6kZzEdorVoWrT8nP3dDedH8PLJ2JpWDY2dNRzeecd5LVq0+Y2x0pDjCSanU3d3Dy46IiIiI6JkOJ4XbP/WnG2vvc1p9aP/Uv93WPTIZu3JcinwpKcVxEsdxd9l3d1eq5Thx6hx8Z5tedRq8iDgzCw7mLC/WfHkonDmoh6pibu9HfnxcuxZj5lH0iQRzT+oV6ZgTTlTV8qBiWmz/ZR4CE6fiMnPNdmimWk81Vx8EgHZVZMMaXbehtX5td61aT1SDxY9NnN8o33T2+S9atnwlLy8iIiIiomdXOAHwyEPfmHniPWu7d2eSffNBfPnurqlGLSklURQXa7riJIq91kpRrVQqJ/BiDuZNBRBRIIhZBBWoAA4qDk6Cg2k4qTc9QCDyXYaTonJS3JgbTswQ1Dfy0Eo1zbSZ5mlw5p0JnNiKRdG6tX792fmqFc77NrRaV9k/cYX03njehT82f/4gryoiIiIiomdvOAGgqnd96cMD6QcWVIdbkIe3xg8+VBoaqSRx4qM4juG8M3GxwTkrlXwlRlciJe8F6hAcLBKDqTh4URFxUIcQNGgxl11hZqEzowQKUVWDCyowFAWW2S23YEFVg4YQzEKwEPIs5M2W1ZtZvd1utNMsE4UzF0Mi523RoJyxNjljbbpmVdRXyz1cJjg6s+RYeu3A4mvPu/CqMkeUEBERERH9ZwknhWajcc8d/7zEfWigdEwjHBmOtu2J9uztm5jpdk4iUZHEJIOomfOWiVkp9knkqkkoxy7xLvEuFosk95YLLLfO6JNiLqIiKsKJmCu2/g2mgOU624JiLgS0s9BK03arPZNru5U1Gmkry3NNTcUsUpWkkq9e7letTFavxKqVSXcV4utm1si79k9cFsqXr1l3w9oz1vECIiIiIiL6zxpOCmmafvNrn9Kxj57d9xAkVedGJ6P9ByqPHxw4eEzyTMS8WQ6ImorlormKiOYe6sxKkUQRkkgiB1Fz3jkp2lRMIcXewyqiQfMgeS5BQxrU1PIQ0lzzzDItSi6am4UAzUMlCQsH3bKlWLHMli/HgsHIQWDOXDqddh+e3pjGly5YfvmGcy+K45jXDRERERHRj0g4Oe7w4YPbH/p03PrSqr4tsU8dcjU/Mh4dGa4eG0nGxuKxybwxrZbHuc8BJwZnKRAEAqhpbuphpifmvXemLpqYiKgB6pz5YAYpFn6pSaun2/f3W39/PjBggwO6YNB6eyKnYrDgkMEdmVw9lV0Qd5+zbPVla844yznHa4WIiIiI6Ec5nBw3PT215eG7p4/dNRA/uKjrUCIzxWgRg2/nfnwqmxz39Wk/PeWmm0hbrtWMW808y/J2ClUFpHh8FFsce3HiPUQkjqWchO6aq5XbPX3a0ye9va6rxyUuiAVIEIuCJK0QD08vm87Xudo5C5ZcsPascyuVCi8OIiIiIqLnYjiZa2pqcs+uzWNHt4fmjpoc6K8eHKiMwBKRtiA389Ao+NQcxLxXk84EEgAwZwYFxGkMEYFAc5EMArVE4XJgbGbxVHtpG6tcdWXPwOqFi9YsX7GatREiIiIiIoaT72x6eurQgX1Tk0fqU0NZa9R0MsonY0xBmpFrnVjSBWgom1UUsYlXWHBldT0+XhwlvT39y+YvWLF02QrvPU88ERERERHDCRERERER0anDCZczERERERHRswLDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAREREREcMJERERERERwwkRERERETGcEBERERERMZwQERERERHDCREREREREcMJERERERExnBARERERETGcEBERERERwwkRERERERHDCRERERERMZwQERERERExnBAR/UjatWsXDwIRET3XRDwERETPNn/5l3++dNnyen3mwgsv4tEgIqLnDlZOiIieXXbv3v2ud926e9eOY8eO8mgQERHDCRERnTaf+OjHVoewdPyT/V38EU1ERAwnRER0+nzp9tuX92HjuvlZe4ZHg4iIGE6IiOj0aLfbO7Zsfv2rL4rz+tgTj/KAEBERwwkREZ0ej27dYq2xSzeurUmWzOwwMx4TIiJiOCEiotNg//7HF82vDlQ1SmcG3MjI8DEeEyIiYjghIqLToNVK+3sq7cZIWbQUJoYO7Dztb4nVGyIiYjghInpOMvGRluNM8rS3Kz609+HT/o52796dZRnPDBERMZwQET23dNW689AySS2oQ6qjX8rz/DS+n+Hh4a9/7Wt33vEfPDVERMRwQkT03DJ//mA7b8NpUqqkabO3fGzLA3efxvfzz//4j0/s3zM2eoSnhoiIGE6IiJ5bli1bnKaa51lQTbM0SfJ9mz+mqqflzUxMTLz/r/7q2NABO01vgIiIGE6IiOi0WbBgPtL4gBsc7or7XDJveOTcZNvdn/r70/Jmbr/9q/XDh9bm9/eme3lqiIiI4YSI6LkljuOoPBCXSmnaLiWut+KteTQ68MlH7/vaM/9mPvQPH+oqY+N5g+XueTw1RETEcEJE9NwSRVFX31IgFkPZGxqTvdJYXBk/dPcH2q3WM/lOtm3b8Y3bb3vb69f39VQqPQt4aoiIiOGEiOg5Z93Gix7beziJq5q3y66CelrV0dVdj93xgbdsvu8b380zDA8P33///ffed+/mhx8ZHh7+Pt5DCOG3f/u915zVfdPlZ4tlPfPP5HkhIiKGEyKi55wrr7/h7q8/6qTWaDTzrFRNFjUmxvpKY0vK92297W2f/Je/fYqpIxMTk+98x61nrlh53aWX3vi8y2688IKLV6z4yZe85Iuf/3wI4bt8A2b2znfe+rlPf/qtL1sZh3H4aNXZF/C8EBHRM0DA6b9ERM8mY2Njb3rhZb/9M8uXJ8OSSqpJpSuMNw6XekpNKT82lH9z14J5a154ybU3bjjvvO7ubhEBkGXZbR//+O/eeuvMsYPXbVr8vAsWLlvSK77WzvKRsZntu0eeONbuX7x+3fmbLnze8y6/6qru7u5TvnoI4Q/e8zvv/b0/+LGr173/9Qui/u4t46Xr3/qx4lWIiIh+iMmk+MeG4YSI6Fnl4fvuu++f3nL1hko1aTba7ViSyGmcpC2dtMQHv+DQ0d7bPrn9zvsbSzZdduVVV29Yv/4v/uiPdm3evOnM2jtvuW7J/NTaBypJu+EGsxwSVeLyQGbVmVa0dcfhT37263uGqj/xhjf81JvffNa6dXNft16v//wbfuZz/3bbdZdEb7/lpy6N9+9PsT++5EVv+B88KURExHBCRPQc9cE/evf5PVsGug9ENm2t7ijUxHLnJoObzM3ED2TZQKtV/o99zcOHhqfHW1PjE+eunv/yGzcO1oKkx7qTtkNrwqUuKhmSdhYHqUnUq9ITUD020ty+Y9/Dh2eO5H7p0vMv23T1xRdfsnPnrvf96Z9u++Y9r33Jma9/5caBrqx7emxmYM0uuf4FL38jzwgRETGcEBE9RzUajb9/z09dtvZojx6JtDfSWtbOe2pRrpNxoj5Co96amWmmC5c7iWrVnryN5lSzIlE1Svqq1YljR2rlctZ1NM9h5nxci8s9aebT3EdJj7kyEDVgVus+Npb+++fu+eznHhoex9L5+NWff/ElGwZXDKIxdjDklcej5Wuu+41Fi5bwjBAREcMJEdFz19jo6Df+9b9eUNrRaE3UupLpmelqqUs0hpqFpvNZqYRmQFwqzTTbLk58UjHEFpxDVEpqeZpH0lZAxImPgsEgUVKCuCwL4lzFx8ithSgr1caa2bGJiXISr1o8GKczSd7weXvY5o2veuNlV9/Mc0FERAwnRETPdRMjI6P/+NPw+5LaVI40cv2a9rpQih28a4hr+WaUI9fESclnkWUeWVAXl5yLzVxc73fOOQcIotiJQC2TSLx37bRZbqT9Pg7l0pSzGbE8jp2PtZVX4F077y1V79eNV772N3kWiIiI4YSIiADg/3z4n3DgExsHx3qzg1GWCWoZqrl3GuUmuVcn4iEOzkF8MJjzEC8iIl6s+FnvRJw4LxKJ84AziAFiqtAgsbnYiZUQIs1cULhyJrWRZtL//N9fuIjjF4mI6JkLJxGPAhHRs1OWZR983/v+8Nd+bXkp/c1b5l1z7sJGe8J7ryImEDORAERP+rkOQAARX/yUL/4/VCerzG4HbADgRII3NTGFijiTKCp3TUy2Kj1LJtPK5LzLzmYyISKiZxbDCRHRszGWvP9v/uYf/+qvJg7sf+k1qy/foOvWdE83pn1STc0pBGIOQSzMKXwXsUQgrhNRRKTIKU6KrAIREW/FwyBiEDEPhZiIU/ip1Lve5dsnq8mKa5935fU8EURExHBCRPSc9pnPfPYdP//W0szQy65ZetMvvGhRTx6F4USnzUkqPkhkgggm0Eg1EwCuKJbAIM4ZROA6NRPngKJm4uCcoMgtAjgIzCLAQZxzzomIOPHVHUMza276heWr1vBEEBHRM8/xEBARPXts2bLlLa/7KRs5/Es/s+HnX79pRf90OTu0sCY+ZM7FmUrunApUTABvMvtj/PivRTOhzN7wKIKKcwJvIgaxTpJxKlHwiboY4kU0glraWLOw95t3fJIngoiITgs2xBMRPVvc+817X/OSFy+Ip3/lTRs3rIx6yjO+1Szl5qAGycWnLslcBJHYQiVkkWka1QCBcxBnEPgEzotz4pwpiiVezvmifmJwBoE4EQ9IEBeciDgviC3EZiFI8D3Dac+W8d4bXvXmwQULeVKIiOiZSyYirJwQET0rmNlv/z+3tkdGbvnJdZvWd3W5EW0OJXELkgtMzDnzAnNiAvUAEAHx7Jquwpwf6eY6rSXF/4SCmDgTiPMQZyImDuIcPOBNvIpArBxbotPzk+nrz8SdH/nvPClERPQMY88JEdHpF0L4b7/561u/efe73rjm0jO7ZfpgJW63DK1cIxcjxM6cMxc5g2UmDnBAPCeWHF/fVSzZktk/cQC0uLPzpzi+6CtCgFgQCfBB4lQk5GmS+BJSC+PnDbbe865famq8dt26t9xyC88RERExnBARPSfcddddf/HH/+OFlw6+5Jr1Xe39JWup+lI8ry2SwlyIBM5BvSkAhTrxs5WT9pw0MjerAHDaCShS3Cdw5ooHOxMkpl6z1Im6KJc4wJfKUSuEELLQnNy5a0t736FGS3ccWfrFZf3XveDHo4j/ZBAREcMJEdGPur/74Pu6K3jFC84o2UQc6iVvjVT3LWApAAAgAElEQVQ0quSRQkIuUWQAzJuZKeAEALwhAtonP5Oc+oYAdtJ9AvEWSsgCYgC5eBOfKxLnfBx7iS+45OJNF12Qu3ILXaOtnVsfeWDjxZfxTBEREcMJEdGPsq1btn3lo//29uevuHxpI7F9IalM5wtNKk7btSwVAE7zWEREJUZnuy0XonZAG3BmCoEDxAlMBSKmzhwAtRwAgkAi8QoY1HemoDhpumpdzAyiaclyESfOGbyqicsS74IroT3WnR/uiarb9m0GwwkREf2QsSGeiOh0ajQab/7ZN65eWLvu2oucmFgCi0wMyCChM8z9qYnMPup4ZQRmpnYS4MlPJih27zIxAwwwgQlUzKAGC9DMmcZJlJQSa+znySIiIoYTIqIfZXfe+ZVHH7j/ysuWd/XUNU8ldEErgJnLIDnkO4QTE0AgIiIeIuKKCYxOBSYnP/IUu8abQJ2pAN5MYDB1UIE6qDMtuSCWq2krSyuuzZNFREQMJ0REP8pu+/i/98S46oo+1SeS2CN0q1UNaq4JaQH61F8ukGJJlwoAsc72XDAzVTypcmInl07ETMwEJqZi6kydGlTFgmiAqQ/t2FkwZOaScjw6PMzzRUREDCdERD+a0jS987P/8cJr+hfMm66Uxyyk0BqsbM4g6Xe3rEtUYE5EirqJqBQLvdyTvvRbKycCOJgz81ABnBmgrggtxW/zZuS9ukjjmjk/MT7KU0ZERAwnREQ/mv7hH/7BRg/+5EuvTGy0ErUjUcCbxdapcugpw8nxISYiYq7IJK7TPyIi4s1EYSYCYG4kMTUA3vsiq5iZqnae0syssyGxm31+C6oSZVKZyuJDzZ7lq9bwlBER0Q8Vd+siIjo98jz/rd/6ravX9C3usURTH3JoBgSIAB7wQC6n/EqBE1eEE8CJCMRBBCIQV/S2i/iiVCJznsJ7L96ratBiDKNz8EX8CWYANOROHJyIeACJL6mvTjScW/uKl15wFU8ZERExnBAR/Wi67777RkZGLr96XdSaqEYVpG2xYK5ukph5QdIJIk8KJtLpkZeiMFLcLMaWdCbBu+J+O/lrRURVEYI4F0WRmoVc89m0I+IgInDwvlgiZnCw0njTHWivfNGzPpmEEKYmJxv16XbaarfqWZpmaSuEoKHzLT5pUVtU8uJcEpejuFSr9fb0DtRqXUmS8LIkImI4ISJ6LrrrrrsAXLCuVUXuW7VqHGfWCH7a0AWUYGWInbLlpAgPszeciCsKJsVvi0EoMvvA4+EDs8USA9rtNkTiqOSd7yznEgfnAZFO7UVUdbotbV9dcublz7ZDV5+ZOfD41pEjOxvTe8TGYj9Wq6VJqR3F7aAttTRK211Z5r0v1rAdz3LHDafjZt7yqqW1yano6N6o3Yrb7Uoe5seVdfMGL1259tz+efN5lRIRMZwQET0n3HPPPatWrVq5HNXYWbs78llmdbg6ECNUzTwkB7JvjSU257aIK3YTdtJJIFYMg4c7+dM4RASCEIKaJUnZYBpMzYKqGcyZc1A1cV6cAGJAkvRMNvxZa85+5g+OmTUbjZHhoeEjj89MHWvXRywbimS45GdKfqZW1qT84JJy5KsRzKmKiNfg0CpuIARToNVu5XluZsfj3HFdUbdzzpq5c5PVWHpilSRAAiSofh7T647eb/vT8kzaX8/6JVmVVBf2DCxdtuLs/nnz4zjm1UtE9ENStEsaDwQR0TOp2WyuX77sbT93/uvXPh5pj6SxSIp4JrgsoGLaJSZO2kAOOLhimomDOBEvzgHFYBMEKWF2tgnEi4sAUeuki7KmxdSS4jkixHnwIep7rN4dFmzqnbfYZpeFZWnbzIr6Qp6lagbA+fjci67q7ul5Bg7IkaFDhw/snBx9LG0c8DbRVd5TKe1NEh/5GOZFIjOXpqHVTKenZ8ZGx8eOLGw0mqOjUzPT7UY9bzXCzDTqM8gy5BlairaIBlhRRZJih4ETkygrqUQxIPDeyhV097pqDd09pe6ecm9f18Jl++YN9M0fnN/VXS2Xy85DoT5yavnktLXDwEzzqnmLL1191qXzBxfwYiYietqSiQgrJ0REp8GePfuq+dglZ4y5UFXkSIrWiAq04gCgPdsw0imMFE3u0pnq7gRinSZ4JxDp5BYHuNlFXE4AbxEAdWaSC9Sy4NHdyirlM156yVU3nfaDoKo7tj5wcM8XovyBnvLh3lq2oKau1MzbqYtKca3P++rkVHh4896t2w89vt8OH8HoONIcGhAlmarmeS4izhX7B8x55uJ/u81uSGlmxYZkmB32kiadLcuQw6bMJotRMC2gJTIpCpGJyE10VbF4Mdauic4/t/ecc5YtXlSr1upZ+kSp95+ajX+v71j/0B1Ll65/zfrzLnlSZYaIiL4/DCdERKfBIw89vGZltatSwkz+tDzhKT8cqzh1AVCDKeCiUtDyUD25eNP1p+W7TtP0sR2bR4d2Nib3RN3fKCcHe7tlycLcwTmU6tN66Eh7YqR9bCjbv685cnTo2LH65IzLclNzubo0i8zFTmJVhGzaiYu9mJnm2ZO+fXnSuMniT08Mo+wUUmT2V+dEnAik2F45hIEoErMwMZFOTqS7d+Zf+PxoORnt68XKFQuWLll01sbps8+xktuyZOXD2vjSHZ9e3Ew3LVl2zXkXXcFFX0REDCdERP/JbNn8yJpl82P7QZPJbOdJp9+9WMMknW27YE5MBFCImUlmUSuPG7V1UfRM//B/bPfWvVtv67LNKwaPWLpj5WAIpXUh7wnN0thoe/uOwzt27Dt4sDEyjMlJaECEftNamsYi4uPI+dhETbOgKt47L16nRNR775x3zp3y0JwIaaqq2kkmZgBC6KxoLn4NIWhQLRa5AVG5ZmaZ5epjQVWBXLVRz0en8wNDrTg+NPmR0VVnHrn4ebjmhkXnbxw8Y/k+ax2qj3/uodtWVpa/6bxNN/MKJyL6Pv9dA3tOiIiecS97/gtuWrP/6ksxv/3Uw3CLae0CEzgvcCIRnBMInIcIfBmAiBPnAScuBkRnNxR2ppBcpa0IZlEeulIsTM96/bmXXPHD/gaPDh3evfX+saPby6XD5WRbd89orWxZO0ie1KfbBw8ePrTt7CNDw4eGRqdmrNlCOziVWMUHIEChnbIGRMWZcxosc04hKqIiUglVVTMzkdldkufQ2eVbJx9Km/OrM7Pj/wCqBlUNIYRgqjodicAAE4ipMxOYiDnAwcQMkesxnfJi3V2tRQvswvP6rrqi98y1fUnUDHm2tX1upfQTV1zzWu5NTET0vSUT9pwQET3zVHXf9m1LN82vYOZEY8QP8KP8+E7BT36hoiMFcGZBxKLKRDNZf9a5P7xvbXJ8/KGvfyw0Pnvmmsaxrz+y8eJBxBliM98zPVZ78OGxL3xx1+gI1Mq1/NE4LquWmg1TScqlUltbWTrj4lCpiPjYSTlyMNOgLTE1mCHL01SLHveQOMA5Z2Yagj/5e3dyUuUkhKCqmFMriVzU6UIRAEhDXoqiqJSoapZl5VrabqOdIQQzBHgIoAEmEHgY1B+xPNK2Gx+OtZEc3jPx6Y9NnHvOobe85erlK3rW9GxOqke/+pkPrVj/Z2edfQEveCKi7x7DCRHRM+3xx/ePHx1asXBFGeNA/NTJo2iVKEYqdlZwFZ3xIpjdVhizH7LNzDnnxAHOzCARLBcNQAAsVTeJvqd9963J8fE9Ox8cOfSItbct7DuyvGsM3WPZTGPr9njRst7hkeknDk3v2b3v0JCG0JeGZQ4KhLRrJLOWoBwnVadOREqo9lYTSAZkWjTKZGpmzhKYheBMo0QrxTdtvqj8K2CuM3YSZoZOQQQmJ5VKnJO567gMCpwYcZmUYgBBczPzkZO0OwKqkZlHgOW5ZiEYLKgVfSuZihO42MH56bYIamLtB3fILe/68oUXnvGqqwbPu7K0avH2kcOvueOJ37r2x153fNwKERExnBARPbt84bOfX9ifdydZHFJF9Qd8tmKOB3CiDnDij9QLxBnMFA4BDt3Ln8ZvpN1uf/1LHynZxxYuGepbPewQ8ka1PdN3ZH917+76//rceDO6eHrK7d0z3FUdDGnmga5oIopnxLcatQVA5C1xoeKtjFS0rUCQPIPm6pq5S81gBlMRE4RIVEw7G5HlUf3UR2N2b7MfRJxXzcwQ1MwhlCInieR5moY8hExVJe81MxOFh8WqCI1WHnkE4HP37jnyANbcXnrrrRcMrmjP6N99/lP3XnvTH9dqNV75REQMJ0REzy7tdvsD73v/muXzE2mgNQ3f94Mnk6JAcKr9uryo8xoM6tTgouVnXvgDvv9ms7lr2/0jRx5Gc0tf+eDinrZPxqbGh4cOj4+NYO/O0QN79sxMdE+M2mQaVqxbt3nzV1GZDNF0z7xSZL4EH7mqQ2nYD0JNVTUPeZh20KhkFtrqUtNUkUMUimJnZBWBEwVMBAYRb7NRxE5OJk9LD6W66aJtXsw8tHhe77TirWhmqef1NLM8iCICojTPyl1JWzMXW08Xjkzi2Naw/Zd2vfila172hrFVyz781S8eOGvDH6w98xxe/0REDCdERM8id9751V07dj7/1SvEmj5k+oOt9ynWLAk6czzkyZUTcSqiEKg4TTM9/5yN3/drjY2MPPiVj/W7rw0MPF4p78ojrXUva7fKX73j8Lato0ePSatVy/KecnVgJm9v2b9n1YrkzBWTux7de+bKsmi53fQWatByZgZY0mob1Cw3CRalhtwsqMuDCyFkFjwsMphCTMwMwal2VmoJEJwmTxFPrPPficEmgDzpt6c4mLPPpdKc++fFxmcGwDoL6eJKJhEkR8g1GCIRbVvsvHeoz+SNbnSFaPJY9//8x91Osp9687zzl28dfuJdW5vvOef85/GvABERwwkR0bNCCOFv/vrvEkQXnL8e4aFS5LOn42m/XeVEzMNQfKx2hmZwp95199tT1W1bH35i39ed3r2wd9eqwYkyMp9JPpoeeKJn++5Djz8+OTHV3WyvCNbjkh6J0QKmwsik4W3nLx1oTg6klXqjVm/1qPVmEqXRVB6Pq5+el5bVoCa5SY5INcrNBfVBXa5eQnCWq5rCzFRhahpMzbRovokkx7evnPyA9ZMc5eL4SbFXmjkxBxOYFLuCKVIvoRyF4FO1lik0mKjPZ3x31H3ApS1N5y06ppOtz3wYY49N/ORb+/pXPnZo75/viX/zjPWsnxARMZwQET0L/Mnvv/fhz378115ply971FpuTFcnTp8ydpgUnSQGB4M3AWAQgShE4KBaNMk7wDmzUPSCA6pAO1sfuf0hHlWZaEiYbpe+h8Bj9vAdH6lO/9mCvolqMhGVu9KsW9vnPbJd7vzi0OGDy1GqBz8cZYsTdd1JrpXD6DqEUs3LvP27D5UMP3ZZu5pMpNaYMp+XnNhUydJSkNBOgg2kcdPMqSIEmEaAeggsiOXOTBE6uwarmqoDxMwXmwNoEbbk5DxyUjwptgGeWyoROalyEuupv+XO1sJSzI/X41vti5PObWcAHLTYosAhgiAuIcuyLAuRC2LpwqmF4prqZxpV7M9x8IGZx5rdv/PuF6zq2ZUfuPFg5a5lq87g3wUiIoYTIqLT6QMf+OAf/95vvXBj143XnmvZhEirVFH73ksnxzvgi4/axZZUcqpH+tLDHlPOMg3dJv0ZvnM4SdN0+5Z7D+7/Wil+8JzaI9pTqrfmT08t3vfI9P79048/cffIWDtJuuNeSYOV4nIlqVV97ErtLImyBJmW2o1sdGzyhk3nLVpUaeQIuUVRKU2L7bVkNj/o3DBgdiIXALMbbs2563udxyXf6R491fH6QVpW4jh2TtM0ZBnE5SbBVE0ggJls2zb0J+/93+/45XWD87p2P/CHC5Z8gCNQiIgYTojo/7L35jGSXdeZ53fOve+9WHOvlVVF1sKtRO2UKFqrbcmL5EXebUnexm3BS9sNtGHYDQxm/MdgZhqD7sZMN2YacLs96BnPtD1oW5bdtjW2ZC2WtZKmuJPFKhaLtWflnhFvufecM3+8yKwsbmKZLPYAvj8EAi8iX7yXcV/eyPvFWb7EfzH+6BN/+mu/8o9vnpaP/fDxuV7Pi9ah6kyHELLrVSaga/1zaeePrv2Iz0/4aE5YtAfqqeOXPvJXPvcnnfGnhvmjb919Ocs2zi/NnT09vu+rz5w+SWT7qrrf7c92Bpu1XOpM11P5jI9TmQwyqFIjzA4908FnP/+301P46EfvyfzJzaWqrpRyT8SAAAQy7Ojwu7VB17zBrYa/rwAio53GJoRrHr7g4dveYH+/87Ve9QCZxVpraNPqRSLn84JR//XfLh68mT/y0Vt2z5/4/Kf+5/d/76+nSZFIJBJJnCQSicR/Af79v/vff+NXfvVNt2S//vG7bl0QX21Q9N18MBpdzjF/XcqEaBJT2DZAmay4X2g575o5tkhSE9S4Vn6Bz/yyLJ949Kvnz/y/XffX++dGrq+FTF96enjmZPnlp8rLl1ZC6Lisr2bdHgOh6PSm+7cRq8bak3fwJuOACsQbK9ZUtjHCt37LTfv3LckaqTDMxwgzxjWa4IUjJzucSew5ENH16pOXePgi4gRGgIGu/xKLCEDOuV7PNaUIlFqrFnhRv9HEPXvlk39x6ejrpt/zrXND/uQ3vv6uN959b5oaiUQikcRJIpFIvKZ85q/+6r/+1V+aQflPf+Zbb11YddXFfjZfN+Ipl1Dg+gIn10ROnrNef4FuXfGQYo2xRKhYXYbBzp/GGB/58qfq87+/b9/lhZsWg66Nxri0mH/uLx84dzqXei7asaIXu1PjaJeyTtkfSM5Djf161GNMs19RWjYTIJJTIl9kM489dvrAEO9/9wHSJwiHJEaCZ8pgraFkG03Q7XQ0XBs52SFXrn3L16tLdtbF25Y02fFQ+UXEiU2iO38/WpfMIpeoFrQtcPHkur1h79TFi/NT+Ff/+sl9+w8cO9g/feIvkMRJIpFIJHGSSCQSryV/+slP/uJHPnLrXv7ln3zfnXtdXpZ9dk216LJeXXe7vBsYX4cs2alDJuvpycr+BVfwtVv3KEkjadfLrNOJOHnskfvPnf7MsPnPhwZPu4XpZjw8dyp77El3+mz57Pk1+L3RF1wUU6pZYd1+7v08uYZMrAGi5AjQEbRRMyAYmRo3kQlu8eLFD73njlsPDbv0rOrBjY2RGZkZcwZr7JocNHtO5ETVrvmBqaq2GoyIrk+iENGLD8tLjy1tB6eu54y0Jb1UNXfKDERIABGapqkrGw56wtXKhn76L86/45++tWy+/NTjDx674w1pjiQSiUQSJ4lEIvFacPHihX/y8Y/vzkY/9yNvfOPRmI9X+tyHiGaV0rq3PmQobvzyltnb0ZLnLKtbl0KaWDFeSyjOQ8wHOHQzSK+QGOOnP/G/HNn9uWODJxyr8u4TT65+4fMPXzyX93tHl5Yoy/b4LMt73mUYFk971/PomfatmYI6IJg16taNFwM5qDcEYjUUnntfve+rgzx8+HvvGWRP51EBXVtb8Z4bou3WWVsr/qvKYTuhy3aEU7x3ZhRjFJFWplxXE2RVAZSInHdEJCIxxh05YzB9vrTA9m9A7J7zo5ehTK5uE8QzqbKDiYojUc9mHMSR1698SRcvWnfmsae+8VtHb/9P15+ulkgkEkmcJBKJROI6efSRR37kez/YD6u/8BN3v+32Xqd+1kdimg3WEVSgmhGcBXmFp6GXWj0rsrY4BTxy2ZU+zjz8l//h8D7icV4vDx54Sv7udH3u2RWWhdzlo9Xl2ZmZXia93BcZHHHs1DBACHBg17qOANFRMNTRug6Zuk1RhQ3GYzy7OP7gu27av7cuTHwzFSiGWIk15BRCWwUdMKXtuEQbG9kpTlpENMYgIt57ADHG6xoVR0QgM7MYRZWIMuZr5NDzx6xtwWxkNlEu7cASXUcEZnIkMwJl7MSjbCIYkwMDMH/psvxf//HRn/rV4eGDz5584pFjd9yVJksikUgkcZJIJBI3EDP7rd/49dWLZ/7lb7z73lu8bpyb8srMwlWwrMECa9Phiv05oPuKtAmRbZU64HkqJQt7nAanY6bS/Mb81JUVpw89UX3js+WVJ6nx82Wn62l/Ly+Gve5gV547zTl4rhnr0EbloJmqRvAYPFZWU1Jj1Y5p16TjWA0VUEg1ferUqdzhu79nnugxV+Wd+pD2msNH9z9x4elxVRo61NomTrK1oKZXk7cU7X370AyqYmbMvPXM9VWBGARQEMyMeDJSbTez9p6vPZ6qAuBWijBF8jtPet2NjAkwOHKFQ6TaELc7F6s55c6ffXr8zg8Njx0LTz386SROEolEIomTRCKRuLGcOnnyM3/+qZ/88TvvPNarlx9cyOa4QsRmlVUxmxdbgIJw2vlL0MOvSJxgoklacWLP/YhvMmucGXQW9f7Fs/nv/9XXT5wd5TY1P9XvS7mQrU3PzBcdz44457qRQFng3DCEMx+6gICjcTQLEdHIxKBtEERyRjQE5k4T/OZYjx3F/kPc72/6spvJHsNTe/bsvvU2+upDl2EysTcxAnhnkKRNpNpxj+08LueciBBRURTXFTxhJjcRJSAibaXPjor458g43iozEYEZfK+3/aq/Rzk+M6mSKZjIs0W0dpltcEYaRWN45KHubYd7Th5PkyWRSCSSOEkkEokby3/zm//stn3ux997KB+dKVwWDQK4rEdOWNVbxQYlH65tn/UibC+OFYAhEtjARG3fLg9M5Elbf2IG00lHL+LaoAFgzaC9nvbndGYmxmKQ9wb5dJ4NM3gP4tK00ooL3xG4oLkiM3KgBgQiNmQER9bAlE0BVRPjMeBEe4SOhlUO6++7+65+mOWK2cT8ZRYUhdx6eO6ZC5cvXVmHZSqmRkYWrTFjqLAqVKM6cNaE4KT0dbz9AG49PNPrdy34qgwnzlw8fbleVfO92apiCZuFb0wLJRESJTLLMurEqupnxjYOFQ7t1QN7bdd8UWTdbt4lWBtEMXgzB7jnqJM2aqNtlEZ1XJdX1vTRpzfPr2TcHYybir0YBcBUncGx1S90jSYF/2xkBkME2HuWoJPSIIAVyGRthAvP+s31amb4zPWW0yQSiUQSJ4lEIpG4DpaXlz/5iU987B27dtuZDm0KDWsYCh8BGDzgsQ6CIQ+662Uok+1WuNv6pPUX1O0OUWbt0neybWTUmpPDK5tBmAPZ8lw2eucb8wyl5APKpkVCdGJgD3NgNjiFAkyNWmzDI23CGJsZzAHWmhsqyEioUnKwgSErss1uVt+yMD+Fm3xTkLsScSbTufF4bdf0/LvuOfKpT98/2qwhhYnnjMRqICMTp0qiEU6IKcsyNLv75YfvOXBotxhvcNPv5MMLt+26jOxf/8GJlboKYZhR3smqpiEQjEXBpk7Ud1zXNysDF+6+u7j3TVNH9gPBVxtN5gJbABQgRW5WwEizjWtG+drwSKzGnblb73sav/1HD5/fjK47pRYBaQWOTcpTdnA1ZGUAyIgJCgXMOUZUCMBgggHgBooL55aLfIHtSjke9weDNGsSiUSiJX1bk0gkEq8yDz/8CCS+4fUHQqhf3S/F7QWMC7cftvlWEwGztX9bRsFb6kaP3HzT6247XJAUHNzEsp1ATolAJMRtdYSyPt8rfbvyvt1Qi4aGXQOqOz3etztfWV000tX11WiqzMwxz8zC+qG9M286foS1hkWJESawtneWbhXES9M0ZmpmU1PYv39/iNG5HLCy2hgMsze95Y577j1MHJ0nZh8ja7vQN4YymUJrj9pC9bY33vTB73jn/tmbwspQRsN+vs9jhjBg7pPrOOedJ+e1YNl567DuvA2GVIWzR26Tj3zs9l6v8bbmBVnoe8m9Rv/Nuj/btUbzO6uB2togibh8aUVVOx0+e/qJNGUSiUQiiZNEIpG4UTzx+GMOuOXQLibVKDfiFFe/6afWal23ntx+3gAQOdrSJwQjk37XH715/7AQCmvdDARHcAYH8kpOiZRYiQxQfoFai0nlPUBEjg0UQFG1Ig579vaWVhbXRut5d9AQi8tNm9yLiyPZXHzDHYfmpzukEaaqSm1/4ElNvJqZc85MiS3LKEqEsURyzFmOqOtVszSY6kbdANQMDG+AgckcgRnqrWbZOLAb3/7uO6i6nEnsuSFrFhqJKpT76CFOY9ZINpJ8AzJ7zU2vublOVL/M3XPv/cD+qRnkLmRCWcy9ZN7MvYzev1vqhIjIOW7rX9qLRuTJ3Ma6OeeY9fKFJ9OUSSQSiW1SWlcikUi8ypw+dWphgNkp7nVzBIG9eofeipK0PoGTpyBE3kwnXaLaunM4kBGxmTIRDERQC3W5MTMc3HrznidOnhkHJjds18tq3Dq4G5kCCjXgOV9gbTshthvMTkwAEJOK+KwwtlPPXLrr1t2Fm6q06tA4VqN+XkSqxnHzyKG9Fy49TdTREBkWVNnMIGZqMIM0oclJzCzG0M07aiwieWbMjfOlUXAZLEQ2FiFrtZM5AtiUrewV8p533DbwIy2vkOcIRwUabdTpmA3ejAQUAQFJZsULi72JsiPq9/OpfhkqY0QFUyAUL9M5fuJ5T5NBY27zubZerJ7MNfUI4CBVbJbTlEkkEokkThKJROJGce7MmdcfK3p5dGRqN+QUrW96uwkQYG29SbuybpfAbWtcJoYqASDLPIcgMWwcObQQ6tGTZ9cVRlACG7WHICUyk60jP5edkRPAkwBmucuihigx687c/41TMcTjtx3odoZdv5zpODRj59VbfmDvPOwkM4UoDgCpqW69G1GjLPcsDELRKWIViXNiIo6KClypNQAMWhRdjEdggTnAs8JZ3c/JRXvTXYekPLVvNt9Yv4xONgolD/O9R46hGDTiDQApqAZF1msiWqrXmDJSPEidPk3v+fPPPby+CWOoqw1soEi5Wriui0Vt4Eq2GxM7IIsRImIcJWymKZNIJBJJnCQSicSN4sr583cdmXMYhzo4c6/moVundVX1w9EAACAASURBVDPAtnRCW4eiBHc1ZgI1Y5BCJ36DbXlHVHXOQzQv+MjNe8bRPbPYqJJjDmLsnGzFENri+jZCsl3Wgh0RBjNTZULhAGlMNXNusLE+Zgzue+CZk09fuvP2Y7cd4qluJ+PQy309jnleiFptUuRFNVqNDFYhCWQAHBFEtQ3/SAyZc1GUQCE0XMAg7FrHEo0xeDIggojEmYHMNXU4eqAn9crAx3pz2TnabCr0suUQfLA//OMTQbsKB4AQiSRCJz0EiAC0Vo/bFLGsbenkuYceemJps3Y5E7lAJIIsWEdsmGP1pdUIQLZVIkREqm2wq60UkjzrMtnm5ubcntwszZhEIpFI4iSRSCRuGIvnzt3xtj2eaiZPbYffVwuznRYdkyITNpCZiaGthlAzpknrXGnjK0YMbos6iImj1FPT3TvvOFzp2bPnLhZFrsZNrMgVkzAMYUsF4TnKZEcJPsE81MwUxioWo/e+z1lxbnH1wuVHT97ivv/9b+vkvLG+zFn38uUrcJmqDzGYKhhXa/dJt5TV5FRo+1sRT4SSMWzHSJKCAswDjswRJGPkOec5URAHiOR17ZS9688urhZ/+BeL5CBKBBAZEcqQYYcHvMg1gZTcYjRE+Ih55zuGDdCaOlULooOITv4KrimTOh9BmJ6eFtlg101TJpFIJJI4SSQSiRuCiJTLS0dvPuJ0EUJEr/LH7FYUw7Yyu9Rsssg2mE1iJmYmIG7X9URkIAOTy4ydRBUYNPa6+V23H8qcnr2wAtfz1FFTGFFb1aKmdI0+2TZ0v+rjbjKpaFcxmBLVAsfOFdPM9NdfP330yMobDuS7ZnZfWZMnnjpVC4JBo/irUsSutRzZUehPAuQwgmawAtZs2ScKEAhiEBjDMqBpjQ5BUEWEd9ad7Q7q3C6Nm3w4Q4wmTolOM4gwJq4N2UTrgWAwXJPWpbQCLgxDWEeikpkDEzSCGDWDXskVJI5mpc+R574S1x/uS7MmkUgkkjhJJBKJG0JZlk7KuWFBVdAI9gx61UIn9jyhst1eGNbGT6xdbBPITNmUQEagSUdjF2BwLi8yU0hd7l5YMDuwMR5vjERN0aaHbRWwtC2nnqNMtrcNYhaNYBCDChQMAyqRIAJgNc7833/0xTf82g9cuHh6FNyZsyuNzQYlmGb0fDWy880poCCBZQADrTgpt/YUcGhL9wls5oHMDEEsiimcIUNQG2/GIJ1envlJfIThQAYYkxRUX/PWrh3auuxT5oTGjSw7tYyyjDowJVblMdwI+gr+e5JGrebmEGM04137bk+zJpFIJJI4SSQSiRslTvKsIRPHbAqCA+Krewrb6tY1CZiYtb1/YdwWl4Pc8xQNgdwkLEIUVGHIi6wcrcxOD9/+ljff/9DJpdV6a7He5mxdzSB7fvxkEjCBGNr7Vh5ZEAEzETdN2Iz+4jIEhS8G5545XzVw3Y42MGKVtgDEnidRrq7gAQUZwDAPy2AM40n1/05HdmMQE3mJFpXYFxDxLnqtuLAKZVNd9A4BmwpHMKYN5shVHztS1J6DyxYCr5MfZ4U6gW8sCxnMEVeSNa9cYZph776ZpmnU5QcOHEmzJpFIJJI4SSQSiRvCeDzu9q3LZ3292unsKWVErygJiG3H0t1t37fdpUTY56RtYTdaJ0Yl0ESuwLgxA+AZzoEVBGVtCzkIbNLLWWy0e6bz1jfM3f+NJ5dWA7n5MhbguRi5sHMqu6P2JdtUfyli7OJ8IXus2TCcb7JQah4DrOyR5SQCq5lH47AsPCqGbuaC3HQAa6GkYfH4eiO+h7LfMVO/XvY2rOmbsZlrnUuMGIwt53XPceBs5HgEmXVeyF8krqFdwMAjC/0N3+9hs4ezVdYbU7+xnnM2JTG3UfAavUgMdZjqTx0Z6cF6/THzC2JDWAbaRYgxW9s5ym1EqG0AoKrMF32nV8XpRqxfdKq41i0qp2LmVAdoMtBLtdgSrzCY5KYdMmYKjqKIGYEd1HZztXZ4Vmezp5/cvOfOfj/NmkQikUjiJJFIJG4IZVm2rZ+2vOEJuIH9mNr4ibX1JtfUb+g3t9klco4lWhWa6anpN7/5jV9/4MTFy5t50S2rkqkjliuXRg0QoJy7QYyh0kVmNc20HnjtsdbBr4usRTTmuRaom1kbdZ989OxA8f7vuKfb7T5+6sQzp8+b9SYDYjn0xloAs3e+m7GX0fgMFeW9b7DGVtU2QErUEMTXvWtHoh1MiKiILoXi2Ysr3nVq8/Va1csclA1tEY4axZfWm6yT6BMgRqYqW5cHMLIYizzedGiaOa/DPnpl4jWRSCSSOEkkEonEizIej4ui2M652ur2e0PlyXYfq21xYi8oioiIiEHcBig0ijH7vFCJRDQY9N9295s/94X7x9UI8IBE65jbNCphGUm3qsT5oPkoqLe6F6ViXFQq1ZfqlDlf23RVM3X62fLRM2uKXf/kO7M3vPlwVccvfP7R0SYBftLp2DoUp2/oVWhiQBg5V/uwMuxWP/Ndc+z7BCNqCBVTk5fHnjMyE0mnKiKrPPd3j535/T97pnT5oNsZjwXeKUzJlKKyOnlJcdKmuEEUUYmFRCdFLc7MZczaxMO3iqAndixNmUQikUjiJJFIJG4gWVHEGPE8a78bJE1aMxKYTmxQJuIE31QUOZ/pxILDGVQtdjqdd73r7q/d9+jKcikWmzBrVBFtQjvQvtOcWKqwFqTj8/ngnFjdlPny5XJtqR6Vo9WVsq4wnMMPvveWe++55943hLquP/vZB5qyD3GwHFQTHMzBBuB444bF+YKJSEPPFCsb89qjcSDzZBkRQNk4u7BzfzUjImZyRM7brnjhO96yP+e9f/DpxcXRZp5NiQEwpQBEInvp/54sZNS2UWtALCpiUDiyXOEQy4VZHDzW5XzP1Nzr0nxJJBKJJE4SiUTiRiGiPstijGYmInA32mNPzVo7wbY577ZhvG7Vb1yFiHhH5ARGRsRMqhFAt8iD6qDP73nXGx997MSpk6c3Y5fUAV1oBlXRQOIMMxH+zPnzJ89srGxU443R3mn/hqM333vT9LGD+S03Yfd8VRTrTfW5Lz2SPfKNteVFqOwByKwEjwAj6RiKGzooTdPzOucw7uQSw7jgvmkGy4xYoDA1v3LNIKoRQbc8J/v95dVm5Yd/6ocv2AOf+PSJWgTI2ZQtENQULy06nRTKERSFoCxRIW3LY/IELaj5+M/t88P62ZXZ4/e+M02ZRCKRSOIkkUgkbhStbbv3HhKYWduCkBt4vq0mvG0FvLXmhg4A8c7Ft4LancQYBGZmIzZig7HPiEwhZGCL7PSNrz9aZPLVh1c05qZ9IsDFph53aSGU/uFHH3/oiUX2uOs4vv973njXrUd7Phu4nBtDaatnN088uvr0yfUznbEFr3oTdJpYjEpwDTSAUsQ3L4l5RZItIxq6LCttCV2NbjVChSw6Va6UdWrttmvkBF3jlTkeLgX0woCrQpdKdDrmFGRgm6i/+ptcE09khuhzjGsY4H1RltF77XTcfBbe8647hE9dGB9/6+xsmjKJRCKRxEkikUjcKJhJbcsh0Z5j6f7qY6ZEzkxhBGpdE9tWXWa2XedtbR8qwvbDyY9tS7K0v2Xm2ZnWddPpuDuP3dxo/uhDq6M6p4yilb5DV66sfPlrTy+vrLznrfMf+/4Dx28qjEn4wtLS6L5nli5eHF9ZlHLcgQxgh0yeMp0y6wDeIIAZKSCgGsxA7wb+b8saz5tjWW54Y/eRPRUFch7OzAVzAbDemj3nqu18uNy5ZWpw6MsnLn/l8QvRA46gkaBkMOPnGUc+76KADFCCAmIA+RCsyJ1ZVVd4092zUwN/cnP3m+/9hTRfEolEIomTRCKRuLFsu2fc+Gr49myyVc9tZgriLf94XDXxaKXItR29FDbxPSFjEBskhCzLlElD6cjuODTgqnvfg5fhu+tVaKT5+jfOLF8Z/eyPvO1b33vwcK/srW+gGH7xwae//MjJTXO1zyoWmV4XXGlUp9bnzLoAKVfgxqAwB2Qwd8MvAZbJLQo10vHjrPPHnz0VXD+iK8SAgDSnEzv3f05xkMXe02ef/cr9slljeqobR42HYwhASl7bg7zE2ZkVUEZUiKBuzJFjarxD3eBb37N7NNpcqd5yz02H0mRJJBKJJE4SiUTiBpJlmZqp6nbkhG5s5KRtJawwAdzEhBEg4laKtDETELU2ia1imWSaEbbiOpMMqzzrxtg4IiYOsZkt7Phtg5Xx6lcefiYbzF+8uLq8NPqpH73zhz903Mpnzeq6rw8/8eQDJ5bN36whV/GMYKEU23BWqnUMMLcJEMigCuuQdkidGd/QrC7PajoGeeHh5bXe//MnWtvIREiZDQxsuLlrh/Gal/fDMryHdnrguCEdUGbBDELcUBYoy3X0EmcXRpu2FgRROTTUGxTVeOS7OHYYr7trJvP9vPe+NFkSiUQiiZNEIpG4sayurtl2WtdrgW3nawHYVhtmQuSwZeu+LZLMrkZOrl2QEwAVjSEyGTE5dvXKle7M4B3fsq/Ks0/82aMnnnr2zuO7fuxH7+425/JQWu/gA+fKr5w9v14Mg2DcNAyiEVzodKjnnR+5ZVAwrkECeKiHdiE5GbEZuLpxg+LQQePg82o8lGLXuEIkz7HIxLFKZtHTS1Xk527P+loZ1Hr9jo/jXm7QOhAi5w1lDecvLU6USRXGFIOpcuZ7GlF4dDv46Edvm56ql64Ub/62D6TJkkgkEkmcJBKJxI3l81/43FyH+lay9IPLG4qklnFkBMTGsTd1RpmALfMhxuIlE4S+OSQgGAhG1FqsK8BExkRkbATAlNpC/bbdsBFAAMPUTEFErUE7SKG+0yFo1EbFujPTlUZtxt/21tsOTu3687/4zF13LkzRhkiVd/unFumr3xhfWuk7j3G53ht0LVTsHQIgBhVjMiMz14ZwDDCYUWw3buhVkOjZCsdw2Rr5cZd9QwWy4Bw5EfC4a9UL6rx2I8pcf9gLEswCSCJg7BSAwSEUarS1p00kH21JPgIQQ4dd6QRZg0oy7tFG3Jzu4I4jg+97z+GljfXF4UdfNzefJksikUgkcZJIJBI3ls985tMfOJD1qXEyHHnXsMsMYHGkpE3hfWgQlYNCGOY94isTJ2wgnYgNGAwEMgURCEQQA5MJkdtSKawqxJhoFVOAJ/2+mM1MCWoqZMpGcKp51zLeXH39PrnzJ9+aFYrQxFg0We/ilcXxxmLB0QQFZySkRkKm3pRVte1lnMGcqba5ZEbROGzV5OQ37ioYEdgrbWTFFeG9XrwwC40FuYKJxfQFIieGSbEQ3AYAc2ZmcKgBIm9mDBQagGBXX3JVkwCTBgNiuYNxMB/gpLtabhZTzco6fvD7b66vnFjEu9/3/R9PMyWRSCRe+N9aGoJEIpF4tbh06dLf3fe117/usGkHPoqOMuMMpiIiFlGUkRrK1GedbschdNwrdWk0w6SExNRMTVVNYGpmqjIxZzQABtXWtnxSsa9tc93JzjA1FWoDHABPksCYAJAaBaOm6Pq6qeEK435jvXPnl1Q1yzJT895jy2f9+flsr1WG2/9fcPlyRBxFVABpMY29RZl/1/v9nW+a8tO3xOI9aaYkEonEi5EiJ4lEIvGq8Tu/8zsFbx7cP61lT7MxwWWYylUDzJwz3w0C4kICnEWyxkIEOq/kjGQAYbt9MJkqCKbEZEQEBRgQWNsuVwEHUwPMWLkNMRgpGU9q5jF5QRt4aQ8vxkYISmKelbKnTl9YX7eLl9azfLppGucdjEKItFXWQi2YaJXtXsb/QP4M2G+WNUqFEuWEKXT6w+bXfvlu31s7tXzknu/8SJopiUQikcRJIpFI3Fjquv7tf/tv33R0LsOm46HYKpg49pwFJZjLzeVl0NjosD+MzUY3ZzaLr+ykZkbKk67BZkZKRmBRNSLGxJTDAWomAE96c5kZdMsq3gzECpiBJ0EON2mDzKQwirCoFOpQu7wb4c5dWr90qSbuNE0TY2w7gxFNCjGuxk+2c57+ISkTAE1EHbmygp11dJXC4kc+dGzP0D2zPrXr+D/rdDppsiQSicSLkdK6EolE4tXhkUce2bh47vW3LHBc81k/khI1bJaBSDWEuDFurixv3Pfg0xGOfWam5Xj0ik87ac41KXdonUxUQAoSAgjGUDMhKKCAAdo6BJIJLMIiQwEhGJsxtJUsDJqkdcFAaqSDqV4TAmXZ/gOHq4ajMBEVRQEghLAzd2tbn0wiKP/AMrtiQBAn6IJzl5VHDsfv++CBeoM36g8fvfV1aaYkEolEEieJRCJxw7nv/q9b0LffMVNQU9YVKPNwbCoaiZmZ88zv2r07BPnq1x5vAqllvjP1Ck/qwGwwM1UViTTxOVFohMQY6hiDSCQzM4GJSjQVM504okgDDSqNSTQNEhuJ0URIlXRik0JEAJnZeFxmmd/c2Ni9axeR5blnZlU1syzLiIiZt0VIu/0cfbLDm/J5GovIzNTQVtAQ4TlHs2t5/hFEonNue2e0npQ6OdqNRmTS2CDGGEIPVsCi57BrL/7bf37Q9ZcuLh17w9s/lqZJIpFIJHGSSCQSrwX3f/2+m+dxy3yWazBuhApCBhIlVjJAGeogb3r9sdOnLp55drGxThWzV+ej3AgTT0UjGEwAs0mERMzUTMjazC6ZNOkymUROdHJPqu29qbaF9iBTAhkTHCPLOHfEnmzQo6O37JFYMjMzO3Y7BcNONfLyAyatyKFJHMiuNw3MzJip1Qa65fdOaLuW4UbnlBGh1UWqGkJsYpegma5nWv/0T+8v5pbXqbj53f/dnn03pWmSSCQSSZwkEonEa8HDDz/0xjuzha56VXOlaY+kMIqBYTBG9NZk2ixM9e99+7GTT5+vpAh+5pUui23Szpatbd2lbT8uWISpmZipaVSNqgKdCBUzUZWJVtFoqqZRJEJVRUzVRE3VICAFHJA7y515iuYhhQu3Hd3lXRAREdkpQl5s4+WoFCJqgyW0FUjZjrR805fvDNRcDbm8hrlkRKSqIYQYoU6YZZjhdUfyb3nHza5z5NnxR/YdPJTmSCKRSCRxkkgkEq8FTdM8c+rkW9+0v9CxM6gbm/VgXSWN7JRBEGdNZsFbOHrL4YWFha8+cF5esTjZig1MPtDNlAw2qS2RrYbCYioisW0hbCZQBQymUAEUElSjSjAVmEFVW5XS9hUm55ExCotMogWrt9HehXxhvj/J1CI457YlwfMjJy9bmTAAkTYRi54finlpcSKiItL+JthqGsYMu/GRk/Z0IhKjAeBuHUM9LPDL/+hYkfnHnrrrfd/9K2mOJBKJRBIniUQi8RrxxJMnytHm8TsPkFRsBmrMMtYMpEJkMECcRW8RMYSqvv324xcuX14bxVfl7HTtInl7MU6mE1MTVVPVNmurbdW15YtoJu0eE+Viam3BiRmgk97C5gkewo64yNi07OZy076FbrfrnLvqjv4iIZSXoy4mi/tgTYMYwuQdvGxRoapVFeq6biXNdgXIa0Mr6GJUETAjaDU7i1/8+Tcfv21w9tLcez70v7Y+MIlEIpFI4iSRSCReC/7kk39+bIEPducgqB1FIu08Dd6EdokiST9rdvsw7axx2SUUZ61Tz+67+3d/7/Ty+pT62cBSY01dZSCzjlpPicVVxhVBtm62VS5i2xUlwtLelEVZDNEQzRqVSqVCVFZxGtkqk02TDbVN6FitUWtII4lYjNCatCQdkY0gY9KStHIalzeBrCuZjGxZs1ILNZdV6s13K9Xbb9s121sqqIQU7GbU5ZI1mo3gSgZYnltOw8xtYUYb08g0sGkk17BXsgL1FKkj//Ry/u8/Hx+tZnWht7F7avmgNocPnNu8+dGHL7t6PKQxN11Fz+Aj9cU6ndhMxdVejgeX5V98/vz9mFufnpbdsdp7qbhlcOCuDz51UcadqvbjSH0FjAM0Dy60N+FGuDGuQTVRzdQwGsTZiF7lbVzU46wJ7E2nILNi/dphnDfII8iJ9kRzo9mqmV+reMQIXZQ2fPu6/U+/8Pr3fc/SCTc+8s5/MzUzkyZIIpFIvEzSdzmJRCLxKvDggw8duGl2Y/PpOR+CFVAHDiAlYzIworKQRSOn6Gb5/OWz42jdI7fe/I3HnnrbPQcyyrrdvlQNQ2FiZG1yk+H5AQd63saLwszbOU3MbK0dCilMQLxlSwIz3Uqjak0bCTAiraqq6XYcmfeZGdrEMWrNGonynN/x9jf/yZ/+7aC3+9KV9c4wj/CAgKCsZkov+RsyVNodCACJEsyyvBOq8RNPnVxbpKM392f2TkcXn1188MTpcmkNWrB6JxzNameeTIxgxEpuaWltMJ09cXL1kZv8W47fu7Dn+LjaqC174JHFP/zEI7FG5jMIOwUZiNAJnclvASgYgIHbSBIAR6VZhIKM2MiZMioCAdFMSakzmrfsijkJ9Xyoshyb9bjpFYVK3ek0/9Vv9l737rnl8SzTL+3fdyDNjkQikUjiJJFIJF5Tzp05decc9fobNq5IZyEErANCYFYiCkAUgiITml5cyi9eGXOWD2Y6p06vvMkdJ6tVVEOZuwaAwClMkQFqtFOK0NYGg16WRDGYqRG3XbxISQAwO0MEcStDQKwmhNazMYId4MxstFnOz8yCwOxEGtcWcGBSaM5o5mc6R27ZdfLptUG3C2JRZ8iExNgMAmn3fZGyEwNPbFnIQOScAlWIRBl5f37dXXok08fXAtWRXNUMfZYBrmqqLFeihpuGIAYonML3hwtVLLu5+9RfL//tF/9keg6So6ywvApVDLJMYkbCZEZGROTEtRlrAmJyChZmGKtBiTxfcGASYhQwc4iMYGwOBCHWPNJM5FXjomYuZS3KRt5xJEWR1x/9qd3Hv2/53OW1jfKX3vudP5SmRiKRSFwXKa0rkUgkXikxxrXFizODJufSEcEKQ8fglYTNvDEhmKuik8Dd9bL3zDkdNwPKcuWmM3/Tf/rPn480KEvrd/rOhNEwAsEUbJNPad4WJ0RE5HYUcrzUzcxEre2pZaZmChGomgpsYnhiNmkubFAzBXTbCGVlZQ1gJg+jLcuTrbMSORK2zbe8/mjBdb8DxOjgAU/EylCWly6IJ+i2h7yBFE6MlXP1RYSrxI0aXzY+Nj2EbgcDKjtZlQ3QHarPS3EIDFHiyE7IN5EUvUaK6Hkt4Mnz9NBpnF0mOA9jbXIvOasjY4MTckQNUQOqiBvjCq4GVaASXBKVxpFInGZeOl47BJiLxgKKTl0WO2X/zCZ3V9BZcWsb+UboYsxW+/UPf2TX9/7EcCOfujT6nm//0M+nUpNEIpG4XtLnZiKRSLxSPvWJ/zBaOpnTPgueKQMIEECA1iQEyipsEa7R/tlFXRl1KR82cZx34dxNlxYXnzi1dPexXXV5qcMgRAOAHHAAG7Zqu41AtPWlEr2ctC4xaxtvcasQ2jgJhJRbZ0UYt+2I25QtwE0sCy0CfPlyGULMOFPRjN3VplfUviBmJAuz/eO33/To45ccclXHcAI1UmVlML5JQbwBZEYGVsDYAUYKcOaLQLbKDCK24FjZJCNwppByPHR+gwNARk6NhZhAucuissF5r+SznutAyroa5zBSNoIShEnAxl64vFpuT1tvzKwdhcAgYUZGmgMi7JWDASTEyFgLx2uuyTRsqDUezAGF05/40cHHfny/K6tTl37mA+/79TQvEolE4u9BipwkEonEK+JrX/rjueEXoZahxzKP2AcJuAQ3AJuCmQ1OOa+pd2G5ubJOyBeU+3legBR5/4673vLUqctV6MIPFFkdgkggmAMDZDRJfDICiMkxOU/OkWNyzOQyn6sYgU0Rg2Q+b8vmYxARac03Wm3QNuPCJFTSup1EMyEoQQkwjaZiIqqiGstx58L5SyGId3lrzHhVaZAxIXcwGb3xroN33L7H2bhwlnnvyPksI76qSVrHktax8QVUSit1nGttWhSo62CsAU2kQCzBakX0GasEVXXeb1XGkBApE2CdIqs217tZHsUjm6tK4kZd1AyAKsgMZhmJQ0kyphj6wyrvbhKPyTRzlFEU8awOmkFr58TldRQz6nQHtVExM7spXCpH8kTOr8FtjgaxGVaYj1MzMf+xD2U/+xN7/Gj14pnv+qHv+++npqbS1EgkEokkThKJROI15Stf/BTVHyf3TFli2MvIhiKZUTAuQYENzNyEuhEfMbey2bm0zrXrK3tlELGDZ3CMcPns/Q+dbmzQcMd3+1xkZmJRyGC2ZbRIDCJr7RbbgIMxEbXmHlmWtfdVVZmZc64oCufc0tJSnufeu7quqU3PMiWLZEKm1CZ0bcmV1l3eIASF6XBIDz/8GIFVjWhiHrItNmAMJbLQ68VbjywcvnnWZEwxFFkhjTH5l2FvQphU/ZvGyFDHxCq5p0a6pe2ubK7EMPpek7sNCmHgV3y13tX1nsFgRgoWABSqjcWFAVGzliGONjYGhc91nFvlrGFEsAZrgtScCbvgnI7HXrXv/YyjmaYuQpU7KyCZtww1N9aLcFkGonHdrLrMr48Uec9cwRyBzZHsK6VXNh322UZY/c4f7Xz0F949jgfPbPzo0e/8zTQvEolEIomTRCKReK1ZX1vT9d9z8CtXxkwoGzMyyshIjHRiYMgWIeqGVZy9vJSvlR1xheZKPmZEmfmcNHedPXtveeLU4vmVMLKihK8lmmkGsBkIxETsQESTeAQTMTETk1mb6MUxqirMiMjleUfEmiayy9SsDZ4wk3OOTcmMVEhk4sBoSqYGae3kWwFjJoAuLPS+/KULgFM1Qnsu2NUcKA90ADWszc3rnXfsWZjN2ULhMg/fzbrYkdP1QkKFJ73IyADzjNyRhQqxKjwyFDnPaSzG47oOZYOx5FWT17GPjUzWfQCcwSkxSB2qYad2YS1r1me6oZdHb1VmDSMSTAkGIrbca4eqAZXTrpqBFHWZlVUerKs5Nz7DQOp+qPvMs/3urIZAuj7drzJevEusdwAAIABJREFU7WZUl6Ixk6i9PAy7m8udMkwvbGKuysMHPobv/nl3mVdOLL//W37kn8/v2ZumRiKRSPy9STUniUQi8ffhwrlnT3z9N3bPPlmO3vUHv/c5A7qDsDJ+ZrbXN+lBc3AgmFjFuY/Uv7KSrY498qESEzfO1Bk5Kzxq7zKp3fE33PvY008M5/azC6RlQeTJGlEwA7yj9h07uwm3hugiEkJwzrXZU20eV5Zljz3++O7dC97nanXmvcTArTNjWxVjMAXIVK8e29pNYpjOzc4/8wxCCOyofd7MbHJvph5gokp0k6jZt3fu9ttu2nzg3GZZ55xLsJ0u78/HaBIUAsBQKCQ2GcRnzmKdl+VcsTw1A5dXolLHenUTo9r7LNtspNsdwLyRUyKiSBoyw66hy7Ls0vqmFw9kChY4IRIwlLo+o2aTxs3+GRQeZkuSQYE6YrPiSomsyIq8iVyBRsuj+Y4vFEPfDAqcXd0k7RS+gGygjDFg/+5VHq/15vP3vW//Rz+yu46nF5d3H731Oy6eP5vlxcKu3S/4ltdWVlauXJ6em5+dX3iJP60rly5WVbn/4M2t1X0ikUgkcZJIJBKJb8I3/ubfHd1zDjjzu//Gf+lv1qsavWlMzce6XDYMYR3Shi0KBfJ+c8OWl0ltxvmB0Ca4IjMfc4dC4tquXbsvXFwa19F3Z5+5sHL4gB/khdaBzRxIt6QIkwNA5LaVCQBVLcuy0+kURSEiRBRjjDEOh8OlpaW1tfWbbz5UdDuhEZiYKYgxqQCfGMQTHEhhsKtttQxmBPT7A1XUdVP0cpt0/W1PrYAZWDWDJ3KBIOzCrUdvurJkDz1+IS96G6Mx3EtFThRsbUl6W49PZiaZQ6zHEP3g2/fee/tgZqHrfIhEZZM98NDl+x5ZPHsp7J/au7xWhpysLd+HMnTQwY/9wD1Tg+GJZ1d++/e/2hlkwXKBCpsYk5onziweO9D9oe++Z27I/XwxKNeWr5Z0frn+6688/Pgz40rGVnQFea/pymhzbgr/+B+9k/3gt/7lp8QXIWjB+t57bvnAtxzo+iVfN4WMF7q5fWEtGxwJF7/Uv/jjl+rhSnnLxYM/9uEf/HC3233OW/7S//FL881XvirH82M/830/8IMvpj0e+z9/cTyqvjD/vh/7xV9P+iSRSPxDI33qJRKJxPVhZp/9s9++eeHvCPlf/nn3idPN+nrzsz9w+J7b9lBtgiLymGnsAaCItmsk+66M3HoTKGflSOSYu0QduMwYeTF19uKlzrCPwnWm5y+tVJdXYsTQuAjWsC+9G7FTMnIRXbGhhLypGCjJr1D+Vw/6h8/HEUxRswo0mCu5qyOxE6dHtx491MnZYmMiUDjyMDKQAoq2g6+RCmlki4xA1pA1pA1pgIVpXqEpbJp2dbmIDTgqCWkuDLLGWwQFVbKQWyTUm3P9cPuRYa9bGtdU+Db97DndjdtnzFAW44Yz18wP6qyjo01fbw5mm5DPNfo9b5m++94Dzdz8A6fX/uzzT3/hKxceO7ly613Hv/cHvz3rFhujFXbZZlaKzgxiHRGF+m8+jIO7N7xVr59vpMKSUFSAcwvak7rLQVjWjFeqcrZbL+jZvzzx1N889tRDT5/cxOqhm7Of/uAd33V8kI8hmtc+FjG43MhhT+fC0G0+s5SvhcJCubSsp5fifU/Xpx6+8ORTl06cXYvLa3nT/9LDeOjK4C/vP/23p0/f99iDH/uZn3vwwUef82dz7tRTx+VLC27peH/z9//Hj3z6rz77Yn9gA7lyaGr8H/+3/6EsyzTdEonEPzRS5CSRSCSuj8cf+kq//le9md7Xvxa/+IXw6KlHDx+iD3/boam42AkD8h11Y+KaJDfpBd67PO6vjlctY8qiGZgyRs4MIBqbaJ4P8sYiFT5Y0x3sXlxa7We20O8pNllKMBM74pxBmTTj1cXpgzc/s7TJ+w6ePLf4z3/3gf+PvTsNsuyq7kS/1tp7n3PunHPWXKUqqUpVpXmWkNA8gxBqhDEYG+z21B6wDXbbBGE3Ycd7z9HPz3a0u1+07XbjsMN+uNtmMjYgIYSEBCUJDUhIqlLNU86ZdzzT3nut9+FmlQqQBPSnBvYvpIysvKG89xydk3n/tfba67c/cFnUSHQx73NPSjGUOdPk+NRSd+aSXXUQx9ap02u2AGG4nzAMh6IDEKMAggcBRCXiEDQII1INlsoq5IoiXlYymaEoUCCJx5zIKlcKeQEFUlViiR3kC9NjlXO2jT27f5l1nXg4UZ4Q5dQngCiIIsJllCo3VvWtxGWg81QZaLZqvXL3lL7xgtYhHvzp333zuWdg6yTUozKJl7ecvfzmW6/MqtHiYEXpuKwP1IKp+KxDCKCuvoCK/NiRw9mNm/nGa+Hvv1626pXS+4Sgyrkgd9kXVd0hp9Sg6mZ+92+ys5vgBoOksnz/7Zvuu3jE7Bx76JF+L65KtBJDPyVvPdRcJgp7QEk8Tktz69erL+w5/syR43dfMHbhNRcemmtfNlZkLvujR19574f/3y1r1jIBevjsu+H883d+22Xz4mf//GY38zePljfeVLz7ug0PPPDorbfd9JoXGEIRsbPhTguCIISTIAiC4I0x84l9f3H2usqRI/Yf/+mbJxZH8ry44sId9RgUswJiyyYxlnPvvACUDEv9fGBFV+oWlIBGUgiIKEiIwqcHFQIigKk3x4pu0U+xWUlirRhGGCsOSMCxcRiJSaZWCjBj257dP/j9P3p0w5rqzq0biv4Jw5DEOnMcRaNZZr/0pafWb5geFki+C1ltDBn2kQCSACOQCIuQtVA4B1qxDHf6leEDAATDTY5P73QM4L03Sl14we4Xj341zS2ieoOek8gBiHeUW8VedAxxf2l2Td3fctNl1PB/9TdP7d8Hu84ebUWttNcGSg8e6i/841fm54pKrelcVXNq5CQQ1KFx9sRgeuPEI0/nX/js/st/fettV+787OMvV6aitJMZEznOQQSE8NQuBQCQ47ZOuTBRnyjy5kMPH7t6i0xupk1n6aPHs0qdWbNIS+wy2DWoCND6QsCOLJ9c3raV7nz71H23reu5kdH0nbOv/NdxyVBVrnrTddvOPvv1DnZudmbcP//8XPUvP1duf1PnrI31v/3cFwF+L9xQQRAE3yYs6wqCIPg+PPDpP92y/sV+Ovjig0cWlke7eVwBuHRXC10v0QocKjaaiYSU1mJUr/CdHL2ueoycaBMlSEREipAIFJFSRIRERKhJRV4M6ubAxjNL5YkFf3QuOnDcHDwpc33oUtzVyTybrh5ZLOp/+z+eO74Mt795uhU5401FVby3goTQ6KzIC88vbN3a+N6Pa3V34FOfDFmGtIRBXjoAB8yCLMPtwxCAAAGRAUSGI+OBjDHC3GrURlvV2HxLw8l39pxUSlLCNkpLLR6qVa4m6fL2tTQxKYeX7VMv+TXrqkUJswu9amMyKzSjXmnntbox0ajn2A0qNdPxFFVddOlZ8QDhiYPR3lk4NvDTFTpvspJnPTIqcyImKRwCEMmrv/MG0Yyvd1fcSTbULf3BxWOZObHr4rXWUeI145iTmgNgSpG6hOxSV6F4zST9xPs23n1frevqHbn/5rf9agYjFqP81dTz2vY9+7im2Yf2N2ei2myyjaQ/bY+88Nxz4YYKgiAI4SQIguB/0QvPfu2siS/ZfOXlF9JnnslNbcuJ5d6OCdi+odZKhG1u0EQQoSdkAjKZx8W+LaAiulFKJCoWGI5OJEQcfkQSJEEiIQVoSq/QNJzUOlnczqJ+WSt8I7eVdl/PLvFs30ht0+xA/clffP7pF2ffeuclt984qVxXe1QQM7MI9vt0cF/vbW+9kHn5e4olpwIJMzPzt4QTj4MMev3UeRYRL/7UI3iqN35Yc0EBElQiIOK9y6cnRzQWZz7La4WTWIl3Ksu181BRpZ7WvG1N3B8c++bxHldjgLhSbdVHRjv9lKK6h7iwmiGxVkwUWY5ihbko7Xrb10TLZeuZQ93qaPKNE1gBevP26tzJHpDP2XuVoDEwnIgpgAICqMXWI6xFGJmCoWyMR5b0cj9FFCh9yVWHpSPwOM840FpEndi6c+V3Pnr91ddsIIbZ3o9ff8t7AYChRdE4KPXGJzk/9ri3/pEj8OO/8YHqlrcgmhu2wX/86EffoLIUBEEQwkkQBEHwRuYO/G1ZPNlehM98YrYoprtpXrB7x22N0aTw2TI7W63UbcnIyjt0EndK3c7RqYrFyIMxccVaN5xVMpxXAgRCiESASESACiHyHJccs2pCNOFAs3iNkS8r7XY8O2/+56ee+H/+7DOPPzH/jnvOe/97bohlMcEipkipmIEcaGWa/b6uVROj/lfaqUWG8w0FALxQUUJWFN47Xi2reFgtEiCCIHgYLu0CJKKyLJWCJMLxkQq7FE7NOXnNJzLeKGGvCqvYQxxxrHIZjeen1yQvHx2Y2jgiWV8CeYqQIsWoKtUmkh5kA+dTj94xeRWNNgcb14wt2w375hy2Gs8cUknc3L0JbQqEXlD1C0cqBkACUavbg+FIOpEsTtV6LUyXJsf91Phu63Y99tQSR16wZL3g1YoHYNckO1Y62HV5/yP/94bGuhdExrrZH9x93y/QattQo2Aj+rv8Mh3pPqZx8oUT/Jsf+vfbz78xs80Lz2o88qlPHTlyNNxWQRAEIZwEQRB8344fOTw9/nAUZw99br67uENoInNLgOV1l+3Aoh0biGI9yDNSWhhR1zKuLeVJDjXPCtCQNt5JFEWEgAjDyonWBpVCUjisogAiKiStVMISlc4AWU19Jc5IovyYy8ce/8rRXqf+wV889133bG/RgYoSV6RGQ6+Xkammhf/vf/35Cy/cEBEo/r57qof1ExGx1nrv0zRvNmH25DIRelc6m3tX+jIXZ5E9CgMIAiIpJCOCpJTRZIvBSCOOqFwtDb1OPlGsAATQCXoAYoZqDI1GsrwynxYF6VgpIWU9pKIKy4UHn9vSexfFApTGEWccRQrfdNVaS/rPP/aVpIYlDI4vVOaW8w2bmxdth6xbxIlhVE6EVv8BAGSk6erspFrc0Fo4Z9vsrbe3yIw+/RzsnwU2jjHxOBj0y3RZJXwh+MmJNfB7f3iraiyldk1ufvGqG951+ig8OhbPb9ja89UH/scozj/21aNbz9vdbDY3bd62pHdpHb/l5jVffOihcGcFQRCEcBIEQfB9e/6r/61e7T3+yGDPHi1qp/Wq357bedZYS0uCTtgV7EsCp8AheVWf68fHe60cRhEUCZGgAlEoGkGtdm2QDFdzkQLCYd2EwBMM97ZCQAC0SqUGcsOiONLU7Pfhqit23HrtxaM4O4WHY2wBu9z1sGJSHz/25Im77r1kdMJUE5Gcv99jHI5utM5Wq9XFxfbjXzl63u5ti4v9QW+FXQpcoC/Ql+RLdBa8Q/YiLIICioG01t6V4rORhklU+QZlEwDwiCCKmJQwQumRU4ZCTK02gtZWySnxiAVQCpgLWYDhLmNMWChMI5vmWNnclGvOa+6fX37+m3Zz1Y/EabrSf/BrLxg9+KX3XKJd6WzfGA1CJKBEEEAAPZr/8HvrP/Jb1/y7n939C/9u05rN5d/90zP/7ePP60YL66bTKXuLoFzDMHnXy93BkRHsLp1/7PjvXnr7U5ddc+e3nDFwhBbBv95hdlZW9Iv/yZb5xz69/8fedR8AKKV23fu7XdLvf/ubvvKZvw93VhAEwZnCbl1BEATfXbfbWTf15Oxx84l/cGQmUtsRKlbm+PILxhKkEqlEEBBRQMKidTf3J5Zc245GlbFIUkIkFIWiAQFlWCIBUgIMgIBA7BAdgihgAYfIMHy/i4bBK0SkEjErwZcAgJIPOqMV4PZKqTfWG+i9PTkz05zavNLjkYma4n57ZW66MTL4Pmsn3ntS2hgzOzv70ENHrr/xwmNH1h588eGp8Qu6KyV4ACHkErxFscAooABOT2dEIgKxIK4SJ8161CkRAF6veOIIBFEzaWZAmwuYWqXnq85GU7WKmespTQJecNjdggAGABGYpATgSV1ZsOlFa8bWGvjkwfn1dThvhByww/7xuWKpX0xV7fox6lQqg743LESMIgjASCzqia/VDrWhs1C8kh599hBgClG1Zeqt+d6JTbHXHpbd4La7zkpaL8Xa9XrNkdo7r7rlyu88Y8RAqlSvH05eefZro4Mjzx9sZwQXXbBzceYkCMSVyrJp1Faeq8/1FxcXJyYmwi0WBEEQwkkQBMH3hJkf/vyvbt+0b8+DwOVUaSDDw7HRyDDdJGBCUoCKUQMAI3uGueV+t2z4eJpFKUgR2AAQIAIjwOoWvIiASgRA/PDtOwkjOAIPYE+NSYw8RERWsPTicgsrKcQJ15Kqz5ZHo/FFO8IwSO3y6PT4F7/80uVX76TIS9ltNRObft8/44mo3+/Xak1mfutbz23UJ9bmU4deLJaW5iJsAXtgDc4CWRCLoJhFSIsgIACQ954ISYTBjY7Wjy2/2gf/2uEEFLEybD2UEmkX12ZWeOd0vH2Df/iFPsYVAEFgARQwIAqFULyAR+Cow3Ej3zWp4m5xw+07L79yfJOPbGIyV82Lw83WggwGu85e8y/PzWpdJxrmJ8HVnhP675/Ze7Y/UfGjg2RTUmvr+qAQ1y7a1aTO3U5zLfzEu8+775rp9JkHTbSt0YyvuvrK1z5j4LRYev1wsnzo4XU23X3huX90w8TCU79PX45rRrXjQTWZGStmrtoU/+Ef/MF//JM/CXdZEARBCCdBEATfk/37Xtp2zl5XzH/9a0ByCeplpZeLfqQBRuvAHkAhKg2IggBOcmvb/QGZGkTNIh00YiAUBEQQAgCUYRQRBAAFrw4oRMRhxzYDAgADiJPEo1aYCgy8cp1OmxXUWiWA0lhFhwg1wEwZdCILy+6S8cnl5b1rRp3tFQmOl+C+ryMVkVqtxszT09P9/sBZm8RxmddbjUbeExARcSKM4kFYhFFIQAQEQCEiMxMpxWiZW/Xq6Vjymou7PLHAcK8yYPBM0s7L2UWI48bWjVUji8gaiAUVCiKQsAZQIojgEHxd4nnpnHvO2nJp/1/9y4FRguZRKBuQetCjsH0d3Hn1WWdvqXW+5NdviMAW+OrIF2KEvA6q2peeUtFmD0WadnMZiKmWebT9rMnf/sNRqcec7W3W6dhS1ZWvH+cwR/Sr1Z3XEqePTjcaH/vkM4+XsFFg9AREBnpTUJ2EX70OL9jc/Mhf/pePfPSjrVYr3GhBEAQhnARBEHx3R/c+tGFivrvQPHmYS3IltSEqtRnzALU46tQLU0aVNCK1UkQnu/XJpw+etWyv18603F5dgQIjDcRIBECIWikCRESFgoAiw+VbBKQBwTMLaBDH7BQKkjdsdS6xGi2yYulYlxlaY5Ml5AUv6KRQJWZF1HOT//nPH37bPbtrfHI0MqqvAKo9hW/cVuiwqDTidJALo1ExCpKAWAAUx0WSKG8WN5T9baOtv/hCdMe1G8azw02fapgZcNJJEHUZsUcsNfUA0ZFJS6xG4/22rVVbUdloD3rNRgJcEBYgqIRATCGlVd5ra0pCKZiwj1X0ulkiFHL8RO/Z2WzjOn/JhWbPoUpCVKdCuT45rEbR1NSabpq3+73cOt+fv+lsc3DEP/LNTY/u6U5Ox950pUtgm7SCc53BZZfVLzlrZJva55d9Numcyqs9pXq6ZrlqTmya135yohu5gT7YKQaWYETHrUF667Xq5346ss2Bnr/ueHF+Q/9+f+JAHTe93jm0ipdrKzXpvWY4mTl8qOHnP7t80SdecR9/+EtKaQAEIATxZf7Sv/56Y+sDd++yjz/0pTvffu/p/2rEZ6kSwnDnBUEQwkkQBEHwHSJ52ubV579esvI5LAKxL1sVaCkArXsaRpRicYX13nM1y5J0YC1nUUUDkmNGfWoI/GoN4fS7zleXPJ057gIRRIbroAQdAtikZTqdzNTXHz52uCxg987pIj2QVGpplvio5hge23Pw8stHNq0b076jhRGET08ieSOoVFQU/VZjpMiLOIp9aRE8ggCwABS22LRxy+je7PjsycVuc3Q8ytKeYQuJ0SQsCFJZPQBGUAbFO29NBCypwGDh2AFa09QajYk8KkBgRAQgAQA5tSOLADAjO8/VpLK40n/i6RcnJy78t/etv+zre7++pxx0AAkaE7DrssruKzb+1f/38szMIKk2WZfrNo9bb77w4BON2ohJjNIIrIFiEmh3slcOdc69uP6u92z4y48vZZ3E1GrG6CjKuEq5gkWKTDXt97uYwyi3xDnNg5/7la3Xvmnj+Fj89Mmlnbs+sGli3eF/+ovqSCSQv94ZpHikkDpr/ZrzSg5+48ut+vQ///1XLr3hjq1bt33boweevLUir9x9j3nkgQfPDCfox2KbbE7mu8vLZZ6fvlaao6PD/YuDIAhCOAmCIPgRNXPy+GTraT+YfP7phZKUTzoeNBQTEY0aAHY9ck1NpdAASHkZaa/USmtIO4cDIq3odOQYbtEFiIBwemHX6Q6UYWhBxGHb9qlcxIqUpNjLKs1eL9p3YO6K3a0aLTRHMpsawg1dZw8ePmxd9+qrLjWQGbZaSgHFCIyk3nDEnzB2O1m10uh0eo1Go9vtVZMYUQAcgifgSKuVTlcbvWbDhoMnZ6ZGmiOmigKFLRwWRE1kBCIUJYTApIGAHZITsmvWVz78y/cX3j7xzLOzC+0ShFEBIAgqAUIRNgIewAMyoPXADhVFlRcPpPGjr9xxyeRt50zefDb2C+eogtXxHtafeuLYC9+c8RUsolIqet3W8w6dnNs/B2vHwTODVyKI7FikcOq5venUrsHW80b1J47XozUCJs0W0tjNlUldr+u25nw/HZEozrnie7t3m7fef97ZF49wVH3m6OVX3/wrY2MT7aWldrk1W+g6et11XStlxcSTA5l9zTO9cOTFhb5/+NmF3/vFW77z0Svu+qk9f/2PzbE1R7/wEjOfDh4rZBo1eM87tp38zE8idzjtJsnoANc9cHDig//Hn1UqlXBXBkEQwkkQBMGPqGee/MzuscNx/ZoXnnuuqEWFbidmkxSjh/fvUwDVqFSOMSq8ykWPDtLRxSUjWFOJ8+I8VRVpRL9aOTldPJHTgQVBAE5VTk4VWE7/ixoAwHfRF5X6s8/NHF9a/PAH7q3AYXIrghNzbdrbb//Rn77wWx+6zJW+UlO6LI1YB8IUeVTmDcOJMUlalEZHc/MnnMVKJQEEQIfiCB2AJ2lkg9wzqkp9ob9ybDmDZjQWV1zZAWaFVsAiEwIBEDBqQ8wW0ArK2vWNcnlQgNxw5Y4HHn16kGWC0fAkkAAwWDEICOgBnBBElSRLCy0qiZKnnu8sH+lctGVq89njjVHsl7jvm8ufe/Cp/bNQ1mpjI/XUdqRePTTbf/L5o5GG+kjNSS6gQRBRUMRK9eUjxdTLK6piVQyFWxFgHafQaD1/JOZsXUYnG6SKJdOkwTvePvqe926LRqHtat84eflb3vnR1fOTJIf7m04cfSrj1x0An1e27Tuyf6ZbwGvVqXqOnn52Zr6A62+++TsfbY6MFCO3PvfkwyeOzx06dGjbttXSyty6G7+655MsuXYzVei1NBfcW/SDT33hCz/9m38QwkkQBD/cEGB1EnAQBEHwbZxzj37uA+eO/cODn978lx9rZ6NWGl2NG5b2+3x5/11X6Z9574ZNLpKoV2DP642HZ9bsO1bPKzWo5mSUwqYWpchpJKUUIRCh1koBAoBSsNpzIl7YIzCIQ2ZhJ2xFPAE3GXLfTccaL52Uv/3rRzc2oz/+8O0N/XUNXeZt+/bKUcfHjh40UnvbrdvqslwtZ7VYi1GmagVWKjx4g6NjVIKaBcqi/OrX9t5y6yWuzAlKRKvAIrhcpp58oTy81BpQrJOVqlo8a7yxbWq6njhQbcJSQ0RoCKuIMZJGTSWXpqIyl2pDtX6SC7iocXB+8NkvPrPY0c5VfOmQC5Cs8OOCJUPmyXoRECNOkZACLz6z5EsgmydlqsB71KwpTapKmRqqVmkp4SOCvjNAHRmla148okMBZEQG4kiTeOiXjvOCqyPk0BGBTYH7tX5fdUa7TQUXbht5zzvO3bE9rzbKA7Ob9dQvXvqmO7V+9a/t2u32Yw8/VB8Zv/6G61/zHIrIA5//17wob7/jzjiOv+1Ra+0X/uWzqM2dd931eiNfvvzgg91u77qbbhwZGTn9xccefTQdDBBADTMtgAdgbW666cawsisIgh/mZIIYKidBEASva/bkEZQXFcRffOjrGO2yYiNspiv50vL+a7ZHP/++y2sq05xm1iXjY3O9aHZFCl8DiAAyFgcEComIaNiajnj6neWwpeTMH8fDPzEzIQCi1qbM01JKiGrLy+rJJ1+ZnV/+6bddUTVd7QxBq2TMoethYufuS5949EuA54pHEEQQYe/Boo7f+OgUYloUSVK1KjKR2fPENy699CIQU5b9WiWyZdbNouXlnH2idE3QOwX7T3S7K0vnbpkcHxvzPINRT6mKOCZiBCNOKQXOlgrRW44gFcQyL7ZuWHfutrV7nj6OpFGpsnQgPFzkBggAHoEFNCrNXoFEgrqb+G5sqFqPGoniQkNPU4qQiy/EFsY1fCQiSaUeCXiGUjwAa4VI5AEETJ45RJ5GinS0CNxLDLQ7kKaAykbjtS1597Z7m/e/bzNHRwblmqf3X3nH/X9arze+7RSNjIzcfe99b/x79LY77nq9R40xd7/t3jf+v3D9La+x4utN110X7r4gCH40hXASBEHwug7te3rjWn/yMC62IXU9Y+J8pbdw5OTWcfjJd2yu6o4umwQ91JVuFi8OTMcrS6SAyBtQAiDw+hMwXu/NrlIqzVNjlNY6ZyeUHDxw4tnHv3HDJVPXXbZGQ5vEIFQBNekslqjf6ddq9SPHZnduqLGPPDChMkCOv9sIRvEa2XtnoqRSrx6fXRo/2dm4fp2YZFCWBJX9Jwbr/0kdAAAgAElEQVSpixFrBJH3JhdTS9a2c3527/Lm9dG69VWW0lkXKwOcAzhFEQghI6ACEOdyFZkIGWRw3jnrX37x8GK7xzYipQAT8V7Aw3Dwi+BwlCMIMaAAxaVpCiIsksoQWXsi20A2KA6gD2bGE4CvA9eFOogZSYRSARABC8CMDgw7WxGuYly4EjpzgsS12iCPyvU7lj90/Y3bLoNUnTjR3kbVX77vp+4PFYkgCIL/HYSfxUEQBK8r651UNDszHy/2oJSUrZs/Otck94H37b5sV50HC+QQ0CFVLU7Ndmg5y33kAERxrHxM4AG/v0kjzjnvfaPRUEoZY0rTfO7gzD9+/LFt4/AffvnmiWhgoGAET1ohRaCwLMeaI2dt3vLlR/cMSsq8zh1YZkVg8LvlIraRFhELiK3x8V4GL70yd2K+LGHcweT8ijk818+9RqVIPIpXGBUc5dDsu8b+E/lLB/rtQZP1ZF5qz6iIRCyxBxZgJFYWjQMk8La/vHbEvOmSc+u6VIqHrx/QATEAIwgCKiElw1mJTsjVXbZ2MJhO84nMjmZcK6PYVrRrgm8JjzOPAgGIAa4gMKEj8gh6ODdGkL0XBufBWpXm0Ot1WdnJKtYHffmpfzv6m797zo4rTyaN0b2H3nbjXY9ef8OPhWQSBEHwv4lQOQmCIHhd4k4U2fFjsxvBgDHNhblFLuA979x0+a4aDU6OVmo+tw6sk7G0bC10lvrejtQykIh8FciL5IgMoL73Z2w0Gv1eJ4lNlmXVJOq60U888KLW8EvvvqhVLFQjABFLuSCLTaiM6yRFt2N0dOGlV+07OnPx1oZ4D2zFW630cOrj6x6duMiQd6r0vtEcT2qNTgpf2bN37fT0SLMxPzPfR0JDyDkBa8iFPELCqmKBHBfFvO33ZdOGeOvaUZFBWaZaA4ADARRkwJIq3mZxhOQLsJ2Ld2564YUD/TlnxXghQifgABkEUdTwpSpggRIgV5QpAfEtb9cAIFABaiDUBo7AN6BcB5UVACQfifKAoNAPv4NHYREFxL5auLzrTgoWNaOrZv7qa1p33H/ZxLbIK3phaawa//St77o1XORBEAQhnARBEPxgiHExiYvZJfAKur2i2+7ddhXefcvaBi2iF3EesECCwuKRmUFngKpiHA1iX0eORBxBCt/nKD3vPSJ47yuViiL45D9/7ej80h//5rlXbI2miXp9z8Y4lTJkZEcgqyhVjLZGZ5YX6qP1tNvtFTJeqaJLvc2IUN6wPK5IQEpAhUqZuCIUOx9XaqPHZgf7Dy5NjI65ek4A2uWaGCVzLKLYCVvP1bgS6Yn+AF58Ycn33bZNlVrMIhkgoxCAQ6EC60ReoIgVeF8IpOdt37LvxIs6qhYOI/QAvLpNmSDIcEMzD2CR8hxUphIWEOiJMAATlIgesADqk54HAGAUUMMTLOABlAjIsHfHJ/0O57qMxqDwsGad+51fun7nzrRf7pubm5LK+6696+ejKApXeBAEQQgnQRAEPzAQc7ZTM107QFhst2+9aPpDP7Z9jI8AlBlFlUojKnk+2X50zu6fXXZYq+oEHSAxUEEoKJpkdY/ZUxMY4fQbaBEAkMx448g4pTwhiPUFxjpFyqT+9J4XX37+8Pvfuv2KXbt0udTud01UddaRrntvVvpQqIqovD/oRlEl7THh2NHZshhNWhVDOlHgatQprHZQhUg5ss6zoeZgxY/Vq4b67FeUFgKN4p1zZeEZVWdQGJPUR6oZe3KxYkYqARFAKUbrSoS0EilgbPdLJTWlWy8eX5lpp+umKlOTzWZDm4itK7y3VYittHPvI2p5sZ5nduyoVB9lgErKpSDAcA9iIQEE9AgAAigaucqkPSmgDKAEERRCHyFHxBaAATHKgP3A4YoV5aQCyjhvoyjO06jMS+PRgEEpJStuuSF594+f22wcmSl4ZuXms879wI5dF4drOwiCIISTIAiCHzBK586O9sv8wDGoYvreO6/cURtYm2aS5Dohisus+8BR117pF14qiZKMESOsgugcFSjRJPRt4QRAAPDUHu5YaACmCMgwITornDPrxsgLew/93ae/unMjvOv6a6lvnapYVZBJvSu1b2ZpMr+cFzoWIi+ATCRGJFrs9Ppp2az7ydFkpBWx82ggqVUWeqnHWqM1ffLY4pe/8Ny9t+3cvK7VXZlj771nVKrT7pcOKNJA5IQBhYgjV0VEQMdoEKogGCEClMIIgGTAQeEYCm5kPXt0qRPtW1izprJubXV6qjk2WpUV0xgbTQfZUptatdjoBZRs87qRFw6WidEelMhwjzIGZEAPIgAEYsBHWpyGAgQAIhFBQRAgYREjAiAY6dRSbjHz2CrZR3UU0z9y/GQjrlfMVJbP5mVx9RXxz/7sNdNr2dRh3/Gyten/uuOGsI4rCIIghJMgCIIfTIx5VDEzBwYNhnffs33Lpqhvl7SM8IASXfcAy/3swP7jRkeVSoPQKDJE5oxvMNyC6luWdg0rJ4ir+YRcRCIClskLsI5qWvzJY8c//89facXwk+9408Ro5Hp9pYWlBBalGBUDWSIngiIGBAEE0AOwiVRp3dJylvZ78wuqUllXbRbd9tE8VyeOFPtfOpal3QvPb9Yn+zMr7XrcHJS5SsbafTl8bN6YxAHB6stlABm+wtMv9fRMrOETAloAP5xwz6KNGUG0s7OD2bnFJFqIItXUcPDI8XvvuWpitMH5fERGSn/h+Zuf3fe8mEkQQgEQltVJHsOCkgB4GO6zLEoAQUSEAQCQPYKIH76YtmlaZEAEArBueaaD6EaqYPM+Rf1LrjW33DWxY8f6WsV305HZ43dcdv2Pj09Oh0s6CIIghJMgCIIfVCaa/sxn/vXAc3DBWviJ27ZEOFuQ966GlqqYZMrMDVBhldB4qzJvK5VYKXVGGnnNEbdnVk4gsglJJlh4KhlUb2BBx//ljz/pS/jtD1555YVTbjBbMTomcdoRCQuzzyuVSqtJeZE6qAF4QAZwAFyUuVFGKV3aMk3LRSMyb20W/c3HDgDDB35q5wW7zm8107jSLv3KwIM20wttfunAzEI7V3rUegIgAEEBQDmVpgRXx/Xitx6WR3QCKBAJaGdJvDK6okh6ae679qQ7fHIm/ebLvYt2wmhioRAD8VlbWuMTPNspUJEADJ/u1NI3EGRAHGYiAHU6BgmKAAuCCIsIALdlG1PbqFlwtuwTptV6HGfF0tbtcP979cVXbstLqCTT+/a3dl7ye7fv2B0u5iAIghBOgiAIfrA9+9Tgz/4Etq2v//6vXD/ujlRqZc6RZahpJl8i1Y6vgHeR0YnRiVYRgh7+LT8gv95e7cN6xOlyhPaGMAMsncq9JJXG2Gc/+wAIvO/HzrnmwjHjZxLjNXhb2lij57L0ziJRxNoIQyEyHKfiATyAM5FmL84hcAyIaa15ZG/vXz51YNeG1q++f+v2TXXDJXKttzKgGjmbzMzIy/uPr3Q9UCPNGbWB1c50JhF3RuXk9As+I3IxAAOoYSkIVCwAhWfwwKycK9m0pjZsfOLpkxedfx4pRqs1RdVkcOUVmx94pJNbAAERwGFNBk9/bw/D3YVXTyAxIAgKigiIsAAzSMkOmWzPUGEjYaXys87yN9x+9kVXj1THVnr9Rqd7bW385rt+7M6wTXAQBEEIJ0EQBD/wvvTgl/7zHz+4eaLxwV+8fE08P0FpN/c+1hTnyJkrkkLWHJ6vAkTeKkeEAGp176jVZCLyHbnkO55FeSIlgJbBeWRguOWmW//NnW8u208aN28kBYkAjAB60CV7IIUYl8yWvQDLMBuAAHoBXzoWMUCVokRjakcO6s9+/rnLzqv8yk+dv3XcyuBERAYgEah2F7e8dHB5Zmm+tDFEibOIhkAIYNiYToIMr/PyZfWPBEDCCAIMTpCFgIkFxTrnpCykSm6s1+88/NWX3nr9Og0xOiHTu/ySDS/vyw+fKJ33zI60toVVWosIIAiIEAOi9xZAKx2DRRZijyaOytI675xznO+L0VAuU6Nw3Y1T19zCa7ZoMPrk7Kb5E+8777K7L9+0JVzDQRAEIZwEQRD8MHjhhRd/5u33j1dWfvWX3r554ojurnDhBSPWXnTfR/mgxKdfPGD9iCABECINO96R5IweExx2wq++s0f8zjf6iA6EAQiFCKh0ZSWpzc8d3PPQU9vet7sx3sxTEdGElDsB0qCRxaS5ZJkHNMPmkGFcEERSJstBG9OcnNy39+Bj/3pgfdP+ws+cP1k7Wjc1j6ikwMjNL8Ir+5KlbNRjKgTCChGIWYAJhiupgE/NSBku6/rOcAKgABQM11mhFxEhz+BEnJAnw0qqaeEqzdb//NSzb7p0k9KmGoGzi0nN7Tp77JXDB+IkcZkn0KeaWxSL98AsAuIFgBAQUWmt0QhDr9vLskwbBcDrYxgM8qtviH72568y1Q5F1MtHj85c/+Y7f6daq4ULOAiCIISTIAiCHxJlWf7Wr/9at7/0Gz990dqpZV2eJDLeNAxVEixZVVYK56LJvSdmBmlV1whEhmugWIBZmJWIAgEQEnk1kZzx5v7VVVIOBwoceoVoUIjYOtudnBq/977byMhiu69VhBCDJwKxtgALuZOllaw/AKKqEyfCgACsQIiFTGwKJ53lhceffZHT5fe967wtrWYCKzY/SQqRxjuD5v5DdrHvLAGgBvCnGvc9ngpUw4D17Q3xp1LJsBNEAEUIQAS8iANwAJ7Ae7AEnsFzESUJiFNjU82vfn35lis2EuRGVYRx9zkTn//KQYGSiJmt1gqRWFCEmEWABFBpA4J5UYJYa7veliygyXrLzRZeeF5y7XXT51/RAN2fW1rfzm/adsE9d9wUekuCIAhCOAmCIPjhQkTXXHPl1VvLi3YrLccSX6qk1c8raEUDZr4m1Y0HT+Dx5WPVCntxLCSAq9NLAEQ0AANoAERcbTKRYd/GMJuc0RDvVB88aNbIpJDyoltrNQaDtu1bl2GzWXc+Q2HwICIiIOBya0uLXhLCipAVEfEAoASQGfpFCVH82BOPv3Cg/6G3w53XrWvPLY1NjvWymUaz1kvjvYfNYlbxI7krBmA1Ap/anssLkACtNqOf7gI53RD/rX3+AiLILIIiq+0jAgCgRIEHFMDSJrWy0yvO3nX+V599+dabL0jzIw3T7PeKsZpcfPGuPV97UqvEe8dMkdbeeUBFSgGyZ2U9imcU8T4v8tSWEEdQrcHO3XDPW67befmxXp9Kc/beQ9uuvPmDk9NrwnUbBEEQwkkQBMEP409GrX/5137jkU+OYPmYcTOxr/clzpVuGdCFdAa1Z/fDngNtq0aFOyJjAo4ZWBQLDncKHgYJRCUiILy6oGs1kXxLQ7xTGfpIeY1sCGyjEufFipA0R9f5HNppHxUix+BJ2AMolsI5Ioq1qrAjwfT0KEMQRaTanZVH9nz9xYP9W2/b9p57zKD3yoY1E3max/G5/bS67/DgWDdNE92TTsVE2noCJwAIjLDayy+Ap9rQ36ghXsALAgALeBERVgBIrIVBmNlLVfksnyFVOXay3+nSwZn5rdOqyAlKiOL+xZdc8o3nv1GWznmFCMzDRh0EEOfEsyoKcja1ZZ+dbY3A2rXmyqs2XnRR9Zzto1oXc93N88vnbt7+M29592Xhig2CIAjhJAiC4IfZyOjoPe//YHvxJ49+/C4t7DDyJlpYODnzwoHPPwadsfUnXL3V0k3dExgB8ABquDJKhEDObCV/dX3Ua/JkNWgQRZ6EHBJHhKgreR/Q1zSKQgCKgUmQWQpEVFqcR28FhEAz+GHRRgOor3/9xc89ctgC3Pdvtt521+29uU9Pro0W289VK5t77Y0LnbH5lbmMTpaJBaiWXTDAAIwgCILAAoBAAsCrO2XJG56k4fEOm16IBEQUMAGT8oLM7DqgitLB1PSO9vLCZz7/0M//xJURR63GmJXDkxNj4+PN+dm2iE+iJCs8kAFAZskLm2U+TalaIRPH49PxNW/a9rZ7LovjeR3N12rtAydG1p7/Xy+7cXu4UIMgCEI4CYIg+JGJKBOTX1r34a3Jz3J/yz98cemfn5gHO9lMWq28rJgjpU2WK+c1pY2gCBEYxSshzUzee0ELDAa1BkJEYEEiGu66CwAk4gAQkrwhwqXKLQkAG09gY8m9Fg9xG4HBE0GJ6AAdALP3gljYIoqTLO+CaI2RdXG7a7785L5Hv3ls+9aRd92x4cbzYMz+HceK+yqhzSVPtrE43HspJ214lHpY9eLFOSw8AgAxskcPwyZ48SgZAAglAMDMCIyI8q1jThAzBAughRPwRphEQMCz5B5KRrcSNbVrVtjlc69sGLFPPAZvu13Vppz45aSMe+ZTGzbE80daxjaUzsnMZOy7aZyVFYuupsstY3TuucnVV0/tPK83Nj1X4sOz3TXL6e3jlZsvvv2KJEnC9RkEQRDCSRAEwY+WW265ZeXLzbG11ZXF531n0Go0wJcWq+DWo80LfxRUS0S89yKitBY5vXqLz3gnv9pnIsNGchrO9xh+hVHO6OsQGA5EF2FcnQAynM4uAEJERVGQilBHjCZKTF50l5jmevZjH3/IlnD/zVO/8OPXUn58vCFpOpoYKkVR1BwUcnJ2ZZBaUdEZByff9fBPd8p8225jAAASixhgEiFABhzu2eWAHIgFcIl+BqGOZctDhXmqUl14eV+5caLVyZfGYp5WbmOLvoF+ucSFXlFo5byvYtT0YLi8+Bp/37u3jo+NosOpyUuPn+gf6114/ds+EnbiCoIgCOEkCILgR1ej0Xgqe8v2iRffcteGbz4373oFGCxULH4Ey0W0x9m0WIBlODRwON5EmJmIRJwwMAgRMSMSDJvKmQURWRhXR54DgrAwDqsUIOAZgNEDgCCe6jQHcixOlFamdI5LRlQQrXnqmW98bs+BDOEn7t/yMzeONe3TBrm3pDGecJqykssinlnot/sWVYVBCSCCCHoQ+d6TyWv0nEgkErGwQCngBb2AE3AM3qNj8UneEFt1NmFf9YCjU2e9sC+94ZrRyAw8D6JuS/UHvcX5jKJU+pAQCKydGFy7a+qKnZPbL692k7TIqN3bceTIVbsvu+O8jVvC1RgEQRDCSRAEwY+61qZ7lvM9O3bwjnW075XcqgqTeCAlUVTqXHvSoEERKg9Cw7kfw1IDC5CckVVObXMFAMAgsNqRAowCIAwioERYQORUNzqDiCAP98YCVKSx9OBRJ7VGUbpPfGH/I0/sW7sG/s/fufmcaaezg0YDlzTZWNvucJuqaWHbaXlyIc+tUUkFPAAIIJ/6+F3CyfCT03uOfUs4YS0SA5YiAOgFymELishwBy/S6TbHnrlg1XM6jaqdg/OHPO6ITQVyizi1YT2fu2N5z8snxquw9iy4663Nyy7YSkV7omE7mTl27MrJze9/8w03hSswCIIghJMgCIJg1QWX3vC5T1++a+KL73z71j/5T3vbkjhdMHi0Hoq1A8xI6yiOScQ7IQSWb4UMgIDDwSByaqjI6f27eFhrAREQD6v99MOyhgyniZyOBCwiiCxKx9FKZ/Dwo0899tTSRWdP/Pq7Lzi3aVW2wjTadiZCTT0bZelLC9Z6zq1YqSmjvScGGO6vBcDf+xl4dRvkM7+IXqAUKAFLllJWm+OVyHDDLiyjBcdFyXlJpVNlUWTLHbBFu3DdOrle9WRzDb7//duvP6pbU2ZyUwsSVfpKz28+dGzLhm3vvOnNVyqlwuUXBEEQwkkQBEFwxg9Krd9y35/t+eRbd1104t53jvz1J3vaNPIyS6K6S2ulWuwPMlKm1TKC5JmHaWOI2RFpRGRmQCBSp3pIeHVP4WGHCchw3gizB2YUAWBYXfXFgAIsDOIcNEdGT84vRTra88Szjz4xe9X5kx/+uZvWyIlWvmB9kcfjJSVWiYU8qhTdvMkALOKRWIAFAUCQAYTxNVpOTlVH5Du/IiKgVmfGIyGhAnFenLD1kg9fn1IRYeIdswcQ7Rons6z01lhuLsxl7Bv58vzsQVq7blRTT7LlRCPb9o7NI43xtaxbR5egnbz5zXf+fMgkQRAEIZwEQRAEb2j0Fzr+399039SRwdxn/vXIyMjmctBLdCSkPVBWltRLG3WsJLH37NABiFYIoJn51PBFFPB4qrt9NQYIIwiArAYSAQAG8QJAw2LJqVVVIKIULi8tVpPkxIkTe548vuusxofepTa0DhXdToaoKY58h7htNaYGVrT3qEVOT4A/XbQZvhI8Y6riG3n11Z5ariYiXpjRMziB4dQWxYyFBQQvrETEWbu8sM7bMkvzfq9UajwdFLVkYmVBkq3TWb8/WdaobhZtmavplxcvH9t27c6rr6nV6+FCC4IgCOEkCIIg+C6uvP7uBz758YZ84m1v32Wz+Se+NjvWnM7SeZZYA5aWmVOlSBsdiwEAZrbWAogxhhkAhpt0KRHB020nACgsqx+HtRQc1lJQGIYrul7ds4uBoRKZfpa2F+euu2zk3rffd97ox9vZkSKekmQ8Koqmm1fSGxiTxc0uNVbn1uNqEwutFm2AkRjh9IKxN4glZ67mYmYARDz18pGBWDx5T+y11hEp7Pf7aZqWZc7sO52zi/xoo9WdnuxUW+rut975zJMvzRR7izGWaKm2MPBsVK3aJnXF3b82MjoWrrEgCIIghJMgCILv1dkXfGT/N21r5Ph737V9pOIefuSIUMu7yCohhSyQFgV0BdmrejWODRGdek8PAIKAjMPGdwAclkoAUWDYEA8CMOx9FxFPIkyrQYAYUQSFxXsRnxjavfPsS5Iq+fz48njfx04nrl1SWbbQKK6WWg+07gEBehj26A+TzbBmgnJqDDx+13By+lMA8MxEiogQSQRAlHhir9hp9qo3KIpy4HjguW95UNpiasJu3AjnbI83nTW6/qxpR8e37Z6cO9E9bBeVFtUcT1XmGsnJZbmk0QxXVxAEQQDfdXRxEARBcCbv/WOffPe26cfLcuzRr6l/+udjqR1RimJjkkgbTRqlmsTNWqVWTWq1mtZKKUWEAKKItEJhQRzWRgAANFoAoWE5RUSjgHgRTwKkUACJkIRRHIgzSvX6PWZBHXkWAWA1ojkl19PggKhv0YnSAJE4LPM0aZzZmc+CAmgZnBfPAGz/f/bubUey6y7g8Fpr79p16unuGc/BnpmMHZ+wE5tExhaKhILgERBvgMRjRDwIVwjxBICUCxQpJAhQFOKEIBjbMXEy0WTGc+hz1d7rwMX0OA65AcQhwPddVatKamlXaUs/rbX2v+VtKSWEVGstpbT6JFfOz5bkODtfOYldCKHGEGNKKZXWSq4lpNK67SacntRxW0qdun47lvtn48Grr198+5033nr9ZGc1xvJoNsyOTi9swudu33vlnS//3ve/8/W+j/OyHstxSdNrX/itm8+/6KcFQPzZaC0A/m0++vD929/+yvVLP0pp7/YHD77+l+nDH9wZT+NqtTsfZsNQUl+Gfr4Y9tfLq+tVXC5y16UUWhfT0Hex1hhKbC3WFkKobZliiLGmWFPMoY4hTDHkLraYWogtpBBDC62GWlqrtZSu73MptYXWwnG4PG+bbjpMbZxaGLud3GZ9a0MZ+7w57lN4+tCvVp+chE+l1FJaza3Exzkc1BJbXdYyK1MfWh9iDKGGkFuoKfQt1tbXnNrYSlgsTse4Lf3Z2I1TamMrm9zHruVpNdTnri1vPJeuX28vvjRcuZpKPTma7U/b+OjwyhTe3L/21qtv/saFXSskAIgTgP9sf/PNrx7f+5Nnn/nhfre5e3f83ncevfud4wcP9vrhZlpcbEOOi223GJdtsQw76+VivZoNfU1xGvrchSnFKYacYg1hGUIItcZWQiizLsZQYyih1RBaDF2M3fmYkdZqbU9OpNd6PnekPhlc0p5ORSnnr1uLrbVte3KvbyG0VksMrdVcSg6t1FLKOCt5VurUYmk151pi6Frta+liGGKcbbqDPIXNWMcp5BxPx7HF0A9pqtsWy6WdevVSvX5r8StvrK5c77u+zPplyJcOHu8dnN4M8xf3n3/rtc+9vVgs/FoAECcA/+X+4s/+8I3ZH6S+P9u0Tbn8rW+ffP0bh2fltdn6YrczltmDIQzLth9aizEPQ1rMu531vEsldW3WtZTCrHycYowtxhBjS7GlGFLXUoypCynV1n3qGVntU6+fHGU5P0DSWmsxhFDLeZacf7ZbtlBqa6VNU5taqCWWqWxzK1OZ2uZy2F4s4TB0Ry0elXYaUhjHeHaSxrNZyf29ugg1phwX3XBhCLN22KY7q8XBK68sf/2dl5//7LybPz6ZHsb9cFzrveP5/cPP7178/S9/+Xc9CxgAcQLwP+DOh+/d/us/urb7jdX+/U05fPiwfvfv2ofvpdPjvVl3pc5aGmo/G0ppIaTZsMhT6PphGBaL+brv+73uoxRDDCnFkELsY4rhyRO2WmhxaNM85BDjz9ZKfn7ppKUQQmjnf6Va66fipM2m87PvObTSWo4xtzbVlmPIrU45j2XabqdpLNspj+O4Hbel5lzHWktrbQrP92laLTaXn2nXr6Xnb/Q3r8+uX5uv5lNqmxxiaev7pzcf5i8tL7956+W3n7tx6xdnNQKAOAH4b3V8fPS1P//KZ298L4UfL0MuR6u7H6T33j348cHitN8vNXTdrLYu1zjMl6X1pYZSWghxnQ5ms34xdIt56vs4dDWlklLrU0kp9rXM6vmN+nzcfIyfXjkJ8ZN3Ywih1k/G08fW2iyethZqS1ONpcQahly7000+OR0322majqZ8vN12eZxvt92Y23I125aDEg/6eR6W4ddeT2/+6q0XXrraL/MmH3V9txm72i6ksH//waLOf/ONt3/36nM3BAkA4gTgl0ut9R//4bsf3f7aleGrz174STedzlr/08eXP7q3vnfv4cNHxyfH02abWhhSWtU2q3UWYpenGEMNrcSYY8jDLKRY+tRS14YuzVKcpdh1Tx7ge+6TzdE+Q9QAABeLSURBVF3h6cpJfbrjK+dcS80l11Jrq4+6Va0l55qnUnKtU5vGPI1TLaHVMC/bYdpMeVNjWO3W9V64sDd/5tr6yrMXnrmyu7u/vrn3t6FbbcvO0Wb3tL545+HlYefz6/1Xbtx85cUXX/WNAyBOAH7ZnRwff+ubf7ysX720uj9ND9fLFNs8tvXhQXj8qH1w++MHH5fDxyXUdd/NH47zlLo+djXXacyzOIQWU+hTiDHEkI5aOmytlVI+OXPyc/fxvvtUq7SYwifrGK21u+Hlvgsptjye1PEkj0ddGpd9aPU0hbZOx7eulFc/99z1F3bWe9t+tZkt45RzbfOuX3dptTncu3N/J8/fefWLv3P9+Zf63mgsAMQJwP9Cm83m/ff//t6dd6fHf7W3/tH+qsQQQ42xxTq1acoHjw4ODw8/PlseHZ6cnYzb07Y5bmVMoQyhDqnNU5zVMJUw/WwU4i/0Sa4txvM57jGGFurTT5bWWshlsYjrVbdchv3dtLOqF3bq3m63v9ft7i66dRi7HGIXY59bP+bZydnO4dl+ji/0i1u7l1669fJbl69ctWsLAHEC8H/KD3/w/u3v/enF9Qfz/kfr9UFoD8bpbkpT11/NYwmtS20oYzw5Go8PNo/uHz56dLg5Ltvt7na7M03TOI7TNIUQnkyd/0Q/G2KMMcWUYoyh79Nyubh4af/y5Wd2d3dfu/z9rksh5lLHri+LZQpxPBuPUpdjKpv5Cw/LZz/++MLJ5uXl7hde/+JvX332um8KAHEC8P9Ca+3+vZ/+5Mf/dPDgnzfH74dy90L30+V8XC+mocshTK1supS7vsaWW8uhrmte1VpzzrXWGOO/ipPYzc5PoqQWY0jpyT+ptZbaaopHMc1itzgb5weni5NpbxuulHZ1vnNrub62d/EzV67evHjpGfu1ABAnAIQQwjRNBw8e3Hn/u4f33+3K3bB97+LOwd6Fs/lQa3tU68HTXVvxF2/X+ekju2IMIdaUYmvl9Kwcb69tpqsP05fmy1ev3Xj7xmdeWq93jB8BQJwA8O9Tax3HcbvdHh0dHh4+ztM4TeM05fN7dwgttBjjMMyfbOsahiHGlGJarlbLxfLC7m7Xdc6KACBOAAAA/iNxklwFAADgl4E4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJy4BAAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAx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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 x3 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _2"> </span>YEAR<span class="_ _1"> </span>ENDED<span class="_ _1"> </span>30/06/2025</div><div class="t m0 x4 h3 y4 ff1 fs1 fc1 sc0 ls0 ws0">INVESTMENT<span class="_ _3"> </span>FRIENDS<span class="_ _3"> </span>CAPITAL<span class="_ _3"> </span>SE</div><div class="t m0 x5 h3 y5 ff1 fs1 fc1 sc0 ls0 ws0">ANNUAL<span class="_ _3"> </span>REPORT</div><div class="t m0 x6 h3 y6 ff1 fs1 fc1 sc0 ls0 ws0">FOR<span class="_ _3"> </span>THE<span class="_ _3"> </span>PERIOD<span class="_ _3"> </span>SINCE<span class="_ _3"> </span>01<span class="_ _3"> </span>JULY<span class="_ _3"> </span>2024<span class="_ _3"> </span>TILL<span class="_ _3"> </span>30<span class="_ _3"> </span>JUNE<span class="_ _3"> </span>2<span class="_ _4"></span>025</div><div class="t m0 x7 h3 y7 ff1 fs1 fc1 sc0 ls0 ws0">AND<span class="_ _3"> </span>FOR<span class="_ _3"> </span>THE<span class="_ _3"> </span>YEAR<span class="_ _3"> </span>ENDED<span class="_ _3"> </span>ON<span class="_ _3"> </span>30<span class="_ _3"> </span>JUNE<span class="_ _3"> </span>2025</div><div class="t m0 x8 h3 y8 ff1 fs1 fc1 sc0 ls0 ws0">PREPARED<span class="_ _3"> </span>IN<span class="_ _3"> </span>COMPLIANCE<span class="_ _3"> </span>WITH<span class="_ _3"> </span>I<span class="_ _4"></span>NTERNATIONAL</div><div class="t m0 x9 h3 y9 ff1 fs1 fc1 sc0 ls0 ws0">FINANCIAL<span class="_ _3"> </span>REPORTING<span class="_ _3"> </span>STANDARDS<span class="_ _3"> </span>(EU)</div><div class="t m0 xa h4 ya ff1 fs2 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _5"> </span>31/10/2025</div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">2</div><div class="t m0 xd h7 y10 ff1 fs4 fc2 sc0 ls0 ws0">INVESTMENT<span class="_ _7"> </span>FRIENDS<span class="_ _7"> </span>CAPITAL<span class="_ _3"> </span>SE</div><div class="t m0 xe h7 y11 ff1 fs4 fc2 sc0 ls0 ws0">GENERAL<span class="_ _7"> </span>INFORMATION</div><div class="t m0 xf h8 y12 ff2 fs2 fc2 sc0 ls0 ws0">Business<span class="_ _5"> </span>name:<span class="_ _8"> </span><span class="ff1">INVESTMEN<span class="_ _0"></span>T<span class="_ _5"> </span>FRIENDS<span class="_ _8"> </span>CAPITAL<span class="_ _5"> </span>SE</span></div><div class="t m0 xf h8 y13 ff2 fs2 fc2 sc0 ls0 ws0">Registry<span class="_ _5"> </span>code:<span class="_ _8"> </span>14618005</div><div class="t m0 xf h8 y14 ff2 fs2 fc2 sc0 ls0 ws0">LEI<span class="_ _8"> </span>code:<span class="_ _5"> </span>259400IJV1V3TF45<span class="_ _0"></span>QC25</div><div class="t m0 xf h8 y15 ff2 fs2 fc2 sc0 ls0 ws0">Address:<span class="_ _5"> </span>Estonia,<span class="_ _8"> </span>Harju<span class="_ _5"> </span>County,<span class="_ _5"> </span>Tal<span class="_ _4"></span>linn,<span class="_ _5"> </span>Tornimäe<span class="_ _5"> </span>St<span class="_ _4"></span>r<span class="_ _5"> </span>5,<span class="_ _8"> </span>10145</div><div class="t m0 xf h8 y16 ff2 fs2 fc2 sc0 ls0 ws0">Telephone:<span class="_ _5"> </span>+48-796-118-929</div><div class="t m0 xf h8 y17 ff2 fs2 fc2 sc0 ls0 ws0">E-mail<span class="_ _8"> </span>address:<span class="_ _5"> </span><span class="fc3">biuro@ifcapital.pl</span></div><div class="t m0 xf h8 y18 ff2 fs2 fc2 sc0 ls0 ws0">Website:<span class="_ _5"> </span><span class="fc3">www.ifcapital.pl</span></div><div class="t m0 xf h8 y19 ff2 fs2 fc2 sc0 ls0 ws0">Reporting<span class="_ _5"> </span>period:<span class="_ _8"> </span>01/07/2024<span class="_ _5"> </span>-<span class="_ _5"> </span>30/<span class="_ _4"></span>06/2025</div><div class="t m0 xf h8 y1a ff2 fs2 fc2 sc0 ls0 ws0">Auditor:<span class="_ _5"> </span>KPMG<span class="_ _8"> </span>Baltics<span class="_ _5"> </span>OÜ,<span class="_ _8"> </span>license<span class="_ _5"> </span>no:<span class="_ _8"> </span>17</div><div class="t m0 xf h8 y1b ff2 fs2 fc2 sc0 ls0 ws0">Members<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _5"> </span>Supervisory<span class="_ _8"> </span>Board:</div><div class="t m0 x10 h8 y1c ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs2">Wojciech<span class="_ _5"> </span>Hetkowski</span></div><div class="t m0 x10 h8 y1d ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs2">Jacek<span class="_ _5"> </span>Koralewski</span></div><div class="t m0 x10 h8 y1e ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs2">Małgorzata<span class="_ _5"> </span>Patrowicz</span></div><div class="t m0 x10 h8 y1f ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs2">Martyna<span class="_ _5"> </span>Patrowicz</span></div><div class="t m0 xf h8 y20 ff2 fs2 fc2 sc0 ls0 ws0">Members<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _5"> </span>Management<span class="_ _8"> </span>Board:</div><div class="t m0 x10 h8 y21 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs2">Damian<span class="_ _5"> </span>Patrowicz</span></div><span class="d m1" style="border-style:none;position:absolute;left:256.300000px;bottom:1147.200000px;width:80.700000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:197.000000px;bottom:1118.100000px;width:73.950000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">3</div><div class="t m0 xf h4 y22 ff1 fs2 fc2 sc0 ls0 ws0">TABLE<span class="_ _5"> </span>OF<span class="_ _8"> </span>CONTENTS</div><div class="t m0 xf h8 y23 ff2 fs2 fc2 sc0 ls0 ws0">I.<span class="_ _8"> </span>LETTER<span class="_ _5"> </span>OF<span class="_ _5"> </span>MANAGEMENT<span class="_ _5"> </span>BOARD…….……...…<span class="_ _0"></span>........................<span class="_ _0"></span>……………...<span class="_ _0"></span>….….……..4</div><div class="t m0 xf h8 y24 ff2 fs2 fc2 sc0 ls0 ws0">II.<span class="_ _5"> </span>M<span class="_ _4"></span>ANAG<span class="_ _0"></span>EMENT<span class="_ _5"> </span>REPORT……................<span class="_ _0"></span>........................<span class="_ _0"></span>....….……………<span class="_ _0"></span>……...……<span class="_ _0"></span>………..<span class="_ _0"></span>5</div><div class="t m0 xf h8 y25 ff2 fs2 fc2 sc0 ls0 ws0">III.<span class="_ _8"> </span>CORPO<span class="_ _0"></span>RATE<span class="_ _5"> </span>GOVERNANCE<span class="_ _5"> </span>REPORT……............<span class="_ _0"></span>.........….………<span class="_ _0"></span>………………<span class="_ _0"></span>…...........12</div><div class="t m0 xf h8 y26 ff2 fs2 fc2 sc0 ls0 ws0">IV.<span class="_ _8"> </span>REMUNE<span class="_ _0"></span>RATION<span class="_ _5"> </span>REPORT................<span class="_ _0"></span>..........................<span class="_ _0"></span>........................<span class="_ _0"></span>........................<span class="_ _0"></span>...............19</div><div class="t m0 xf h8 y27 ff2 fs2 fc2 sc0 ls0 ws0">V.<span class="_ _5"> </span>FINANCIAL<span class="_ _8"> </span>STATEMEN<span class="_ _0"></span>TS……....…<span class="_ _0"></span>........……………<span class="_ _0"></span>…………...<span class="_ _0"></span>…..………<span class="_ _0"></span>…....……..<span class="_ _0"></span>…...20</div><div class="t m0 xf h8 y28 ff2 fs2 fc2 sc0 ls0 ws0">1.<span class="_ _a"> </span>Statement<span class="_ _5"> </span>of<span class="_ _8"> </span>financial<span class="_ _5"> </span>position……….........……<span class="_ _0"></span>….........……<span class="_ _0"></span>….………<span class="_ _0"></span>.…..........<span class="_ _0"></span>.….........20</div><div class="t m0 xf h8 y29 ff2 fs2 fc2 sc0 ls0 ws0">2.<span class="_ _a"> </span>St<span class="_ _4"></span>atement<span class="_ _5"> </span>of<span class="_ _8"> </span>profit<span class="_ _5"> </span>or<span class="_ _8"> </span>loss…...................<span class="_ _0"></span>........................<span class="_ _0"></span>...................<span class="_ _0"></span>.......................<span class="_ _0"></span>...............21</div><div class="t m0 xf h8 y2a ff2 fs2 fc2 sc0 ls0 ws0">3.<span class="_ _a"> </span>St<span class="_ _4"></span>atement<span class="_ _5"> </span>of<span class="_ _8"> </span>other<span class="_ _5"> </span>comprehensive<span class="_ _5"> </span>i<span class="_ _4"></span>ncom<span class="_ _0"></span>e............................<span class="_ _0"></span>........................<span class="_ _0"></span>........................<span class="_ _0"></span>..22</div><div class="t m0 xf h8 y2b ff2 fs2 fc2 sc0 ls0 ws0">4.<span class="_ _a"> </span>St<span class="_ _4"></span>atement<span class="_ _5"> </span>of<span class="_ _8"> </span>changes<span class="_ _5"> </span>equity…….………<span class="_ _0"></span>.....................……<span class="_ _0"></span>…..…....……<span class="_ _0"></span>....................<span class="_ _0"></span>…....22</div><div class="t m0 xf h8 y2c ff2 fs2 fc2 sc0 ls0 ws0">5.<span class="_ _a"> </span>Cash<span class="_ _8"> </span>flow<span class="_ _8"> </span>statement…….…<span class="_ _0"></span>……...……<span class="_ _0"></span>…..…....……<span class="_ _0"></span>..........................<span class="_ _0"></span>..................<span class="_ _0"></span>...............23</div><div class="t m0 xf h8 y2d ff2 fs2 fc2 sc0 ls0 ws0">6.<span class="_ _a"> </span>Note<span class="_ _4"></span>s<span class="_ _5"> </span>to<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statement…….………<span class="_ _0"></span>...………........<span class="_ _0"></span>.…....……........<span class="_ _0"></span>..................<span class="_ _0"></span>…....24</div><div class="t m0 xf h8 y2e ff2 fs2 fc2 sc0 ls0 ws0">VI.<span class="_ _8"> </span>MANAG<span class="_ _0"></span>EMENT<span class="_ _5"> </span>BOARD’S<span class="_ _5"> </span>CONFIRMATION<span class="_ _5"> </span>OF<span class="_ _8"> </span>THE<span class="_ _5"> </span>ANNUAL<span class="_ _8"> </span>REPORT...<span class="_ _0"></span>.....................<span class="_ _0"></span>49</div><div class="t m0 xf h8 y2f ff2 fs2 fc2 sc0 ls0 ws0">VII.<span class="_ _5"> </span>MANAGEMENT<span class="_ _5"> </span>BOARD’S<span class="_ _5"> </span>PROPOSAL<span class="_ _8"> </span>FOR<span class="_ _5"> </span>PROFIT<span class="_ _5"> </span>ALLOCATION............<span class="_ _0"></span>....................50</div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">4</div><div class="t m0 xf h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">I.<span class="_ _3"> </span>L<span class="_ _0"></span>ETTER<span class="_ _7"> </span>OF<span class="_ _3"> </span>THE<span class="_ _7"> </span>MANAGEMENT<span class="_ _7"> </span>BOARD</div><div class="t m0 x11 h9 y31 ff4 fs3 fc2 sc0 ls0 ws0">Dear<span class="_ _7"> </span>Sir<span class="_ _8"> </span>or<span class="_ _8"> </span>Madam<span class="_ _4"></span>,</div><div class="t m0 x11 h9 y32 ff4 fs3 fc2 sc0 ls0 ws0">On<span class="_ _b"> </span>behalf<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>Management<span class="_ _b"> </span>Board<span class="_ _b"> </span>of<span class="_ _b"> </span>Investment<span class="_ _b"> </span>Friends<span class="_ _b"> </span>Capital<span class="_ _b"> </span>SE<span class="_ _b"> </span>(hereinafter<span class="_ _b"> </span>‘the</div><div class="t m0 xf h9 y33 ff4 fs3 fc2 sc0 ls0 ws0">Company’),<span class="_ _3"> </span>I<span class="_ _7"> </span>am<span class="_ _c"> </span>pleased<span class="_ _c"> </span>to<span class="_ _c"> </span>present<span class="_ _c"> </span>to<span class="_ _c"> </span>you<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>Annual<span class="_ _c"> </span>Report<span class="_ _c"> </span>for<span class="_ _7"> </span>the<span class="_ _c"> </span>period<span class="_ _c"> </span>since<span class="_ _c"> </span>July<span class="_ _c"> </span>1,<span class="_ _c"> </span>2024<span class="_ _c"> </span>to</div><div class="t m0 xf h9 y34 ff4 fs3 fc2 sc0 ls0 ws0">June<span class="_ _8"> </span>30,<span class="_ _7"> </span>2025.</div><div class="t m0 x11 h9 y35 ff4 fs3 fc2 sc0 ls0 ws0">During<span class="_ _d"> </span>this<span class="_ _d"> </span>period,<span class="_ _d"> </span>the<span class="_ _d"> </span>Company<span class="_ _e"> </span>continued<span class="_ _e"> </span>t<span class="_ _4"></span>o<span class="_ _e"> </span>provide<span class="_ _d"> </span>financial<span class="_ _d"> </span>services,<span class="_ _d"> </span>i.e.<span class="_ _d"> </span>lending</div><div class="t m0 xf h9 y36 ff4 fs3 fc2 sc0 ls0 ws0">activities,<span class="_ _e"> </span>whi<span class="_ _4"></span>ch<span class="_ _e"> </span>constitute<span class="_ _e"> </span>the<span class="_ _e"> </span>mai<span class="_ _4"></span>n<span class="_ _e"> </span>part<span class="_ _e"> </span>of<span class="_ _d"> </span>the<span class="_ _e"> </span>revenues<span class="_ _e"> </span>generated<span class="_ _d"> </span>by<span class="_ _e"> </span>t<span class="_ _4"></span>he<span class="_ _e"> </span>Company.<span class="_ _e"> </span>In<span class="_ _e"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h9 y37 ff4 fs3 fc2 sc0 ls0 ws0">opinion<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Management<span class="_ _c"> </span>Board,<span class="_ _c"> </span>the<span class="_ _c"> </span>Company&apos;s<span class="_ _c"> </span>situation<span class="_ _c"> </span>is<span class="_ _7"> </span>st<span class="_ _4"></span>able<span class="_ _7"> </span>and<span class="_ _c"> </span>there<span class="_ _c"> </span>is<span class="_ _c"> </span>no<span class="_ _7"> </span>l<span class="_ _4"></span>iquidity<span class="_ _c"> </span>risk</div><div class="t m0 xf h9 y38 ff4 fs3 fc2 sc0 ls0 ws0">and<span class="_ _f"> </span>no<span class="_ _f"> </span>threat<span class="_ _f"> </span>to<span class="_ _f"> </span>the<span class="_ _f"> </span>going<span class="_ _f"> </span>concern.<span class="_ _10"> </span>According<span class="_ _f"> </span>to<span class="_ _f"> </span>the<span class="_ _f"> </span>Management<span class="_ _f"> </span>Board&apos;s<span class="_ _f"> </span>intentions<span class="_ _4"></span>,<span class="_ _f"> </span>the</div><div class="t m0 xf h9 y39 ff4 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _11"> </span>will<span class="_ _11"> </span>continue<span class="_ _11"> </span>to<span class="_ _11"> </span>focus<span class="_ _11"> </span>on<span class="_ _11"> </span>providing<span class="_ _11"> </span>financial<span class="_ _11"> </span>services<span class="_ _11"> </span>in<span class="_ _11"> </span>the<span class="_ _11"> </span>new<span class="_ _11"> </span>f<span class="_ _4"></span>inancial<span class="_ _11"> </span>year,<span class="_ _11"> </span>in</div><div class="t m0 xf h9 y3a ff4 fs3 fc2 sc0 ls0 ws0">particular<span class="_ _7"> </span>granting<span class="_ _8"> </span>loans<span class="_ _7"> </span>to<span class="_ _8"> </span>business<span class="_ _7"> </span>entities.</div><div class="t m0 x12 h9 y3b ff4 fs3 fc2 sc0 ls0 ws0">On<span class="_ _12"> </span>behalf<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board,<span class="_ _12"> </span>I<span class="_ _12"> </span>hope<span class="_ _12"> </span>that<span class="_ _b"> </span>consistent<span class="_ _3"> </span>achievement<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _3"> </span>assumed</div><div class="t m0 xf h9 y3c ff4 fs3 fc2 sc0 ls0 ws0">economic<span class="_ _7"> </span>goals<span class="_ _7"> </span>and<span class="_ _7"> </span>cost<span class="_ _8"> </span>reduction<span class="_ _c"> </span>will<span class="_ _7"> </span>allow<span class="_ _7"> </span>us<span class="_ _8"> </span>t<span class="_ _4"></span>o<span class="_ _7"> </span>achieve<span class="_ _7"> </span>positive<span class="_ _7"> </span>financial<span class="_ _7"> </span>results<span class="_ _7"> </span>that<span class="_ _7"> </span>will<span class="_ _8"> </span>meet</div><div class="t m0 xf h9 y3d ff4 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>expectati<span class="_ _4"></span>ons<span class="_ _7"> </span>of<span class="_ _c"> </span>our<span class="_ _7"> </span>Shareholders.<span class="_ _c"> </span>I<span class="_ _7"> </span>woul<span class="_ _4"></span>d<span class="_ _7"> </span>also<span class="_ _7"> </span>li<span class="_ _4"></span>ke<span class="_ _7"> </span>to<span class="_ _c"> </span>thank<span class="_ _7"> </span>all<span class="_ _c"> </span>Shareholders<span class="_ _7"> </span>for<span class="_ _c"> </span>the<span class="_ _c"> </span>trust<span class="_ _7"> </span>they</div><div class="t m0 xf h9 y3e ff4 fs3 fc2 sc0 ls0 ws0">have<span class="_ _13"> </span>placed<span class="_ _13"> </span>in<span class="_ _13"> </span>the<span class="_ _13"> </span>Company<span class="_ _13"> </span>and<span class="_ _14"> </span>Co-operators,<span class="_ _13"> </span>wishing<span class="_ _14"> </span>t<span class="_ _4"></span>hem<span class="_ _14"> </span>further,<span class="_ _13"> </span>mutually<span class="_ _13"> </span>fruitful</div><div class="t m0 xf h9 y3f ff4 fs3 fc2 sc0 ls0 ws0">cooperation.</div><div class="t m0 x13 h9 y40 ff4 fs3 fc2 sc0 ls0 ws0">Yours<span class="_ _7"> </span>faithfully;</div><div class="t m0 x14 h9 y41 ff4 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _8"> </span>Patrow<span class="_ _4"></span>icz</div><div class="t m0 x15 h9 y42 ff4 fs3 fc2 sc0 ls0 ws0">Member<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Management<span class="_ _7"> </span>Board</div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">5</div><div class="t m0 xf h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">II.<span class="_ _c"> </span>MANA<span class="_ _0"></span>GEMENT<span class="_ _c"> </span>REPORT</div><div class="t m0 xf ha y43 ff5 fs5 fc2 sc0 ls0 ws0">THE<span class="_ _5"> </span>M<span class="_ _4"></span>AIN<span class="_ _5"> </span>FIELDS<span class="_ _8"> </span>OF<span class="_ _5"> </span>ACTIVIT<span class="_ _4"></span>Y</div><div class="t m0 xf h6 y44 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _3"> </span>main<span class="_ _3"> </span>business<span class="_ _3"> </span>activit<span class="_ _4"></span>y<span class="_ _c"> </span>of<span class="_ _12"> </span>the<span class="_ _c"> </span>Com<span class="_ _4"></span>pany<span class="_ _c"> </span>is<span class="_ _12"> </span>financial<span class="_ _3"> </span>activity,<span class="_ _3"> </span>including<span class="_ _3"> </span>lending<span class="_ _12"> </span>activities.<span class="_ _3"> </span>The</div><div class="t m0 xf h6 y45 ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _c"> </span>realizing<span class="_ _c"> </span>its<span class="_ _c"> </span>main<span class="_ _c"> </span>activity<span class="_ _c"> </span>related<span class="_ _c"> </span>to<span class="_ _c"> </span>lending<span class="_ _c"> </span>services.<span class="_ _c"> </span>The<span class="_ _c"> </span>loans<span class="_ _c"> </span>granted<span class="_ _c"> </span>to<span class="_ _c"> </span>related<span class="_ _c"> </span>party</div><div class="t m0 xf h6 y46 ff2 fs3 fc2 sc0 ls0 ws0">were<span class="_ _11"> </span>s<span class="_ _4"></span>ubsequently<span class="_ _11"> </span>invested<span class="_ _e"> </span>in<span class="_ _e"> </span>tradable<span class="_ _11"> </span>securities<span class="_ _e"> </span>with<span class="_ _e"> </span>the<span class="_ _e"> </span>objective<span class="_ _11"> </span>of<span class="_ _e"> </span>generating<span class="_ _e"> </span>profit.<span class="_ _e"> </span>The</div><div class="t m0 xf h6 y47 ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _8"> </span>i<span class="_ _4"></span>ntends<span class="_ _8"> </span>to<span class="_ _7"> </span>continue<span class="_ _8"> </span>i<span class="_ _4"></span>ts<span class="_ _8"> </span>operations<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>area<span class="_ _7"> </span>of<span class="_ _8"> </span>lending<span class="_ _7"> </span>activities.</div><div class="t m0 xf h6 y48 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _c"> </span>the<span class="_ _c"> </span>reporting<span class="_ _7"> </span>period,<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>obtained<span class="_ _7"> </span>revenues<span class="_ _c"> </span>mainl<span class="_ _4"></span>y<span class="_ _7"> </span>from<span class="_ _c"> </span>its<span class="_ _c"> </span>financial<span class="_ _c"> </span>service<span class="_ _c"> </span>activity,</div><div class="t m0 xf h6 y49 ff2 fs3 fc2 sc0 ls0 ws0">i.e.<span class="_ _7"> </span>interest<span class="_ _8"> </span>on<span class="_ _7"> </span>loans<span class="_ _8"> </span>granted.</div><div class="t m0 xf ha y4a ff5 fs5 fc2 sc0 ls0 ws0">GENERAL<span class="_ _8"> </span>(MACROE<span class="_ _4"></span>CONOMIC)<span class="_ _8"> </span>DEVELOPME<span class="_ _4"></span>NT</div><div class="t m0 xf h6 y4b ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _e"> </span>Com<span class="_ _4"></span>pany<span class="_ _e"> </span>undertakes<span class="_ _d"> </span>financial<span class="_ _d"> </span>activities,<span class="_ _d"> </span>especially<span class="_ _d"> </span>related<span class="_ _d"> </span>to<span class="_ _e"> </span>granting<span class="_ _d"> </span>loans<span class="_ _d"> </span>to<span class="_ _d"> </span>business</div><div class="t m0 xf h6 y4c ff2 fs3 fc2 sc0 ls0 ws0">entities,<span class="_ _b"> </span>m<span class="_ _4"></span>ostly<span class="_ _b"> </span>to<span class="_ _b"> </span>related<span class="_ _b"> </span>parties.<span class="_ _15"> </span>Entrepreneurs<span class="_ _b"> </span>who<span class="_ _b"> </span>have<span class="_ _15"> </span>not<span class="_ _b"> </span>obtained<span class="_ _b"> </span>financing<span class="_ _15"> </span>from<span class="_ _b"> </span>a<span class="_ _b"> </span>bank,</div><div class="t m0 xf h6 y4d ff2 fs3 fc2 sc0 ls0 ws0">usually r<span class="_ _0"></span>each out<span class="_ _d"> </span>t<span class="_ _4"></span>o<span class="_ _f"> </span>companies<span class="_ _f"> </span>which<span class="_ _f"> </span>provide<span class="_ _f"> </span>lending<span class="_ _16"> </span>services a<span class="_ _0"></span>nd<span class="_ _f"> </span>declare<span class="_ _f"> </span>high<span class="_ _16"> </span>flex<span class="_ _4"></span>ibility</div><div class="t m0 xf h6 y4e ff2 fs3 fc2 sc0 ls0 ws0">depending<span class="_ _b"> </span>on<span class="_ _b"> </span>the<span class="_ _b"> </span>needs<span class="_ _b"> </span>of<span class="_ _b"> </span>a<span class="_ _b"> </span>particular<span class="_ _b"> </span>customer<span class="_ _b"> </span>and<span class="_ _b"> </span>their<span class="_ _b"> </span>collateral<span class="_ _b"> </span>capabilities.<span class="_ _b"> </span>The<span class="_ _b"> </span>C<span class="_ _4"></span>ompany</div><div class="t m0 xf h6 y4f ff2 fs3 fc2 sc0 ls0 ws0">notices<span class="_ _12"> </span>development<span class="_ _12"> </span>potential<span class="_ _12"> </span>in<span class="_ _12"> </span>the<span class="_ _12"> </span>field<span class="_ _12"> </span>of<span class="_ _12"> </span>providing<span class="_ _12"> </span>financial<span class="_ _12"> </span>services<span class="_ _12"> </span>for<span class="_ _12"> </span>this<span class="_ _12"> </span>kind<span class="_ _12"> </span>of<span class="_ _3"> </span>entit<span class="_ _4"></span>ies</div><div class="t m0 xf h6 y50 ff2 fs3 fc2 sc0 ls0 ws0">and,<span class="_ _e"> </span>accordingly,<span class="_ _e"> </span>intends<span class="_ _d"> </span>to<span class="_ _e"> </span>continue<span class="_ _e"> </span>its<span class="_ _e"> </span>business<span class="_ _e"> </span>activi<span class="_ _4"></span>ty<span class="_ _e"> </span>in<span class="_ _e"> </span>this<span class="_ _e"> </span>segment.<span class="_ _e"> </span>As<span class="_ _e"> </span>at<span class="_ _e"> </span>the<span class="_ _d"> </span>date<span class="_ _e"> </span>of</div><div class="t m0 xf h6 y51 ff2 fs3 fc2 sc0 ls0 ws0">publication<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>annual<span class="_ _7"> </span>report,<span class="_ _7"> </span>Investment<span class="_ _7"> </span>Friends<span class="_ _7"> </span>Capital<span class="_ _7"> </span>SE<span class="_ _7"> </span>has<span class="_ _7"> </span>got<span class="_ _7"> </span>one<span class="_ _7"> </span>significant<span class="_ _7"> </span>borrower<span class="_ _f"> </span>-</div><div class="t m0 xf h6 y52 ff2 fs3 fc2 sc0 ls0 ws0">related<span class="_ _c"> </span>party.<span class="_ _3"> </span>The<span class="_ _c"> </span>operating<span class="_ _3"> </span>activity<span class="_ _3"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>only<span class="_ _3"> </span>borrower<span class="_ _c"> </span>is<span class="_ _3"> </span>focused<span class="_ _c"> </span>on<span class="_ _3"> </span>investments<span class="_ _c"> </span>in<span class="_ _3"> </span>the<span class="_ _c"> </span>capital</div><div class="t m0 xf h6 y53 ff2 fs3 fc2 sc0 ls0 ws0">market.<span class="_ _c"> </span>Therefore,<span class="_ _c"> </span>the<span class="_ _3"> </span>level<span class="_ _c"> </span>of<span class="_ _c"> </span>i<span class="_ _4"></span>nterest<span class="_ _c"> </span>rates<span class="_ _c"> </span>may<span class="_ _c"> </span>indi<span class="_ _4"></span>rectly<span class="_ _c"> </span>affect<span class="_ _c"> </span>the<span class="_ _c"> </span>fulfillment<span class="_ _3"> </span>of<span class="_ _c"> </span>obligations<span class="_ _3"> </span>to</div><div class="t m0 xf h6 y54 ff2 fs3 fc2 sc0 ls0 ws0">repay<span class="_ _3"> </span>loans,<span class="_ _12"> </span>which<span class="_ _3"> </span>may<span class="_ _3"> </span>affect<span class="_ _12"> </span>the<span class="_ _3"> </span>valuation<span class="_ _12"> </span>of<span class="_ _3"> </span>assets<span class="_ _3"> </span>on<span class="_ _12"> </span>stock<span class="_ _3"> </span>exchanges.<span class="_ _3"> </span>During<span class="_ _12"> </span>the<span class="_ _3"> </span>last<span class="_ _12"> </span>twelve</div><div class="t m0 xf h6 y55 ff2 fs3 fc2 sc0 ls0 ws0">months,<span class="_ _12"> </span>m<span class="_ _4"></span>ature<span class="_ _12"> </span>stock<span class="_ _12"> </span>m<span class="_ _4"></span>arkets<span class="_ _12"> </span>have<span class="_ _b"> </span>not<span class="_ _3"> </span>experienced<span class="_ _b"> </span>any<span class="_ _12"> </span>bigger<span class="_ _12"> </span>turbulence.<span class="_ _b"> </span>The<span class="_ _12"> </span>valuation<span class="_ _12"> </span>of<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y56 ff2 fs3 fc2 sc0 ls0 ws0">world&apos;s<span class="_ _8"> </span>main<span class="_ _7"> </span>stock<span class="_ _7"> </span>markets<span class="_ _8"> </span>increased.</div><div class="t m0 xf ha y57 ff5 fs5 fc2 sc0 ls0 ws0">FINANCIAL<span class="_ _8"> </span>INSTRUM<span class="_ _4"></span>ENTS,<span class="_ _5"> </span>FIN<span class="_ _4"></span>ANCIAL<span class="_ _5"> </span>RI<span class="_ _4"></span>SK<span class="_ _5"> </span>MANA<span class="_ _4"></span>GEMENT<span class="_ _8"> </span>OBJECTIVES<span class="_ _8"> </span>AND<span class="_ _5"> </span>POL<span class="_ _4"></span>ICIES</div><div class="t m0 xf h6 y58 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>main<span class="_ _3"> </span>risks<span class="_ _3"> </span>arising<span class="_ _3"> </span>from<span class="_ _c"> </span>financial<span class="_ _3"> </span>inst<span class="_ _4"></span>ruments<span class="_ _c"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Company<span class="_ _c"> </span>are:<span class="_ _3"> </span>interest<span class="_ _3"> </span>rate<span class="_ _3"> </span>risk,<span class="_ _c"> </span>liqui<span class="_ _4"></span>dity</div><div class="t m0 xf h6 y59 ff2 fs3 fc2 sc0 ls0 ws0">risk<span class="_ _c"> </span>and<span class="_ _c"> </span>credit<span class="_ _7"> </span>risk.<span class="_ _c"> </span>The<span class="_ _c"> </span>Management<span class="_ _c"> </span>Board<span class="_ _c"> </span>is<span class="_ _c"> </span>responsible<span class="_ _c"> </span>for<span class="_ _7"> </span>establishi<span class="_ _4"></span>ng<span class="_ _c"> </span>of<span class="_ _7"> </span>risk<span class="_ _c"> </span>management<span class="_ _c"> </span>in</div><div class="t m0 xf h6 y5a ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>C<span class="_ _4"></span>ompany<span class="_ _3"> </span>as<span class="_ _12"> </span>well<span class="_ _3"> </span>as<span class="_ _12"> </span>for<span class="_ _3"> </span>supervision<span class="_ _12"> </span>of<span class="_ _3"> </span>their<span class="_ _12"> </span>compliance.<span class="_ _12"> </span>The<span class="_ _3"> </span>purpose<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>Company’s<span class="_ _12"> </span>risk</div><div class="t m0 xf h6 y5b ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _b"> </span>pol<span class="_ _4"></span>icies<span class="_ _b"> </span>is<span class="_ _15"> </span>to<span class="_ _b"> </span>identify<span class="_ _15"> </span>and<span class="_ _15"> </span>analyze<span class="_ _b"> </span>the<span class="_ _15"> </span>risks<span class="_ _b"> </span>to<span class="_ _15"> </span>which<span class="_ _b"> </span>the<span class="_ _15"> </span>Company<span class="_ _15"> </span>is<span class="_ _b"> </span>exposed,<span class="_ _b"> </span>t<span class="_ _4"></span>o</div><div class="t m0 xf h6 y5c ff2 fs3 fc2 sc0 ls0 ws0">establish<span class="_ _7"> </span>appropriate<span class="_ _7"> </span>limits<span class="_ _8"> </span>and<span class="_ _7"> </span>controls,<span class="_ _7"> </span>and<span class="_ _7"> </span>to<span class="_ _8"> </span>m<span class="_ _4"></span>onitor<span class="_ _8"> </span>risks<span class="_ _7"> </span>and<span class="_ _7"> </span>ensure<span class="_ _7"> </span>that<span class="_ _8"> </span>lim<span class="_ _4"></span>its<span class="_ _7"> </span>are<span class="_ _8"> </span>adjusted<span class="_ _7"> </span>as</div><div class="t m0 xf h6 y5d ff2 fs3 fc2 sc0 ls0 ws0">necessary.<span class="_ _12"> </span>The<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board<span class="_ _12"> </span>identifies<span class="_ _12"> </span>potential<span class="_ _3"> </span>ris<span class="_ _4"></span>ks<span class="_ _3"> </span>by<span class="_ _12"> </span>analyzing<span class="_ _12"> </span>each<span class="_ _12"> </span>transaction<span class="_ _3"> </span>of<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y5e ff2 fs3 fc2 sc0 ls0 ws0">Company.<span class="_ _17"> </span>Due<span class="_ _17"> </span>to<span class="_ _17"> </span>the<span class="_ _18"> </span>simple<span class="_ _18"> </span>st<span class="_ _4"></span>ructure<span class="_ _18"> </span>of<span class="_ _17"> </span>the<span class="_ _17"> </span>Company,<span class="_ _18"> </span>there<span class="_ _17"> </span>are<span class="_ _17"> </span>no<span class="_ _18"> </span>problems<span class="_ _17"> </span>with</div><div class="t m0 xf h6 y5f ff2 fs3 fc2 sc0 ls0 ws0">communicating<span class="_ _12"> </span>information<span class="_ _12"> </span>in<span class="_ _12"> </span>a<span class="_ _12"> </span>timely<span class="_ _12"> </span>manner.<span class="_ _3"> </span>The<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board<span class="_ _12"> </span>bears<span class="_ _12"> </span>responsibilit<span class="_ _4"></span>y<span class="_ _3"> </span>for</div><div class="t m0 xf h6 y60 ff2 fs3 fc2 sc0 ls0 ws0">establishing,<span class="_ _15"> </span>implementi<span class="_ _4"></span>ng,<span class="_ _15"> </span>and<span class="_ _15"> </span>maintaining<span class="_ _15"> </span>effective<span class="_ _15"> </span>actions<span class="_ _15"> </span>to<span class="_ _15"> </span>ensure<span class="_ _15"> </span>the<span class="_ _15"> </span>achievement<span class="_ _15"> </span>of<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y61 ff2 fs3 fc2 sc0 ls0 ws0">objective.<span class="_ _19"> </span>Also,<span class="_ _19"> </span>appropriate<span class="_ _19"> </span>experience<span class="_ _19"> </span>and<span class="_ _19"> </span>education<span class="_ _19"> </span>of<span class="_ _19"> </span>t<span class="_ _4"></span>he management<span class="_ _19"> </span>board<span class="_ _1a"> </span>allows<span class="_ _19"> </span>to</div><div class="t m0 xf h6 y62 ff2 fs3 fc2 sc0 ls0 ws0">minimize<span class="_ _b"> </span>the<span class="_ _3"> </span>influence<span class="_ _b"> </span>of<span class="_ _3"> </span>risks<span class="_ _b"> </span>on<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>operating<span class="_ _12"> </span>activi<span class="_ _4"></span>ty.<span class="_ _12"> </span>The<span class="_ _b"> </span>Mana<span class="_ _0"></span>gement<span class="_ _12"> </span>Board<span class="_ _b"> </span>measur<span class="_ _0"></span>es<span class="_ _b"> </span>a<span class="_ _0"></span>nd</div><div class="t m0 xf h6 y63 ff2 fs3 fc2 sc0 ls0 ws0">identifies<span class="_ _7"> </span>each<span class="_ _8"> </span>transaction<span class="_ _7"> </span>separately.<span class="_ _7"> </span>The<span class="_ _8"> </span>Management<span class="_ _7"> </span>Board<span class="_ _8"> </span>monit<span class="_ _4"></span>ors<span class="_ _8"> </span>events<span class="_ _7"> </span>that<span class="_ _7"> </span>may<span class="_ _8"> </span>have<span class="_ _7"> </span>an</div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">6</div><div class="t m0 xf h6 y64 ff2 fs3 fc2 sc0 ls0 ws0">impact<span class="_ _16"> </span>on<span class="_ _16"> </span>the<span class="_ _16"> </span>emergence<span class="_ _f"> </span>of<span class="_ _16"> </span>a<span class="_ _16"> </span>given<span class="_ _16"> </span>risk<span class="_ _f"> </span>on<span class="_ _16"> </span>an<span class="_ _16"> </span>ongoing<span class="_ _16"> </span>basis.<span class="_ _16"> </span>Ri<span class="_ _4"></span>sk<span class="_ _d"> </span>i<span class="_ _4"></span>dentification<span class="_ _16"> </span>invol<span class="_ _4"></span>ves</div><div class="t m0 xf h6 y65 ff2 fs3 fc2 sc0 ls0 ws0">identifying<span class="_ _7"> </span>actual<span class="_ _8"> </span>and<span class="_ _7"> </span>potential<span class="_ _8"> </span>risk<span class="_ _7"> </span>sources<span class="_ _7"> </span>and<span class="_ _8"> </span>then<span class="_ _7"> </span>analyzing<span class="_ _8"> </span>for<span class="_ _7"> </span>materiality.</div><div class="t m0 xf ha y66 ff5 fs5 fc2 sc0 ls0 ws0">THE<span class="_ _5"> </span>ST<span class="_ _4"></span>RUCTURE<span class="_ _8"> </span>OF<span class="_ _5"> </span>THE<span class="_ _5"> </span>SH<span class="_ _4"></span>ARE<span class="_ _5"> </span>CAPI<span class="_ _4"></span>TAL</div><div class="t m0 xf h6 y67 ff2 fs3 fc2 sc0 ls0 ws0">Since<span class="_ _c"> </span>28/05/2007<span class="_ _c"> </span>shares<span class="_ _c"> </span>of<span class="_ _3"> </span>Investment<span class="_ _c"> </span>Friends<span class="_ _c"> </span>Capital<span class="_ _c"> </span>SE<span class="_ _3"> </span>are<span class="_ _c"> </span>listed<span class="_ _c"> </span>on<span class="_ _3"> </span>Warsaw<span class="_ _c"> </span>Stock<span class="_ _c"> </span>Exchange.</div><div class="t m0 xf h6 y68 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>balance<span class="_ _7"> </span>sheet<span class="_ _7"> </span>date<span class="_ _7"> </span>of<span class="_ _7"> </span>June<span class="_ _c"> </span>30,<span class="_ _7"> </span>2025<span class="_ _7"> </span>Investment<span class="_ _7"> </span>Friends<span class="_ _7"> </span>Capital<span class="_ _7"> </span>SE<span class="_ _7"> </span>had<span class="_ _7"> </span>4<span class="_ _c"> </span>506<span class="_ _7"> </span>000<span class="_ _7"> </span>shares</div><div class="t m0 xf h6 y69 ff2 fs3 fc2 sc0 ls0 ws0">issued.</div><div class="t m0 x16 h6 y6a ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff2">As<span class="_ _7"> </span>of<span class="_ _7"> </span>30/06/2025<span class="_ _7"> </span>the<span class="_ _7"> </span>share<span class="_ _7"> </span>capital<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>amounted<span class="_ _7"> </span>to:<span class="_ _7"> </span>EUR<span class="_ _7"> </span>450<span class="_ _7"> </span>600,00<span class="_ _7"> </span>and<span class="_ _7"> </span>was</span></div><div class="t m0 xf h6 y6b ff2 fs3 fc2 sc0 ls0 ws0">divided<span class="_ _8"> </span>i<span class="_ _4"></span>nto<span class="_ _8"> </span>4<span class="_ _7"> </span>506<span class="_ _8"> </span>000<span class="_ _7"> </span>bearer<span class="_ _8"> </span>shares<span class="_ _7"> </span>without<span class="_ _7"> </span>nominal<span class="_ _8"> </span>value<span class="_ _7"> </span>with<span class="_ _8"> </span>a<span class="_ _7"> </span>book<span class="_ _7"> </span>value<span class="_ _8"> </span>of<span class="_ _7"> </span>EUR<span class="_ _8"> </span>0,10<span class="_ _7"> </span>each.</div><div class="t m0 xf h6 y6c ff2 fs3 fc2 sc0 ls0 ws0">On 8/07/2025 the<span class="_ _f"> </span>Estonian Commercial Register (Ärire<span class="_ _0"></span>gister) registered a reduction of<span class="_ _16"> </span>the</div><div class="t m0 xf h6 y6d ff2 fs3 fc2 sc0 ls0 ws0">Company&apos;s<span class="_ _c"> </span>share<span class="_ _c"> </span>capital<span class="_ _3"> </span>from<span class="_ _c"> </span>EUR<span class="_ _c"> </span>450<span class="_ _c"> </span>600,00<span class="_ _3"> </span>to<span class="_ _c"> </span>EUR<span class="_ _c"> </span>300<span class="_ _3"> </span>000,00<span class="_ _c"> </span>as<span class="_ _c"> </span>a<span class="_ _c"> </span>result<span class="_ _3"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>cancellation</div><div class="t m0 xf h6 y6e ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _11"> </span>1<span class="_ _11"> </span>506<span class="_ _11"> </span>000<span class="_ _11"> </span>shares.<span class="_ _11"> </span>This<span class="_ _11"> </span>change<span class="_ _e"> </span>was<span class="_ _11"> </span>made<span class="_ _11"> </span>based<span class="_ _11"> </span>on<span class="_ _11"> </span>the<span class="_ _e"> </span>resolutions<span class="_ _11"> </span>adopted<span class="_ _11"> </span>at<span class="_ _11"> </span>the<span class="_ _11"> </span>Annual</div><div class="t m0 xf h6 y6f ff2 fs3 fc2 sc0 ls0 ws0">General<span class="_ _7"> </span>Meeting<span class="_ _8"> </span>of<span class="_ _7"> </span>Shareholders<span class="_ _8"> </span>on<span class="_ _7"> </span>31/03/2025.</div><div class="t m0 xf ha y70 ff5 fs5 fc2 sc0 ls0 ws0">INFORMATI<span class="_ _4"></span>ON<span class="_ _5"> </span>OF<span class="_ _8"> </span>THE<span class="_ _5"> </span>COMPAN<span class="_ _4"></span>Y<span class="_ _5"> </span>AND<span class="_ _5"> </span>SH<span class="_ _4"></span>AREHOLDE<span class="_ _4"></span>RS</div><div class="t m0 xf h6 y71 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _c"> </span>at<span class="_ _3"> </span>the<span class="_ _3"> </span>balance<span class="_ _12"> </span>sheet<span class="_ _c"> </span>date<span class="_ _3"> </span>30/06/2025<span class="_ _3"> </span>Investment<span class="_ _3"> </span>Friends<span class="_ _3"> </span>Capital<span class="_ _3"> </span>SE<span class="_ _3"> </span>has<span class="_ _3"> </span>no<span class="_ _c"> </span>subs<span class="_ _4"></span>idiaries<span class="_ _c"> </span>and<span class="_ _12"> </span>it</div><div class="t m0 xf h6 y72 ff2 fs3 fc2 sc0 ls0 ws0">does<span class="_ _7"> </span>not<span class="_ _7"> </span>create<span class="_ _7"> </span>its<span class="_ _8"> </span>own<span class="_ _7"> </span>consolidation<span class="_ _c"> </span>group.<span class="_ _8"> </span>At<span class="_ _7"> </span>the<span class="_ _7"> </span>end<span class="_ _7"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>pre<span class="_ _4"></span>vious<span class="_ _7"> </span>financial<span class="_ _7"> </span>year<span class="_ _7"> </span>-<span class="_ _7"> </span>30/06/2024,</div><div class="t m0 xf h6 y73 ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _7"> </span>Friends<span class="_ _8"> </span>Capit<span class="_ _4"></span>al<span class="_ _8"> </span>SE<span class="_ _7"> </span>also<span class="_ _8"> </span>had<span class="_ _7"> </span>no<span class="_ _8"> </span>subsidiaries<span class="_ _7"> </span>and<span class="_ _8"> </span>di<span class="_ _4"></span>d<span class="_ _8"> </span>not<span class="_ _7"> </span>form<span class="_ _8"> </span>any<span class="_ _7"> </span>consolidation<span class="_ _7"> </span>group.</div><div class="t m0 xf h6 y74 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _7"> </span>at<span class="_ _8"> </span>30/<span class="_ _4"></span>06/2025<span class="_ _7"> </span>and<span class="_ _7"> </span>30/06/2024<span class="_ _8"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>did<span class="_ _7"> </span>not<span class="_ _7"> </span>own<span class="_ _8"> </span>any<span class="_ _7"> </span>capital<span class="_ _7"> </span>i<span class="_ _4"></span>nvestments<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>form<span class="_ _7"> </span>of</div><div class="t m0 xf h6 y75 ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _8"> </span>and<span class="_ _7"> </span>stock<span class="_ _8"> </span>of<span class="_ _7"> </span>other<span class="_ _7"> </span>entities.</div><div class="t m0 xf h4 y76 ff1 fs2 fc2 sc0 ls0 ws0">Shareholding<span class="_ _5"> </span>structure<span class="_ _5"> </span>as<span class="_ _8"> </span>at<span class="_ _8"> </span>30/06/2025</div><div class="c x17 y77 w2 hb"><div class="t m0 x18 h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y77 w3 hb"><div class="t m0 x1a h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">Direct<span class="_ _5"> </span>shareholders</div></div><div class="c x1b y77 w4 hb"><div class="t m0 x1c h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y79 ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y77 w5 hb"><div class="t m0 x1f h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y77 w6 hb"><div class="t m0 x21 h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y77 w7 hb"><div class="t m0 x23 h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y7a w2 hc"><div class="t m0 x24 h4 y7b ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y7a w3 hc"><div class="t m0 x1a h8 y7b ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y7a w4 hc"><div class="t m0 x24 h8 y7b ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1e y7a w5 hc"><div class="t m0 x25 h6 y7c ff2 fs3 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x20 y7a w6 hc"><div class="t m0 x25 h8 y7b ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x22 y7a w7 hc"><div class="t m0 x26 h8 y7b ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x17 y7d w2 hd"><div class="t m0 x24 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x19 y7d w3 hd"><div class="t m0 x1a h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y7d w4 hd"><div class="t m0 x24 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1e y7d w5 hd"><div class="t m0 x27 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y7d w6 hd"><div class="t m0 x25 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x22 y7d w7 hd"><div class="t m0 x28 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y7f ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>owned<span class="_ _3"> </span>100%<span class="_ _3"> </span>of<span class="_ _3"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _3"> </span>OÜ<span class="_ _3"> </span>as<span class="_ _c"> </span>at<span class="_ _3"> </span>30/06/2025.<span class="_ _3"> </span>Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>wa<span class="_ _4"></span>s<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y80 ff2 fs3 fc2 sc0 ls0 ws0">ultimate<span class="_ _b"> </span>be<span class="_ _0"></span>neficial<span class="_ _12"> </span>owner<span class="_ _b"> </span>(UBO)<span class="_ _12"> </span>of<span class="_ _12"> </span>P<span class="_ _4"></span>atro<span class="_ _12"> </span>Invest<span class="_ _12"> </span>O<span class="_ _4"></span>Ü<span class="_ _12"> </span>because<span class="_ _b"> </span>he<span class="_ _12"> </span>held<span class="_ _12"> </span>100%<span class="_ _b"> </span>of<span class="_ _12"> </span>Patro<span class="_ _12"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 xf h6 y81 ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>30/06/<span class="_ _4"></span>2025.</div><div class="t m0 xf h6 y82 ff2 fs3 fc2 sc0 ls0 ws0">After<span class="_ _11"> </span>the<span class="_ _15"> </span>balance<span class="_ _15"> </span>s<span class="_ _4"></span>heet<span class="_ _15"> </span>date,<span class="_ _11"> </span>1<span class="_ _15"> </span>506<span class="_ _11"> </span>000<span class="_ _15"> </span>shares<span class="_ _11"> </span>belong<span class="_ _0"></span>ing<span class="_ _11"> </span>to<span class="_ _15"> </span>Patro<span class="_ _15"> </span>Invest<span class="_ _11"> </span>OÜ<span class="_ _15"> </span>were<span class="_ _11"> </span>redeemed,</div><div class="t m0 xf h6 y83 ff2 fs3 fc2 sc0 ls0 ws0">which<span class="_ _7"> </span>resulted<span class="_ _7"> </span>in<span class="_ _7"> </span>a<span class="_ _7"> </span>reduction<span class="_ _7"> </span>of<span class="_ _7"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _7"> </span>OÜ’s<span class="_ _7"> </span>share<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>share<span class="_ _7"> </span>capital<span class="_ _7"> </span>of<span class="_ _7"> </span>Investment<span class="_ _7"> </span>Frienda</div><div class="t m0 xf h6 y84 ff2 fs3 fc2 sc0 ls0 ws0">Capital<span class="_ _7"> </span>SE:</div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">7</div><div class="t m0 xf h4 y85 ff1 fs2 fc2 sc0 ls0 ws0">Shareholding<span class="_ _5"> </span>structure<span class="_ _5"> </span>as<span class="_ _8"> </span>of<span class="_ _8"> </span>the<span class="_ _5"> </span>annual<span class="_ _8"> </span>report<span class="_ _5"> </span>publication<span class="_ _8"> </span>date</div><div class="c x17 y86 w2 hb"><div class="t m0 x18 h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y86 w3 hb"><div class="t m0 x1a h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">Shareholders</div></div><div class="c x1b y86 w4 hb"><div class="t m0 x1c h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y88 ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y86 w5 hb"><div class="t m0 x1f h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y86 w6 hb"><div class="t m0 x21 h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y86 w7 hb"><div class="t m0 x23 h4 y87 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y89 w2 he"><div class="t m0 x24 h4 y8a ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y89 w3 he"><div class="t m0 x1a h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y89 w4 he"><div class="t m0 x24 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x1e y89 w5 he"><div class="t m0 x29 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x20 y89 w6 he"><div class="t m0 x25 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x22 y89 w7 he"><div class="t m0 x26 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x17 y8b w2 hd"><div class="t m0 x24 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x19 y8b w3 hd"><div class="t m0 x1a h8 y8c ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y8b w4 hd"><div class="t m0 x24 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x1e y8b w5 hd"><div class="t m0 x27 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y8b w6 hd"><div class="t m0 x25 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x22 y8b w7 hd"><div class="t m0 x28 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y8d ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _c"> </span>Patrowicz<span class="_ _7"> </span>held<span class="_ _c"> </span>100%<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>shares<span class="_ _7"> </span>of<span class="_ _c"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _c"> </span>OÜ<span class="_ _c"> </span>as<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>date<span class="_ _c"> </span>of<span class="_ _7"> </span>publ<span class="_ _4"></span>ication<span class="_ _7"> </span>of<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y8e ff2 fs3 fc2 sc0 ls0 ws0">annual<span class="_ _b"> </span>report.<span class="_ _15"> </span>Damian<span class="_ _b"> </span>Patrowicz<span class="_ _b"> </span>was<span class="_ _15"> </span>the<span class="_ _b"> </span>ultimate<span class="_ _b"> </span>beneficial<span class="_ _15"> </span>owner<span class="_ _b"> </span>(UBO)<span class="_ _b"> </span>of<span class="_ _b"> </span>Patro<span class="_ _15"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 xf h6 y8f ff2 fs3 fc2 sc0 ls0 ws0">because<span class="_ _7"> </span>he<span class="_ _8"> </span>held<span class="_ _7"> </span>100%<span class="_ _8"> </span>of<span class="_ _7"> </span>Patro<span class="_ _8"> </span>Invest<span class="_ _7"> </span>OÜ<span class="_ _8"> </span>s<span class="_ _4"></span>hares<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>publication<span class="_ _7"> </span>date.</div><div class="t m0 xf h6 y90 ff2 fs3 fc2 sc0 ls0 ws0">According<span class="_ _d"> </span>to<span class="_ _16"> </span>the<span class="_ _d"> </span>information<span class="_ _d"> </span>presented<span class="_ _16"> </span>in<span class="_ _d"> </span>the<span class="_ _16"> </span>annual<span class="_ _d"> </span>report<span class="_ _16"> </span>for<span class="_ _d"> </span>2023/2024,<span class="_ _d"> </span>the<span class="_ _16"> </span>structure<span class="_ _d"> </span>of</div><div class="t m0 xf h6 y91 ff2 fs3 fc2 sc0 ls0 ws0">shareholders<span class="_ _15"> </span>holding<span class="_ _15"> </span>at<span class="_ _15"> </span>least<span class="_ _b"> </span>10%<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>total<span class="_ _15"> </span>number<span class="_ _15"> </span>of<span class="_ _15"> </span>votes<span class="_ _b"> </span>at<span class="_ _15"> </span>the<span class="_ _15"> </span>General<span class="_ _15"> </span>Meeting<span class="_ _15"> </span>was<span class="_ _15"> </span>as</div><div class="t m0 xf h6 y92 ff2 fs3 fc2 sc0 ls0 ws0">follows:</div><div class="t m0 xf h4 y93 ff1 fs2 fc2 sc0 ls0 ws0">Shareholding<span class="_ _5"> </span>structure<span class="_ _5"> </span>as<span class="_ _8"> </span>at<span class="_ _8"> </span>30/06/2024</div><div class="c x17 y94 w2 hb"><div class="t m0 x18 h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y94 w3 hb"><div class="t m0 x1a h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">Shareholders</div></div><div class="c x1b y94 w4 hb"><div class="t m0 x1c h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y94 w5 hb"><div class="t m0 x1f h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y94 w6 hb"><div class="t m0 x21 h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y94 w7 hb"><div class="t m0 x23 h4 y95 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y97 w2 he"><div class="t m0 x24 h4 y88 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y97 w3 he"><div class="t m0 x1a h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y97 w4 he"><div class="t m0 x24 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1e y97 w5 he"><div class="t m0 x29 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x20 y97 w6 he"><div class="t m0 x25 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x22 y97 w7 he"><div class="t m0 x26 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x17 y98 w2 hd"><div class="t m0 x24 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">X</div></div><div class="c x19 y98 w3 hd"><div class="t m0 x1a h8 y7e ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y98 w4 hd"><div class="t m0 x24 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1e y98 w5 hd"><div class="t m0 x27 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y98 w6 hd"><div class="t m0 x25 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x22 y98 w7 hd"><div class="t m0 x28 h4 y7e ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y99 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>owned<span class="_ _3"> </span>100%<span class="_ _3"> </span>of<span class="_ _3"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _3"> </span>OÜ<span class="_ _3"> </span>as<span class="_ _c"> </span>at<span class="_ _3"> </span>30/06/2024.<span class="_ _3"> </span>Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>wa<span class="_ _4"></span>s<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y9a ff2 fs3 fc2 sc0 ls0 ws0">ultimate<span class="_ _b"> </span>be<span class="_ _0"></span>neficial<span class="_ _12"> </span>owner<span class="_ _b"> </span>(UBO)<span class="_ _12"> </span>of<span class="_ _12"> </span>P<span class="_ _4"></span>atro<span class="_ _12"> </span>Invest<span class="_ _12"> </span>O<span class="_ _4"></span>Ü<span class="_ _12"> </span>because<span class="_ _b"> </span>he<span class="_ _12"> </span>held<span class="_ _12"> </span>100%<span class="_ _b"> </span>of<span class="_ _12"> </span>Patro<span class="_ _12"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 xf h6 y9b ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>30/06/<span class="_ _4"></span>2024.</div><div class="t m0 xf h4 y9c ff5 fs2 fc2 sc0 ls0 ws0">SHARES<span class="_ _5"> </span>OWNED<span class="_ _5"> </span>BY<span class="_ _8"> </span>MEMBERS<span class="_ _5"> </span>OF<span class="_ _8"> </span>THE<span class="_ _8"> </span>COMPAN<span class="_ _0"></span>Y’S<span class="_ _8"> </span>MANAGE<span class="_ _0"></span>MENT<span class="_ _5"> </span>AND<span class="_ _8"> </span>SUPERVISO<span class="_ _0"></span>RY</div><div class="t m0 xf h4 y9d ff5 fs2 fc2 sc0 ls0 ws0">BOARD</div><div class="t m0 x2a hf y9e ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1b"> </span><span class="ff5">Members<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Man<span class="_ _4"></span>agement<span class="_ _8"> </span>B<span class="_ _4"></span>oard</span></div><div class="t m0 xf h6 y9f ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>balance<span class="_ _3"> </span>sheet<span class="_ _3"> </span>date<span class="_ _3"> </span>of<span class="_ _3"> </span>30/06/2025<span class="_ _3"> </span>the<span class="_ _12"> </span>President<span class="_ _c"> </span>of<span class="_ _12"> </span>the<span class="_ _c"> </span>Managem<span class="_ _4"></span>ent<span class="_ _3"> </span>Board,<span class="_ _3"> </span>Mr.<span class="_ _c"> </span>Damian</div><div class="t m0 xf h6 ya0 ff2 fs3 fc2 sc0 ls0 ws0">Patrowicz<span class="_ _12"> </span>held<span class="_ _b"> </span>shares<span class="_ _12"> </span>in<span class="_ _12"> </span>the<span class="_ _b"> </span>Company<span class="_ _0"></span>.<span class="_ _b"> </span>To<span class="_ _3"> </span>the<span class="_ _b"> </span>best<span class="_ _3"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board&apos;s<span class="_ _b"> </span>knowledge,<span class="_ _12"> </span>Mr.</div><div class="t m0 xf h6 ya1 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _b"> </span>Patrowicz<span class="_ _12"> </span>held,<span class="_ _b"> </span>through<span class="_ _12"> </span>his<span class="_ _b"> </span>company<span class="_ _12"> </span>P<span class="_ _4"></span>atro<span class="_ _12"> </span>Invest<span class="_ _b"> </span>OÜ,<span class="_ _b"> </span>3<span class="_ _12"> </span>065<span class="_ _b"> </span>924<span class="_ _12"> </span>shares<span class="_ _b"> </span>in<span class="_ _12"> </span>Investment</div><div class="t m0 xf h6 ya2 ff2 fs3 fc2 sc0 ls0 ws0">Friends<span class="_ _c"> </span>Capital<span class="_ _c"> </span>SE,<span class="_ _c"> </span>representing<span class="_ _c"> </span>a<span class="_ _c"> </span>68,04%<span class="_ _7"> </span>st<span class="_ _4"></span>ake<span class="_ _7"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>the<span class="_ _c"> </span>Company&apos;s<span class="_ _7"> </span>share<span class="_ _c"> </span>capital.<span class="_ _c"> </span>Si<span class="_ _4"></span>nce<span class="_ _7"> </span>8/<span class="_ _4"></span>07/2025,</div><div class="t m0 xf h6 ya3 ff2 fs3 fc2 sc0 ls0 ws0">i.e. from<span class="_ _16"> </span>t<span class="_ _4"></span>he<span class="_ _16"> </span>date of registration<span class="_ _f"> </span>of the<span class="_ _16"> </span>redemption of<span class="_ _f"> </span>the<span class="_ _f"> </span>Company&apos;s shares,<span class="_ _16"> </span>Mr. Damian</div><div class="t m0 xf h6 ya4 ff2 fs3 fc2 sc0 ls0 ws0">Patrowicz<span class="_ _7"> </span>has<span class="_ _7"> </span>held<span class="_ _7"> </span>1<span class="_ _8"> </span>559<span class="_ _7"> </span>924<span class="_ _7"> </span>shares<span class="_ _8"> </span>through<span class="_ _c"> </span>his<span class="_ _8"> </span>company<span class="_ _7"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _7"> </span>OÜ,<span class="_ _8"> </span>representi<span class="_ _4"></span>ng<span class="_ _7"> </span>a<span class="_ _8"> </span>52,00%</div><div class="t m0 xf h6 ya5 ff2 fs3 fc2 sc0 ls0 ws0">stake<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>Company&apos;s<span class="_ _8"> </span>share<span class="_ _7"> </span>capital.</div><div class="t m0 x2a hf ya6 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _1b"> </span><span class="ff5">Members<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>S<span class="_ _4"></span>upervisory<span class="_ _8"> </span>Board</span></div><div class="t m0 xf h6 ya7 ff2 fs3 fc2 sc0 ls0 ws0">To<span class="_ _b"> </span>the<span class="_ _b"> </span>best<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>knowledge<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>Management<span class="_ _b"> </span>Board<span class="_ _b"> </span>of<span class="_ _b"> </span>Investment<span class="_ _b"> </span>Friends<span class="_ _b"> </span>C<span class="_ _4"></span>apital<span class="_ _b"> </span>SE,<span class="_ _b"> </span>the</div><div class="t m0 xf h6 ya8 ff2 fs3 fc2 sc0 ls0 ws0">Members<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _c"> </span>Board<span class="_ _7"> </span>do<span class="_ _c"> </span>not<span class="_ _7"> </span>hold<span class="_ _c"> </span>any<span class="_ _7"> </span>shares<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _c"> </span>Company<span class="_ _7"> </span>as<span class="_ _c"> </span>at<span class="_ _7"> </span>the<span class="_ _c"> </span>balance<span class="_ _7"> </span>sheet</div><div class="t m0 xf h6 ya9 ff2 fs3 fc2 sc0 ls0 ws0">date<span class="_ _7"> </span>and<span class="_ _8"> </span>the<span class="_ _7"> </span>date<span class="_ _8"> </span>of<span class="_ _7"> </span>submission<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>annual<span class="_ _8"> </span>report.</div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">8</div><div class="t m0 xf h4 y85 ff5 fs2 fc2 sc0 ls0 ws0">RESERVE<span class="_ _5"> </span>CAPITAL<span class="_ _8"> </span>AND<span class="_ _5"> </span>COMPLIANCE<span class="_ _5"> </span>WITH<span class="_ _8"> </span>LEGAL<span class="_ _5"> </span>MINIMUM</div><div class="t m0 xf h6 yaa ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _11"> </span>accordance<span class="_ _11"> </span>with<span class="_ _11"> </span>§<span class="_ _11"> </span>24(10)<span class="_ _11"> </span>of<span class="_ _11"> </span>the<span class="_ _15"> </span>Es<span class="_ _4"></span>tonian<span class="_ _11"> </span>Accounting<span class="_ _11"> </span>Act,<span class="_ _11"> </span>the<span class="_ _11"> </span>Company<span class="_ _11"> </span>discloses<span class="_ _11"> </span>that<span class="_ _11"> </span>its</div><div class="t m0 xf h6 yab ff2 fs3 fc2 sc0 ls0 ws0">reserve<span class="_ _b"> </span>capital<span class="_ _12"> </span>does<span class="_ _b"> </span>not<span class="_ _12"> </span>currently<span class="_ _b"> </span>meet<span class="_ _b"> </span>the<span class="_ _12"> </span>statutory<span class="_ _b"> </span>minimum<span class="_ _12"> </span>l<span class="_ _4"></span>evel.<span class="_ _12"> </span>The<span class="_ _b"> </span>Management<span class="_ _b"> </span>B<span class="_ _0"></span>oard<span class="_ _b"> </span>is</div><div class="t m0 xf h6 yac ff2 fs3 fc2 sc0 ls0 ws0">aware<span class="_ _c"> </span>of<span class="_ _c"> </span>this<span class="_ _c"> </span>obli<span class="_ _4"></span>gation<span class="_ _c"> </span>and<span class="_ _c"> </span>intends<span class="_ _c"> </span>t<span class="_ _4"></span>o<span class="_ _c"> </span>bring<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>into<span class="_ _3"> </span>compliance<span class="_ _c"> </span>with<span class="_ _c"> </span>the<span class="_ _c"> </span>requirem<span class="_ _4"></span>ents</div><div class="t m0 xf h6 yad ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _8"> </span>the<span class="_ _7"> </span>Articles<span class="_ _7"> </span>of<span class="_ _8"> </span>Association<span class="_ _7"> </span>and<span class="_ _8"> </span>the<span class="_ _7"> </span>Commercial<span class="_ _7"> </span>Code<span class="_ _8"> </span>i<span class="_ _4"></span>n<span class="_ _8"> </span>the<span class="_ _7"> </span>subsequent<span class="_ _8"> </span>financial<span class="_ _7"> </span>periods.</div><div class="t m0 xf h4 yae ff5 fs2 fc2 sc0 ls0 ws0">ELECTION<span class="_ _5"> </span>OF<span class="_ _8"> </span>THE<span class="_ _5"> </span>MANAGEMENT<span class="_ _5"> </span>BOARD<span class="_ _8"> </span>AND<span class="_ _5"> </span>THE<span class="_ _8"> </span>SUPERVISO<span class="_ _0"></span>RY<span class="_ _5"> </span>BOARD</div><div class="t m0 xf h6 yaf ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _7"> </span>accordance<span class="_ _7"> </span>wit<span class="_ _4"></span>h<span class="_ _7"> </span>the<span class="_ _7"> </span>provisions<span class="_ _7"> </span>of<span class="_ _c"> </span>point<span class="_ _7"> </span>5.3<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Company&apos;s<span class="_ _7"> </span>Articles<span class="_ _7"> </span>of<span class="_ _c"> </span>Association,<span class="_ _7"> </span>members</div><div class="t m0 xf h6 yb0 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _15"> </span>the<span class="_ _15"> </span>Company’s<span class="_ _15"> </span>Managem<span class="_ _4"></span>ent<span class="_ _15"> </span>Board<span class="_ _15"> </span>are<span class="_ _11"> </span>appointed<span class="_ _b"> </span>and<span class="_ _15"> </span>di<span class="_ _4"></span>smissed<span class="_ _15"> </span>by<span class="_ _15"> </span>the<span class="_ _11"> </span>Supervisory<span class="_ _b"> </span>Board,</div><div class="t m0 xf h6 yb1 ff2 fs3 fc2 sc0 ls0 ws0">which<span class="_ _12"> </span>also<span class="_ _12"> </span>decides<span class="_ _3"> </span>on<span class="_ _12"> </span>the<span class="_ _12"> </span>remuneration<span class="_ _12"> </span>of<span class="_ _12"> </span>members<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board.<span class="_ _12"> </span>Members<span class="_ _12"> </span>of<span class="_ _3"> </span>the</div><div class="t m0 xf h6 yb2 ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board<span class="_ _7"> </span>are<span class="_ _7"> </span>elected<span class="_ _8"> </span>by<span class="_ _7"> </span>the<span class="_ _8"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s<span class="_ _7"> </span>General<span class="_ _7"> </span>meeting<span class="_ _8"> </span>of<span class="_ _7"> </span>shareholders.</div><div class="t m0 xf h4 yb3 ff5 fs2 fc2 sc0 ls0 ws0">RESOLUT<span class="_ _0"></span>IONS<span class="_ _15"> </span>AND<span class="_ _15"> </span>RULES<span class="_ _15"> </span>FOR<span class="_ _15"> </span>AMENDMENT<span class="_ _15"> </span>OF<span class="_ _15"> </span>THE<span class="_ _15"> </span>ARTICLES<span class="_ _15"> </span>OF<span class="_ _15"> </span>ASSOCIATION<span class="_ _15"> </span>OF</div><div class="t m0 xf h4 y2c ff5 fs2 fc2 sc0 ls0 ws0">THE<span class="_ _8"> </span>COMPAN<span class="_ _0"></span>Y</div><div class="t m0 xf h6 yb4 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _12"> </span>accordance<span class="_ _12"> </span>with<span class="_ _12"> </span>point<span class="_ _b"> </span>4.8.1<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>Company&apos;s<span class="_ _12"> </span>Arti<span class="_ _4"></span>cles<span class="_ _12"> </span>of<span class="_ _12"> </span>Association,<span class="_ _12"> </span>any<span class="_ _b"> </span>a<span class="_ _0"></span>mendment<span class="_ _12"> </span>of<span class="_ _12"> </span>the</div><div class="t m0 xf h6 yb5 ff2 fs3 fc2 sc0 ls0 ws0">Company’s<span class="_ _1c"> </span>Articles<span class="_ _1c"> </span>of<span class="_ _1c"> </span>Association<span class="_ _1c"> </span>is<span class="_ _1c"> </span>included<span class="_ _1c"> </span>in<span class="_ _1c"> </span>the<span class="_ _1c"> </span>General<span class="_ _1c"> </span>Meeting<span class="_ _1c"> </span>of<span class="_ _1c"> </span>Shareholders’</div><div class="t m0 xf h6 yb6 ff2 fs3 fc2 sc0 ls0 ws0">competencies.</div><div class="t m0 xf h6 yb7 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _3"> </span>accordance<span class="_ _12"> </span>with<span class="_ _c"> </span>poi<span class="_ _4"></span>nt<span class="_ _3"> </span>4.5<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Articles<span class="_ _12"> </span>of<span class="_ _3"> </span>Association,<span class="_ _12"> </span>the<span class="_ _c"> </span>General<span class="_ _12"> </span>Meeting<span class="_ _3"> </span>is<span class="_ _12"> </span>able<span class="_ _3"> </span>to<span class="_ _3"> </span>adopt</div><div class="t m0 xf h6 yb8 ff2 fs3 fc2 sc0 ls0 ws0">valid<span class="_ _15"> </span>resolutions<span class="_ _4"></span>,<span class="_ _15"> </span>if<span class="_ _11"> </span>more<span class="_ _15"> </span>than<span class="_ _15"> </span>half<span class="_ _15"> </span>of<span class="_ _11"> </span>all<span class="_ _15"> </span>votes<span class="_ _15"> </span>are<span class="_ _11"> </span>repr<span class="_ _0"></span>esented<span class="_ _11"> </span>at<span class="_ _15"> </span>the<span class="_ _15"> </span>General<span class="_ _11"> </span>Mee<span class="_ _0"></span>ting,<span class="_ _1d"> </span>if<span class="_ _15"> </span>the</div><div class="t m0 xf h6 yb9 ff2 fs3 fc2 sc0 ls0 ws0">applicable<span class="_ _7"> </span>legal<span class="_ _8"> </span>acts<span class="_ _7"> </span>do<span class="_ _8"> </span>not<span class="_ _7"> </span>provide<span class="_ _8"> </span>for<span class="_ _7"> </span>a<span class="_ _7"> </span>higher<span class="_ _8"> </span>majority<span class="_ _7"> </span>of<span class="_ _8"> </span>vot<span class="_ _4"></span>es.</div><div class="t m0 xf h6 yba ff2 fs3 fc2 sc0 ls0 ws0">If<span class="_ _7"> </span>an<span class="_ _c"> </span>enough<span class="_ _c"> </span>number<span class="_ _c"> </span>of<span class="_ _7"> </span>shareholders<span class="_ _c"> </span>does<span class="_ _c"> </span>not<span class="_ _7"> </span>participate<span class="_ _c"> </span>in<span class="_ _c"> </span>General<span class="_ _7"> </span>Meeting,<span class="_ _c"> </span>in<span class="_ _c"> </span>order<span class="_ _c"> </span>to<span class="_ _7"> </span>ensure<span class="_ _c"> </span>a</div><div class="t m0 xf h6 ybb ff2 fs3 fc2 sc0 ls0 ws0">majority<span class="_ _b"> </span>of<span class="_ _12"> </span>votes,<span class="_ _12"> </span>i<span class="_ _4"></span>n<span class="_ _b"> </span>a<span class="_ _0"></span>ccordance<span class="_ _b"> </span>with<span class="_ _12"> </span>point<span class="_ _b"> </span>4.5,<span class="_ _12"> </span>the<span class="_ _b"> </span>Management<span class="_ _12"> </span>Board<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _b"> </span>Company<span class="_ _12"> </span>wit<span class="_ _4"></span>hin</div><div class="t m0 xf h6 ybc ff2 fs3 fc2 sc0 ls0 ws0">three<span class="_ _7"> </span>weeks,<span class="_ _c"> </span>but<span class="_ _7"> </span>not<span class="_ _c"> </span>earlier<span class="_ _7"> </span>t<span class="_ _4"></span>han<span class="_ _7"> </span>after<span class="_ _c"> </span>seven<span class="_ _7"> </span>days,<span class="_ _c"> </span>convenes<span class="_ _7"> </span>a<span class="_ _c"> </span>new<span class="_ _7"> </span>General<span class="_ _c"> </span>Meeting<span class="_ _7"> </span>with<span class="_ _c"> </span>the<span class="_ _7"> </span>same</div><div class="t m0 xf h6 ybd ff2 fs3 fc2 sc0 ls0 ws0">agenda.<span class="_ _11"> </span>In<span class="_ _11"> </span>this<span class="_ _1d"> </span>way,<span class="_ _11"> </span>the<span class="_ _11"> </span>General<span class="_ _11"> </span>Meeting<span class="_ _11"> </span>i<span class="_ _4"></span>s<span class="_ _1d"> </span>competent<span class="_ _e"> </span>to<span class="_ _1d"> </span>adopt<span class="_ _11"> </span>resolutions<span class="_ _e"> </span>regardless<span class="_ _11"> </span>of<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 ybe ff2 fs3 fc2 sc0 ls0 ws0">number<span class="_ _b"> </span>of<span class="_ _b"> </span>votes<span class="_ _b"> </span>represented.<span class="_ _b"> </span>Resolutions<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>General<span class="_ _b"> </span>Meeting<span class="_ _b"> </span>are<span class="_ _b"> </span>adopted,<span class="_ _12"> </span>when<span class="_ _15"> </span>more<span class="_ _b"> </span>than</div><div class="t m0 xf h6 ybf ff2 fs3 fc2 sc0 ls0 ws0">half<span class="_ _12"> </span>of<span class="_ _12"> </span>all<span class="_ _12"> </span>votes<span class="_ _12"> </span>represented<span class="_ _12"> </span>at<span class="_ _12"> </span>the<span class="_ _12"> </span>General<span class="_ _12"> </span>Meeting<span class="_ _12"> </span>support<span class="_ _12"> </span>the<span class="_ _12"> </span>resoluti<span class="_ _4"></span>on,<span class="_ _3"> </span>and<span class="_ _12"> </span>there<span class="_ _b"> </span>is<span class="_ _3"> </span>no<span class="_ _12"> </span>other</div><div class="t m0 xf h6 yc0 ff2 fs3 fc2 sc0 ls0 ws0">requirement<span class="_ _8"> </span>arising<span class="_ _7"> </span>from<span class="_ _7"> </span>applicable<span class="_ _7"> </span>legal<span class="_ _8"> </span>acts.</div><div class="t m0 xf h4 yc1 ff5 fs2 fc2 sc0 ls0 ws0">DESCRIPTIO<span class="_ _0"></span>N<span class="_ _8"> </span>OF<span class="_ _5"> </span>SIGNIFICANT<span class="_ _5"> </span>EXTERNAL<span class="_ _5"> </span>AND<span class="_ _8"> </span>INTERNAL<span class="_ _5"> </span>FACTORS</div><div class="t m0 xf h6 yc2 ff2 fs3 fc2 sc0 ls0 ws0">Considering<span class="_ _b"> </span>the<span class="_ _b"> </span>specifics<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>activity,<span class="_ _b"> </span>i.e.,<span class="_ _b"> </span>financial<span class="_ _b"> </span>service<span class="_ _b"> </span>activities<span class="_ _b"> </span>in<span class="_ _b"> </span>the<span class="_ _b"> </span>field<span class="_ _b"> </span>of<span class="_ _b"> </span>granting</div><div class="t m0 xf h6 yc3 ff2 fs3 fc2 sc0 ls0 ws0">loans,<span class="_ _8"> </span>the<span class="_ _7"> </span>results<span class="_ _7"> </span>are<span class="_ _8"> </span>significantl<span class="_ _4"></span>y<span class="_ _8"> </span>influenced<span class="_ _7"> </span>by<span class="_ _0"></span>:</div><div class="t m0 xf h6 yc4 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _15"> </span>one<span class="_ _b"> </span>of<span class="_ _15"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>key<span class="_ _15"> </span>risks<span class="_ _15"> </span>faced<span class="_ _15"> </span>by<span class="_ _15"> </span>the<span class="_ _15"> </span>Company<span class="_ _15"> </span>arises<span class="_ _15"> </span>from<span class="_ _15"> </span>loans<span class="_ _15"> </span>granted<span class="_ _b"> </span>t<span class="_ _4"></span>o<span class="_ _b"> </span>relate<span class="_ _4"></span>d<span class="_ _15"> </span>parties.<span class="_ _15"> </span>The</div><div class="t m0 xf h6 yc5 ff2 fs3 fc2 sc0 ls0 ws0">recoverability<span class="_ _b"> </span>of<span class="_ _12"> </span>these<span class="_ _b"> </span>loans<span class="_ _12"> </span>depends<span class="_ _b"> </span>on<span class="_ _12"> </span>the<span class="_ _b"> </span>financial<span class="_ _12"> </span>performance<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>related<span class="_ _b"> </span>entities.<span class="_ _12"> </span>In<span class="_ _b"> </span>the</div><div class="t m0 xf h6 yc6 ff2 fs3 fc2 sc0 ls0 ws0">event<span class="_ _7"> </span>that<span class="_ _8"> </span>the<span class="_ _7"> </span>related<span class="_ _8"> </span>parties<span class="_ _4"></span>’<span class="_ _8"> </span>investments<span class="_ _7"> </span>become<span class="_ _7"> </span>loss-making<span class="_ _8"> </span>or<span class="_ _7"> </span>underperform,<span class="_ _8"> </span>there<span class="_ _7"> </span>is<span class="_ _8"> </span>a<span class="_ _7"> </span>risk<span class="_ _8"> </span>t<span class="_ _4"></span>hat</div><div class="t m0 xf h6 yc7 ff2 fs3 fc2 sc0 ls0 ws0">they<span class="_ _7"> </span>may<span class="_ _8"> </span>experience<span class="_ _7"> </span>difficulties<span class="_ _7"> </span>in<span class="_ _8"> </span>repaying<span class="_ _8"> </span>t<span class="_ _4"></span>heir<span class="_ _7"> </span>liabilities<span class="_ _8"> </span>to<span class="_ _7"> </span>FON<span class="_ _8"> </span>S<span class="_ _4"></span>E<span class="_ _8"> </span>on<span class="_ _8"> </span>t<span class="_ _4"></span>ime<span class="_ _8"> </span>or<span class="_ _7"> </span>in<span class="_ _8"> </span>full<span class="_ _4"></span>,</div><div class="t m0 xf h6 yc8 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>the<span class="_ _7"> </span>general<span class="_ _7"> </span>situation<span class="_ _8"> </span>on<span class="_ _7"> </span>the<span class="_ _7"> </span>loan<span class="_ _8"> </span>market<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>level<span class="_ _8"> </span>of<span class="_ _7"> </span>interest<span class="_ _7"> </span>rates,</div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 xc h6 yf ff2 fs3 fc2 sc0 ls0 ws0">9</div><div class="t m0 xf h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _d"> </span>the<span class="_ _16"> </span>proper<span class="_ _d"> </span>fulfil<span class="_ _4"></span>ment<span class="_ _d"> </span>by<span class="_ _16"> </span>the<span class="_ _16"> </span>Borrowers<span class="_ _d"> </span>of<span class="_ _16"> </span>their<span class="_ _16"> </span>obligations<span class="_ _d"> </span>resulti<span class="_ _4"></span>ng<span class="_ _d"> </span>from<span class="_ _16"> </span>concluded<span class="_ _16"> </span>loan</div><div class="t m0 xf h6 yca ff2 fs3 fc2 sc0 ls0 ws0">agreements,<span class="_ _b"> </span>as<span class="_ _12"> </span>well<span class="_ _b"> </span>as<span class="_ _b"> </span>the<span class="_ _12"> </span>progress<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>enforcement<span class="_ _b"> </span>procedure<span class="_ _b"> </span>and<span class="_ _12"> </span>the<span class="_ _b"> </span>collection<span class="_ _12"> </span>of<span class="_ _b"> </span>overdue</div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">loans,<span class="_ _8"> </span>if<span class="_ _7"> </span>such<span class="_ _7"> </span>agreements<span class="_ _8"> </span>occur,</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>borrowers&apos;<span class="_ _7"> </span>field<span class="_ _7"> </span>of<span class="_ _8"> </span>activity<span class="_ _7"> </span>and<span class="_ _8"> </span>relate<span class="_ _4"></span>d<span class="_ _8"> </span>risks,</div><div class="t m0 xf h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>efficiency<span class="_ _7"> </span>of<span class="_ _7"> </span>administrative<span class="_ _7"> </span>and<span class="_ _8"> </span>legal<span class="_ _7"> </span>procedures,</div><div class="t m0 xf h6 yce ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>opportunity<span class="_ _7"> </span>to<span class="_ _7"> </span>gain<span class="_ _8"> </span>new<span class="_ _7"> </span>borrowers,</div><div class="t m0 xf h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>the<span class="_ _7"> </span>economic<span class="_ _7"> </span>situation<span class="_ _8"> </span>and<span class="_ _7"> </span>investment<span class="_ _7"> </span>conditions<span class="_ _8"> </span>in<span class="_ _7"> </span>Poland,<span class="_ _8"> </span>Estonia<span class="_ _7"> </span>and<span class="_ _7"> </span>the<span class="_ _8"> </span>entire<span class="_ _7"> </span>region,</div><div class="t m0 xf h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>access<span class="_ _7"> </span>to<span class="_ _7"> </span>external<span class="_ _8"> </span>financing<span class="_ _7"> </span>sources,</div><div class="t m0 xf h6 yd1 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>cooperation<span class="_ _7"> </span>with<span class="_ _7"> </span>other<span class="_ _8"> </span>financial<span class="_ _7"> </span>entities.</div><div class="t m0 xf h6 yd2 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>risk<span class="_ _8"> </span>related<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _7"> </span>possibility<span class="_ _7"> </span>of<span class="_ _8"> </span>fluctuations<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>exchange<span class="_ _7"> </span>rate<span class="_ _8"> </span>of<span class="_ _8"> </span>one<span class="_ _7"> </span>currency<span class="_ _7"> </span>in<span class="_ _8"> </span>relation<span class="_ _7"> </span>to</div><div class="t m0 xf h6 yd3 ff2 fs3 fc2 sc0 ls0 ws0">another<span class="_ _8"> </span>m<span class="_ _4"></span>ay<span class="_ _7"> </span>lead<span class="_ _8"> </span>to<span class="_ _7"> </span>both<span class="_ _7"> </span>deterioration<span class="_ _7"> </span>and<span class="_ _8"> </span>improvement<span class="_ _7"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>financial<span class="_ _d"> </span>situation<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Company.</div><div class="t m0 xf h6 yd4 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _0"></span>&apos;s<span class="_ _7"> </span>revenues<span class="_ _7"> </span>and<span class="_ _8"> </span>operating<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows<span class="_ _7"> </span>are<span class="_ _8"> </span>not<span class="_ _7"> </span>dependent<span class="_ _7"> </span>of<span class="_ _8"> </span>changes<span class="_ _7"> </span>in<span class="_ _8"> </span>market<span class="_ _7"> </span>interest</div><div class="t m0 xf h6 yd5 ff2 fs3 fc2 sc0 ls0 ws0">rates<span class="_ _8"> </span>beca<span class="_ _4"></span>use<span class="_ _8"> </span>the<span class="_ _7"> </span>contracts<span class="_ _8"> </span>are<span class="_ _7"> </span>not<span class="_ _7"> </span>concluded<span class="_ _8"> </span>at<span class="_ _7"> </span>variable<span class="_ _8"> </span>i<span class="_ _4"></span>nterest<span class="_ _7"> </span>rates</div><div class="t m0 xf h6 yd6 ff2 fs3 fc2 sc0 ls0 ws0">Significant<span class="_ _7"> </span>factors<span class="_ _8"> </span>of<span class="_ _7"> </span>risks<span class="_ _8"> </span>are<span class="_ _7"> </span>described<span class="_ _8"> </span>on<span class="_ _7"> </span>pages<span class="_ _7"> </span>36-40<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>annual<span class="_ _7"> </span>report.</div><div class="t m0 xf h4 yd7 ff5 fs2 fc2 sc0 ls0 ws0">INFORMATIO<span class="_ _0"></span>N<span class="_ _5"> </span>ON<span class="_ _8"> </span>AVERAGE<span class="_ _8"> </span>EMPLOYMEN<span class="_ _0"></span>T</div><div class="t m0 xf h6 yd8 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>Com<span class="_ _4"></span>pany<span class="_ _c"> </span>did<span class="_ _3"> </span>not<span class="_ _3"> </span>employ<span class="_ _3"> </span>any<span class="_ _3"> </span>employees<span class="_ _c"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>the<span class="_ _3"> </span>financial<span class="_ _3"> </span>year<span class="_ _3"> </span>from<span class="_ _3"> </span>1/07/2024<span class="_ _c"> </span>to<span class="_ _3"> </span>30/06/2025</div><div class="t m0 xf h6 yd9 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>previous<span class="_ _8"> </span>financial<span class="_ _7"> </span>year<span class="_ _8"> </span>from<span class="_ _7"> </span>1/07/2023<span class="_ _7"> </span>to<span class="_ _8"> </span>30/06/2024.</div><div class="t m0 xf h4 yda ff5 fs2 fc2 sc0 ls0 ws0">INFORMATIO<span class="_ _0"></span>N<span class="_ _8"> </span>REGARDING<span class="_ _8"> </span>THE<span class="_ _5"> </span>SELECTED<span class="_ _7"> </span>AUDITO<span class="_ _0"></span>R<span class="_ _8"> </span>AND<span class="_ _8"> </span>THE<span class="_ _8"> </span>CONTRACT<span class="_ _8"> </span>SIGNED<span class="_ _8"> </span>WITH</div><div class="t m0 xf h4 ydb ff5 fs2 fc2 sc0 ls0 ws0">THEM</div><div class="t m0 xf h6 ydc ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _15"> </span>8/05/2024,<span class="_ _15"> </span>the<span class="_ _1d"> </span>Company<span class="_ _15"> </span>signed<span class="_ _15"> </span>an<span class="_ _1d"> </span>agreement<span class="_ _15"> </span>wit<span class="_ _4"></span>h<span class="_ _15"> </span>auditor<span class="_ _15"> </span>KPMG<span class="_ _15"> </span>Baltics<span class="_ _1d"> </span>OÜ<span class="_ _15"> </span>to<span class="_ _15"> </span>audit<span class="_ _1d"> </span>its</div><div class="t m0 xf h6 ydd ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _7"> </span>statements<span class="_ _8"> </span>for<span class="_ _7"> </span>the<span class="_ _8"> </span>period<span class="_ _7"> </span>from<span class="_ _7"> </span>1/07/2024<span class="_ _8"> </span>to<span class="_ _7"> </span>30/06/2025.</div><div class="t m0 xf h6 yde ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _e"> </span>Auditor&apos;s<span class="_ _e"> </span>fee<span class="_ _e"> </span>will<span class="_ _e"> </span>be<span class="_ _e"> </span>paid<span class="_ _e"> </span>in<span class="_ _e"> </span>accordance<span class="_ _e"> </span>with<span class="_ _e"> </span>the<span class="_ _e"> </span>agreement<span class="_ _e"> </span>between<span class="_ _e"> </span>the<span class="_ _e"> </span>Company<span class="_ _e"> </span>and</div><div class="t m0 xf h6 ydf ff2 fs3 fc2 sc0 ls0 ws0">KPMG<span class="_ _c"> </span>Bal<span class="_ _4"></span>tics<span class="_ _3"> </span>OÜ<span class="_ _3"> </span>which<span class="_ _3"> </span>was<span class="_ _3"> </span>agreed<span class="_ _3"> </span>upon<span class="_ _3"> </span>at<span class="_ _3"> </span>arm&apos;s<span class="_ _3"> </span>length.<span class="_ _3"> </span>The<span class="_ _3"> </span>Auditor&apos;s<span class="_ _3"> </span>fee<span class="_ _3"> </span>for<span class="_ _3"> </span>the<span class="_ _12"> </span>audit<span class="_ _c"> </span>of<span class="_ _3"> </span>the</div><div class="t m0 xf h6 ye0 ff2 fs3 fc2 sc0 ls0 ws0">accounts<span class="_ _c"> </span>for<span class="_ _3"> </span>the<span class="_ _c"> </span>financial<span class="_ _3"> </span>year<span class="_ _c"> </span>from<span class="_ _3"> </span>1/07/2024<span class="_ _3"> </span>to<span class="_ _c"> </span>30/<span class="_ _4"></span>06/2025,<span class="_ _c"> </span>is<span class="_ _c"> </span>EUR<span class="_ _3"> </span>18<span class="_ _c"> </span>500,00<span class="_ _3"> </span>+<span class="_ _c"> </span>VAT.<span class="_ _3"> </span>The<span class="_ _c"> </span>fee</div><div class="t m0 xf h6 ye1 ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _12"> </span>the<span class="_ _12"> </span>audit<span class="_ _b"> </span>conduc<span class="_ _0"></span>ted<span class="_ _12"> </span>by<span class="_ _12"> </span>KPMG<span class="_ _12"> </span>Bal<span class="_ _4"></span>tics<span class="_ _12"> </span>OÜ<span class="_ _12"> </span>for<span class="_ _12"> </span>the<span class="_ _12"> </span>previous<span class="_ _12"> </span>financia<span class="_ _4"></span>l<span class="_ _12"> </span>year<span class="_ _12"> </span>from<span class="_ _b"> </span>1/07/2023<span class="_ _3"> </span>to</div><div class="t m0 xf h6 ye2 ff2 fs3 fc2 sc0 ls0 ws0">30/06/2024<span class="_ _7"> </span>was<span class="_ _8"> </span>EUR<span class="_ _8"> </span>15<span class="_ _7"> </span>000,00<span class="_ _7"> </span>+<span class="_ _8"> </span>VAT.</div><div class="t m0 xf hf ye3 ff5 fs3 fc2 sc0 ls0 ws0">OTHER<span class="_ _7"> </span>SIGNIFICANT<span class="_ _8"> </span>INFORMA<span class="_ _4"></span>TION</div><div class="t m0 x10 h10 ye4 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff5">EVENTS<span class="_ _7"> </span>THAT<span class="_ _8"> </span>TOOK<span class="_ _7"> </span>PLACE<span class="_ _8"> </span>DURING<span class="_ _7"> </span>THE<span class="_ _7"> </span>FINANCIAL<span class="_ _8"> </span>Y<span class="_ _4"></span>EAR<span class="_ _8"> </span>AND<span class="_ _7"> </span>AFTER<span class="_ _8"> </span>ITS</span></div><div class="t m0 x2b hf ye5 ff5 fs3 fc2 sc0 ls0 ws0">END</div><div class="t m0 xf hf ye6 ff1 fs3 fc2 sc0 ls0 ws0">Annual<span class="_ _8"> </span>Gen<span class="_ _4"></span>eral<span class="_ _8"> </span>Meeting<span class="_ _7"> </span>of<span class="_ _7"> </span>Shareholders<span class="_ _8"> </span>on<span class="_ _7"> </span>31/03/2025</div><div class="t m0 xf h6 ye7 ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _b"> </span>31/03/2025<span class="_ _12"> </span>a<span class="_ _b"> </span>general<span class="_ _b"> </span>meeting<span class="_ _b"> </span>was<span class="_ _b"> </span>held<span class="_ _12"> </span>at<span class="_ _b"> </span>which<span class="_ _b"> </span>the<span class="_ _b"> </span>financial<span class="_ _b"> </span>statements<span class="_ _b"> </span>for<span class="_ _12"> </span>the<span class="_ _b"> </span>2023/2024</div><div class="t m0 xf h6 ye8 ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _f"> </span>y<span class="_ _0"></span>ear were<span class="_ _16"> </span>approved<span class="_ _16"> </span>and<span class="_ _16"> </span>the re<span class="_ _0"></span>duction of<span class="_ _d"> </span>the company<span class="_ _0"></span>&apos;s<span class="_ _16"> </span>share<span class="_ _f"> </span>capital<span class="_ _16"> </span>through the</div><div class="t m0 xf h6 ye9 ff2 fs3 fc2 sc0 ls0 ws0">redemption<span class="_ _7"> </span>of<span class="_ _8"> </span>shares<span class="_ _7"> </span>was<span class="_ _8"> </span>approved.</div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">10</div><div class="t m0 xf hf yc9 ff1 fs3 fc2 sc0 ls0 ws0">Registration<span class="_ _7"> </span>of<span class="_ _8"> </span>changes<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _7"> </span>Company&apos;s<span class="_ _8"> </span>Articles<span class="_ _7"> </span>of<span class="_ _7"> </span>Association.</div><div class="t m0 xf h6 yca ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _7"> </span>8/07/2025<span class="_ _8"> </span>the<span class="_ _7"> </span>Estonian<span class="_ _7"> </span>Äriregister<span class="_ _7"> </span>(Register<span class="_ _7"> </span>of<span class="_ _8"> </span>Com<span class="_ _4"></span>mercial<span class="_ _8"> </span>Companies)<span class="_ _7"> </span>registered<span class="_ _7"> </span>a<span class="_ _7"> </span>reduction</div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _15"> </span>t<span class="_ _4"></span>he<span class="_ _15"> </span>C<span class="_ _4"></span>ompany&apos;s<span class="_ _1d"> </span>share<span class="_ _15"> </span>capital<span class="_ _11"> </span>from<span class="_ _1d"> </span>EUR<span class="_ _1d"> </span>450<span class="_ _1d"> </span>600,00<span class="_ _15"> </span>t<span class="_ _4"></span>o<span class="_ _1d"> </span>EUR<span class="_ _15"> </span>300<span class="_ _1d"> </span>000,00<span class="_ _1d"> </span>resulting<span class="_ _1d"> </span>from<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">resolutions<span class="_ _12"> </span>adopted<span class="_ _12"> </span>at<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>Annual<span class="_ _12"> </span>General<span class="_ _12"> </span>Meeting<span class="_ _12"> </span>of<span class="_ _12"> </span>Shareholders<span class="_ _12"> </span>on<span class="_ _12"> </span>31/03/<span class="_ _4"></span>2025.<span class="_ _3"> </span>Thus,<span class="_ _b"> </span>a<span class="_ _3"> </span>new</div><div class="t m0 xf h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">number<span class="_ _7"> </span>of<span class="_ _8"> </span>shares<span class="_ _7"> </span>was<span class="_ _8"> </span>also<span class="_ _7"> </span>registered:<span class="_ _7"> </span>3<span class="_ _8"> </span>000<span class="_ _7"> </span>000.</div><div class="t m0 xf hf ycf ff1 fs3 fc2 sc0 ls0 ws0">Extraordinary<span class="_ _7"> </span>General<span class="_ _8"> </span>Meeting<span class="_ _7"> </span>of<span class="_ _8"> </span>S<span class="_ _4"></span>hareholders<span class="_ _8"> </span>on<span class="_ _7"> </span>10/10/2025</div><div class="t m0 xf h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _7"> </span>10/10/2025,<span class="_ _c"> </span>the<span class="_ _7"> </span>Ex<span class="_ _4"></span>traordinary<span class="_ _7"> </span>General<span class="_ _c"> </span>Meeting<span class="_ _c"> </span>of<span class="_ _7"> </span>Shareholders<span class="_ _c"> </span>of<span class="_ _7"> </span>Investment<span class="_ _c"> </span>Friends<span class="_ _7"> </span>C<span class="_ _4"></span>apital</div><div class="t m0 xf h6 yd1 ff2 fs3 fc2 sc0 ls0 ws0">SE<span class="_ _b"> </span>was<span class="_ _15"> </span>held,<span class="_ _15"> </span>with<span class="_ _b"> </span>51,16%<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _15"> </span>share<span class="_ _15"> </span>capital<span class="_ _b"> </span>represented.<span class="_ _15"> </span>The<span class="_ _b"> </span>Meeting<span class="_ _15"> </span>unanimously<span class="_ _15"> </span>adopted</div><div class="t m0 xf h6 yea ff2 fs3 fc2 sc0 ls0 ws0">resolutions<span class="_ _15"> </span>to<span class="_ _15"> </span>amend<span class="_ _1d"> </span>the<span class="_ _15"> </span>Company<span class="_ _4"></span>’s<span class="_ _15"> </span>Articles<span class="_ _15"> </span>of<span class="_ _15"> </span>Association<span class="_ _1d"> </span>and<span class="_ _15"> </span>to<span class="_ _15"> </span>redeem<span class="_ _1d"> </span>1<span class="_ _15"> </span>400<span class="_ _15"> </span>000<span class="_ _1d"> </span>shares,</div><div class="t m0 xf h6 yd2 ff2 fs3 fc2 sc0 ls0 ws0">thereby<span class="_ _8"> </span>reduci<span class="_ _4"></span>ng<span class="_ _8"> </span>the<span class="_ _7"> </span>share<span class="_ _8"> </span>capital<span class="_ _7"> </span>from<span class="_ _7"> </span>EUR<span class="_ _8"> </span>300<span class="_ _7"> </span>000<span class="_ _8"> </span>to<span class="_ _7"> </span>EUR<span class="_ _7"> </span>160<span class="_ _8"> </span>000.</div><div class="t m0 xf ha yeb ff1 fs5 fc2 sc0 ls0 ws0">Selected<span class="_ _8"> </span>indicators<span class="_ _5"> </span>o<span class="_ _4"></span>f<span class="_ _5"> </span>Investment<span class="_ _5"> </span>F<span class="_ _4"></span>riends<span class="_ _5"> </span>Ca<span class="_ _4"></span>pital<span class="_ _5"> </span>SE:</div><div class="c x2d yec w8 h11"><div class="t m0 x2e ha yed ff1 fs5 fc2 sc0 ls0 ws0">Indicators</div></div><div class="c x2f yec w9 h11"><div class="t m0 x30 ha yed ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div></div><div class="c x31 yec w9 h11"><div class="t m0 x30 ha yed ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div></div><div class="c x2d yee w8 h11"><div class="t m0 x2e h12 yef ff2 fs5 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>assets<span class="_ _5"> </span>(<span class="_ _4"></span>in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EU<span class="_ _4"></span>R)</div></div><div class="c x2f yee w9 h11"><div class="t m0 x32 h12 yef ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>932</div></div><div class="c x31 yee w9 h11"><div class="t m0 x32 h12 yef ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x2d yf0 w8 h13"><div class="t m0 x2e h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">Return<span class="_ _5"> </span>on<span class="_ _5"> </span>Asse<span class="_ _4"></span>ts<span class="_ _5"> </span>(ROA)</div></div><div class="c x2f yf0 w9 h13"><div class="t m0 x33 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">0,48%</div></div><div class="c x31 yf0 w9 h13"><div class="t m0 x33 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">0,68%</div></div><div class="c x2d yf2 w8 h13"><div class="t m0 x2e h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">Equity<span class="_ _5"> </span>(in<span class="_ _5"> </span>thous.<span class="_ _8"> </span>EUR)</div></div><div class="c x2f yf2 w9 h13"><div class="t m0 x32 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c x31 yf2 w9 h13"><div class="t m0 x32 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x2d yf3 w8 h13"><div class="t m0 x2e h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">Return<span class="_ _5"> </span>on<span class="_ _5"> </span>equity<span class="_ _8"> </span>(ROE)</div></div><div class="c x2f yf3 w9 h13"><div class="t m0 x33 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">0,49%</div></div><div class="c x31 yf3 w9 h13"><div class="t m0 x33 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">0,91%</div></div><div class="c x2d yf4 w8 h13"><div class="t m0 x2e h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">Net<span class="_ _5"> </span>profitability</div></div><div class="c x2f yf4 w9 h13"><div class="t m0 x34 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">20,88%</div></div><div class="c x31 yf4 w9 h13"><div class="t m0 x34 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">25,93%</div></div><div class="c x2d yf5 w8 h13"><div class="t m0 x2e h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">Debt<span class="_ _5"> </span>ratio</div></div><div class="c x2f yf5 w9 h13"><div class="t m0 x33 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">0,41%</div></div><div class="c x31 yf5 w9 h13"><div class="t m0 x34 h12 yf1 ff2 fs5 fc2 sc0 ls0 ws0">24,58%</div></div><div class="c x2d yf6 w8 h14"><div class="t m0 x2e h12 yf7 ff2 fs5 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _5"> </span>for<span class="_ _8"> </span>the<span class="_ _5"> </span>period<span class="_ _5"> </span>(in<span class="_ _8"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f yf6 w9 h14"><div class="t m0 x35 h12 yf7 ff2 fs5 fc2 sc0 ls0 ws0">19</div></div><div class="c x31 yf6 w9 h14"><div class="t m0 x35 h12 yf7 ff2 fs5 fc2 sc0 ls0 ws0">35</div></div><div class="c x2d yf8 wa h11"><div class="t m0 x2e ha yed ff1 fs5 fc2 sc0 ls0 ws0">Shares</div></div><div class="c x2f yf8 wb h11"><div class="t m0 x30 ha yed ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div></div><div class="c x31 yf8 wb h11"><div class="t m0 x30 ha yed ff1 fs5 fc2 sc0 ls0 ws0">30/06/2024</div></div><div class="c x2d yf9 wa h11"><div class="t m0 x2e h12 yed ff2 fs5 fc2 sc0 ls0 ws0">Price<span class="_ _5"> </span>per<span class="_ _5"> </span>share<span class="_ _8"> </span>(EUR)</div></div><div class="c x2f yf9 wb h11"><div class="t m0 x36 h12 yed ff2 fs5 fc2 sc0 ls0 ws0">1,23</div></div><div class="c x31 yf9 wb h11"><div class="t m0 x36 h12 yed ff2 fs5 fc2 sc0 ls0 ws0">1,23</div></div><div class="c x2d yfa wa h13"><div class="t m0 x2e h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">Earnings<span class="_ _5"> </span>per<span class="_ _8"> </span>share<span class="_ _5"> </span>(EUR)</div></div><div class="c x2f yfa wb h13"><div class="t m0 x32 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x31 yfa wb h13"><div class="t m0 x32 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">0,008</div></div><div class="c x2d yfc wa h13"><div class="t m0 x2e h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">Price-to-ear<span class="_ _4"></span>nings<span class="_ _5"> </span>ratio<span class="_ _5"> </span>(P<span class="_ _4"></span>/E)</div></div><div class="c x2f yfc wb h13"><div class="t m0 x37 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">291,68</div></div><div class="c x31 yfc wb h13"><div class="t m0 x37 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">158,35</div></div><div class="c x2d yfd wa h13"><div class="t m0 x2e h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>value<span class="_ _5"> </span>p<span class="_ _4"></span>er<span class="_ _5"> </span>share<span class="_ _5"> </span>(E<span class="_ _4"></span>UR)</div></div><div class="c x2f yfd wb h13"><div class="t m0 x36 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">0,87</div></div><div class="c x31 yfd wb h13"><div class="t m0 x36 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">0,86</div></div><div class="c x2d yfe wa h13"><div class="t m0 x2e h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">Price-to-bo<span class="_ _4"></span>ok<span class="_ _5"> </span>value<span class="_ _5"> </span>ratio<span class="_ _5"> </span>(<span class="_ _4"></span>P/BV)</div></div><div class="c x2f yfe wb h13"><div class="t m0 x36 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">1,42</div></div><div class="c x31 yfe wb h13"><div class="t m0 x36 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">1,44</div></div><div class="c x2d yff wa h13"><div class="t m0 x2e h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">Liquidity<span class="_ _5"> </span>ratio</div></div><div class="c x2f yff wb h13"><div class="t m0 x37 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">245,75</div></div><div class="c x31 yff wb h13"><div class="t m0 x36 h12 yfb ff2 fs5 fc2 sc0 ls0 ws0">4,07</div></div><div class="c x2d y100 wa h14"><div class="t m0 x2e h12 y101 ff2 fs5 fc2 sc0 ls0 ws0">Market<span class="_ _5"> </span>cap<span class="_ _4"></span>italization<span class="_ _5"> </span>(in<span class="_ _8"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x2f y100 wb h14"><div class="t m0 x32 h12 y101 ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>542</div></div><div class="c x31 y100 wb h14"><div class="t m0 x32 h12 y101 ff2 fs5 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>542</div></div><div class="t m0 x10 h8 y102 ff2 fs2 fc2 sc0 ls0 ws0">Return<span class="_ _5"> </span>on<span class="_ _8"> </span>assets<span class="_ _8"> </span>=<span class="_ _5"> </span>pr<span class="_ _4"></span>ofit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _5"> </span>the<span class="_ _8"> </span>period<span class="_ _5"> </span>/<span class="_ _8"> </span>total<span class="_ _8"> </span>assets</div><div class="t m0 x10 h8 y103 ff2 fs2 fc2 sc0 ls0 ws0">Return<span class="_ _5"> </span>on<span class="_ _8"> </span>equity<span class="_ _5"> </span>=<span class="_ _8"> </span>profit<span class="_ _8"> </span>(loss)<span class="_ _5"> </span>for<span class="_ _8"> </span>the<span class="_ _8"> </span>period<span class="_ _5"> </span>/<span class="_ _8"> </span>equity</div><div class="t m0 x10 h8 y104 ff2 fs2 fc2 sc0 ls0 ws0">Net<span class="_ _5"> </span>profitability<span class="_ _8"> </span>=<span class="_ _8"> </span>profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _5"> </span>the<span class="_ _8"> </span>period<span class="_ _5"> </span>/<span class="_ _e"> </span>revenue</div><div class="t m0 x10 h8 y105 ff2 fs2 fc2 sc0 ls0 ws0">Debt<span class="_ _5"> </span>ratio<span class="_ _8"> </span>=<span class="_ _8"> </span>liabilities<span class="_ _5"> </span>/<span class="_ _8"> </span>total<span class="_ _8"> </span>assets</div><div class="t m0 x10 h8 y106 ff2 fs2 fc2 sc0 ls0 ws0">Price-per-share<span class="_ _5"> </span>=<span class="_ _8"> </span>market<span class="_ _5"> </span>cap<span class="_ _8"> </span>/<span class="_ _5"> </span>number<span class="_ _8"> </span>of<span class="_ _8"> </span>shares;</div><div class="t m0 x10 h8 y107 ff2 fs2 fc2 sc0 ls0 ws0">Earnings<span class="_ _5"> </span>per<span class="_ _8"> </span>share<span class="_ _5"> </span>=<span class="_ _8"> </span>profit<span class="_ _5"> </span>(<span class="_ _4"></span>loss)<span class="_ _5"> </span>for<span class="_ _8"> </span>the<span class="_ _8"> </span>period<span class="_ _5"> </span>/<span class="_ _8"> </span>number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">11</div><div class="t m0 x10 h8 y22 ff2 fs2 fc2 sc0 ls0 ws0">Price-to-earning<span class="_ _0"></span>s<span class="_ _8"> </span>(P/E)<span class="_ _5"> </span>ratio<span class="_ _8"> </span>=<span class="_ _5"> </span>market<span class="_ _8"> </span>cap<span class="_ _8"> </span>/<span class="_ _5"> </span>net<span class="_ _8"> </span>profit</div><div class="t m0 x10 h8 y108 ff2 fs2 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>value<span class="_ _8"> </span>per<span class="_ _5"> </span>s<span class="_ _4"></span>hare<span class="_ _5"> </span>=<span class="_ _8"> </span>total<span class="_ _8"> </span>equity<span class="_ _5"> </span>/<span class="_ _8"> </span>number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div><div class="t m0 x10 h8 y23 ff2 fs2 fc2 sc0 ls0 ws0">Price-to-book<span class="_ _5"> </span>value<span class="_ _8"> </span>(P/BV)<span class="_ _5"> </span>ratio<span class="_ _5"> </span>=<span class="_ _8"> </span>market<span class="_ _8"> </span>cap<span class="_ _8"> </span>/<span class="_ _5"> </span>book<span class="_ _8"> </span>value<span class="_ _5"> </span>per<span class="_ _8"> </span>share</div><div class="t m0 x10 h8 y109 ff2 fs2 fc2 sc0 ls0 ws0">Liquidity<span class="_ _5"> </span>ratio<span class="_ _8"> </span>=<span class="_ _8"> </span>current<span class="_ _5"> </span>assets<span class="_ _8"> </span>/<span class="_ _8"> </span>short-<span class="_ _0"></span>term<span class="_ _5"> </span>l<span class="_ _4"></span>iabilities</div><div class="t m0 x2d h8 y24 ff2 fs2 fc2 sc0 ls0 ws0">Market<span class="_ _5"> </span>capitalization<span class="_ _5"> </span>=<span class="_ _8"> </span>price<span class="_ _8"> </span>per<span class="_ _8"> </span>share<span class="_ _5"> </span>on<span class="_ _8"> </span>the<span class="_ _5"> </span>WSE<span class="_ _8"> </span>*<span class="_ _8"> </span>number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">12</div><div class="t m0 xf h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">III.<span class="_ _c"> </span>CORPORA<span class="_ _0"></span>TE<span class="_ _c"> </span>GOVERNA<span class="_ _0"></span>NCE<span class="_ _c"> </span>REPORT</div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>Company&apos;s<span class="_ _c"> </span>statement<span class="_ _c"> </span>regarding<span class="_ _3"> </span>the<span class="_ _c"> </span>compliance<span class="_ _c"> </span>with<span class="_ _c"> </span>the<span class="_ _c"> </span>Best<span class="_ _c"> </span>Practice<span class="_ _3"> </span>for<span class="_ _c"> </span>The<span class="_ _c"> </span>Warsaw<span class="_ _c"> </span>Stock</div><div class="t m0 xf h6 y10a ff2 fs3 fc2 sc0 ls0 ws0">Exchange<span class="_ _b"> </span>(GPW)<span class="_ _b"> </span>Listed<span class="_ _15"> </span>Companies<span class="_ _b"> </span>2021<span class="_ _b"> </span>and<span class="_ _b"> </span>Corporate<span class="_ _b"> </span>Governance<span class="_ _b"> </span>Principl<span class="_ _4"></span>es<span class="_ _b"> </span>is<span class="_ _b"> </span>available<span class="_ _b"> </span>on</div><div class="t m0 xf h6 yac ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _15"> </span>Company<span class="_ _0"></span>&apos;s<span class="_ _15"> </span>website<span class="_ _15"> </span>www.ifcapital.pl,<span class="_ _15"> </span>in<span class="_ _15"> </span>the<span class="_ _b"> </span>&quot;Regulat<span class="_ _4"></span>ions&quot;<span class="_ _b"> </span>section,<span class="_ _15"> </span>the<span class="_ _15"> </span>&quot;Good<span class="_ _15"> </span>practices&quot;<span class="_ _15"> </span>on</div><div class="t m0 xf h6 y10b ff2 fs3 fc2 sc0 ls0 ws0">corporate<span class="_ _7"> </span>governance.</div><div class="t m0 xf h6 y10c ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _b"> </span>2024/2025<span class="_ _b"> </span>I<span class="_ _0"></span>nvestment<span class="_ _b"> </span>Friends<span class="_ _b"> </span>Capital<span class="_ _b"> </span>SE<span class="_ _12"> </span>was<span class="_ _b"> </span>subject<span class="_ _b"> </span>to<span class="_ _b"> </span>the<span class="_ _b"> </span>corpor<span class="_ _0"></span>ate<span class="_ _b"> </span>governance<span class="_ _b"> </span>standards</div><div class="t m0 xf h6 y10d ff2 fs3 fc2 sc0 ls0 ws0">contained<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>document<span class="_ _7"> </span>Best<span class="_ _7"> </span>Practice<span class="_ _8"> </span>for<span class="_ _7"> </span>GPW<span class="_ _7"> </span>Listed<span class="_ _8"> </span>C<span class="_ _4"></span>ompanies<span class="_ _8"> </span>2021,<span class="_ _7"> </span>which<span class="_ _7"> </span>were<span class="_ _8"> </span>adopted<span class="_ _c"> </span>by</div><div class="t m0 xf h6 y10e ff2 fs3 fc2 sc0 ls0 ws0">resolution<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _1d"> </span>Stock<span class="_ _15"> </span>Exchange<span class="_ _1d"> </span>Supervisory<span class="_ _15"> </span>Board<span class="_ _15"> </span>no.<span class="_ _15"> </span>13/1834/<span class="_ _4"></span>2021<span class="_ _15"> </span>of<span class="_ _15"> </span>March<span class="_ _15"> </span>29,<span class="_ _1d"> </span>2021<span class="_ _15"> </span>for</div><div class="t m0 xf h6 y10f ff2 fs3 fc2 sc0 ls0 ws0">companies<span class="_ _b"> </span>listed<span class="_ _b"> </span>on<span class="_ _b"> </span>the<span class="_ _12"> </span>GPW<span class="_ _b"> </span>Main<span class="_ _b"> </span>Market<span class="_ _b"> </span>-<span class="_ _12"> </span>&quot;Best<span class="_ _b"> </span>Practice<span class="_ _b"> </span>for<span class="_ _b"> </span>GPW<span class="_ _b"> </span>L<span class="_ _0"></span>isted<span class="_ _b"> </span>Companies<span class="_ _b"> </span>2021&quot;</div><div class="t m0 xf h6 y110 ff2 fs3 fc2 sc0 ls0 ws0">(Best<span class="_ _b"> </span>Prac<span class="_ _0"></span>tice<span class="_ _b"> </span>2021).<span class="_ _12"> </span>In<span class="_ _12"> </span>fulfilli<span class="_ _4"></span>ng<span class="_ _12"> </span>disclosure<span class="_ _b"> </span>requirements<span class="_ _12"> </span>regarding<span class="_ _b"> </span>the<span class="_ _12"> </span>application<span class="_ _b"> </span>of<span class="_ _12"> </span>corporate</div><div class="t m0 xf h6 y111 ff2 fs3 fc2 sc0 ls0 ws0">governance<span class="_ _b"> </span>standards,<span class="_ _12"> </span>Investment<span class="_ _b"> </span>Fr<span class="_ _0"></span>iends<span class="_ _b"> </span>Capital<span class="_ _12"> </span>SE<span class="_ _12"> </span>i<span class="_ _4"></span>s<span class="_ _12"> </span>guided<span class="_ _b"> </span>by<span class="_ _12"> </span>the<span class="_ _b"> </span>principles<span class="_ _12"> </span>of<span class="_ _b"> </span>an<span class="_ _12"> </span>effective</div><div class="t m0 xf h6 yd4 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>transparent<span class="_ _8"> </span>information<span class="_ _7"> </span>policy<span class="_ _8"> </span>and<span class="_ _7"> </span>communication<span class="_ _7"> </span>with<span class="_ _8"> </span>the<span class="_ _7"> </span>market<span class="_ _8"> </span>and<span class="_ _7"> </span>investors.</div><div class="t m0 xf h6 y112 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _3"> </span>Com<span class="_ _4"></span>pany<span class="_ _3"> </span>applied<span class="_ _12"> </span>all<span class="_ _12"> </span>the<span class="_ _3"> </span>corporate<span class="_ _12"> </span>governance<span class="_ _3"> </span>principl<span class="_ _4"></span>es<span class="_ _3"> </span>contained<span class="_ _12"> </span>in<span class="_ _12"> </span>the<span class="_ _3"> </span>‘Best<span class="_ _12"> </span>Practice<span class="_ _12"> </span>for</div><div class="t m0 xf h6 y113 ff2 fs3 fc2 sc0 ls0 ws0">GPW<span class="_ _7"> </span>Listed<span class="_ _8"> </span>Com<span class="_ _4"></span>panies<span class="_ _8"> </span>2021’,<span class="_ _7"> </span>except<span class="_ _8"> </span>for<span class="_ _7"> </span>the<span class="_ _8"> </span>foll<span class="_ _4"></span>owing:</div><div class="t m0 x38 h6 y114 ff2 fs3 fc2 sc0 ls0 ws0">DISCLOSURE<span class="_ _8"> </span>POLICY,<span class="_ _7"> </span>INVESTOR<span class="_ _7"> </span>COMMUNICATIONS</div><div class="t m0 xf h6 y115 ff2 fs3 fc2 sc0 ls0 ws0">1.2.<span class="_ _1e"> </span>Companies<span class="_ _15"> </span>make<span class="_ _15"> </span>available<span class="_ _15"> </span>t<span class="_ _4"></span>heir<span class="_ _15"> </span>financial<span class="_ _15"> </span>results<span class="_ _15"> </span>compiled<span class="_ _15"> </span>i<span class="_ _4"></span>n<span class="_ _15"> </span>periodic<span class="_ _15"> </span>reports<span class="_ _1d"> </span>as<span class="_ _15"> </span>soon<span class="_ _15"> </span>as</div><div class="t m0 xf h6 y116 ff2 fs3 fc2 sc0 ls0 ws0">possible<span class="_ _c"> </span>after<span class="_ _c"> </span>the<span class="_ _3"> </span>end<span class="_ _c"> </span>of<span class="_ _c"> </span>each<span class="_ _3"> </span>reporting<span class="_ _c"> </span>period;<span class="_ _c"> </span>should<span class="_ _c"> </span>t<span class="_ _4"></span>hat<span class="_ _c"> </span>not<span class="_ _c"> </span>be<span class="_ _c"> </span>feasibl<span class="_ _4"></span>e<span class="_ _c"> </span>for<span class="_ _c"> </span>substantial<span class="_ _c"> </span>reasons,</div><div class="t m0 xf h6 y117 ff2 fs3 fc2 sc0 ls0 ws0">companies<span class="_ _7"> </span>publish<span class="_ _8"> </span>at<span class="_ _7"> </span>least<span class="_ _8"> </span>prelim<span class="_ _4"></span>inary<span class="_ _8"> </span>financial<span class="_ _7"> </span>estimates<span class="_ _7"> </span>as<span class="_ _8"> </span>soon<span class="_ _7"> </span>as<span class="_ _8"> </span>possi<span class="_ _4"></span>ble.</div><div class="t m0 xf hf y118 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>Company</div><div class="t m2 x39 hf y118 ff5 fs3 fc2 sc0 ls0 ws0">:</div><div class="t m0 xe h6 y118 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _15"> </span>Company<span class="_ _15"> </span>publishes<span class="_ _15"> </span>periodic<span class="_ _15"> </span>reports<span class="_ _15"> </span>within<span class="_ _15"> </span>deadlines<span class="_ _15"> </span>arising</div><div class="t m0 xf h6 y119 ff2 fs3 fc2 sc0 ls0 ws0">from<span class="_ _7"> </span>applicable<span class="_ _8"> </span>Estonian<span class="_ _7"> </span>law.</div><div class="t m0 xf h6 y11a ff2 fs3 fc2 sc0 ls0 ws0">1.3. Companies<span class="_ _7"> </span>int<span class="_ _4"></span>egrate<span class="_ _7"> </span>ES<span class="_ _4"></span>G<span class="_ _7"> </span>–<span class="_ _c"> </span>(environmental,<span class="_ _c"> </span>social,<span class="_ _7"> </span>and<span class="_ _c"> </span>governance)<span class="_ _7"> </span>factors<span class="_ _c"> </span>in<span class="_ _c"> </span>their<span class="_ _7"> </span>business</div><div class="t m0 xf h6 y11b ff2 fs3 fc2 sc0 ls0 ws0">strategy,<span class="_ _7"> </span>including<span class="_ _8"> </span>in<span class="_ _7"> </span>particular:</div><div class="t m0 xf h6 y11c ff2 fs3 fc2 sc0 ls0 ws0">1.3.1.<span class="_ _9"> </span>environmental factors, including measures and risks re<span class="_ _0"></span>lating to climate change and</div><div class="t m0 xf h6 y11d ff2 fs3 fc2 sc0 ls0 ws0">sustainable<span class="_ _7"> </span>development</div><div class="t m0 xf h6 y11e ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Company:<span class="_ _7"> </span><span class="ff2">The<span class="_ _7"> </span>main<span class="_ _7"> </span>activi<span class="_ _4"></span>ty<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Com<span class="_ _4"></span>pany<span class="_ _7"> </span>is<span class="_ _7"> </span>granting<span class="_ _7"> </span>loans.<span class="_ _c"> </span>The<span class="_ _7"> </span>Company’s</span></div><div class="t m0 xf h6 y11f ff2 fs3 fc2 sc0 ls0 ws0">activities<span class="_ _7"> </span>do<span class="_ _8"> </span>not<span class="_ _7"> </span>have<span class="_ _8"> </span>a<span class="_ _7"> </span>significant<span class="_ _8"> </span>i<span class="_ _4"></span>mpact<span class="_ _8"> </span>on<span class="_ _7"> </span>environmental,<span class="_ _7"> </span>social,<span class="_ _8"> </span>or<span class="_ _7"> </span>governance<span class="_ _8"> </span>(ESG)<span class="_ _7"> </span>matters.</div><div class="t m0 xf h6 y120 ff2 fs3 fc2 sc0 ls0 ws0">1.3.2.<span class="_ _d"> </span>social<span class="_ _7"> </span>and<span class="_ _7"> </span>employee<span class="_ _8"> </span>factors,<span class="_ _7"> </span>including<span class="_ _7"> </span>to<span class="_ _8"> </span>ensure<span class="_ _7"> </span>equal<span class="_ _7"> </span>treatment<span class="_ _8"> </span>of<span class="_ _7"> </span>women<span class="_ _7"> </span>and<span class="_ _8"> </span>men,<span class="_ _7"> </span>decent</div><div class="t m0 xf h6 y121 ff2 fs3 fc2 sc0 ls0 ws0">working<span class="_ _1d"> </span>condit<span class="_ _4"></span>ions,<span class="_ _1d"> </span>respect<span class="_ _11"> </span>for<span class="_ _11"> </span>employees’<span class="_ _11"> </span>rights,<span class="_ _11"> </span>dialogue<span class="_ _11"> </span>with<span class="_ _11"> </span>local<span class="_ _11"> </span>communities,<span class="_ _11"> </span>customer</div><div class="t m0 xf h6 y122 ff2 fs3 fc2 sc0 ls0 ws0">relations.</div><div class="t m0 xf h6 y123 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _18"> </span>of<span class="_ _18"> </span>the<span class="_ _18"> </span>Com<span class="_ _4"></span>pany:<span class="_ _18"> </span><span class="ff2">The<span class="_ _18"> </span>Company<span class="_ _18"> </span>ex<span class="_ _4"></span>plains<span class="_ _18"> </span>that<span class="_ _18"> </span>the<span class="_ _18"> </span>principles<span class="_ _18"> </span>of<span class="_ _17"> </span>sustainable</span></div><div class="t m0 xf h6 y124 ff2 fs3 fc2 sc0 ls0 ws0">development<span class="_ _7"> </span>and<span class="_ _7"> </span>respect<span class="_ _c"> </span>for<span class="_ _7"> </span>social<span class="_ _c"> </span>and<span class="_ _7"> </span>employee<span class="_ _c"> </span>rights<span class="_ _7"> </span>and<span class="_ _7"> </span>i<span class="_ _4"></span>nterests<span class="_ _7"> </span>are<span class="_ _7"> </span>applied<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>strategy<span class="_ _c"> </span>of</div><div class="t m0 xf h6 y125 ff2 fs3 fc2 sc0 ls0 ws0">its<span class="_ _3"> </span>activity.<span class="_ _12"> </span>In<span class="_ _3"> </span>thi<span class="_ _4"></span>s<span class="_ _c"> </span>regard,<span class="_ _12"> </span>the<span class="_ _3"> </span>C<span class="_ _4"></span>ompany<span class="_ _3"> </span>complies<span class="_ _12"> </span>with<span class="_ _3"> </span>all<span class="_ _12"> </span>applicable<span class="_ _3"> </span>laws<span class="_ _3"> </span>and<span class="_ _12"> </span>guidelines.<span class="_ _3"> </span>At<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y126 ff2 fs3 fc2 sc0 ls0 ws0">time<span class="_ _11"> </span>of<span class="_ _1d"> </span>publi<span class="_ _4"></span>cation<span class="_ _11"> </span>of<span class="_ _1d"> </span>this<span class="_ _11"> </span>report,<span class="_ _11"> </span>no<span class="_ _11"> </span>written<span class="_ _11"> </span>rules<span class="_ _1d"> </span>have<span class="_ _11"> </span>been<span class="_ _11"> </span>drawn<span class="_ _11"> </span>up<span class="_ _11"> </span>because<span class="_ _11"> </span>there<span class="_ _11"> </span>are<span class="_ _11"> </span>no</div><div class="t m0 xf h6 y127 ff2 fs3 fc2 sc0 ls0 ws0">employees.</div><div class="t m0 xf h6 y128 ff2 fs3 fc2 sc0 ls0 ws0">1.4.<span class="_ _e"> </span>To<span class="_ _d"> </span>ensure<span class="_ _e"> </span>quality<span class="_ _d"> </span>communications<span class="_ _e"> </span>wit<span class="_ _4"></span>h<span class="_ _e"> </span>stakeholders,<span class="_ _d"> </span>as<span class="_ _e"> </span>a<span class="_ _d"> </span>part<span class="_ _e"> </span>of<span class="_ _d"> </span>the<span class="_ _e"> </span>business<span class="_ _d"> </span>strategy,</div><div class="t m0 xf h6 y129 ff2 fs3 fc2 sc0 ls0 ws0">companies publi<span class="_ _4"></span>sh on their website information concerning the frame<span class="_ _4"></span>work of the strategy,</div><div class="t m0 xf h6 y12a ff2 fs3 fc2 sc0 ls0 ws0">measurable<span class="_ _8"> </span>goals,<span class="_ _7"> </span>including<span class="_ _7"> </span>in<span class="_ _8"> </span>particular<span class="_ _7"> </span>long-term<span class="_ _7"> </span>goals,<span class="_ _8"> </span>planned<span class="_ _7"> </span>activities<span class="_ _7"> </span>and<span class="_ _8"> </span>their<span class="_ _7"> </span>status,</div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">13</div><div class="t m0 xf h6 y12b ff2 fs3 fc2 sc0 ls0 ws0">defined<span class="_ _12"> </span>by<span class="_ _b"> </span>measures,<span class="_ _12"> </span>both<span class="_ _12"> </span>financia<span class="_ _4"></span>l<span class="_ _12"> </span>and<span class="_ _b"> </span>non-financial.<span class="_ _12"> </span>ESG<span class="_ _b"> </span>information<span class="_ _12"> </span>concerning<span class="_ _b"> </span>the<span class="_ _3"> </span>st<span class="_ _4"></span>rategy</div><div class="t m0 xf h6 y65 ff2 fs3 fc2 sc0 ls0 ws0">should<span class="_ _8"> </span>among<span class="_ _7"> </span>others:</div><div class="t m0 xf h6 y12c ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _15"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Company<span class="ff2">:<span class="_ _15"> </span>The<span class="_ _1d"> </span>Company<span class="_ _1d"> </span>publishes<span class="_ _1d"> </span>a<span class="_ _15"> </span>number<span class="_ _1d"> </span>of<span class="_ _15"> </span>financial<span class="_ _1d"> </span>and<span class="_ _1d"> </span>non-financial</span></div><div class="t m0 xf h6 y12d ff2 fs3 fc2 sc0 ls0 ws0">measures,<span class="_ _15"> </span>as<span class="_ _b"> </span>we<span class="_ _4"></span>ll<span class="_ _b"> </span>as<span class="_ _15"> </span>information<span class="_ _15"> </span>on<span class="_ _b"> </span>the<span class="_ _15"> </span>adopted<span class="_ _15"> </span>development<span class="_ _15"> </span>strategy<span class="_ _15"> </span>both<span class="_ _b"> </span>on<span class="_ _15"> </span>the<span class="_ _15"> </span>Company’s</div><div class="t m0 xf h6 y12e ff2 fs3 fc2 sc0 ls0 ws0">website<span class="_ _b"> </span>a<span class="_ _0"></span>nd<span class="_ _b"> </span>by<span class="_ _12"> </span>publishing<span class="_ _b"> </span>curr<span class="_ _0"></span>ent<span class="_ _b"> </span>and<span class="_ _12"> </span>periodic<span class="_ _b"> </span>reports.<span class="_ _12"> </span>The<span class="_ _b"> </span>Company<span class="_ _12"> </span>indicated<span class="_ _b"> </span>that<span class="_ _12"> </span>i<span class="_ _4"></span>t<span class="_ _12"> </span>does<span class="_ _b"> </span>not</div><div class="t m0 xf h6 y12f ff2 fs3 fc2 sc0 ls0 ws0">publish<span class="_ _c"> </span>information<span class="_ _7"> </span>on<span class="_ _c"> </span>its<span class="_ _c"> </span>development<span class="_ _c"> </span>plans<span class="_ _7"> </span>and<span class="_ _c"> </span>the<span class="_ _c"> </span>progress<span class="_ _7"> </span>of<span class="_ _c"> </span>their<span class="_ _c"> </span>implementation<span class="_ _c"> </span>separately.</div><div class="t m0 xf h6 y130 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _8"> </span>also<span class="_ _7"> </span>does<span class="_ _8"> </span>not<span class="_ _7"> </span>publish<span class="_ _8"> </span>any<span class="_ _7"> </span>forecasts.</div><div class="t m0 xf h6 y131 ff2 fs3 fc2 sc0 ls0 ws0">1.4.1<span class="_ _f"> </span>explain how<span class="_ _16"> </span>the decision-making<span class="_ _f"> </span>processes<span class="_ _f"> </span>of<span class="_ _16"> </span>t<span class="_ _4"></span>he company<span class="_ _16"> </span>integrate climate<span class="_ _16"> </span>change,</div><div class="t m0 xf h6 y132 ff2 fs3 fc2 sc0 ls0 ws0">including<span class="_ _7"> </span>the<span class="_ _8"> </span>resulting<span class="_ _7"> </span>risks.</div><div class="t m0 xf h6 yea ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _12"> </span>of<span class="_ _12"> </span>th<span class="_ _4"></span>e<span class="_ _12"> </span>Company<span class="ff2">:<span class="_ _12"> </span>Due<span class="_ _12"> </span>t<span class="_ _4"></span>o<span class="_ _12"> </span>the<span class="_ _12"> </span>above-mentioned<span class="_ _b"> </span>in<span class="_ _3"> </span>poi<span class="_ _4"></span>nt<span class="_ _12"> </span>1.3.1.<span class="_ _12"> </span>marginal<span class="_ _12"> </span>i<span class="_ _4"></span>mpact<span class="_ _12"> </span>of<span class="_ _12"> </span>t<span class="_ _4"></span>he</span></div><div class="t m0 xf h6 y133 ff2 fs3 fc2 sc0 ls0 ws0">Company&apos;s<span class="_ _19"> </span>activity<span class="_ _1a"> </span>on<span class="_ _1a"> </span>the<span class="_ _1a"> </span>natural<span class="_ _19"> </span>environment,<span class="_ _1a"> </span>the<span class="_ _1a"> </span>Company<span class="_ _19"> </span>does<span class="_ _1a"> </span>not<span class="_ _1a"> </span>publish<span class="_ _1a"> </span>additional</div><div class="t m0 xf h6 y134 ff2 fs3 fc2 sc0 ls0 ws0">explanations<span class="_ _7"> </span>in<span class="_ _8"> </span>this<span class="_ _7"> </span>scope.</div><div class="t m0 xf h6 y135 ff2 fs3 fc2 sc0 ls0 ws0">1.4.2.<span class="_ _7"> </span>present<span class="_ _7"> </span>the<span class="_ _7"> </span>equal<span class="_ _7"> </span>pay<span class="_ _7"> </span>index<span class="_ _7"> </span>for<span class="_ _7"> </span>employees,<span class="_ _7"> </span>defined<span class="_ _7"> </span>as<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>percentage<span class="_ _7"> </span>difference<span class="_ _7"> </span>between<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y136 ff2 fs3 fc2 sc0 ls0 ws0">average<span class="_ _7"> </span>monthly<span class="_ _7"> </span>pay<span class="_ _7"> </span>(including<span class="_ _7"> </span>bonuses,<span class="_ _7"> </span>awards<span class="_ _7"> </span>and<span class="_ _7"> </span>other<span class="_ _7"> </span>benefits)<span class="_ _7"> </span>of<span class="_ _7"> </span>women<span class="_ _7"> </span>and<span class="_ _7"> </span>men<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>last</div><div class="t m0 xf h6 y137 ff2 fs3 fc2 sc0 ls0 ws0">year,<span class="_ _19"> </span>and<span class="_ _19"> </span>present<span class="_ _19"> </span>information<span class="_ _19"> </span>about<span class="_ _19"> </span>actions<span class="_ _19"> </span>taken<span class="_ _19"> </span>to<span class="_ _19"> </span>eliminate<span class="_ _19"> </span>any<span class="_ _19"> </span>pay<span class="_ _19"> </span>gaps,<span class="_ _19"> </span>including<span class="_ _19"> </span>a</div><div class="t m0 xf h6 y138 ff2 fs3 fc2 sc0 ls0 ws0">presentation<span class="_ _7"> </span>of<span class="_ _8"> </span>related<span class="_ _7"> </span>risks<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>time<span class="_ _8"> </span>horizon<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>equality<span class="_ _8"> </span>target.</div><div class="t m0 xf h6 y139 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _d"> </span>of<span class="_ _e"> </span>the<span class="_ _d"> </span>Company<span class="ff2">:<span class="_ _e"> </span>Due<span class="_ _d"> </span>to<span class="_ _e"> </span>the<span class="_ _d"> </span>fact<span class="_ _d"> </span>that<span class="_ _e"> </span>t<span class="_ _4"></span>he<span class="_ _e"> </span>Company<span class="_ _e"> </span>has<span class="_ _d"> </span>no<span class="_ _d"> </span>employees,<span class="_ _e"> </span>it<span class="_ _d"> </span>is<span class="_ _e"> </span>not</span></div><div class="t m0 xf h6 y13a ff2 fs3 fc2 sc0 ls0 ws0">appropriate<span class="_ _8"> </span>to<span class="_ _7"> </span>disclose<span class="_ _7"> </span>this<span class="_ _8"> </span>information.</div><div class="t m0 xf h6 y13b ff2 fs3 fc2 sc0 ls0 ws0">1.5.<span class="_ _15"> </span>Companies<span class="_ _1d"> </span>disclose<span class="_ _15"> </span>at<span class="_ _15"> </span>l<span class="_ _4"></span>east<span class="_ _15"> </span>on<span class="_ _15"> </span>an<span class="_ _15"> </span>annual<span class="_ _1d"> </span>basis<span class="_ _15"> </span>the<span class="_ _1d"> </span>amounts<span class="_ _15"> </span>expensed<span class="_ _15"> </span>by<span class="_ _15"> </span>the<span class="_ _1d"> </span>company<span class="_ _15"> </span>i<span class="_ _4"></span>n</div><div class="t m0 xf h6 y13c ff2 fs3 fc2 sc0 ls0 ws0">support<span class="_ _e"> </span>of<span class="_ _16"> </span>culture,<span class="_ _d"> </span>sports,<span class="_ _d"> </span>charities,<span class="_ _d"> </span>the<span class="_ _d"> </span>media,<span class="_ _d"> </span>social<span class="_ _d"> </span>organisations,<span class="_ _d"> </span>trade<span class="_ _d"> </span>uni<span class="_ _4"></span>ons,<span class="_ _e"> </span>etc.<span class="_ _16"> </span>If<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y13d ff2 fs3 fc2 sc0 ls0 ws0">company<span class="_ _7"> </span>pay<span class="_ _8"> </span>such<span class="_ _7"> </span>expenses<span class="_ _8"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>reporting<span class="_ _7"> </span>year,<span class="_ _7"> </span>the<span class="_ _8"> </span>disclosure<span class="_ _7"> </span>presents<span class="_ _8"> </span>a<span class="_ _7"> </span>list<span class="_ _7"> </span>of<span class="_ _8"> </span>such<span class="_ _7"> </span>expenses.</div><div class="t m0 xf h6 y13e ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="ff2">:<span class="_ _8"> </span>The<span class="_ _7"> </span>Company<span class="_ _7"> </span>does<span class="_ _8"> </span>not<span class="_ _7"> </span>conduct<span class="_ _8"> </span>sponsorship<span class="_ _7"> </span>activities.</span></div><div class="t m0 x4 h6 y13f ff2 fs3 fc2 sc0 ls0 ws0">MANAGEMENT<span class="_ _8"> </span>BOAR<span class="_ _4"></span>D,<span class="_ _8"> </span>SUPER<span class="_ _4"></span>VISORY<span class="_ _8"> </span>BOARD</div><div class="t m0 xf h6 y140 ff2 fs3 fc2 sc0 ls0 ws0">2.1.<span class="_ _3"> </span>Companies<span class="_ _3"> </span>s<span class="_ _4"></span>hould<span class="_ _3"> </span>have<span class="_ _3"> </span>in<span class="_ _3"> </span>pl<span class="_ _4"></span>ace<span class="_ _3"> </span>a<span class="_ _3"> </span>diversity<span class="_ _12"> </span>policy<span class="_ _3"> </span>applicable<span class="_ _12"> </span>to<span class="_ _3"> </span>the<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board<span class="_ _3"> </span>and</div><div class="t m0 xf h6 y141 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board,<span class="_ _7"> </span>approved<span class="_ _8"> </span>by<span class="_ _7"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>General<span class="_ _7"> </span>Meeting,<span class="_ _8"> </span>respect<span class="_ _4"></span>ively.</div><div class="t m0 xf h6 y142 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>diversity<span class="_ _7"> </span>policy<span class="_ _7"> </span>defines<span class="_ _7"> </span>diversi<span class="_ _4"></span>ty<span class="_ _7"> </span>goals<span class="_ _7"> </span>and<span class="_ _8"> </span>cr<span class="_ _4"></span>iteria,<span class="_ _7"> </span>among<span class="_ _7"> </span>others<span class="_ _7"> </span>including<span class="_ _7"> </span>gend<span class="_ _4"></span>er,<span class="_ _7"> </span>education,</div><div class="t m0 xf h6 y143 ff2 fs3 fc2 sc0 ls0 ws0">expertise,<span class="_ _3"> </span>age,<span class="_ _12"> </span>professional<span class="_ _3"> </span>experience,<span class="_ _12"> </span>and<span class="_ _3"> </span>specifies<span class="_ _3"> </span>the<span class="_ _12"> </span>target<span class="_ _3"> </span>dates<span class="_ _3"> </span>and<span class="_ _12"> </span>the<span class="_ _3"> </span>monitoring<span class="_ _3"> </span>systems</div><div class="t m0 xf h6 y144 ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _12"> </span>such<span class="_ _3"> </span>goals.<span class="_ _12"> </span>In<span class="_ _12"> </span>line<span class="_ _12"> </span>with<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>Com<span class="_ _4"></span>pany’s<span class="_ _3"> </span>approach<span class="_ _12"> </span>to<span class="_ _12"> </span>gender<span class="_ _12"> </span>diversity,<span class="_ _12"> </span>it<span class="_ _3"> </span>i<span class="_ _4"></span>s<span class="_ _3"> </span>recom<span class="_ _4"></span>mended<span class="_ _12"> </span>that</div><div class="t m0 xf h6 y145 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>representation<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>underrepresented<span class="_ _7"> </span>gender<span class="_ _7"> </span>within<span class="_ _8"> </span>each<span class="_ _7"> </span>governing<span class="_ _8"> </span>body<span class="_ _7"> </span>be<span class="_ _8"> </span>no<span class="_ _7"> </span>less<span class="_ _8"> </span>than<span class="_ _7"> </span>30%.</div><div class="t m0 xf h6 y146 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _c"> </span>of<span class="_ _7"> </span>th<span class="_ _4"></span>e<span class="_ _7"> </span>Compan<span class="_ _4"></span>y<span class="ff2">:<span class="_ _7"> </span>Crucial<span class="_ _c"> </span>personnel<span class="_ _c"> </span>decisions<span class="_ _c"> </span>in<span class="_ _c"> </span>relations<span class="_ _7"> </span>t<span class="_ _4"></span>o<span class="_ _c"> </span>the<span class="_ _c"> </span>Company’s<span class="_ _7"> </span>governing</span></div><div class="t m0 xf h6 y147 ff2 fs3 fc2 sc0 ls0 ws0">bodies<span class="_ _8"> </span>and<span class="_ _7"> </span>its<span class="_ _7"> </span>key<span class="_ _8"> </span>managers<span class="_ _7"> </span>are<span class="_ _8"> </span>t<span class="_ _4"></span>aken<span class="_ _8"> </span>by<span class="_ _7"> </span>the<span class="_ _8"> </span>General<span class="_ _7"> </span>Meeting<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _8"> </span>Board.</div><div class="t m0 xf h6 y148 ff2 fs3 fc2 sc0 ls0 ws0">2.3.<span class="_ _7"> </span>At<span class="_ _8"> </span>least<span class="_ _7"> </span>two<span class="_ _7"> </span>members<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>have<span class="_ _8"> </span>no<span class="_ _7"> </span>actual<span class="_ _7"> </span>and<span class="_ _7"> </span>material<span class="_ _7"> </span>relations<span class="_ _8"> </span>wit<span class="_ _4"></span>h<span class="_ _8"> </span>any</div><div class="t m0 xf h6 y149 ff2 fs3 fc2 sc0 ls0 ws0">shareholder<span class="_ _7"> </span>who<span class="_ _8"> </span>holds<span class="_ _8"> </span>at<span class="_ _7"> </span>least<span class="_ _7"> </span>5%<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>total<span class="_ _8"> </span>vote<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>company.</div><div class="t m0 xf h6 y5f ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _b"> </span>Company<span class="ff2">:<span class="_ _3"> </span>The<span class="_ _b"> </span>decision<span class="_ _b"> </span>to<span class="_ _12"> </span>elect<span class="_ _12"> </span>Me<span class="_ _4"></span>mbers<span class="_ _b"> </span>of<span class="_ _3"> </span>the<span class="_ _b"> </span>Supervisory<span class="_ _12"> </span>Board<span class="_ _b"> </span>is<span class="_ _12"> </span>withi<span class="_ _4"></span>n</span></div><div class="t m0 xf h6 y14a ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _b"> </span>competence<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _15"> </span>General<span class="_ _b"> </span>Meeting<span class="_ _15"> </span>of<span class="_ _b"> </span>Shareholders.<span class="_ _15"> </span>Shareholders<span class="_ _b"> </span>act<span class="_ _15"> </span>on<span class="_ _b"> </span>the<span class="_ _b"> </span>basis<span class="_ _15"> </span>of<span class="_ _b"> </span>their</div><div class="t m0 xf h6 y14b ff2 fs3 fc2 sc0 ls0 ws0">competences<span class="_ _7"> </span>and<span class="_ _7"> </span>trust<span class="_ _7"> </span>in<span class="_ _7"> </span>individual<span class="_ _7"> </span>candidates,<span class="_ _7"> </span>appoint<span class="_ _7"> </span>the<span class="_ _7"> </span>composition<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board.</div><div class="t m0 xf h6 y14c ff2 fs3 fc2 sc0 ls0 ws0">Depending<span class="_ _11"> </span>on<span class="_ _1d"> </span>t<span class="_ _4"></span>he<span class="_ _1d"> </span>decision<span class="_ _11"> </span>of<span class="_ _e"> </span>the<span class="_ _1d"> </span>General<span class="_ _e"> </span>Meeting,<span class="_ _11"> </span>the<span class="_ _11"> </span>Company<span class="_ _11"> </span>may<span class="_ _11"> </span>or<span class="_ _11"> </span>may<span class="_ _11"> </span>not<span class="_ _11"> </span>fulfil<span class="_ _11"> </span>this</div><div class="t m0 xf h6 y14d ff2 fs3 fc2 sc0 ls0 ws0">criterion<span class="_ _7"> </span>periodically,<span class="_ _7"> </span>depending<span class="_ _c"> </span>on<span class="_ _7"> </span>the<span class="_ _7"> </span>selected<span class="_ _7"> </span>composit<span class="_ _4"></span>ion<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board.<span class="_ _7"> </span>Currently,</div><div class="t m0 xf h6 y14e ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>Supervisory<span class="_ _8"> </span>Board<span class="_ _7"> </span>does<span class="_ _8"> </span>not<span class="_ _7"> </span>fulfil<span class="_ _8"> </span>the<span class="_ _7"> </span>independence<span class="_ _7"> </span>criteria,<span class="_ _8"> </span>as<span class="_ _7"> </span>only<span class="_ _8"> </span>one<span class="_ _7"> </span>member<span class="_ _7"> </span>of<span class="_ _8"> </span>the</div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">14</div><div class="t m0 xf h6 y14f ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _15"> </span>Board<span class="_ _15"> </span>is<span class="_ _15"> </span>independent,<span class="_ _1d"> </span>and<span class="_ _15"> </span>assessment<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>risk<span class="_ _15"> </span>resulting<span class="_ _15"> </span>from<span class="_ _15"> </span>t<span class="_ _4"></span>his<span class="_ _15"> </span>is<span class="_ _15"> </span>within<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y150 ff2 fs3 fc2 sc0 ls0 ws0">competence<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>General<span class="_ _8"> </span>Meeting.</div><div class="t m0 xf h6 y151 ff2 fs3 fc2 sc0 ls0 ws0">2.11.<span class="_ _7"> </span>In<span class="_ _7"> </span>addition<span class="_ _7"> </span>to<span class="_ _7"> </span>its<span class="_ _7"> </span>responsibilities<span class="_ _7"> </span>laid<span class="_ _7"> </span>down<span class="_ _7"> </span>in<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>legislation,<span class="_ _7"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>prepares</div><div class="t m0 xf h6 y152 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>presents<span class="_ _7"> </span>an<span class="_ _8"> </span>annual<span class="_ _7"> </span>report<span class="_ _7"> </span>to<span class="_ _7"> </span>the<span class="_ _7"> </span>annual<span class="_ _8"> </span>General<span class="_ _7"> </span>Meeting<span class="_ _7"> </span>once<span class="_ _7"> </span>per<span class="_ _7"> </span>y<span class="_ _0"></span>ear<span class="_ _4"></span>.<span class="_ _7"> </span>Such<span class="_ _8"> </span>report<span class="_ _7"> </span>includes<span class="_ _7"> </span>at</div><div class="t m0 xf h6 y153 ff2 fs3 fc2 sc0 ls0 ws0">least<span class="_ _8"> </span>the<span class="_ _7"> </span>following:</div><div class="t m0 xf h6 y154 ff2 fs3 fc2 sc0 ls0 ws0">2.11.1.<span class="_ _b"> </span>information<span class="_ _15"> </span>about<span class="_ _b"> </span>the<span class="_ _b"> </span>members<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>Supervisory<span class="_ _15"> </span>Board<span class="_ _b"> </span>and<span class="_ _b"> </span>it<span class="_ _4"></span>s<span class="_ _b"> </span>committees,<span class="_ _b"> </span>i<span class="_ _4"></span>ncluding</div><div class="t m0 xf h6 y155 ff2 fs3 fc2 sc0 ls0 ws0">indication<span class="_ _d"> </span>of<span class="_ _d"> </span>t<span class="_ _4"></span>hose<span class="_ _d"> </span>Supervisory<span class="_ _d"> </span>Board<span class="_ _d"> </span>members<span class="_ _16"> </span>who<span class="_ _d"> </span>fulfil<span class="_ _d"> </span>the<span class="_ _16"> </span>criteria<span class="_ _d"> </span>of<span class="_ _d"> </span>being<span class="_ _16"> </span>independent</div><div class="t m0 xf h6 y156 ff2 fs3 fc2 sc0 ls0 ws0">referred<span class="_ _c"> </span>to<span class="_ _7"> </span>in<span class="_ _c"> </span>the<span class="_ _c"> </span>Act<span class="_ _7"> </span>of<span class="_ _c"> </span>11<span class="_ _c"> </span>May<span class="_ _c"> </span>2017<span class="_ _c"> </span>on<span class="_ _7"> </span>Auditors,<span class="_ _c"> </span>Audit<span class="_ _c"> </span>Firms<span class="_ _c"> </span>and<span class="_ _7"> </span>P<span class="_ _4"></span>ublic<span class="_ _7"> </span>S<span class="_ _4"></span>upervision<span class="_ _7"> </span>and<span class="_ _c"> </span>those</div><div class="t m0 xf h6 y157 ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _c"> </span>Board<span class="_ _c"> </span>members<span class="_ _3"> </span>who<span class="_ _c"> </span>have<span class="_ _c"> </span>no<span class="_ _c"> </span>actual<span class="_ _3"> </span>and<span class="_ _c"> </span>m<span class="_ _4"></span>aterial<span class="_ _c"> </span>relations<span class="_ _c"> </span>with<span class="_ _3"> </span>any<span class="_ _c"> </span>shareholder<span class="_ _c"> </span>who</div><div class="t m0 xf h6 y158 ff2 fs3 fc2 sc0 ls0 ws0">holds<span class="_ _b"> </span>at<span class="_ _15"> </span>least<span class="_ _15"> </span>5%<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _15"> </span>total<span class="_ _b"> </span>vote<span class="_ _15"> </span>in<span class="_ _15"> </span>the<span class="_ _b"> </span>company,<span class="_ _15"> </span>and<span class="_ _15"> </span>information<span class="_ _15"> </span>about<span class="_ _b"> </span>the<span class="_ _15"> </span>members<span class="_ _15"> </span>of<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y159 ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>context<span class="_ _7"> </span>of<span class="_ _8"> </span>diversity;</div><div class="t m0 xf h6 y15a ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Company<span class="ff2">:<span class="_ _7"> </span>In<span class="_ _7"> </span>accordance<span class="_ _7"> </span>wi<span class="_ _4"></span>th<span class="_ _7"> </span>the<span class="_ _7"> </span>applicable<span class="_ _c"> </span>provisions<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Est<span class="_ _4"></span>onian<span class="_ _7"> </span>law,<span class="_ _7"> </span>the</span></div><div class="t m0 xf h6 y15b ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>publish<span class="_ _8"> </span>or<span class="_ _7"> </span>submit<span class="_ _7"> </span>a<span class="_ _7"> </span>report<span class="_ _7"> </span>on<span class="_ _7"> </span>activities<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>to<span class="_ _7"> </span>the<span class="_ _7"> </span>General</div><div class="t m0 xf h6 y15c ff2 fs3 fc2 sc0 ls0 ws0">Meeting<span class="_ _8"> </span>for<span class="_ _7"> </span>approval.</div><div class="t m0 xf h6 y15d ff2 fs3 fc2 sc0 ls0 ws0">2.11.2.<span class="_ _8"> </span>summ<span class="_ _4"></span>ary<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>activit<span class="_ _4"></span>y<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Supervisory<span class="_ _7"> </span>Board.</div><div class="t m0 xf h6 y15e ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="ff2">:<span class="_ _7"> </span>As<span class="_ _7"> </span>explained<span class="_ _7"> </span>in<span class="_ _7"> </span>point<span class="_ _7"> </span>2.11.1.<span class="_ _7"> </span>the<span class="_ _8"> </span>S<span class="_ _4"></span>upervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>prepare</span></div><div class="t m0 xf h6 y15f ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _8"> </span>a<span class="_ _7"> </span>document.</div><div class="t m0 xf h6 y160 ff2 fs3 fc2 sc0 ls0 ws0">2.11.3.<span class="_ _7"> </span>assessment<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>company’<span class="_ _4"></span>s<span class="_ _7"> </span>standing<span class="_ _c"> </span>on<span class="_ _7"> </span>including<span class="_ _c"> </span>assessment<span class="_ _c"> </span>of<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>internal<span class="_ _c"> </span>control,<span class="_ _c"> </span>risk</div><div class="t m0 xf h6 y161 ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _16"> </span>and<span class="_ _d"> </span>compli<span class="_ _4"></span>ance<span class="_ _d"> </span>systems<span class="_ _16"> </span>and<span class="_ _d"> </span>the<span class="_ _16"> </span>internal<span class="_ _d"> </span>audit<span class="_ _16"> </span>function,<span class="_ _16"> </span>and<span class="_ _16"> </span>information<span class="_ _d"> </span>about</div><div class="t m0 xf h6 y162 ff2 fs3 fc2 sc0 ls0 ws0">measures<span class="_ _b"> </span>taken<span class="_ _15"> </span>by<span class="_ _b"> </span>the<span class="_ _15"> </span>Supervisory<span class="_ _15"> </span>Board<span class="_ _b"> </span>to<span class="_ _b"> </span>perform<span class="_ _15"> </span>such<span class="_ _b"> </span>assessment;<span class="_ _15"> </span>such<span class="_ _b"> </span>assessment<span class="_ _15"> </span>should</div><div class="t m0 xf h6 y163 ff2 fs3 fc2 sc0 ls0 ws0">cover<span class="_ _8"> </span>all<span class="_ _7"> </span>significant<span class="_ _7"> </span>controls,<span class="_ _7"> </span>in<span class="_ _8"> </span>particular<span class="_ _7"> </span>reporting<span class="_ _8"> </span>and<span class="_ _7"> </span>operational<span class="_ _8"> </span>controls;</div><div class="t m0 xf h6 y164 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="ff2">:<span class="_ _7"> </span>As<span class="_ _7"> </span>explained<span class="_ _7"> </span>in<span class="_ _7"> </span>point<span class="_ _7"> </span>2.11.1.<span class="_ _7"> </span>the<span class="_ _8"> </span>S<span class="_ _4"></span>upervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>prepare</span></div><div class="t m0 xf h6 y165 ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _8"> </span>a<span class="_ _7"> </span>document.</div><div class="t m0 xf h6 y166 ff2 fs3 fc2 sc0 ls0 ws0">2.11.4.<span class="_ _7"> </span>assessment<span class="_ _c"> </span>of<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>company’s<span class="_ _c"> </span>compliance<span class="_ _7"> </span>wit<span class="_ _4"></span>h<span class="_ _7"> </span>the<span class="_ _c"> </span>corporate<span class="_ _7"> </span>governance<span class="_ _c"> </span>principles<span class="_ _c"> </span>and<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y167 ff2 fs3 fc2 sc0 ls0 ws0">manner<span class="_ _12"> </span>of<span class="_ _b"> </span>compliance<span class="_ _3"> </span>wit<span class="_ _4"></span>h<span class="_ _12"> </span>the<span class="_ _12"> </span>disclosure<span class="_ _b"> </span>obliga<span class="_ _0"></span>tions<span class="_ _12"> </span>conce<span class="_ _4"></span>rning<span class="_ _12"> </span>compliance<span class="_ _12"> </span>wit<span class="_ _4"></span>h<span class="_ _12"> </span>the<span class="_ _b"> </span>cor<span class="_ _0"></span>porate</div><div class="t m0 xf h6 y168 ff2 fs3 fc2 sc0 ls0 ws0">governance<span class="_ _3"> </span>principles<span class="_ _12"> </span>defined<span class="_ _3"> </span>in<span class="_ _3"> </span>the<span class="_ _12"> </span>Exchange<span class="_ _c"> </span>R<span class="_ _4"></span>ules<span class="_ _3"> </span>and<span class="_ _12"> </span>the<span class="_ _c"> </span>regulations<span class="_ _12"> </span>on<span class="_ _3"> </span>current<span class="_ _12"> </span>and<span class="_ _3"> </span>periodic</div><div class="t m0 xf h6 y169 ff2 fs3 fc2 sc0 ls0 ws0">reports<span class="_ _1c"> </span>published<span class="_ _1c"> </span>by<span class="_ _1c"> </span>issuers<span class="_ _1a"> </span>of<span class="_ _1c"> </span>securities,<span class="_ _1c"> </span>and<span class="_ _1c"> </span>information<span class="_ _1c"> </span>about<span class="_ _1c"> </span>measures<span class="_ _1f"> </span>taken<span class="_ _1f"> </span>by<span class="_ _1c"> </span>the</div><div class="t m0 xf h6 y16a ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board<span class="_ _7"> </span>to<span class="_ _7"> </span>perform<span class="_ _8"> </span>such<span class="_ _7"> </span>assessment;</div><div class="t m0 xf h6 y16b ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company:<span class="_ _8"> </span><span class="ff2">As<span class="_ _7"> </span>explained<span class="_ _7"> </span>in<span class="_ _7"> </span>point<span class="_ _7"> </span>2.11.1.<span class="_ _8"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>prepare</span></div><div class="t m0 xf h6 y16c ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _8"> </span>a<span class="_ _7"> </span>document</div><div class="t m0 xf h6 y16d ff2 fs3 fc2 sc0 ls0 ws0">2.11.5.<span class="_ _8"> </span>assessment<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>rationality<span class="_ _7"> </span>of<span class="_ _8"> </span>ex<span class="_ _4"></span>penses<span class="_ _8"> </span>referred<span class="_ _7"> </span>to<span class="_ _7"> </span>in<span class="_ _8"> </span>principle<span class="_ _7"> </span>1.5;</div><div class="t m0 xf h6 y16e ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="ff2">:<span class="_ _7"> </span>As<span class="_ _7"> </span>explained<span class="_ _7"> </span>in<span class="_ _7"> </span>point<span class="_ _7"> </span>2.11.1.<span class="_ _7"> </span>the<span class="_ _8"> </span>S<span class="_ _4"></span>upervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>prepare</span></div><div class="t m0 xf h6 y16f ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _8"> </span>a<span class="_ _7"> </span>document.</div><div class="t m0 xf h6 y170 ff2 fs3 fc2 sc0 ls0 ws0">2.11.6.<span class="_ _b"> </span>infor<span class="_ _0"></span>mation<span class="_ _b"> </span>regarding<span class="_ _b"> </span>the<span class="_ _12"> </span>degree<span class="_ _b"> </span>of<span class="_ _12"> </span>impl<span class="_ _4"></span>ementation<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _b"> </span>diversity<span class="_ _b"> </span>policy<span class="_ _12"> </span>applicable<span class="_ _b"> </span>to</div><div class="t m0 xf h6 y171 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>Management<span class="_ _c"> </span>Board<span class="_ _7"> </span>and<span class="_ _c"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board,<span class="_ _c"> </span>including<span class="_ _7"> </span>the<span class="_ _c"> </span>achievement<span class="_ _7"> </span>of<span class="_ _7"> </span>goals<span class="_ _c"> </span>referred<span class="_ _7"> </span>to</div><div class="t m0 xf h6 y172 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _8"> </span>principl<span class="_ _4"></span>e<span class="_ _8"> </span>2.1.</div><div class="t m0 xf h6 y102 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="ff2">:<span class="_ _7"> </span>As<span class="_ _7"> </span>explained<span class="_ _7"> </span>in<span class="_ _7"> </span>point<span class="_ _7"> </span>2.11.1.<span class="_ _7"> </span>the<span class="_ _8"> </span>S<span class="_ _4"></span>upervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>prepare</span></div><div class="t m0 xf h6 y173 ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _8"> </span>a<span class="_ _7"> </span>document.</div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">15</div><div class="c x3a y174 wc h0"><div class="t m0 x3b h6 y175 ff2 fs3 fc2 sc0 ls0 ws0">INTERNAL<span class="_ _8"> </span>SYSTEMS<span class="_ _7"> </span>AND<span class="_ _8"> </span>FUNCTIONS</div></div><div class="t m0 xf h6 y150 ff2 fs3 fc2 sc0 ls0 ws0">3.9.<span class="_ _b"> </span>The<span class="_ _b"> </span>Supervisory<span class="_ _15"> </span>Board<span class="_ _b"> </span>monitors<span class="_ _b"> </span>the<span class="_ _b"> </span>efficiency<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>systems<span class="_ _b"> </span>and<span class="_ _b"> </span>functions<span class="_ _15"> </span>referred<span class="_ _b"> </span>to<span class="_ _b"> </span>in</div><div class="t m0 xf h6 y176 ff2 fs3 fc2 sc0 ls0 ws0">principle<span class="_ _7"> </span>3.1<span class="_ _7"> </span>among<span class="_ _8"> </span>others<span class="_ _7"> </span>on<span class="_ _7"> </span>the<span class="_ _7"> </span>basis<span class="_ _7"> </span>of<span class="_ _7"> </span>reports<span class="_ _7"> </span>provided<span class="_ _8"> </span>periodically<span class="_ _7"> </span>by<span class="_ _7"> </span>the<span class="_ _7"> </span>persons<span class="_ _7"> </span>responsible</div><div class="t m0 xf h6 y151 ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _b"> </span>the<span class="_ _15"> </span>functions<span class="_ _15"> </span>and<span class="_ _b"> </span>the<span class="_ _15"> </span>Company’s<span class="_ _b"> </span>Management<span class="_ _15"> </span>Board,<span class="_ _15"> </span>and<span class="_ _b"> </span>makes<span class="_ _15"> </span>annual<span class="_ _b"> </span>assessment<span class="_ _15"> </span>of<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y152 ff2 fs3 fc2 sc0 ls0 ws0">efficiency<span class="_ _7"> </span>of<span class="_ _8"> </span>such<span class="_ _7"> </span>systems<span class="_ _8"> </span>and<span class="_ _7"> </span>functions<span class="_ _7"> </span>according<span class="_ _8"> </span>to<span class="_ _7"> </span>principle<span class="_ _8"> </span>2.11.3.</div><div class="t m0 xf h6 y153 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Company<span class="ff2">:<span class="_ _7"> </span>In<span class="_ _7"> </span>accordance<span class="_ _7"> </span>wi<span class="_ _4"></span>th<span class="_ _7"> </span>the<span class="_ _7"> </span>applicable<span class="_ _c"> </span>provisions<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Est<span class="_ _4"></span>onian<span class="_ _7"> </span>law,<span class="_ _7"> </span>the</span></div><div class="t m0 xf h6 y154 ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _7"> </span>does<span class="_ _7"> </span>not<span class="_ _7"> </span>publish<span class="_ _8"> </span>or<span class="_ _7"> </span>submit<span class="_ _7"> </span>a<span class="_ _7"> </span>report<span class="_ _7"> </span>on<span class="_ _7"> </span>activities<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _7"> </span>to<span class="_ _7"> </span>the<span class="_ _7"> </span>General</div><div class="t m0 xf h6 y155 ff2 fs3 fc2 sc0 ls0 ws0">Meeting<span class="_ _8"> </span>for<span class="_ _7"> </span>approval.</div><div class="t m0 x3c h6 y157 ff2 fs3 fc2 sc0 ls0 ws0">GENERAL<span class="_ _7"> </span>MEETING,<span class="_ _8"> </span>SHAREHOLDER<span class="_ _7"> </span>RELATIONS</div><div class="t m0 xf h6 y159 ff2 fs3 fc2 sc0 ls0 ws0">4.1.<span class="_ _c"> </span>C<span class="_ _4"></span>ompanies<span class="_ _c"> </span>shoul<span class="_ _4"></span>d<span class="_ _c"> </span>enable<span class="_ _3"> </span>their<span class="_ _3"> </span>shareholders<span class="_ _3"> </span>to<span class="_ _3"> </span>participate<span class="_ _3"> </span>in<span class="_ _3"> </span>a<span class="_ _c"> </span>General<span class="_ _3"> </span>Meeting<span class="_ _3"> </span>by<span class="_ _3"> </span>means<span class="_ _3"> </span>of</div><div class="t m0 xf h6 y15a ff2 fs3 fc2 sc0 ls0 ws0">electronic<span class="_ _b"> </span>communication<span class="_ _12"> </span>(e-meeting)<span class="_ _12"> </span>if<span class="_ _b"> </span>justified<span class="_ _12"> </span>by<span class="_ _b"> </span>the<span class="_ _12"> </span>expectations<span class="_ _b"> </span>of<span class="_ _3"> </span>shareholders<span class="_ _b"> </span>notified<span class="_ _12"> </span>to</div><div class="t m0 xf h6 y15b ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _b"> </span>company,<span class="_ _b"> </span>provided<span class="_ _b"> </span>t<span class="_ _4"></span>hat<span class="_ _b"> </span>the<span class="_ _b"> </span>company<span class="_ _b"> </span>is<span class="_ _b"> </span>in<span class="_ _15"> </span>a<span class="_ _b"> </span>position<span class="_ _b"> </span>to<span class="_ _b"> </span>provide<span class="_ _b"> </span>the<span class="_ _b"> </span>technical<span class="_ _15"> </span>infrastructure</div><div class="t m0 xf h6 y15c ff2 fs3 fc2 sc0 ls0 ws0">necessary<span class="_ _7"> </span>for<span class="_ _8"> </span>such<span class="_ _7"> </span>General<span class="_ _8"> </span>Meeting<span class="_ _7"> </span>to<span class="_ _8"> </span>proceed</div><div class="t m0 xf h6 y177 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>Company<span class="ff2">:<span class="_ _12"> </span>The<span class="_ _b"> </span>Com<span class="_ _4"></span>pany<span class="_ _12"> </span>considers<span class="_ _b"> </span>that<span class="_ _b"> </span>the<span class="_ _b"> </span>costs<span class="_ _b"> </span>of<span class="_ _b"> </span>ena<span class="_ _0"></span>bling<span class="_ _b"> </span>shareholders<span class="_ _b"> </span>to</span></div><div class="t m0 xf h6 y15d ff2 fs3 fc2 sc0 ls0 ws0">participate<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>G<span class="_ _4"></span>eneral<span class="_ _7"> </span>Meeting<span class="_ _7"> </span>by<span class="_ _8"> </span>means<span class="_ _7"> </span>of<span class="_ _7"> </span>electronic<span class="_ _7"> </span>communicati<span class="_ _4"></span>on<span class="_ _8"> </span>(e-mee<span class="_ _4"></span>ting)<span class="_ _7"> </span>are<span class="_ _7"> </span>too<span class="_ _8"> </span>high.</div><div class="t m0 xf h6 y15e ff2 fs3 fc2 sc0 ls0 ws0">Nevertheless,<span class="_ _3"> </span>the<span class="_ _3"> </span>Management<span class="_ _3"> </span>Board<span class="_ _3"> </span>indicates,<span class="_ _3"> </span>that<span class="_ _3"> </span>the<span class="_ _3"> </span>structure<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Com<span class="_ _4"></span>pany’s<span class="_ _c"> </span>shareholding</div><div class="t m0 xf h6 y15f ff2 fs3 fc2 sc0 ls0 ws0">means<span class="_ _c"> </span>that<span class="_ _3"> </span>the<span class="_ _c"> </span>shareholders<span class="_ _3"> </span>are<span class="_ _3"> </span>not<span class="_ _c"> </span>interested<span class="_ _3"> </span>in<span class="_ _c"> </span>participating<span class="_ _3"> </span>in<span class="_ _3"> </span>the<span class="_ _c"> </span>Company’s<span class="_ _3"> </span>General<span class="_ _c"> </span>Meeting</div><div class="t m0 xf h6 y178 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _3"> </span>electronic<span class="_ _12"> </span>form.<span class="_ _3"> </span>At<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>same<span class="_ _12"> </span>time,<span class="_ _3"> </span>the<span class="_ _12"> </span>Company&apos;s<span class="_ _3"> </span>Articles<span class="_ _12"> </span>of<span class="_ _3"> </span>Association<span class="_ _12"> </span>and<span class="_ _3"> </span>the<span class="_ _12"> </span>Regulations</div><div class="t m0 xf h6 y160 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _7"> </span>the<span class="_ _8"> </span>General<span class="_ _7"> </span>Meeting<span class="_ _7"> </span>do<span class="_ _7"> </span>not<span class="_ _8"> </span>prescribe<span class="_ _7"> </span>the<span class="_ _7"> </span>possibility<span class="_ _7"> </span>of<span class="_ _8"> </span>participati<span class="_ _4"></span>ng<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>Meeting<span class="_ _7"> </span>by<span class="_ _7"> </span>means<span class="_ _8"> </span>of</div><div class="t m0 xf h6 y161 ff2 fs3 fc2 sc0 ls0 ws0">electronic<span class="_ _7"> </span>communication.</div><div class="t m0 xf h6 y163 ff2 fs3 fc2 sc0 ls0 ws0">4.3.<span class="_ _8"> </span>Com<span class="_ _4"></span>panies<span class="_ _8"> </span>provide<span class="_ _7"> </span>a<span class="_ _8"> </span>publ<span class="_ _4"></span>ic<span class="_ _8"> </span>real-life<span class="_ _7"> </span>broadcast<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>General<span class="_ _8"> </span>Meeting.</div><div class="t m0 xf h6 y164 ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _c"> </span>C<span class="_ _4"></span>ompany:<span class="_ _c"> </span><span class="ff2">The<span class="_ _3"> </span>Com<span class="_ _4"></span>pany<span class="_ _c"> </span>recogniz<span class="_ _4"></span>es<span class="_ _c"> </span>t<span class="_ _4"></span>hat<span class="_ _c"> </span>the<span class="_ _3"> </span>costs<span class="_ _3"> </span>of<span class="_ _3"> </span>broadcasting<span class="_ _3"> </span>the<span class="_ _3"> </span>General</span></div><div class="t m0 xf h6 y165 ff2 fs3 fc2 sc0 ls0 ws0">Meeting<span class="_ _15"> </span>are<span class="_ _15"> </span>t<span class="_ _4"></span>oo<span class="_ _15"> </span>high.<span class="_ _15"> </span>At<span class="_ _1d"> </span>the<span class="_ _15"> </span>same<span class="_ _15"> </span>ti<span class="_ _4"></span>me,<span class="_ _15"> </span>the<span class="_ _15"> </span>Management<span class="_ _1d"> </span>Board<span class="_ _15"> </span>indicates<span class="_ _1d"> </span>that<span class="_ _15"> </span>the<span class="_ _15"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s</div><div class="t m0 xf h6 y179 ff2 fs3 fc2 sc0 ls0 ws0">shareholding<span class="_ _b"> </span>structure<span class="_ _12"> </span>causes<span class="_ _b"> </span>the<span class="_ _12"> </span>lack<span class="_ _b"> </span>of<span class="_ _12"> </span>interest<span class="_ _b"> </span>in<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>General<span class="_ _b"> </span>Meeting.<span class="_ _b"> </span>At<span class="_ _12"> </span>the<span class="_ _12"> </span>same<span class="_ _b"> </span>time,<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y166 ff2 fs3 fc2 sc0 ls0 ws0">Company&apos;s<span class="_ _19"> </span>Articles<span class="_ _19"> </span>of<span class="_ _19"> </span>Association<span class="_ _1a"> </span>and<span class="_ _19"> </span>the<span class="_ _19"> </span>General<span class="_ _19"> </span>Meeting<span class="_ _19"> </span>R<span class="_ _4"></span>egulations<span class="_ _19"> </span>do<span class="_ _19"> </span>not<span class="_ _19"> </span>prescribe</div><div class="t m0 xf h6 y167 ff2 fs3 fc2 sc0 ls0 ws0">transmission<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>meeting.</div><div class="t m0 xf h6 y169 ff2 fs3 fc2 sc0 ls0 ws0">4.6.<span class="_ _c"> </span>To<span class="_ _c"> </span>help<span class="_ _3"> </span>shareholders<span class="_ _3"> </span>participating<span class="_ _c"> </span>in<span class="_ _3"> </span>a<span class="_ _c"> </span>General<span class="_ _3"> </span>Meeting<span class="_ _c"> </span>to<span class="_ _c"> </span>vot<span class="_ _4"></span>e<span class="_ _c"> </span>on<span class="_ _c"> </span>resolutions<span class="_ _3"> </span>with<span class="_ _c"> </span>adequate</div><div class="t m0 xf h6 y16a ff2 fs3 fc2 sc0 ls0 ws0">understanding,<span class="_ _b"> </span>draft<span class="_ _b"> </span>resolutions<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>General<span class="_ _15"> </span>Meeting<span class="_ _b"> </span>concerning<span class="_ _b"> </span>matters<span class="_ _b"> </span>and<span class="_ _15"> </span>decisions<span class="_ _b"> </span>other</div><div class="t m0 xf h6 y16b ff2 fs3 fc2 sc0 ls0 ws0">than<span class="_ _c"> </span>poi<span class="_ _4"></span>nts<span class="_ _c"> </span>of<span class="_ _c"> </span>order<span class="_ _3"> </span>should<span class="_ _c"> </span>contain<span class="_ _3"> </span>a<span class="_ _3"> </span>justification,<span class="_ _c"> </span>unless<span class="_ _c"> </span>i<span class="_ _4"></span>t<span class="_ _c"> </span>follows<span class="_ _3"> </span>from<span class="_ _c"> </span>documentation<span class="_ _3"> </span>tabled<span class="_ _3"> </span>to</div><div class="t m0 xf h6 y16c ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>G<span class="_ _4"></span>eneral<span class="_ _12"> </span>Meeting.<span class="_ _3"> </span>If<span class="_ _12"> </span>a<span class="_ _12"> </span>matter<span class="_ _12"> </span>is<span class="_ _12"> </span>put<span class="_ _3"> </span>on<span class="_ _12"> </span>the<span class="_ _3"> </span>agenda<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>General<span class="_ _12"> </span>Meeting<span class="_ _12"> </span>at<span class="_ _12"> </span>the<span class="_ _3"> </span>request<span class="_ _12"> </span>of<span class="_ _12"> </span>a</div><div class="t m0 xf h6 y17a ff2 fs3 fc2 sc0 ls0 ws0">shareholder<span class="_ _b"> </span>or<span class="_ _b"> </span>shareholders,<span class="_ _b"> </span>the<span class="_ _12"> </span>Management<span class="_ _b"> </span>Board<span class="_ _b"> </span>requests<span class="_ _b"> </span>presentation<span class="_ _b"> </span>of<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>justification<span class="_ _b"> </span>of</div><div class="t m0 xf h6 y16d ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>proposed<span class="_ _8"> </span>resolution,<span class="_ _7"> </span>unless<span class="_ _8"> </span>previously<span class="_ _7"> </span>presented<span class="_ _8"> </span>by<span class="_ _7"> </span>such<span class="_ _7"> </span>shareholder<span class="_ _8"> </span>or<span class="_ _7"> </span>shareholders.</div><div class="t m0 xf h6 y16e ff5 fs3 fc2 sc0 ls0 ws0">Comments<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>Compan<span class="_ _4"></span>y<span class="ff2">:<span class="_ _12"> </span>As<span class="_ _b"> </span>at<span class="_ _12"> </span>the<span class="_ _12"> </span>date<span class="_ _b"> </span>of<span class="_ _12"> </span>publi<span class="_ _4"></span>cation<span class="_ _12"> </span>of<span class="_ _b"> </span>this<span class="_ _12"> </span>report,<span class="_ _b"> </span>the<span class="_ _12"> </span>Company<span class="_ _b"> </span>doe<span class="_ _0"></span>s<span class="_ _b"> </span>not</span></div><div class="t m0 xf h6 y16f ff2 fs3 fc2 sc0 ls0 ws0">publish<span class="_ _b"> </span>any<span class="_ _b"> </span>additional<span class="_ _b"> </span>just<span class="_ _4"></span>ification<span class="_ _b"> </span>for<span class="_ _b"> </span>the<span class="_ _b"> </span>draft<span class="_ _b"> </span>resolutions<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>General<span class="_ _b"> </span>Meeting.<span class="_ _b"> </span>S<span class="_ _4"></span>o<span class="_ _b"> </span>far,<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y17b ff2 fs3 fc2 sc0 ls0 ws0">shareholders<span class="_ _7"> </span>of<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>C<span class="_ _4"></span>ompany<span class="_ _7"> </span>have<span class="_ _7"> </span>not<span class="_ _7"> </span>ex<span class="_ _4"></span>pressed<span class="_ _7"> </span>interest<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>addit<span class="_ _4"></span>ional<span class="_ _7"> </span>discussion<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>m<span class="_ _4"></span>atter</div><div class="t m0 xf h6 y170 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _8"> </span>General<span class="_ _7"> </span>Meetings.</div><div class="t m0 x3d hf y102 ff1 fs3 fc2 sc0 ls0 ws0">Shareholders<span class="_ _8"> </span>w<span class="_ _4"></span>ith<span class="_ _8"> </span>major<span class="_ _7"> </span>holdings</div><div class="t m0 xf h6 y17c ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>balance<span class="_ _3"> </span>sheet<span class="_ _12"> </span>date<span class="_ _3"> </span>of<span class="_ _3"> </span>30/06/<span class="_ _4"></span>2025<span class="_ _c"> </span>t<span class="_ _4"></span>o<span class="_ _c"> </span>the<span class="_ _12"> </span>best<span class="_ _3"> </span>knowledge<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board,<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y17d ff2 fs3 fc2 sc0 ls0 ws0">structure<span class="_ _7"> </span>of<span class="_ _c"> </span>shareholders<span class="_ _c"> </span>holding<span class="_ _7"> </span>at<span class="_ _c"> </span>least<span class="_ _c"> </span>10%<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>t<span class="_ _4"></span>otal<span class="_ _7"> </span>number<span class="_ _c"> </span>of<span class="_ _7"> </span>votes<span class="_ _c"> </span>at<span class="_ _c"> </span>the<span class="_ _7"> </span>General<span class="_ _c"> </span>Meeting</div><div class="t m0 xf h6 y17e ff2 fs3 fc2 sc0 ls0 ws0">was<span class="_ _7"> </span>as<span class="_ _8"> </span>follows:</div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">16</div><div class="t m0 xf h4 y22 ff1 fs2 fc2 sc0 ls0 ws0">Structure<span class="_ _5"> </span>of<span class="_ _8"> </span>shareholding<span class="_ _5"> </span>as<span class="_ _8"> </span>at<span class="_ _5"> </span>30/06/2025</div><div class="c x17 y17f w2 hb"><div class="t m0 x18 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y17f w3 hb"><div class="t m0 x3e h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">Shareholders</div></div><div class="c x1b y17f w4 hb"><div class="t m0 x1c h4 y181 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y17f w5 hb"><div class="t m0 x1f h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y17f w6 hb"><div class="t m0 x21 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y17f w7 hb"><div class="t m0 x23 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y183 w2 he"><div class="t m0 x24 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y183 w3 he"><div class="t m0 x1a h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y183 w4 he"><div class="t m0 x24 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1e y183 w5 he"><div class="t m0 x29 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x20 y183 w6 he"><div class="t m0 x25 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x22 y183 w7 he"><div class="t m0 x26 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x19 y8b w3 h15"><div class="t m0 x1a h8 y185 ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y8b w4 h15"><div class="t m0 x24 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1e y8b w5 h15"><div class="t m0 x27 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y8b w6 h15"><div class="t m0 x25 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x22 y8b w7 h15"><div class="t m0 x28 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y8d ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>owned<span class="_ _3"> </span>100%<span class="_ _3"> </span>of<span class="_ _3"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _3"> </span>OÜ<span class="_ _3"> </span>as<span class="_ _c"> </span>at<span class="_ _3"> </span>30/06/2025.<span class="_ _3"> </span>Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>wa<span class="_ _4"></span>s<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y8e ff2 fs3 fc2 sc0 ls0 ws0">ultimate<span class="_ _b"> </span>be<span class="_ _0"></span>neficial<span class="_ _12"> </span>owner<span class="_ _b"> </span>(UBO)<span class="_ _12"> </span>of<span class="_ _12"> </span>P<span class="_ _4"></span>atro<span class="_ _12"> </span>Invest<span class="_ _12"> </span>O<span class="_ _4"></span>Ü<span class="_ _12"> </span>because<span class="_ _b"> </span>he<span class="_ _12"> </span>held<span class="_ _12"> </span>100%<span class="_ _b"> </span>of<span class="_ _12"> </span>Patro<span class="_ _12"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 xf h6 y8f ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>30/06/<span class="_ _4"></span>2025.</div><div class="t m0 xf h6 y186 ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _b"> </span>8/07/2025<span class="_ _b"> </span>a<span class="_ _12"> </span>reduct<span class="_ _4"></span>ion<span class="_ _b"> </span>in<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>share<span class="_ _12"> </span>capital<span class="_ _b"> </span>of<span class="_ _b"> </span>Investment<span class="_ _b"> </span>Friends<span class="_ _b"> </span>Capital<span class="_ _b"> </span>SE<span class="_ _b"> </span>fr<span class="_ _0"></span>om<span class="_ _b"> </span>EUR<span class="_ _b"> </span>450</div><div class="t m0 xf h6 y187 ff2 fs3 fc2 sc0 ls0 ws0">600,00<span class="_ _7"> </span>to<span class="_ _c"> </span>EUR<span class="_ _7"> </span>300<span class="_ _c"> </span>000,00<span class="_ _7"> </span>was<span class="_ _c"> </span>registered,<span class="_ _c"> </span>as<span class="_ _7"> </span>a<span class="_ _c"> </span>result<span class="_ _7"> </span>of<span class="_ _c"> </span>which<span class="_ _7"> </span>the<span class="_ _c"> </span>number<span class="_ _c"> </span>of<span class="_ _7"> </span>all<span class="_ _7"> </span>shares<span class="_ _c"> </span>decreased</div><div class="t m0 xf h6 y188 ff2 fs3 fc2 sc0 ls0 ws0">from<span class="_ _c"> </span>4<span class="_ _c"> </span>506<span class="_ _c"> </span>000<span class="_ _3"> </span>to<span class="_ _c"> </span>3<span class="_ _c"> </span>000<span class="_ _c"> </span>000,<span class="_ _3"> </span>and<span class="_ _c"> </span>the<span class="_ _c"> </span>share<span class="_ _3"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>largest<span class="_ _3"> </span>Shareholder<span class="_ _c"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _c"> </span>O<span class="_ _4"></span>Ü<span class="_ _c"> </span>decreased</div><div class="t m0 xf h6 y189 ff2 fs3 fc2 sc0 ls0 ws0">from<span class="_ _7"> </span>68,04%<span class="_ _8"> </span>to<span class="_ _7"> </span>52,00%.</div><div class="t m0 xf h4 y18a ff1 fs2 fc2 sc0 ls0 ws0">Shareholding<span class="_ _5"> </span>structure<span class="_ _5"> </span>as<span class="_ _8"> </span>of<span class="_ _8"> </span>the<span class="_ _5"> </span>date<span class="_ _8"> </span>of<span class="_ _5"> </span>re<span class="_ _4"></span>port<span class="_ _5"> </span>publication</div><div class="c x17 y18b w2 hb"><div class="t m0 x18 h4 y18c ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y18b w3 hb"><div class="t m0 x3e h4 y18c ff1 fs2 fc2 sc0 ls0 ws0">Shareholders</div></div><div class="c x1b y18b w4 hb"><div class="t m0 x1c h4 y18d ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y18b w5 hb"><div class="t m0 x1f h4 y18c ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y18b w6 hb"><div class="t m0 x21 h4 y18c ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y18b w7 hb"><div class="t m0 x23 h4 y18c ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y18f w2 he"><div class="t m0 x24 h4 y190 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y18f w3 he"><div class="t m0 x1a h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y18f w4 he"><div class="t m0 x24 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x1e y18f w5 he"><div class="t m0 x29 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x20 y18f w6 he"><div class="t m0 x25 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>559<span class="_ _5"> </span>924</div></div><div class="c x22 y18f w7 he"><div class="t m0 x26 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">52,00</div></div><div class="c x19 y191 w3 h15"><div class="t m0 x1a h8 y192 ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y191 w4 h15"><div class="t m0 x24 h4 y192 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x1e y191 w5 h15"><div class="t m0 x27 h4 y192 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y191 w6 h15"><div class="t m0 x25 h4 y192 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>000<span class="_ _5"> </span>000</div></div><div class="c x22 y191 w7 h15"><div class="t m0 x28 h4 y192 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y193 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _15"> </span>Patrowicz<span class="_ _1d"> </span>holds<span class="_ _15"> </span>100%<span class="_ _1d"> </span>of<span class="_ _15"> </span>Patro<span class="_ _1d"> </span>Invest<span class="_ _15"> </span>OÜ<span class="_ _15"> </span>s<span class="_ _4"></span>hares<span class="_ _15"> </span>as<span class="_ _15"> </span>of<span class="_ _1d"> </span>the<span class="_ _15"> </span>date<span class="_ _15"> </span>of<span class="_ _1d"> </span>publication<span class="_ _15"> </span>of<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 y194 ff2 fs3 fc2 sc0 ls0 ws0">report.<span class="_ _7"> </span>Damian<span class="_ _8"> </span>Patrowicz<span class="_ _7"> </span>was<span class="_ _7"> </span>the<span class="_ _7"> </span>ultimate<span class="_ _8"> </span>benefi<span class="_ _4"></span>cial<span class="_ _7"> </span>owner<span class="_ _8"> </span>(UBO)<span class="_ _7"> </span>of<span class="_ _7"> </span>Patro<span class="_ _8"> </span>Invest<span class="_ _7"> </span>OÜ<span class="_ _7"> </span>because<span class="_ _8"> </span>he</div><div class="t m0 xf h6 y195 ff2 fs3 fc2 sc0 ls0 ws0">held<span class="_ _7"> </span>100%<span class="_ _8"> </span>of<span class="_ _7"> </span>Patro<span class="_ _8"> </span>Invest<span class="_ _7"> </span>OÜ<span class="_ _8"> </span>shares<span class="_ _7"> </span>as<span class="_ _8"> </span>at<span class="_ _7"> </span>report<span class="_ _8"> </span>publ<span class="_ _4"></span>ication<span class="_ _8"> </span>date.</div><div class="t m0 xf h6 y196 ff2 fs3 fc2 sc0 ls0 ws0">According<span class="_ _16"> </span>to<span class="_ _16"> </span>the<span class="_ _16"> </span>information<span class="_ _f"> </span>presented<span class="_ _16"> </span>in<span class="_ _16"> </span>the<span class="_ _16"> </span>annual r<span class="_ _0"></span>eport<span class="_ _16"> </span>for<span class="_ _16"> </span>2023/2024<span class="_ _16"> </span>the<span class="_ _f"> </span>structure<span class="_ _16"> </span>of</div><div class="t m0 xf h6 y197 ff2 fs3 fc2 sc0 ls0 ws0">shareholders<span class="_ _15"> </span>holding<span class="_ _15"> </span>at<span class="_ _15"> </span>least<span class="_ _b"> </span>10%<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>total<span class="_ _15"> </span>number<span class="_ _15"> </span>of<span class="_ _15"> </span>votes<span class="_ _b"> </span>at<span class="_ _15"> </span>the<span class="_ _15"> </span>General<span class="_ _15"> </span>Meeting<span class="_ _15"> </span>was<span class="_ _15"> </span>as</div><div class="t m0 xf h6 y198 ff2 fs3 fc2 sc0 ls0 ws0">follows:</div><div class="t m0 xf h4 y199 ff1 fs2 fc2 sc0 ls0 ws0">Shareholding<span class="_ _5"> </span>structure<span class="_ _5"> </span>as<span class="_ _8"> </span>at<span class="_ _8"> </span>30/06/2024</div><div class="c x17 y19a w2 hb"><div class="t m0 x18 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">No.</div></div><div class="c x19 y19a w3 hb"><div class="t m0 x3e h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">Shareholders</div></div><div class="c x1b y19a w4 hb"><div class="t m0 x1c h4 y19b ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of</div><div class="t m0 x1d h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">shares</div></div><div class="c x1e y19a w5 hb"><div class="t m0 x1f h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>shares</div></div><div class="c x20 y19a w6 hb"><div class="t m0 x21 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>votes</div></div><div class="c x22 y19a w7 hb"><div class="t m0 x23 h4 y180 ff1 fs2 fc2 sc0 ls0 ws0">%<span class="_ _5"> </span>votes</div></div><div class="c x17 y19c w2 he"><div class="t m0 x24 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">1.</div></div><div class="c x19 y19c w3 he"><div class="t m0 x1a h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>Invest<span class="_ _8"> </span>OÜ</div></div><div class="c x1b y19c w4 he"><div class="t m0 x24 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x1e y19c w5 he"><div class="t m0 x29 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x20 y19c w6 he"><div class="t m0 x25 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>065<span class="_ _5"> </span>924</div></div><div class="c x22 y19c w7 he"><div class="t m0 x26 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">68,04</div></div><div class="c x19 y19d w3 h15"><div class="t m0 x1a h8 y185 ff2 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x1b y19d w4 h15"><div class="t m0 x24 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x1e y19d w5 h15"><div class="t m0 x27 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="c x20 y19d w6 h15"><div class="t m0 x25 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x22 y19d w7 h15"><div class="t m0 x28 h4 y185 ff1 fs2 fc2 sc0 ls0 ws0">100,00</div></div><div class="t m0 xf h6 y19e ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>owned<span class="_ _3"> </span>100%<span class="_ _3"> </span>of<span class="_ _3"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _3"> </span>OÜ<span class="_ _3"> </span>as<span class="_ _c"> </span>at<span class="_ _3"> </span>30/06/2024.<span class="_ _3"> </span>Damian<span class="_ _3"> </span>Patrowicz<span class="_ _c"> </span>wa<span class="_ _4"></span>s<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y19f ff2 fs3 fc2 sc0 ls0 ws0">ultimate<span class="_ _b"> </span>be<span class="_ _0"></span>neficial<span class="_ _12"> </span>owner<span class="_ _b"> </span>(UBO)<span class="_ _12"> </span>of<span class="_ _12"> </span>P<span class="_ _4"></span>atro<span class="_ _12"> </span>Invest<span class="_ _12"> </span>O<span class="_ _4"></span>Ü<span class="_ _12"> </span>because<span class="_ _b"> </span>he<span class="_ _12"> </span>held<span class="_ _12"> </span>100%<span class="_ _b"> </span>of<span class="_ _12"> </span>Patro<span class="_ _12"> </span>Invest<span class="_ _b"> </span>OÜ</div><div class="t m0 xf h6 y1a0 ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>30/06/<span class="_ _4"></span>2024.</div><div class="t m0 xf hf y1a1 ff1 fs3 fc2 sc0 ls0 ws0">Holders<span class="_ _8"> </span>of<span class="_ _7"> </span>securities<span class="_ _7"> </span>that<span class="_ _8"> </span>gi<span class="_ _4"></span>ve<span class="_ _8"> </span>specific<span class="_ _7"> </span>control<span class="_ _8"> </span>righ<span class="_ _4"></span>ts<span class="_ _8"> </span>and<span class="_ _7"> </span>a<span class="_ _8"> </span>description<span class="_ _7"> </span>of<span class="_ _8"> </span>thos<span class="_ _4"></span>e<span class="_ _8"> </span>rights.</div><div class="t m0 xf h6 y1a2 ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _7"> </span>Friends<span class="_ _8"> </span>Capit<span class="_ _4"></span>al<span class="_ _8"> </span>SE<span class="_ _7"> </span>shares<span class="_ _8"> </span>do<span class="_ _7"> </span>not<span class="_ _8"> </span>confer<span class="_ _7"> </span>any<span class="_ _7"> </span>specific<span class="_ _8"> </span>control<span class="_ _7"> </span>rights.</div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">17</div><div class="t m0 xf hf y14f ff1 fs3 fc2 sc0 ls0 ws0">Restrictions<span class="_ _8"> </span>on<span class="_ _7"> </span>voting<span class="_ _8"> </span>righ<span class="_ _4"></span>ts</div><div class="t m0 xf h6 y176 ff2 fs3 fc2 sc0 ls0 ws0">Such<span class="_ _8"> </span>restrictions<span class="_ _7"> </span>do<span class="_ _7"> </span>not<span class="_ _8"> </span>apply<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _7"> </span>Company&apos;s<span class="_ _8"> </span>shares.</div><div class="t m0 xf hf y152 ff1 fs3 fc2 sc0 ls0 ws0">Restrictions<span class="_ _8"> </span>on<span class="_ _7"> </span>transferabili<span class="_ _4"></span>ty<span class="_ _8"> </span>of<span class="_ _7"> </span>ownership<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Company&apos;<span class="_ _4"></span>s<span class="_ _8"> </span>shares</div><div class="t m0 xf h6 y154 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _15"> </span>accordance<span class="_ _15"> </span>with<span class="_ _15"> </span>the<span class="_ _1d"> </span>Articles<span class="_ _15"> </span>of<span class="_ _15"> </span>Association<span class="_ _15"> </span>of<span class="_ _15"> </span>Investment<span class="_ _15"> </span>Friends<span class="_ _15"> </span>C<span class="_ _4"></span>apital<span class="_ _15"> </span>SE,<span class="_ _15"> </span>there<span class="_ _15"> </span>are<span class="_ _15"> </span>no</div><div class="t m0 xf h6 y155 ff2 fs3 fc2 sc0 ls0 ws0">restrictions<span class="_ _7"> </span>on<span class="_ _8"> </span>transferability<span class="_ _7"> </span>of<span class="_ _8"> </span>ownership<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Company&apos;s<span class="_ _7"> </span>shares.</div><div class="t m0 xf hf y157 ff1 fs3 fc2 sc0 ls0 ws0">Rules<span class="_ _8"> </span>governin<span class="_ _4"></span>g<span class="_ _8"> </span>the<span class="_ _7"> </span>appointment<span class="_ _7"> </span>and<span class="_ _8"> </span>removal<span class="_ _7"> </span>of<span class="_ _8"> </span>management<span class="_ _7"> </span>members<span class="_ _8"> </span>and<span class="_ _7"> </span>their<span class="_ _8"> </span>righ<span class="_ _4"></span>ts</div><div class="t m0 xf h6 y159 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>l<span class="_ _4"></span>isted<span class="_ _b"> </span>Com<span class="_ _4"></span>pany<span class="_ _b"> </span>Investment<span class="_ _15"> </span>Friends<span class="_ _b"> </span>Capit<span class="_ _4"></span>al<span class="_ _b"> </span>SE<span class="_ _15"> </span>is<span class="_ _b"> </span>managed<span class="_ _15"> </span>by<span class="_ _b"> </span>the<span class="_ _15"> </span>Management<span class="_ _15"> </span>Board,<span class="_ _b"> </span>it<span class="_ _4"></span>s</div><div class="t m0 xf h6 y15a ff2 fs3 fc2 sc0 ls0 ws0">members<span class="_ _c"> </span>act<span class="_ _c"> </span>in<span class="_ _c"> </span>the<span class="_ _c"> </span>interest<span class="_ _c"> </span>of<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>C<span class="_ _4"></span>ompany<span class="_ _c"> </span>and<span class="_ _c"> </span>are<span class="_ _c"> </span>responsible<span class="_ _c"> </span>for<span class="_ _c"> </span>its<span class="_ _c"> </span>activities.<span class="_ _c"> </span>The<span class="_ _3"> </span>activities<span class="_ _c"> </span>of</div><div class="t m0 xf h6 y15b ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board<span class="_ _3"> </span>i<span class="_ _4"></span>nclude,<span class="_ _3"> </span>in<span class="_ _12"> </span>particular,<span class="_ _3"> </span>managing<span class="_ _12"> </span>the<span class="_ _12"> </span>Company,<span class="_ _3"> </span>commitment<span class="_ _3"> </span>to<span class="_ _12"> </span>setting<span class="_ _12"> </span>its</div><div class="t m0 xf h6 y15c ff2 fs3 fc2 sc0 ls0 ws0">strategic<span class="_ _7"> </span>goals<span class="_ _7"> </span>and<span class="_ _c"> </span>their<span class="_ _7"> </span>implementation,<span class="_ _7"> </span>as<span class="_ _7"> </span>well<span class="_ _7"> </span>as<span class="_ _c"> </span>ensuring<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>efficiency<span class="_ _7"> </span>and<span class="_ _c"> </span>security.</div><div class="t m0 xf h6 y177 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>Company<span class="_ _b"> </span>is<span class="_ _12"> </span>supervised<span class="_ _b"> </span>by<span class="_ _b"> </span>an<span class="_ _b"> </span>effective<span class="_ _12"> </span>and<span class="_ _b"> </span>competent<span class="_ _b"> </span>Supervisory<span class="_ _b"> </span>Board.<span class="_ _b"> </span>Members<span class="_ _12"> </span>of<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y15d ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _7"> </span>Board<span class="_ _c"> </span>act<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _c"> </span>interest<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>and<span class="_ _7"> </span>are<span class="_ _c"> </span>guided<span class="_ _7"> </span>by<span class="_ _c"> </span>the<span class="_ _c"> </span>independence<span class="_ _7"> </span>of<span class="_ _c"> </span>their</div><div class="t m0 xf h6 y15e ff2 fs3 fc2 sc0 ls0 ws0">own<span class="_ _7"> </span>opinions<span class="_ _7"> </span>and<span class="_ _7"> </span>decisions.<span class="_ _7"> </span>The<span class="_ _7"> </span>Supervisory<span class="_ _7"> </span>Board,<span class="_ _7"> </span>in<span class="_ _7"> </span>particular,<span class="_ _7"> </span>makes<span class="_ _7"> </span>recommenda<span class="_ _4"></span>tions<span class="_ _7"> </span>on<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y15f ff2 fs3 fc2 sc0 ls0 ws0">Company&apos;s<span class="_ _3"> </span>strategy<span class="_ _3"> </span>and<span class="_ _12"> </span>controls<span class="_ _3"> </span>the<span class="_ _3"> </span>work<span class="_ _3"> </span>of<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>Management<span class="_ _3"> </span>Board<span class="_ _12"> </span>in<span class="_ _c"> </span>achieving<span class="_ _12"> </span>strategic<span class="_ _3"> </span>goals</div><div class="t m0 xf h6 y178 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _3"> </span>monit<span class="_ _4"></span>ors<span class="_ _3"> </span>the<span class="_ _3"> </span>achieved<span class="_ _12"> </span>results.<span class="_ _3"> </span>The<span class="_ _3"> </span>M<span class="_ _4"></span>embers<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>Management<span class="_ _3"> </span>Boa<span class="_ _4"></span>rd<span class="_ _3"> </span>are<span class="_ _12"> </span>appointed<span class="_ _3"> </span>by<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y160 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>S<span class="_ _4"></span>upervisory<span class="_ _3"> </span>Board<span class="_ _12"> </span>and<span class="_ _3"> </span>the<span class="_ _12"> </span>Members<span class="_ _12"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>Supervisory<span class="_ _3"> </span>Board<span class="_ _12"> </span>are<span class="_ _3"> </span>electe<span class="_ _4"></span>d<span class="_ _3"> </span>by<span class="_ _12"> </span>the<span class="_ _12"> </span>Company&apos;s</div><div class="t m0 xf h6 y161 ff2 fs3 fc2 sc0 ls0 ws0">General<span class="_ _7"> </span>Meeting<span class="_ _8"> </span>of<span class="_ _7"> </span>shareholders.<span class="_ _8"> </span>(Article<span class="_ _7"> </span>of<span class="_ _7"> </span>Association,<span class="_ _8"> </span>point<span class="_ _7"> </span>IV).</div><div class="t m0 xf hf y163 ff1 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _8"> </span>Articl<span class="_ _4"></span>es<span class="_ _7"> </span>of<span class="_ _8"> </span>Association</div><div class="t m0 xf h6 y165 ff2 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _11"> </span>to<span class="_ _11"> </span>the<span class="_ _11"> </span>Articles<span class="_ _e"> </span>of<span class="_ _11"> </span>Association<span class="_ _11"> </span>require<span class="_ _11"> </span>a<span class="_ _e"> </span>resolution<span class="_ _11"> </span>of<span class="_ _11"> </span>t<span class="_ _4"></span>he<span class="_ _11"> </span>General<span class="_ _11"> </span>Meeting.<span class="_ _11"> </span>The</div><div class="t m0 xf h6 y179 ff2 fs3 fc2 sc0 ls0 ws0">notice<span class="_ _16"> </span>convening<span class="_ _16"> </span>a G<span class="_ _0"></span>eneral<span class="_ _16"> </span>Meeting<span class="_ _16"> </span>whose<span class="_ _f"> </span>agenda<span class="_ _16"> </span>includes<span class="_ _16"> </span>amendments<span class="_ _f"> </span>to<span class="_ _16"> </span>the<span class="_ _16"> </span>Articles<span class="_ _f"> </span>of</div><div class="t m0 xf h6 y166 ff2 fs3 fc2 sc0 ls0 ws0">Association<span class="_ _15"> </span>should<span class="_ _15"> </span>contain<span class="_ _b"> </span>ex<span class="_ _4"></span>isting<span class="_ _15"> </span>provisions<span class="_ _b"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>Articles<span class="_ _15"> </span>of<span class="_ _15"> </span>Association<span class="_ _b"> </span>and<span class="_ _1d"> </span>the<span class="_ _15"> </span>proposed</div><div class="t m0 xf h6 y167 ff2 fs3 fc2 sc0 ls0 ws0">amendments.<span class="_ _3"> </span>W<span class="_ _4"></span>here<span class="_ _3"> </span>justified<span class="_ _12"> </span>by<span class="_ _3"> </span>a<span class="_ _3"> </span>significant<span class="_ _12"> </span>scope<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>int<span class="_ _4"></span>ended<span class="_ _3"> </span>amendments,<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>notice<span class="_ _12"> </span>may</div><div class="t m0 xf h6 y168 ff2 fs3 fc2 sc0 ls0 ws0">include<span class="_ _1d"> </span>a<span class="_ _1d"> </span>draft<span class="_ _15"> </span>of<span class="_ _1d"> </span>a<span class="_ _1d"> </span>new<span class="_ _1d"> </span>tex<span class="_ _4"></span>t<span class="_ _15"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Articles<span class="_ _1d"> </span>of<span class="_ _1d"> </span>Association<span class="_ _1d"> </span>together<span class="_ _1d"> </span>with<span class="_ _1d"> </span>a<span class="_ _1d"> </span>list<span class="_ _1d"> </span>of<span class="_ _1d"> </span>its<span class="_ _1d"> </span>new<span class="_ _1d"> </span>or</div><div class="t m0 xf h6 y169 ff2 fs3 fc2 sc0 ls0 ws0">amended<span class="_ _7"> </span>provisions.<span class="_ _7"> </span>The<span class="_ _7"> </span>text<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Arti<span class="_ _4"></span>cles<span class="_ _7"> </span>of<span class="_ _7"> </span>Association<span class="_ _7"> </span>is<span class="_ _7"> </span>available<span class="_ _7"> </span>on<span class="_ _7"> </span>the<span class="_ _7"> </span>C<span class="_ _4"></span>ompany<span class="_ _0"></span>&apos;s<span class="_ _7"> </span>website</div><div class="t m0 xf h6 y16a ff2 fs3 fc2 sc0 ls0 ws0">at:<span class="_ _8"> </span><span class="fc3">ht<span class="_ _4"></span>tp://www.ifcapital.pl/statut.php</span></div><div class="t m0 xf hf y16c ff1 fs3 fc2 sc0 ls0 ws0">Proceedings<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>General<span class="_ _8"> </span>Meetin<span class="_ _4"></span>gs<span class="_ _8"> </span>an<span class="_ _4"></span>d<span class="_ _8"> </span>its<span class="_ _7"> </span>powers</div><div class="t m0 xf h6 y16d ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _e"> </span>General<span class="_ _d"> </span>Meetings<span class="_ _e"> </span>of<span class="_ _e"> </span>the<span class="_ _e"> </span>C<span class="_ _4"></span>ompany<span class="_ _e"> </span>are<span class="_ _e"> </span>held<span class="_ _d"> </span>in<span class="_ _e"> </span>accordance<span class="_ _d"> </span>with<span class="_ _e"> </span>the<span class="_ _e"> </span>rules<span class="_ _d"> </span>set<span class="_ _e"> </span>out<span class="_ _d"> </span>in<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y16e ff2 fs3 fc2 sc0 ls0 ws0">Commercial<span class="_ _1a"> </span>Code,<span class="_ _1a"> </span>the<span class="_ _1a"> </span>Articles<span class="_ _1a"> </span>of<span class="_ _1a"> </span>Association<span class="_ _1a"> </span>of<span class="_ _19"> </span>Investment<span class="_ _1f"> </span>Friends<span class="_ _1a"> </span>Capital<span class="_ _1a"> </span>SE<span class="_ _1a"> </span>and<span class="_ _19"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y16f ff2 fs3 fc2 sc0 ls0 ws0">applicable<span class="_ _7"> </span>capital<span class="_ _8"> </span>m<span class="_ _4"></span>arket<span class="_ _8"> </span>laws.</div><div class="t m0 xf hf y170 ff1 fs3 fc2 sc0 ls0 ws0">Composition<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>Management<span class="_ _12"> </span>Board<span class="_ _b"> </span>and<span class="_ _12"> </span>description<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _b"> </span>activities<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>Company’s</div><div class="t m0 xf hf y171 ff1 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _8"> </span>an<span class="_ _4"></span>d<span class="_ _8"> </span>Supervisory<span class="_ _7"> </span>Body<span class="_ _8"> </span>in<span class="_ _7"> </span>2024/2025:</div><div class="t m0 x37 h6 y102 ff2 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _8"> </span>Boa<span class="_ _4"></span>rd:</div><div class="t m0 x37 h6 y173 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _7"> </span>Patrowicz</div><div class="t m0 x37 h6 y1a3 ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board:</div><div class="t m0 x37 h6 y1a4 ff2 fs3 fc2 sc0 ls0 ws0">Wojciech<span class="_ _8"> </span>Hetkowski</div><div class="t m0 x37 h6 y1a5 ff2 fs3 fc2 sc0 ls0 ws0">Jacek<span class="_ _8"> </span>Koralewski</div><span class="d m1" style="border-style:none;position:absolute;left:143.300000px;bottom:576.500000px;width:159.650000px;height:13.750000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">18</div><div class="t m0 x37 h6 y14f ff2 fs3 fc2 sc0 ls0 ws0">Małgorzata<span class="_ _8"> </span>P<span class="_ _4"></span>atrowicz</div><div class="t m0 x37 h6 y150 ff2 fs3 fc2 sc0 ls0 ws0">Martyna<span class="_ _8"> </span>P<span class="_ _4"></span>atrowicz</div><div class="t m0 xf h6 y151 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _3"> </span>main<span class="_ _12"> </span>task<span class="_ _12"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board<span class="_ _12"> </span>is<span class="_ _3"> </span>t<span class="_ _4"></span>o<span class="_ _3"> </span>manage<span class="_ _12"> </span>the<span class="_ _12"> </span>Company&apos;s<span class="_ _3"> </span>activit<span class="_ _4"></span>ies<span class="_ _3"> </span>and<span class="_ _12"> </span>represent<span class="_ _12"> </span>it,</div><div class="t m0 xf h6 y152 ff2 fs3 fc2 sc0 ls0 ws0">but<span class="_ _15"> </span>is<span class="_ _b"> </span>also<span class="_ _15"> </span>responsible<span class="_ _15"> </span>for<span class="_ _15"> </span>planning,<span class="_ _15"> </span>implementing<span class="_ _b"> </span>and<span class="_ _15"> </span>ensuring<span class="_ _15"> </span>adequate<span class="_ _15"> </span>and<span class="_ _15"> </span>effective<span class="_ _b"> </span>actions</div><div class="t m0 xf h6 y153 ff2 fs3 fc2 sc0 ls0 ws0">aimed<span class="_ _15"> </span>at<span class="_ _1d"> </span>achieving<span class="_ _15"> </span>the<span class="_ _1d"> </span>goal.<span class="_ _1d"> </span>The<span class="_ _15"> </span>Supervisory<span class="_ _1d"> </span>Board<span class="_ _15"> </span>exercises<span class="_ _1d"> </span>permanent<span class="_ _1d"> </span>supervision<span class="_ _15"> </span>over<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 y154 ff2 fs3 fc2 sc0 ls0 ws0">Company&apos;s<span class="_ _8"> </span>activi<span class="_ _4"></span>ties<span class="_ _8"> </span>i<span class="_ _4"></span>n<span class="_ _8"> </span>all<span class="_ _7"> </span>areas<span class="_ _8"> </span>of<span class="_ _7"> </span>its<span class="_ _7"> </span>operations.<span class="_ _8"> </span>The<span class="_ _7"> </span>main<span class="_ _8"> </span>dut<span class="_ _4"></span>ies<span class="_ _8"> </span>of<span class="_ _7"> </span>Supervisory<span class="_ _8"> </span>Board<span class="_ _7"> </span>Members</div><div class="t m0 xf h6 y156 ff2 fs3 fc2 sc0 ls0 ws0">also<span class="_ _e"> </span>i<span class="_ _4"></span>nclude<span class="_ _e"> </span>appointi<span class="_ _4"></span>ng,<span class="_ _e"> </span>dismissing<span class="_ _d"> </span>and<span class="_ _d"> </span>suspending<span class="_ _d"> </span>members<span class="_ _d"> </span>of<span class="_ _e"> </span>the<span class="_ _d"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s<span class="_ _d"> </span>Management</div><div class="t m0 xf h6 y157 ff2 fs3 fc2 sc0 ls0 ws0">Board,<span class="_ _c"> </span>delegating<span class="_ _12"> </span>members<span class="_ _c"> </span>of<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>Supervisory<span class="_ _3"> </span>Board<span class="_ _3"> </span>to<span class="_ _3"> </span>perform<span class="_ _3"> </span>tasks<span class="_ _3"> </span>in<span class="_ _3"> </span>replace<span class="_ _3"> </span>the<span class="_ _3"> </span>members<span class="_ _3"> </span>of</div><div class="t m0 xf h6 y158 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>Management<span class="_ _3"> </span>Board.<span class="_ _3"> </span>Due<span class="_ _3"> </span>to<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>sim<span class="_ _4"></span>ple<span class="_ _c"> </span>structure<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _c"> </span>C<span class="_ _4"></span>ompany<span class="_ _0"></span>,<span class="_ _3"> </span>t<span class="_ _4"></span>here<span class="_ _c"> </span>are<span class="_ _12"> </span>no<span class="_ _c"> </span>problems<span class="_ _12"> </span>with</div><div class="t m0 xf h6 y159 ff2 fs3 fc2 sc0 ls0 ws0">communicating<span class="_ _1f"> </span>information<span class="_ _1f"> </span>in<span class="_ _1f"> </span>a<span class="_ _1a"> </span>t<span class="_ _4"></span>imely<span class="_ _1f"> </span>manner<span class="_ _1a"> </span>between<span class="_ _1c"> </span>the<span class="_ _1a"> </span>Management<span class="_ _1c"> </span>Board<span class="_ _1f"> </span>and<span class="_ _1a"> </span>the</div><div class="t m0 xf h6 y15a ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board<span class="_ _4"></span>.</div><div class="t m0 xf hf y15c ff1 fs3 fc2 sc0 ls0 ws0">Description<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>Company’s<span class="_ _7"> </span>i<span class="_ _4"></span>nternal<span class="_ _c"> </span>control<span class="_ _c"> </span>systems<span class="_ _c"> </span>and<span class="_ _c"> </span>risk<span class="_ _c"> </span>management<span class="_ _c"> </span>with<span class="_ _7"> </span>regard<span class="_ _3"> </span>to</div><div class="t m0 xf hf y177 ff1 fs3 fc2 sc0 ls0 ws0">the<span class="_ _8"> </span>process<span class="_ _7"> </span>of<span class="_ _8"> </span>p<span class="_ _4"></span>reparing<span class="_ _8"> </span>f<span class="_ _4"></span>inancial<span class="_ _8"> </span>statements</div><div class="t m0 xf h6 y15e ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _1d"> </span>Management<span class="_ _11"> </span>Board<span class="_ _1d"> </span>of<span class="_ _11"> </span>the<span class="_ _11"> </span>Company<span class="_ _1d"> </span>is<span class="_ _11"> </span>responsible<span class="_ _1d"> </span>for<span class="_ _11"> </span>the<span class="_ _1d"> </span>internal<span class="_ _11"> </span>control<span class="_ _11"> </span>system<span class="_ _1d"> </span>in<span class="_ _11"> </span>the</div><div class="t m0 xf h6 y15f ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _b"> </span>and<span class="_ _12"> </span>it<span class="_ _4"></span>s<span class="_ _12"> </span>effectiveness<span class="_ _b"> </span>in<span class="_ _b"> </span>terms<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>correctness<span class="_ _b"> </span>of<span class="_ _b"> </span>preparing<span class="_ _12"> </span>financial<span class="_ _b"> </span>statements<span class="_ _b"> </span>and</div><div class="t m0 xf h6 y178 ff2 fs3 fc2 sc0 ls0 ws0">periodic<span class="_ _12"> </span>reports.<span class="_ _b"> </span>Financial<span class="_ _12"> </span>statements<span class="_ _b"> </span>and<span class="_ _12"> </span>periodic<span class="_ _12"> </span>reports<span class="_ _b"> </span>are<span class="_ _12"> </span>prepared<span class="_ _b"> </span>on<span class="_ _12"> </span>the<span class="_ _12"> </span>basis<span class="_ _b"> </span>of<span class="_ _12"> </span>financial</div><div class="t m0 xf h6 y160 ff2 fs3 fc2 sc0 ls0 ws0">data<span class="_ _b"> </span>from<span class="_ _b"> </span>the<span class="_ _b"> </span>financial<span class="_ _b"> </span>and<span class="_ _b"> </span>accounting<span class="_ _b"> </span>sy<span class="_ _0"></span>stem,<span class="_ _b"> </span>where<span class="_ _b"> </span>they<span class="_ _b"> </span>are<span class="_ _b"> </span>recorded<span class="_ _b"> </span>in<span class="_ _b"> </span>accordance<span class="_ _b"> </span>with<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y161 ff2 fs3 fc2 sc0 ls0 ws0">principles<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>adopted<span class="_ _3"> </span>account<span class="_ _4"></span>ing<span class="_ _3"> </span>policy<span class="_ _12"> </span>in<span class="_ _3"> </span>accordance<span class="_ _12"> </span>with<span class="_ _3"> </span>the<span class="_ _3"> </span>Accounting<span class="_ _12"> </span>Act.<span class="_ _3"> </span>The<span class="_ _12"> </span>audit<span class="_ _3"> </span>of</div><div class="t m0 xf h6 y162 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _e"> </span>correctness<span class="_ _11"> </span>of<span class="_ _e"> </span>the<span class="_ _e"> </span>preparation<span class="_ _e"> </span>of<span class="_ _11"> </span>periodic<span class="_ _e"> </span>financial<span class="_ _e"> </span>statements<span class="_ _e"> </span>is<span class="_ _e"> </span>conducted<span class="_ _e"> </span>thanks<span class="_ _11"> </span>to<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y163 ff2 fs3 fc2 sc0 ls0 ws0">annual<span class="_ _7"> </span>financial<span class="_ _8"> </span>audits<span class="_ _7"> </span>carried<span class="_ _8"> </span>out<span class="_ _7"> </span>by<span class="_ _7"> </span>independent<span class="_ _8"> </span>auditors.</div><div class="t m0 xf h6 y165 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _12"> </span>the<span class="_ _b"> </span>r<span class="_ _0"></span>eporting<span class="_ _b"> </span>per<span class="_ _0"></span>iod,<span class="_ _b"> </span>the<span class="_ _12"> </span>financial<span class="_ _12"> </span>report<span class="_ _b"> </span>wa<span class="_ _0"></span>s<span class="_ _12"> </span>prepared<span class="_ _b"> </span>by<span class="_ _12"> </span>the<span class="_ _12"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s<span class="_ _b"> </span>Management<span class="_ _12"> </span>Board</div><div class="t m0 xf h6 y179 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _b"> </span>consult<span class="_ _4"></span>ed<span class="_ _b"> </span>with<span class="_ _15"> </span>a<span class="_ _b"> </span>professional<span class="_ _15"> </span>entity<span class="_ _15"> </span>-<span class="_ _b"> </span>„Galex”<span class="_ _4"></span>,<span class="_ _b"> </span>providing<span class="_ _15"> </span>consulting<span class="_ _b"> </span>services<span class="_ _15"> </span>on<span class="_ _15"> </span>a<span class="_ _b"> </span>contract</div><div class="t m0 xf h6 y166 ff2 fs3 fc2 sc0 ls0 ws0">basis.<span class="_ _b"> </span>Using<span class="_ _b"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>consulting<span class="_ _15"> </span>services<span class="_ _b"> </span>of<span class="_ _b"> </span>a<span class="_ _b"> </span>s<span class="_ _4"></span>pecialized<span class="_ _b"> </span>Company,<span class="_ _15"> </span>the<span class="_ _b"> </span>Management<span class="_ _b"> </span>Boa<span class="_ _4"></span>rd<span class="_ _b"> </span>has<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y167 ff2 fs3 fc2 sc0 ls0 ws0">opportunity<span class="_ _3"> </span>to<span class="_ _c"> </span>conduct<span class="_ _3"> </span>an<span class="_ _3"> </span>analysis<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>formal<span class="_ _3"> </span>correctness<span class="_ _c"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>submitt<span class="_ _4"></span>ed<span class="_ _c"> </span>documents,<span class="_ _3"> </span>prepare</div><div class="t m0 xf h6 y168 ff2 fs3 fc2 sc0 ls0 ws0">mandatory<span class="_ _7"> </span>financial<span class="_ _8"> </span>reports,<span class="_ _7"> </span>including<span class="_ _8"> </span>quarterl<span class="_ _4"></span>y<span class="_ _0"></span>,<span class="_ _7"> </span>half-yearly<span class="_ _7"> </span>and<span class="_ _8"> </span>annual<span class="_ _7"> </span>financial<span class="_ _8"> </span>reports.</div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">19</div><div class="t m0 xf h7 y1a6 ff1 fs4 fc2 sc0 ls0 ws0">IV.<span class="_ _19"> </span>REMUN<span class="_ _0"></span>ERATION<span class="_ _7"> </span>REPORT</div><div class="t m0 xf h6 y1a7 ff2 fs3 fc2 sc0 ls0 ws0">This<span class="_ _7"> </span>remuneration<span class="_ _7"> </span>report<span class="_ _7"> </span>has<span class="_ _7"> </span>been<span class="_ _7"> </span>prepared<span class="_ _7"> </span>in<span class="_ _7"> </span>accordance<span class="_ _7"> </span>with<span class="_ _7"> </span>the<span class="_ _7"> </span>remuneration<span class="_ _c"> </span>principles<span class="_ _7"> </span>for<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y1a8 ff2 fs3 fc2 sc0 ls0 ws0">Company’s<span class="_ _3"> </span>Manageme<span class="_ _4"></span>nt<span class="_ _3"> </span>Board<span class="_ _12"> </span>member.<span class="_ _3"> </span>The<span class="_ _12"> </span>member<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board<span class="_ _3"> </span>is<span class="_ _12"> </span>remunerated</div><div class="t m0 xf h6 y1a9 ff2 fs3 fc2 sc0 ls0 ws0">pursuant<span class="_ _12"> </span>to<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>signed<span class="_ _3"> </span>contract<span class="_ _4"></span>.<span class="_ _3"> </span>The<span class="_ _12"> </span>remuneration<span class="_ _b"> </span>r<span class="_ _0"></span>eport<span class="_ _12"> </span>discloses<span class="_ _12"> </span>the<span class="_ _12"> </span>remuneration<span class="_ _3"> </span>and<span class="_ _12"> </span>benefits</div><div class="t m0 xf h6 y1aa ff2 fs3 fc2 sc0 ls0 ws0">paid<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _7"> </span>member<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Management<span class="_ _7"> </span>Board<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>financial<span class="_ _7"> </span>y<span class="_ _0"></span>ear<span class="_ _7"> </span>2024/2025.</div><div class="t m0 xf h6 y1ab ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board<span class="_ _b"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>Company<span class="_ _12"> </span>consist<span class="_ _4"></span>s<span class="_ _12"> </span>of<span class="_ _12"> </span>one<span class="_ _12"> </span>board<span class="_ _12"> </span>m<span class="_ _4"></span>ember.<span class="_ _12"> </span>Damian<span class="_ _12"> </span>Patrowicz<span class="_ _b"> </span>wa<span class="_ _0"></span>s</div><div class="t m0 xf h6 y1ac ff2 fs3 fc2 sc0 ls0 ws0">initially<span class="_ _d"> </span>appointed<span class="_ _d"> </span>by<span class="_ _d"> </span>t<span class="_ _4"></span>he<span class="_ _e"> </span>Supervisory<span class="_ _16"> </span>Board<span class="_ _e"> </span>to<span class="_ _16"> </span>the<span class="_ _d"> </span>Management<span class="_ _d"> </span>Board<span class="_ _d"> </span>of<span class="_ _d"> </span>the<span class="_ _d"> </span>Company<span class="_ _16"> </span>on</div><div class="t m0 xf h6 y1ad ff2 fs3 fc2 sc0 ls0 ws0">18/06/2018<span class="_ _11"> </span>for<span class="_ _e"> </span>a<span class="_ _11"> </span>t<span class="_ _4"></span>hree-y<span class="_ _0"></span>ear<span class="_ _e"> </span>term.<span class="_ _11"> </span>S<span class="_ _4"></span>ubsequently,<span class="_ _11"> </span>the<span class="_ _e"> </span>term<span class="_ _11"> </span>was<span class="_ _11"> </span>ex<span class="_ _4"></span>tended<span class="_ _11"> </span>by<span class="_ _e"> </span>resolutions<span class="_ _11"> </span>of<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y27 ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _8"> </span>Board.<span class="_ _7"> </span>The<span class="_ _7"> </span>current<span class="_ _8"> </span>term<span class="_ _7"> </span>of<span class="_ _8"> </span>office<span class="_ _7"> </span>runs<span class="_ _8"> </span>unti<span class="_ _4"></span>l<span class="_ _8"> </span>18/06/<span class="_ _4"></span>2027.</div><div class="t m0 xf h6 y1ae ff2 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _b"> </span>Board<span class="_ _b"> </span>Members<span class="_ _15"> </span>are<span class="_ _b"> </span>selected<span class="_ _b"> </span>by<span class="_ _b"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>Supervisory<span class="_ _b"> </span>Board<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>C<span class="_ _4"></span>ompany<span class="_ _b"> </span>based<span class="_ _b"> </span>on</div><div class="t m0 xf h6 y1af ff2 fs3 fc2 sc0 ls0 ws0">their<span class="_ _c"> </span>ex<span class="_ _4"></span>pertise<span class="_ _c"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>the<span class="_ _3"> </span>sector<span class="_ _3"> </span>the<span class="_ _3"> </span>Company<span class="_ _c"> </span>i<span class="_ _4"></span>s<span class="_ _c"> </span>operating,<span class="_ _3"> </span>in<span class="_ _3"> </span>addition,<span class="_ _3"> </span>the<span class="_ _3"> </span>candidate’s<span class="_ _3"> </span>leadership<span class="_ _3"> </span>and</div><div class="t m0 xf h6 y1b0 ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _b"> </span>experience<span class="_ _b"> </span>is<span class="_ _b"> </span>taken<span class="_ _b"> </span>into<span class="_ _b"> </span>account<span class="_ _b"> </span>as<span class="_ _b"> </span>well<span class="_ _b"> </span>as<span class="_ _b"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>commitment<span class="_ _b"> </span>to<span class="_ _b"> </span>the<span class="_ _b"> </span>Company.<span class="_ _b"> </span>The</div><div class="t m0 xf h6 y1b1 ff2 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _1d"> </span>Board<span class="_ _1d"> </span>member<span class="_ _1d"> </span>is<span class="_ _1d"> </span>not<span class="_ _15"> </span>paid<span class="_ _1d"> </span>any<span class="_ _11"> </span>remuneration.<span class="_ _15"> </span>No<span class="_ _1d"> </span>share<span class="_ _1d"> </span>options<span class="_ _1d"> </span>are<span class="_ _1d"> </span>issued<span class="_ _1d"> </span>to<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 y1b2 ff2 fs3 fc2 sc0 ls0 ws0">management.</div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">20</div><div class="t m0 xf h7 y1a6 ff1 fs4 fc2 sc0 ls0 ws0">V.<span class="_ _c"> </span>FINANCIA<span class="_ _0"></span>L<span class="_ _c"> </span>STATEMENTS</div><div class="t m0 x3f h16 y1b3 ff1 fs6 fc2 sc0 ls0 ws0">1.<span class="_ _7"> </span>Statement<span class="_ _c"> </span>of<span class="_ _7"> </span>fina<span class="_ _4"></span>ncial<span class="_ _7"> </span>positi<span class="_ _4"></span>on</div><div class="c x40 y1b4 wd h17"><div class="t m0 x41 h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">STATEMEN<span class="_ _0"></span>T<span class="_ _5"> </span>O<span class="_ _4"></span>F<span class="_ _5"> </span>FINANCIAL<span class="_ _5"> </span>PO<span class="_ _4"></span>SITION</div></div><div class="c x42 y1b4 we h17"><div class="t m0 x2e h4 y1b5 ff1 fs2 fc2 sc0 ls0 ws0">Note</div></div><div class="c x43 y1b4 wf h17"><div class="t m0 x44 ha y1b6 ff1 fs5 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x2e ha y1b7 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _8"> </span>EUR)</div></div><div class="c x45 y1b4 w10 h17"><div class="t m0 x44 ha y1b6 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div><div class="t m0 x2e ha y1b7 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x40 y1b8 wd hc"><div class="t m0 x46 hf y1b9 ff1 fs3 fc2 sc0 ls0 ws0">Assets</div></div><div class="c x40 y1ba wd h18"><div class="t m0 x46 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">Current<span class="_ _5"> </span>assets</div></div><div class="c x43 y1ba wf h18"><div class="t m0 x47 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x45 y1ba w10 h18"><div class="t m0 x47 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x40 y1bc wd h18"><div class="t m0 x1d h8 y1bd ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>receivables</div></div><div class="c x43 y1bc wf h18"><div class="t m0 x48 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x45 y1bc w10 h18"><div class="t m0 x48 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y1bf wd h18"><div class="t m0 x1d h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>financial<span class="_ _5"> </span>assets</div></div><div class="c x42 y1bf we h18"><div class="t m0 x24 h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">4</div></div><div class="c x43 y1bf wf h18"><div class="t m0 x47 h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>928</div></div><div class="c x45 y1bf w10 h18"><div class="t m0 x47 h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>111</div></div><div class="c x40 y1c2 wd h18"><div class="t m0 x1d h8 y1c3 ff2 fs2 fc2 sc0 ls0 ws0">Cash<span class="_ _5"> </span>and<span class="_ _8"> </span>cash<span class="_ _5"> </span>equivalents</div></div><div class="c x43 y1c2 wf h18"><div class="t m0 x48 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x45 y1c2 w10 h18"><div class="t m0 x48 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y1c5 wd h18"><div class="t m0 x1d h8 y1c6 ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>accruals</div></div><div class="c x43 y1c5 wf h18"><div class="t m0 x48 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x45 y1c5 w10 h18"><div class="t m0 x48 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x40 y1c7 wd h18"><div class="t m0 x46 h4 y1c8 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>assets</div></div><div class="c x43 y1c7 wf h18"><div class="t m0 x47 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x45 y1c7 w10 h18"><div class="t m0 x47 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x40 y1c9 wd h18"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">Equity</div></div><div class="c x40 y1ca wd h18"><div class="t m0 x1d h8 y1c3 ff2 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _5"> </span>capital</div></div><div class="c x42 y1ca we h18"><div class="t m0 x24 h8 y1c3 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x43 y1ca wf h18"><div class="t m0 xf h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x45 y1ca w10 h18"><div class="t m0 xf h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x40 y1cb wd he"><div class="t m0 x1d h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _5"> </span>premium</div></div><div class="c x42 y1cb we he"><div class="t m0 x24 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x43 y1cb wf he"><div class="t m0 x47 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>421</div></div><div class="c x45 y1cb w10 he"><div class="t m0 x47 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>421</div></div><div class="c x40 y1cc wd h18"><div class="t m0 x1d h8 y1cd ff2 fs2 fc2 sc0 ls0 ws0">Other<span class="_ _5"> </span>reserves</div></div><div class="c x43 y1cc wf h18"><div class="t m0 x49 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x45 y1cc w10 h18"><div class="t m0 x49 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x40 y1ce wd h18"><div class="t m0 x1d h8 y1cf ff2 fs2 fc2 sc0 ls0 ws0">Exchange<span class="_ _5"> </span>differences</div></div><div class="c x43 y1ce wf h18"><div class="t m0 x40 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">-431</div></div><div class="c x45 y1ce w10 h18"><div class="t m0 x40 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x40 y1d0 wd h18"><div class="t m0 x1d h8 y1d1 ff2 fs2 fc2 sc0 ls0 ws0">Retained<span class="_ _5"> </span>earnings<span class="_ _8"> </span>/<span class="_ _5"> </span>Undistributed<span class="_ _5"> </span>profit<span class="_ _8"> </span>(loss)</div></div><div class="c x43 y1d0 wf h18"><div class="t m0 x41 h8 y1d2 ff2 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>581</div></div><div class="c x45 y1d0 w10 h18"><div class="t m0 x41 h8 y1d2 ff2 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x40 y1d3 wd h18"><div class="t m0 x46 h4 y1d4 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>equity</div></div><div class="c x43 y1d3 wf h18"><div class="t m0 x47 h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>916</div></div><div class="c x45 y1d3 w10 h18"><div class="t m0 x47 h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>856</div></div><div class="c x40 y1d6 wd h18"><div class="t m0 x46 h4 y1d7 ff1 fs2 fc2 sc0 ls0 ws0">Liabilities</div></div><div class="c x40 y1d8 wd h18"><div class="t m0 x46 h4 y1d9 ff1 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>liabilities</div></div><div class="c x43 y1d8 wf h18"><div class="t m0 x49 h4 y1da ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x45 y1d8 w10 h18"><div class="t m0 x47 h4 y1da ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>257</div></div><div class="c x40 y1db wd h18"><div class="t m0 x25 h8 y1cd ff2 fs2 fc2 sc0 ls0 ws0">Trade<span class="_ _5"> </span>payables</div></div><div class="c x43 y1db wf h18"><div class="t m0 x48 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x45 y1db w10 h18"><div class="t m0 x48 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x40 y1dc wd h18"><div class="t m0 x25 h8 y1cf ff2 fs2 fc2 sc0 ls0 ws0">Other<span class="_ _5"> </span>liabilities</div></div><div class="c x42 y1dc we h18"><div class="t m0 x24 h8 y1dd ff2 fs2 fc2 sc0 ls0 ws0">6</div></div><div class="c x43 y1dc wf h18"><div class="t m0 x48 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y1dc w10 h18"><div class="t m0 x47 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>248</div></div><div class="c x40 y1de wd h18"><div class="t m0 x25 h8 y1d1 ff2 fs2 fc2 sc0 ls0 ws0">Provisions</div></div><div class="c x43 y1de wf h18"><div class="t m0 x49 h8 y1d2 ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x45 y1de w10 h18"><div class="t m0 x48 h8 y1d2 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x40 y1df wd h18"><div class="t m0 x46 h4 y1d4 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>l<span class="_ _4"></span>iabilities</div></div><div class="c x43 y1df wf h18"><div class="t m0 x49 h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x45 y1df w10 h18"><div class="t m0 x47 h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>257</div></div><div class="c x40 y1e0 wd h18"><div class="t m0 x46 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>l<span class="_ _4"></span>iabilities<span class="_ _5"> </span>and<span class="_ _5"> </span>e<span class="_ _4"></span>quity</div></div><div class="c x43 y1e0 wf h18"><div class="t m0 x47 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x45 y1e0 w10 h18"><div class="t m0 x47 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x40 y1e2 wd h18"><div class="t m0 x46 h4 y88 ff1 fs2 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>val<span class="_ _4"></span>ue<span class="_ _5"> </span>of<span class="_ _8"> </span>equity</div></div><div class="c x43 y1e2 wf h18"><div class="t m0 x47 h4 y88 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>916</div></div><div class="c x45 y1e2 w10 h18"><div class="t m0 x47 h4 y88 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>856</div></div><div class="c x40 y1e3 wd hc"><div class="t m0 x46 h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares<span class="_ _5"> </span>(<span class="_ _4"></span>in<span class="_ _5"> </span>pcs.)</div></div><div class="c x42 y1e3 we hc"><div class="t m0 x24 h6 y1e4 ff2 fs3 fc2 sc0 ls0 ws0">7</div></div><div class="c x43 y1e3 wf hc"><div class="t m0 x4a h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x45 y1e3 w10 hc"><div class="t m0 x4a h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x40 y1e5 wd h15"><div class="t m0 x46 h4 y1e6 ff1 fs2 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>val<span class="_ _4"></span>ue<span class="_ _5"> </span>per<span class="_ _8"> </span>share<span class="_ _5"> </span>(in<span class="_ _8"> </span>EUR)</div></div><div class="c x42 y1e5 we h15"><div class="t m0 x24 h6 y1e7 ff2 fs3 fc2 sc0 ls0 ws0">7</div></div><div class="c x43 y1e5 wf h15"><div class="t m0 x4b h4 y1e6 ff1 fs2 fc2 sc0 ls0 ws0">0,87</div></div><div class="c x45 y1e5 w10 h15"><div class="t m0 x4b h4 y1e6 ff1 fs2 fc2 sc0 ls0 ws0">0,86</div></div><div class="t m0 x3a h8 y1e8 ff2 fs2 fc2 sc0 ls0 ws0">Notes<span class="_ _5"> </span>on<span class="_ _8"> </span>pages<span class="_ _5"> </span>24-48<span class="_ _8"> </span>are<span class="_ _5"> </span>an<span class="_ _8"> </span>integral<span class="_ _5"> </span>par<span class="_ _4"></span>t<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statements.</div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">21</div><div class="t m0 x3 h16 y1e9 ff1 fs6 fc2 sc0 ls0 ws0">2.<span class="_ _7"> </span>Statem<span class="_ _4"></span>ent<span class="_ _7"> </span>of<span class="_ _c"> </span>profit<span class="_ _7"> </span>or<span class="_ _c"> </span>loss</div><div class="c x40 y1ea w11 h19"><div class="t m0 x4c h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">STATEMEN<span class="_ _0"></span>T<span class="_ _8"> </span>OF<span class="_ _5"> </span>PROFIT<span class="_ _8"> </span>OR<span class="_ _8"> </span>LOSS</div></div><div class="c x4d y1ea w12 h19"><div class="t m0 x4e h4 y1eb ff1 fs2 fc2 sc0 ls0 ws0">Note</div></div><div class="c x43 y1ea wf h19"><div class="t m0 x29 ha y1ec ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x4f ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>24<span class="_ _5"> </span>–</div><div class="t m0 x44 ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div><div class="t m0 x2e ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x45 y1ea w13 h19"><div class="t m0 x29 ha y1ec ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x4f ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>23<span class="_ _5"> </span>–</div><div class="t m0 x44 ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div><div class="t m0 x2e ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x40 y1f0 w11 h1a"><div class="t m0 x46 h4 y1f1 ff1 fs2 fc2 sc0 ls0 ws0">Interest<span class="_ _5"> </span>i<span class="_ _4"></span>ncome<span class="_ _5"> </span>from<span class="_ _5"> </span>l<span class="_ _4"></span>oans</div></div><div class="c x4d y1f0 w12 h1a"><div class="t m0 x4f h8 y1f1 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x43 y1f0 wf h1a"><div class="t m0 x49 h4 y1f1 ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c x45 y1f0 w13 h1a"><div class="t m0 xf h4 y1f1 ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x40 y1f2 w11 h18"><div class="t m0 x46 h4 y1f3 ff1 fs2 fc2 sc0 ls0 ws0">Gross<span class="_ _8"> </span>profit</div></div><div class="c x43 y1f2 wf h18"><div class="t m0 x49 h4 y1f3 ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c x45 y1f2 w13 h18"><div class="t m0 xf h4 y1f3 ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x40 y1f4 w11 h18"><div class="t m0 x46 h8 y1cf ff2 fs2 fc2 sc0 ls0 ws0">General<span class="_ _5"> </span>management<span class="_ _8"> </span>costs</div></div><div class="c x43 y1f4 wf h18"><div class="t m0 x49 h8 y1cf ff2 fs2 fc2 sc0 ls0 ws0">31</div></div><div class="c x45 y1f4 w13 h18"><div class="t m0 x49 h8 y1cf ff2 fs2 fc2 sc0 ls0 ws0">34</div></div><div class="c x40 y1f5 w11 h18"><div class="t m0 x46 h4 y1d1 ff1 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>from<span class="_ _5"> </span>operating<span class="_ _8"> </span>activities</div></div><div class="c x43 y1f5 wf h18"><div class="t m0 x49 h4 y1d1 ff1 fs2 fc2 sc0 ls0 ws0">60</div></div><div class="c x45 y1f5 w13 h18"><div class="t m0 xf h4 y1d1 ff1 fs2 fc2 sc0 ls0 ws0">101</div></div><div class="c x40 y1f6 w11 h18"><div class="t m0 x46 h8 y1d4 ff2 fs2 fc2 sc0 ls0 ws0">Financial<span class="_ _5"> </span>costs</div></div><div class="c x43 y1f6 wf h18"><div class="t m0 x49 h8 y1d4 ff2 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x45 y1f6 w13 h18"><div class="t m0 x49 h8 y1d4 ff2 fs2 fc2 sc0 ls0 ws0">66</div></div><div class="c x40 y1f7 w11 h18"><div class="t m0 x46 h4 y1d7 ff1 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>before<span class="_ _5"> </span>taxes</div></div><div class="c x43 y1f7 wf h18"><div class="t m0 x49 h4 y1d7 ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x45 y1f7 w13 h18"><div class="t m0 x49 h4 y1d7 ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x40 y1f8 w11 h18"><div class="t m0 x46 h4 y1d9 ff1 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _8"> </span>the<span class="_ _5"> </span>period</div></div><div class="c x43 y1f8 wf h18"><div class="t m0 x49 h4 y1d9 ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x45 y1f8 w13 h18"><div class="t m0 x49 h4 y1d9 ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x40 y1f9 w11 h18"><div class="t m0 x46 h4 y1d1 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>ordinary<span class="_ _5"> </span>shares</div></div><div class="c x43 y1f9 wf h18"><div class="t m0 x4a h4 y79 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x45 y1f9 w13 h18"><div class="t m0 x4a h4 y79 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>506<span class="_ _5"> </span>000</div></div><div class="c x40 y1fa w11 h1b"><div class="t m0 x46 h4 y1fb ff1 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>per<span class="_ _5"> </span>or<span class="_ _4"></span>dinary<span class="_ _5"> </span>share<span class="_ _5"> </span>(<span class="_ _4"></span>in<span class="_ _5"> </span>EUR)</div></div><div class="c x43 y1fa wf h1b"><div class="t m0 x47 h4 y1e6 ff1 fs2 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x45 y1fa w13 h1b"><div class="t m0 x47 h4 y1e6 ff1 fs2 fc2 sc0 ls0 ws0">0,008</div></div><div class="t m0 x3a h8 y1fc ff2 fs2 fc2 sc0 ls0 ws0">Notes<span class="_ _5"> </span>on<span class="_ _8"> </span>pages<span class="_ _5"> </span>24-48<span class="_ _8"> </span>are<span class="_ _5"> </span>an<span class="_ _8"> </span>integral<span class="_ _5"> </span>par<span class="_ _4"></span>t<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statements.</div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">22</div><div class="c x3a y174 wc h0"><div class="t m0 x50 h16 y1fd ff1 fs6 fc2 sc0 ls0 ws0">3.<span class="_ _7"> </span>Statemen<span class="_ _4"></span>t<span class="_ _7"> </span>of<span class="_ _c"> </span>other<span class="_ _7"> </span>compreh<span class="_ _4"></span>ensive<span class="_ _c"> </span>income</div></div><div class="c x40 y1fe w14 h1c"><div class="t m0 x51 h4 y1ff ff1 fs2 fc2 sc0 ls0 ws0">STATEMEN<span class="_ _0"></span>T<span class="_ _8"> </span>OF<span class="_ _5"> </span>OTHER</div><div class="t m0 x52 h4 y78 ff1 fs2 fc2 sc0 ls0 ws0">COMPREHEN<span class="_ _0"></span>SIVE<span class="_ _5"> </span>INCOME</div></div><div class="c x53 y1fe w15 h1c"><div class="t m0 x29 ha y200 ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x4f ha y201 ff1 fs5 fc2 sc0 ls0 ws0">01/07/2024<span class="_ _5"> </span>–</div><div class="t m0 x44 ha y202 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div><div class="t m0 x2e ha y203 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x45 y1fe w16 h1c"><div class="t m0 x29 ha y200 ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x4f ha y201 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>23<span class="_ _5"> </span>–</div><div class="t m0 x44 ha y202 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div><div class="t m0 x2e ha y203 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x40 y204 w14 h18"><div class="t m0 x46 h4 y1bb ff1 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _8"> </span>the<span class="_ _5"> </span>period</div></div><div class="c x53 y204 w15 h18"><div class="t m0 x49 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x45 y204 w16 h18"><div class="t m0 x49 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x40 y205 w14 he"><div class="t m0 x46 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">Other<span class="_ _8"> </span>comprehensi<span class="_ _0"></span>ve<span class="_ _5"> </span>income<span class="_ _8"> </span>(loss),<span class="_ _5"> </span>including:</div></div><div class="c x53 y205 w15 he"><div class="t m0 x49 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x45 y205 w16 he"><div class="t m0 x40 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x40 y206 w14 h1d"><div class="t m0 x4f h8 y207 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>differences<span class="_ _5"> </span>from<span class="_ _5"> </span>c<span class="_ _4"></span>onversion<span class="_ _5"> </span>to<span class="_ _5"> </span>EURO<span class="_ _8"> </span>–<span class="_ _8"> </span>will<span class="_ _5"> </span>not<span class="_ _8"> </span>be<span class="_ _8"> </span>reclassified<span class="_ _5"> </span>to<span class="_ _8"> </span>the</div><div class="t m0 x46 h8 y208 ff2 fs2 fc2 sc0 ls0 ws0">profit<span class="_ _5"> </span>a<span class="_ _4"></span>nd<span class="_ _5"> </span>loss<span class="_ _8"> </span>account</div></div><div class="c x53 y206 w15 h1d"><div class="t m0 x49 h8 y209 ff2 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x45 y206 w16 h1d"><div class="t m0 x40 h8 y209 ff2 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x40 y20a w14 h18"><div class="t m0 x46 h4 y1d4 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>other<span class="_ _8"> </span>comprehensive<span class="_ _5"> </span>income<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _8"> </span>the<span class="_ _5"> </span>period</div></div><div class="c x53 y20a w15 h18"><div class="t m0 x49 h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">60</div></div><div class="c x45 y20a w16 h18"><div class="t m0 x4c h4 y1d5 ff1 fs2 fc2 sc0 ls0 ws0">-92</div></div><div class="c x40 y20b w14 h1b"><div class="t m0 x46 h4 y20c ff1 fs2 fc2 sc0 ls0 ws0">Basic<span class="_ _5"> </span>ear<span class="_ _4"></span>nings<span class="_ _5"> </span>per<span class="_ _5"> </span>s<span class="_ _4"></span>hare<span class="_ _5"> </span>(in<span class="_ _8"> </span>EUR)</div></div><div class="c x53 y20b w15 h1b"><div class="t m0 x47 h4 y20d ff1 fs2 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x45 y20b w16 h1b"><div class="t m0 x4b h4 y20d ff1 fs2 fc2 sc0 ls0 ws0">0,01</div></div><div class="t m0 x3a h8 y20e ff2 fs2 fc2 sc0 ls0 ws0">Notes<span class="_ _5"> </span>on<span class="_ _8"> </span>pages<span class="_ _5"> </span>24-48<span class="_ _8"> </span>are<span class="_ _5"> </span>an<span class="_ _8"> </span>integral<span class="_ _5"> </span>par<span class="_ _4"></span>t<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statements.</div><div class="t m0 x54 h16 y20f ff1 fs6 fc2 sc0 ls0 ws0">4.<span class="_ _7"> </span>Statement<span class="_ _c"> </span>of<span class="_ _7"> </span>changes<span class="_ _c"> </span>in<span class="_ _7"> </span>e<span class="_ _4"></span>quity</div><div class="c x40 y210 w17 h17"><div class="t m0 x55 h4 y211 ff1 fs2 fc2 sc0 ls0 ws0">STATEMEN<span class="_ _0"></span>T<span class="_ _8"> </span>OF<span class="_ _5"> </span>CHANGES<span class="_ _5"> </span>I<span class="_ _4"></span>N<span class="_ _5"> </span>EQUITY</div></div><div class="c x56 y210 w18 h17"><div class="t m0 x1c h4 y211 ff1 fs2 fc2 sc0 ls0 ws0">Note</div></div><div class="c x57 y210 w19 h17"><div class="t m0 x58 ha y212 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div><div class="t m0 x4e ha y213 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.EUR)</div></div><div class="c x59 y210 w1a h17"><div class="t m0 x1f ha y212 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div><div class="t m0 x2e ha y213 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.EUR)</div></div><div class="c x40 y214 w17 h18"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>equity</div></div><div class="c x57 y214 w19 h18"><div class="t m0 x41 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>856</div></div><div class="c x59 y214 w1a h18"><div class="t m0 x5a h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>996</div></div><div class="c x40 y215 w17 h18"><div class="t m0 x46 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>capital</div></div><div class="c x57 y215 w19 h18"><div class="t m0 x40 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x59 y215 w1a h18"><div class="t m0 x5b h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">10<span class="_ _8"> </span>511</div></div><div class="c x40 y216 w17 h18"><div class="t m0 x5c h8 y1bd ff2 fs2 fc2 sc0 ls0 ws0">changes<span class="_ _5"> </span>in<span class="_ _8"> </span>share<span class="_ _8"> </span>capital</div></div><div class="c x57 y216 w19 h18"><div class="t m0 x5d h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y216 w1a h18"><div class="t m0 x5e h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">-10<span class="_ _5"> </span>060</div></div><div class="c x40 y217 w17 h18"><div class="t m0 x5f h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>dec<span class="_ _4"></span>reases<span class="_ _5"> </span>(due<span class="_ _8"> </span>to)</div></div><div class="c x57 y217 w19 h18"><div class="t m0 x5d h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y217 w1a h18"><div class="t m0 x5e h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">-10<span class="_ _5"> </span>060</div></div><div class="c x40 y218 w17 h18"><div class="t m0 x40 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>re<span class="_ _4"></span>demption<span class="_ _5"> </span>of<span class="_ _8"> </span>own<span class="_ _5"> </span>shares</div></div><div class="c x56 y218 w18 h18"><div class="t m0 x23 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x57 y218 w19 h18"><div class="t m0 x5d h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y218 w1a h18"><div class="t m0 x60 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">-1<span class="_ _5"> </span>048</div></div><div class="c x40 y219 w17 h18"><div class="t m0 x40 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>re<span class="_ _4"></span>duction<span class="_ _5"> </span>of<span class="_ _8"> </span>share<span class="_ _5"> </span>capital</div></div><div class="c x56 y219 w18 h18"><div class="t m0 x23 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x57 y219 w19 h18"><div class="t m0 x5d h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y219 w1a h18"><div class="t m0 x60 h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">-9<span class="_ _5"> </span>012</div></div><div class="c x40 y21a w17 h18"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>capital</div></div><div class="c x57 y21a w19 h18"><div class="t m0 x40 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x59 y21a w1a h18"><div class="t m0 x61 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">451</div></div><div class="c x40 y21b w17 h18"><div class="t m0 x46 h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>premium</div></div><div class="c x57 y21b w19 h18"><div class="t m0 x41 h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>421</div></div><div class="c x59 y21b w1a h18"><div class="t m0 x61 h4 y21c ff1 fs2 fc2 sc0 ls0 ws0">409</div></div><div class="c x40 y21d w17 h18"><div class="t m0 x62 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">changes<span class="_ _5"> </span>in<span class="_ _8"> </span>share<span class="_ _8"> </span>premium</div></div><div class="c x57 y21d w19 h18"><div class="t m0 x5d h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y21d w1a h18"><div class="t m0 x5a h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>012</div></div><div class="c x40 y21e w17 h18"><div class="t m0 x17 h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>i<span class="_ _4"></span>ncreases<span class="_ _5"> </span>(due<span class="_ _8"> </span>to)</div></div><div class="c x57 y21e w19 h18"><div class="t m0 x5d h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y21e w1a h18"><div class="t m0 x5a h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>012</div></div><div class="c x40 y21f w17 h18"><div class="t m0 x40 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>re<span class="_ _4"></span>duction<span class="_ _5"> </span>of<span class="_ _8"> </span>share<span class="_ _5"> </span>capital</div></div><div class="c x56 y21f w18 h18"><div class="t m0 x23 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x57 y21f w19 h18"><div class="t m0 x5d h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x59 y21f w1a h18"><div class="t m0 x5a h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>012</div></div><div class="c x40 y220 w17 h18"><div class="t m0 x46 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>premium</div></div><div class="c x57 y220 w19 h18"><div class="t m0 x41 h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>421</div></div><div class="c x59 y220 w1a h18"><div class="t m0 x5a h4 y96 ff1 fs2 fc2 sc0 ls0 ws0">9<span class="_ _8"> </span>421</div></div><div class="c x40 y221 w17 h18"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>other<span class="_ _8"> </span>reserves</div></div><div class="c x57 y221 w19 h18"><div class="t m0 x4c h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x59 y221 w1a h18"><div class="t m0 x63 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x40 y222 w17 h18"><div class="t m0 x46 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>other<span class="_ _8"> </span>reserves</div></div><div class="c x57 y222 w19 h18"><div class="t m0 x4c h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x59 y222 w1a h18"><div class="t m0 x63 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">56</div></div><div class="c x40 y223 w17 he"><div class="t m0 x46 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>Retained<span class="_ _5"> </span>e<span class="_ _4"></span>arnings</div></div><div class="c x57 y223 w19 he"><div class="t m0 x5b h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x59 y223 w1a he"><div class="t m0 x60 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>635</div></div><div class="c x40 y224 w17 h18"><div class="t m0 x64 h8 y1d5 ff2 fs2 fc2 sc0 ls0 ws0">increase<span class="_ _5"> </span>/<span class="_ _8"> </span>decrease<span class="_ _5"> </span>due<span class="_ _8"> </span>to<span class="_ _8"> </span>profit/loss<span class="_ _5"> </span>for<span class="_ _8"> </span>the<span class="_ _5"> </span>pe<span class="_ _4"></span>riod</div></div><div class="c x57 y224 w19 h18"><div class="t m0 x4c h8 y1d4 ff2 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x59 y224 w1a h18"><div class="t m0 x63 h8 y1d4 ff2 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x40 y225 w17 he"><div class="t m0 x46 h4 y226 ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>Retained<span class="_ _5"> </span>e<span class="_ _4"></span>arnings</div></div><div class="c x57 y225 w19 he"><div class="t m0 x5b h4 y226 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>581</div></div><div class="c x59 y225 w1a he"><div class="t m0 x60 h4 y226 ff1 fs2 fc2 sc0 ls0 ws0">-5<span class="_ _5"> </span>600</div></div><div class="c x40 y227 w17 h18"><div class="t m0 x46 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">Opening<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>exchange<span class="_ _5"> </span>di<span class="_ _4"></span>fferences</div></div><div class="c x57 y227 w19 h18"><div class="t m0 x17 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x59 y227 w1a h18"><div class="t m0 x65 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">-345</div></div><div class="c x40 y228 w17 he"><div class="t m0 x64 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">changes<span class="_ _5"> </span>of<span class="_ _8"> </span>exchange<span class="_ _5"> </span>differences</div></div><div class="c x57 y228 w19 he"><div class="t m0 x4c h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">41</div></div><div class="c x59 y228 w1a he"><div class="t m0 x65 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">-127</div></div><div class="c x40 y229 w17 h18"><div class="t m0 x46 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>exchange<span class="_ _8"> </span>differences</div></div><div class="c x57 y229 w19 h18"><div class="t m0 x17 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">-431</div></div><div class="c x59 y229 w1a h18"><div class="t m0 x65 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">-472</div></div><div class="c x40 y22a w17 h1b"><div class="t m0 x46 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">Closing<span class="_ _5"> </span>balance<span class="_ _8"> </span>of<span class="_ _5"> </span>equity</div></div><div class="c x57 y22a w19 h1b"><div class="t m0 x41 h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>916</div></div><div class="c x59 y22a w1a h1b"><div class="t m0 x5a h4 y8c ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>856</div></div><div class="t m0 x3a h8 y104 ff2 fs2 fc2 sc0 ls0 ws0">Notes<span class="_ _5"> </span>on<span class="_ _8"> </span>pages<span class="_ _5"> </span>24-48<span class="_ _8"> </span>are<span class="_ _5"> </span>an<span class="_ _8"> </span>integral<span class="_ _5"> </span>par<span class="_ _4"></span>t<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statements.</div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">23</div><div class="t m0 xb h16 y22b ff1 fs6 fc2 sc0 ls0 ws0">5.<span class="_ _7"> </span>Cash<span class="_ _c"> </span>flow<span class="_ _7"> </span>stateme<span class="_ _4"></span>nt</div><div class="c x40 y22c w1b h1e"><div class="t m0 x66 ha y22d ff1 fs5 fc2 sc0 ls0 ws0">CASH<span class="_ _5"> </span>FLOW<span class="_ _8"> </span>STATEM<span class="_ _4"></span>ENT</div><div class="t m0 x67 ha y22e ff1 fs5 fc2 sc0 ls0 ws0">(indirect<span class="_ _5"> </span>met<span class="_ _4"></span>hod)</div></div><div class="c x68 y22c w1c h1e"><div class="t m0 x4e h4 y22f ff1 fs2 fc2 sc0 ls0 ws0">Note</div></div><div class="c x69 y22c w1d h1e"><div class="t m0 x6a ha y230 ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x21 ha y231 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>24<span class="_ _5"> </span>–</div><div class="t m0 x1c ha y232 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div><div class="t m0 x24 ha y233 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.</div><div class="t m0 x1d ha y234 ff1 fs5 fc2 sc0 ls0 ws0">EUR)</div></div><div class="c x22 y22c w1e h1e"><div class="t m0 x6a ha y230 ff1 fs5 fc2 sc0 ls0 ws0">Period</div><div class="t m0 x21 ha y231 ff1 fs5 fc2 sc0 ls0 ws0">01/07/2023<span class="_ _5"> </span>–</div><div class="t m0 x6b ha y232 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>24</div><div class="t m0 x24 ha y233 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.</div><div class="t m0 x6c ha y234 ff1 fs5 fc2 sc0 ls0 ws0">EUR)</div></div><div class="c x40 y235 w1b h18"><div class="t m0 x6d h4 y236 ff1 fs2 fc2 sc0 ls0 ws0">Operating<span class="_ _5"> </span>activities</div></div><div class="c x40 y237 w1b h1f"><div class="t m0 x46 h4 y238 ff1 fs2 fc2 sc0 ls0 ws0">A.I.<span class="_ _5"> </span>Prof<span class="_ _4"></span>it<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>for<span class="_ _5"> </span>the<span class="_ _8"> </span>period</div></div><div class="c x69 y237 w1d h1f"><div class="t m0 x65 h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">19</div></div><div class="c x22 y237 w1e h1f"><div class="t m0 x65 h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">35</div></div><div class="c x40 y239 w1b hc"><div class="t m0 x46 h4 y23a ff1 fs2 fc2 sc0 ls0 ws0">A.II.<span class="_ _8"> </span>Corrections</div></div><div class="c x69 y239 w1d hc"><div class="t m0 x5f h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">-18</div></div><div class="c x22 y239 w1e hc"><div class="t m0 x5a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">-35</div></div><div class="c x40 y23c w1b h18"><div class="t m0 x1d h8 y1bd ff2 fs2 fc2 sc0 ls0 ws0">Difference<span class="_ _5"> </span>between<span class="_ _5"> </span>i<span class="_ _4"></span>nterest<span class="_ _5"> </span>accrued<span class="_ _5"> </span>and<span class="_ _8"> </span>interest<span class="_ _5"> </span>r<span class="_ _4"></span>eceived</div></div><div class="c x69 y23c w1d h18"><div class="t m0 x5f h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">-87</div></div><div class="c x22 y23c w1e h18"><div class="t m0 x5f h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">-66</div></div><div class="c x40 y23d w1b h18"><div class="t m0 x1d h8 y1c0 ff2 fs2 fc2 sc0 ls0 ws0">Loans<span class="_ _5"> </span>granted</div></div><div class="c x69 y23d w1d h18"><div class="t m0 xf h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x22 y23d w1e h18"><div class="t m0 x6e h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">-1<span class="_ _5"> </span>241</div></div><div class="c x40 y23e w1b h18"><div class="t m0 x1d h8 y1c3 ff2 fs2 fc2 sc0 ls0 ws0">Repayments<span class="_ _5"> </span>received</div></div><div class="c x69 y23e w1d h18"><div class="t m0 x65 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">24</div></div><div class="c x22 y23e w1e h18"><div class="t m0 x5e h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>248</div></div><div class="c x40 y23f w1b h18"><div class="t m0 x1d h8 y1c6 ff2 fs2 fc2 sc0 ls0 ws0">Change<span class="_ _5"> </span>in<span class="_ _8"> </span>reserves</div></div><div class="c x69 y23f w1d h18"><div class="t m0 xf h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">7</div></div><div class="c x22 y23f w1e h18"><div class="t m0 xf h8 y96 ff2 fs2 fc2 sc0 ls0 ws0">3</div></div><div class="c x40 y240 w1b h18"><div class="t m0 x1d h8 y1c8 ff2 fs2 fc2 sc0 ls0 ws0">Change<span class="_ _5"> </span>in<span class="_ _8"> </span>liabilities</div></div><div class="c x69 y240 w1d h18"><div class="t m0 xf h8 y182 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x22 y240 w1e h18"><div class="t m0 x5e h8 y182 ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>249</div></div><div class="c x40 y241 w1b h18"><div class="t m0 x1d h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">Change<span class="_ _5"> </span>in<span class="_ _8"> </span>receivables<span class="_ _5"> </span>and<span class="_ _8"> </span>prepaym<span class="_ _0"></span>ents</div></div><div class="c x69 y241 w1d h18"><div class="t m0 x40 h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">-1</div></div><div class="c x22 y241 w1e h18"><div class="t m0 xf h8 y1bb ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y242 w1b h18"><div class="t m0 x1d h8 y1bd ff2 fs2 fc2 sc0 ls0 ws0">Other<span class="_ _5"> </span>corrections</div></div><div class="c x68 y242 w1c h18"><div class="t m0 x24 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">9</div></div><div class="c x69 y242 w1d h18"><div class="t m0 x65 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">39</div></div><div class="c x22 y242 w1e h18"><div class="t m0 x6e h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">-1<span class="_ _5"> </span>248</div></div><div class="c x40 y243 w1b he"><div class="t m0 x46 h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">A.III.<span class="_ _5"> </span>Net<span class="_ _8"> </span>cash<span class="_ _8"> </span>flows<span class="_ _5"> </span>(outflows)<span class="_ _5"> </span>from<span class="_ _8"> </span>operating<span class="_ _5"> </span>activities</div></div><div class="c x69 y243 w1d he"><div class="t m0 xf h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x22 y243 w1e he"><div class="t m0 xf h4 y1be ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y244 w1b hc"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">B.<span class="_ _5"> </span>Exchange<span class="_ _8"> </span>differences</div></div><div class="c x69 y244 w1d hc"><div class="t m0 xf h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x22 y244 w1e hc"><div class="t m0 x17 hf y245 ff1 fs3 fc2 sc0 ls0 ws0">20</div></div><div class="c x40 y246 w1b h18"><div class="t m0 x46 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>net<span class="_ _8"> </span>cash<span class="_ _5"> </span>f<span class="_ _4"></span>low<span class="_ _5"> </span>(A.III+/-B)</div></div><div class="c x69 y246 w1d h18"><div class="t m0 xf h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x22 y246 w1e h18"><div class="t m0 x65 h4 y18e ff1 fs2 fc2 sc0 ls0 ws0">20</div></div><div class="c x40 y247 w1b h18"><div class="t m0 x46 h4 y1bd ff1 fs2 fc2 sc0 ls0 ws0">Balance<span class="_ _5"> </span>sheet<span class="_ _8"> </span>change<span class="_ _5"> </span>in<span class="_ _8"> </span>cash<span class="_ _8"> </span>position</div></div><div class="c x69 y247 w1d h18"><div class="t m0 xf h4 y1bd ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x22 y247 w1e h18"><div class="t m0 xf h4 y1bd ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y248 w1b h18"><div class="t m0 x46 h4 y1c0 ff1 fs2 fc2 sc0 ls0 ws0">Cash<span class="_ _5"> </span>balance<span class="_ _8"> </span>at<span class="_ _8"> </span>the<span class="_ _5"> </span>beginning<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>period</div></div><div class="c x69 y248 w1d h18"><div class="t m0 xf h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x22 y248 w1e h18"><div class="t m0 xf h4 y1c1 ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y249 w1b h1b"><div class="t m0 x46 h4 y24a ff1 fs2 fc2 sc0 ls0 ws0">Cash<span class="_ _5"> </span>balance<span class="_ _8"> </span>at<span class="_ _8"> </span>the<span class="_ _5"> </span>end<span class="_ _8"> </span>of<span class="_ _8"> </span>the<span class="_ _5"> </span>period</div></div><div class="c x69 y249 w1d h1b"><div class="t m0 xf h4 y24b ff1 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x22 y249 w1e h1b"><div class="t m0 xf h4 y24b ff1 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="t m0 x3a h8 y24c ff2 fs2 fc2 sc0 ls0 ws0">Notes<span class="_ _5"> </span>on<span class="_ _8"> </span>pages<span class="_ _5"> </span>24-48<span class="_ _8"> </span>are<span class="_ _5"> </span>an<span class="_ _8"> </span>integral<span class="_ _5"> </span>par<span class="_ _4"></span>t<span class="_ _5"> </span>of<span class="_ _8"> </span>the<span class="_ _8"> </span>financial<span class="_ _5"> </span>statements.</div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3ceZelZH3b+9zzvvbeW3ht1S2rtC5KQWIRlgliMEBFggz2AbRwGJ7bx2BPbOcSOZzjx4D8miXOSmcxxnBnP2HiWczgemyFDcDzeMiY22AbLgINAAu1CjUBSo5Z679rufd/nN3/cqlYLxBIgExw+n7+KolRV59bb59zveZZf6+fjULL1rc0i+oXR9IXXdW946c7X3rh3sY2yDHHWOJQv9uChfPtvnf7NW+vBo+NuYVidTX/5TzZe8z8dP7BrYZxt1K0eOz3+P99/eufiZDQ/qLLZNu2hI/mBu1s3WThyeojoa5YTJ+NDD00fOjrdGEallV17Rv/0bef83E/tKIvdnad/7hXf9yvbtm/fuXvP7SvX3X+of9pf5uieF/zpgye/eMfX2nT2P//5qVe+9nULC0+Zx/LcF7zkk+3F2yblN37jN+af2X/g4o+uXn/bw8fvfODO2z/14Ttv/8Rdd9z+z3/hv73//vv9uwAA+NqUL/+Gki9XJsPwmT/6trW14z/yM2sLi91kslDG9S/vOfzGb9/+D9+0O0tE1NEQtx0595NHzlkcLY7GOR6NR6NxqbWr3aiUritd13VdnU9hL9GizUobIofNGMgh2qxE1sgu+n/6nttbW3vPf3VFK12rw32HFg4dW3rvB+76H3/svKGsL8z64av4tbOUSc7+7O7Yv2/pmef0Q4kSGVEj2l/cM7rn+PZxlCiTC/acvuHy2a7RRoso3bh2XYmFrJPouiylllpyPua91Nb/7p8/9tG7+1m/NpsNrbXWWma2zMxsGfMPhoiaLbPMsm6s57RlN8rt41HNjBj6WrKv67Osk7bUoq9tfvS9ZAyli9bWZnXUtUmNIdrpaXdqOrShLWV98U3bfvqHF/fsGj104rrdV//jq5/13CdLY23t4MGDl1xyybZtTzP75b777t+zZ/e+ffvO/mTf9/fdd9+BAwd27979BV/fWrvnnnv37t1z3nnnnfniRx555Mw/pIwSkZdccol/GgAAX0uZlGJb19fuU3f8uwPjU7feNrTIiMxS73ro+FX7u7e/cV9kKxmtDtOy+MDj22qZ3ybctYgW2UVsrYiUsyqxRNR5JJSoJWpGjRhKlCity+n7PnXsY/c99u63P38oJSJLqzHUSU5fcO35t967+h1XbQxlMt8K9eXVaLNarjhv4c/uWrniGZOuZIuoMT26vvCZI7XWjFJL6Q+d3Pa+T/YvuCwu3rNeWmaMorbIvrWMWjPKPDoicyizm2/Yd9eDnz3Wl4gv2Uc1S2QXmePI8eJmekQMGRkRXYssbdskWuRQc+tSrmgRJVuUWB61rGVjaKfX2jQ2RiXO3bPrJ//26OYbdq+W9qkTP/qy1/zsZPKU0YpLS0vXXnvtl/p9rrrqmV/8ydFo9KX+k1rrtdc+6wu+WIoAAHwD2db1tXv84Y9m1E/d2Upki+4zj53YWD39z374/KVucytRl/Xg8eXTQzcfBhJPmVvy5A28mVFKya136/MLsjbHx8/HnWQ+8ET/v/3ubT/zusufd2mU6LaCJrN0l+1buvfRGNpSxFe1AlYyWpQ9u3NjY/bBu6bTXCzR1oalW+8ZprlUos/Nb95Ot+7PHtj10YN7p5lR1jL7jL5EX7MvrS+tr60vrS9DbJvMXnz99ih9RI3yH2Qhblbi5Npw/HQ/zTIqo+971bm/+ss7XnbD7vtPX7J67v99y+t/7gvKBACAv3KsnHwdNg62HcNDD9WI/sTJcujoqV/8oUuvOnfUIqO2iKiZ9x9ezsgnLwPe6pJ48gaufDJX5p8p0c3XP0qdzzc5tTb8d+/6yxc/a+dPfNf+yCFiyDJfYGmtdCX6S87f/7FPH/r2K1qUEjn6guWLGpnzUxzza4FL1ohah/17xw8cGh9dOX7x/uWHj0yPrizVOsvcPII/RO1al2W47/DCqdXFF11Vty9Oy5Al+9aNo7Sa0SIzs0SNaqVJ1AAAIABJREFUiL92ze4P3nHs6JH5hVrfgD7J0kW2EpmRa32urc/Wc1zK5Npn1rf+6LlXXbG20Y/vWPmJl3/X33EAHQBAnHyrW6qfGbI7+MjxE9Pu4cMn3/a689/w7V1rOW+PjLjv2K5HVhYno26eBWdv4Trrf8X8Xt6IMzNFIjK2pi/mtI3/+b/6i4vPHf/Kf3lliVlktFK7HLKNp7NaopUSky42hmccPrl+zq6VUqaldU99lx9RprV1bT6iJLrIiGiLC+PIPHJyfPxk5GhU6hBRStR5W2S0jDL/jz93es9jt61fc6BefWG/ZzSuJYfShiilZERmDBkx7mavuGHfe9/3aM06xPANeDRz1qKut7YyjY0+MiaXn1d+6G/suOnGxVkZPnXkzdfd+FOvvOAizyEAgDghdi4cOn06j6/mI0dO/8DL9vzkLUuzmHTRl8xZDvc+/oyPfHp7LLQS3dbdU+WswfARpWwtm8zT5awFhxIZpUQrEb/2O7etrKy+6+evWVgYlZhFREZmlk8/PlldH5XSImqJ7Ovozsd27DlZrtjXb19cqdmVrH0tJVvX6mNDfuq+fPnWYYpSZq1tO3bseJSFKDnUoUSUzT1+eeaerDNtM2qzWauf/NzyXQ+1A+fOrj4vDpxTSrTassTQYhRlyFZfcPni+/eUI0eGrcPwm/NQtj4o81/9TJI99YMzu8FaZmaUtaGdXh82hlLaeO/ujb/5/ftfe/Okm8RffHzH2uOX7d/1yF33//xdnkL4lnHetS9a2LHH6wB8k9ux/+Jt51zwtbwpX1xe2rXPCyhOvnbbRseeODZ75MT0r12+9PYf2BXDYu2mEaVEueeJ+sd3LI+Xy6SVFsMouyff6WctWUpunvfJzLL14XwVIiL7mjVbZP/bH/z0h+86+K6/f/2upeyjL9kiokbNbBtDzmqWjPlE+JJZIo+uTI6s5P7F8/btPrZjcZrZP/RE/Oldq3c/Orz1ldsjunkE1Mj7D0+PrNbMIaKULDVqyZpRIuYrIrVkbU/e51szWka2Wh58rDx4KCZltnfnxo6FyVrbeO31EVlaiVraTc/b+573H56fY//3fDk37+bK0oaMlbVhfVaGkuNJvu6V237w9Rfu3HHsgc8Of/Tuk+fFwxF3nfT8wbeYB/7kX3oRgP+EXfnyv3HLz/2610GcfO1mbcc/+bWj+7cPv/hjB7blqO/6UWstulbao0/s7MtsFBHxlOMQTztDPbZOnpxZa+gyapYP3Xn4//qTT/z3P3LlDQfmayxnlhpmXRvv27F+cnX7cNZh+ogWGZmLh1amj6wsr63v+OU/uGdjffpP3nzBT37XauZ4szsyHnxi8rF71yNGW4M+8qm/zHwRZ3N/2hcud7SaLVeinHpiNMzaPY+s3HD50oEdC1k3ooyuv2b/H9762Im1GlFK5Oaesvk2sa0zNWfXyJNZEpEZ0+hW1tr6bDZE5OLS624avfn1O/fvLU/0kzs3fuGl//nfeumPLHjwgP+ftaFfeeIRrwPwH/ZN+eKyF0GcfF3e8d7J+z+y8q6fufL87a1FX7NljLJGRn34sRzqRrTFeLoxMltvxuf3bW2dUcksufmOvbaY5eie+x9+2xsue+MNy9Ou1owu+/nSQsRQhsm2hVn5gnPnWTMiotWsLUfvfP99ZVh/99suvHhXzWFnlxklW4uPHWx3P9xmbRIx2xp0M/+2rWSNVqOLnEdLq1tbzcqZOMnIjKxDba3LWL9437bf/MDR//r1e0uWLGVxNH321ed86PajkV/hWHzOx01GzldL+panN4aTs/VWuoW6ePN3LL7lDcsHzh2t5tInjr/+BTf/vWv32M4B/MdRu9GOc90bDiBOvon93u//3q/++r/7Z3/r8m+7sO9LV1qJ6KK0GsPR05PHTsVouZSWX+J9+ebR980Fk633/fPj5/Pj8aNoP/66Fz7++McOPjG7bN+olRbz0ymZEeNhdOL06s6MevaM84w2/8a1xb+945GDDx/7zbdfevn2pVlZiYihxGw2+fP7+seOjCJrl22I+uQZ/DL/sVmylCiZWaKV+WVhkS1KZLbYXKLJyFbmZ0m6cR3uOHj66Mndu3cuRAyR8e3Xbr/1thOtfIUz8XXzN6/rUVbW2+q0bzEaR9z0wt1v+r7R5Rd06zH6xJH/7Lkv/plXHbjQ8wYAIE54evfee+8P/80f/tGb9r3+BfPBgmc2a7UW3Scf6frIUatDmbY2yidv43pqouRWpERprUVEm7/hj/k49RgipnFZXXo4Yog4s3crSrbVHB06sv3sb3X2j/jk59d+76MP/8Kbz3/uuUPfpiW7ofZr06UP39MfObWcMfsKaxqbI1e2fmIpZ/+A/CKX7N35zg8e+9nXPmN+G9glz1i69IJ68NGvECcZMRvKqY1hOp0NJUa1vvzGbd/3+snlF9bMye1HX3XVt/29V998hYcNAECc8OXceuutL7lm589+77YsQx+lzm/9jTLEpMvpxx+cliglM7KUzBpn3xb8dO/SN3d29fN9XrVlZIkyZOR5z9h5fP2iab8+rkONHCLa0GZ9Pb0e/dBlDBGb1/1GdCVnkfXxEyv/+/seeOOL9/7AC5ey1ShDydpPFz5y73B8Zblk/6WCpMTWjVotS4nIIaOVUiJrzdoyYj7XpLXIUvLJA++L4+Gjd62svmrvtlFkaRH1xuftPfjI4S9IoBKtldKiRuRs6FfWc33W57AwXuxe/bLFN3zPtov3dy0X7z7ykoue83df+Ypne8wAAMQJX9lb3vKWS85ZWPvsO5bicMnsu/nerDx1Kv/wznbkeJ0sn+mObO1pdneddX1uycyWWevmqsnmsMTNTVZt1ncn+u21ZI02a5mZbeijtYzNoYoty1BGJfuI+uDnT//a+x684Zn1H33/zixRskWWaO3DByenVidbZ903rzN+uj7ZmrCy1RO5tdsrWts8IZObrdXmv0xrdah7t3e/c9vqG2/c1mUXUZ5zxTn/z8KhUxtP/ogzp/Y3ZtOV9X69Hw3dsGd58t2vXv7uVy+fs6MNZXLXkZccuPbvvuIVz/WAAQCIE/49vOJ73ry2+vpP/9Z37ll7bHW29IlPr3/orundhza6XNq7bRhna621eZmc9UZ+HgBnBi3O78RqmTWiRYvMsjUaJCIjWkabT0ovOUS0unVxVovMrW+SkaM2nO7jt//ikQ988qHvf+Gef/iG/Tlu46G16DLqHYdGJ05N8ssORtw66J4RLUotMR+veOZoTIsnN49lZrTNOsrImNbhnMWFP/7Lw99747NqWcsYLXfTKy7dffu9J+ZrQBGltTi1UU6vT2c5lOzO29O+81XnfM8rF3cvra6UpTuOvuyy5/2dV9z8LM8VAIA44WuxtLx8aPkV+89/52/9y/X3/tGJhfH28aQro3ZyPbdtm08hbJlDtj5yFK2PLNFKZCktImrWEpvzSea5MUTLbEPJFtGitPk4wq31lCiR82EjOY+WyJKlZmb29x9a+V//3/tKDL/0Yxe85tptGS2G6EvXxezREzs+e6TLcta5mDj79uGnBErk0Gqpm+fgI5/8/OZgxDh7h1rbXEWJLDWnh4/m5w6vXLGv62vU1l1xYHLHvdmirvfDysZ0bdoPbdINo+dcvfiaV237jheVxehOZ/nYiZ94zgt/yKB3AADEydfryut/cOOz73rNd47+4E+PzWI6bsslSj+0k+ttshjRnhyU3s76eGvfVuaZTVwxP8sRNc58Qcts84GJOS+LUs5c8nWmMvoc/ZuPHXrPh+6/5bk7fuFNF+zd1mUM87mMNfLEbPHOQ9liIWJ6ZhT9l5bzrWJ59peVctaIkjgz8X3+8Zl1oYi4cNfSH3zixE/fsnvcorbR9u3jk+vDyY22MbTSum2Lk5e+eOlVr4xrLlyupT88Pe+e9e9+/ot//NX79nuKAAAQJ98Al13+zPffdst1z/g3b/iune/5/VnLPqNm5MpGv2M6WxrXaC3bfI/Xk2ot2SJqrdlyPjixtMhWNi/Kai3bF00wnK+WbJ4MiVYycqP17/y3B2+989B/870XvOVliyW7yL5k18qwEZOjx+v9n5+sTxdKmX35gSNx1rzFyJyfhNkcxZKZLTJbZratlZN5mGQOGUPGENmilD1L/a13HP+pW84f50pGOX93d+VF22+79+Sznjl55cu2v+RF3c5xDt3k4LErN5bfdONNb3z24qLnBwAAcfKNdM2L3r525we/93tO/+Xt+bnDG62NSikt24nTqwuT8Wgco7OyZHO1oZX5oMSMM3d5DVGGzCiRbT5EJObXZ7XMYTNHtu74zYjS+iHGv/L799390GPveOuFL7t8uWtD3w1lfixlWProPQuno0R2JYbMr7hmciZUMobMrmWWUsvT/f+5GSptaJEtY2hZsg1ZNmb9g4+sntzod49Llv7A3vr2N51/Ivc+48rVofSr/Y5PHr35/Kt+8EU3vcAzAwDA06pegq/TgQsuPBg/u1hHf/8nlncvjjfnKracZndkZbYyba09Zenk7M1dZz7VzpyZz5bR5gXQNk+oR2wuYWxuD2sZfWnvvfWz93zm8P/x1otefvmo1rVWs+TWX3O8HgsxPPVgyZe+y3grS876UZEt2xfOM5n/8nFm1EkrbYjZdHh8LR8+uvboifWW+eBnj2bpIiKzy8htO9p9x5993/QfnHfjh275/n9x3XOVCQAAX5KVk2+Am1/1lvf91oPX7/+Nn//pnf/Dr62dWquZ09bG/dCOnV5rNc4Zj8dtiGHautJabW2ehTmqsTXZsJVoNeen3jMia7aSQ4tWos3nn2TZOojS2towWls5/Us/ftmNF836yMguYqgxv2QrMkfjmjXLV/frz8/fj54SKjFEbK7rREZGGUp2rW9RIkvfZitr09Pr09OrudEP2fc795YXX7fjgs9sPH4qM/ss8zvE8sETL735b/+qJwQAgK/GmVMEfL3+8L1ve/6ef/Xg4fyld8TR4+PF8TCZLI4XFyaTheWFbu+uHdu3Ly2Mu/F4PB6PulpLKaMapcy7Y4jouyzdPARKm8dJRHYx1CiltojNhZehRUQ/ibJn21qNNstRl31mRpT5RJU+h4ePLPVD16I/s+gxDEMbYtiSmX3fbx4giSjRZSlRaonRVtSUmK+BRLYsfdaNjeHUbLayMd1YL9NsbdYfOHfj+ud1z3/26NKLYqEvKzE69NAzLuz7nI+0j/7u3f/Fq37grZ4NAAC+cpnMJ/GJk2+IzPzDf/0Pbtj97sMr+e7fOXHbx/bVpX5pYbQwWhpNFiaTun1pce/O5e3Li+NRrbWUrutq1CiRWaOPHLqMWrKU+SrKVpyU1pUSpZVowzBsno2P1mcZYsjWxdDa5lar0lpmxJDZotU2DNl9mTgZ+r7N46REyS6jRC1nFtMyImPU52x12q+sd6sb02lmZDeK9UsvHD3ruv7Z1y6ed04/yo1ZWXr46FWnRrdc+ZzvvvSyK48eeWL+RE0WFnbs2OnBAABAnPzH8b7f/cXnbftfalv++EMn//Vv73jixLgujhdG3cJkYTyejMfjHYvdjh1Ly4vjSW21Rrd5TW+rbehKKTUzhxpZs5/v+eqiRc0arYvWWpx99qM/M669zcfMx/ycyJD1C86KbDorTlpr2Q+tZJtf/5VdlMhSW6mzrGsbw9q0rUxb37qhRETbvlSuvbxdfe36s67YsW15ZdLakONPH3/u6uIrr3nuay686BJ/egAAxMk3nds//uHTn/1HV+y4f1ZmH7ktPvCh7SdXt00WJqPReL6nazwZjbu2bWG0bWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8lXEyXzmZf3B2nGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TPuqa/9OLadRvRlldaeej4i8uuW57z/L9+zjn7/LkBABAn39Raax/843ftnb5j//Lj61E+cef4to8vHHpiaTKedKPxeBy1q1nqOKPWXFjolsaxfVIWuq5EqzHUyFHJyFZqdKWVUmq0GsPQhjafy94iM4fNGSXRorTWMurQSmTMF1i2rtyKHFprQxuGIXMYchj62dCvrefK2mxlY2N1YzqblRY16zjKqHZ53r5y5RWTK6+YXn7paPe2vos6K/HY6QOHpzftPf+m5zz/pYtGlAAAIE7+allbXb31/b9+oL5z78LhNorPPz6664HRAw/uPn56R61lVFopkyyzKC2zdjkrmQvjbjKqy5NhcVwnXZ10dVxyVPou+xLZ5+bok/lcxBajeZyUrPOrf4dsEdm3rSMoWYchNmbD+nS6sb5xum8b67PV1en6rO/bNFvJHLVWJkv9ZRd1l14yueySuPSSyY7lKN1KZq722x86/sJh8UWXX/2KK6682h8UAABx8lfbdDr9yJ//bjv6nmt2fzzKtNV65MTooc8tfebhvQ8fLv2slOwy+4jSspXsS+tbKaX1XbSauTAqo1FMRmVUo7SsXa1lfkwlW5T53cOtlDa0fih9X4Y2TIeWLfthmPatn+WszZdcWp85DNH6YWkynLuvXnhBXHxhXnRR7N83qlEia9bpqemOR089bzp+wf6LXnTts79tPB77CwIAIE7+U/Poow/f/fHfG6//8aW7PzXupjX6lt0Tx0aff3z58BOTo0fHR0/0q6da9uO+6yNqyag5jRhKlIiWrc/WRWZ7ct775tTFLFlKaRnRas1uyIwy3/jVsqzv3NHt2ZN79vR79+a+vW3/vty1c1Rbycihxizq509cdnJ2/XjHdRde9sLLr7yqVqM5AQAQJ98aTp06+alPfOjU4Q/uHd923vZHJuX0fLRIRrfRd8dOzk4c61ZOdadO1lNrMV2v62vj9bV+Nus3ptFaiyjzrx+NczzuSi1dF6WU8bgsToYd2+q2xY2du9vO3WXXrrp9Z53UoeQQZSg5GspkfRg/furCU/3Vddt1+w9cf8VVz15aWvJHAQBAnHyrO3nyxAP33XH0sbuHtXu2lc/tWX5479ITkZNSNkr0mV200dBNs0bJrmtZNieQRERkzYwWUWobRyklSrS+lFmUaDlpUfuIo6fPP7lxwUZcWpcv2bn3snPPu/yiiy+zNgIAgDjhKzt16uQjnzt48sTnV04emq0fyXZi1J8Yx8koa6O6/uSWrog2LGYutRhn6VrkUBdb3dmNzx9Ndu3cc+E5+y++4MKLu67zkgIAIE4AAAC+2jixvQcAAPimIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJ14CAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADixEsAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECoGwv2AAAOWUlEQVScAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECceAkAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQD8f+3XIQEAAACAoP+vvWGACTYBwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMyJBAAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzIkEAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAAAAAwF7cCRgbzr9H2QAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">24</div><div class="c x3a y174 wc h0"><div class="t m0 x6f h7 y24d ff1 fs6 fc2 sc0 ls0 ws0">N<span class="fs4">OTES<span class="_ _c"> </span>TO<span class="_ _c"> </span>THE<span class="_ _7"> </span>FINANCIAL<span class="_ _c"> </span>STATEMENTS</span></div></div><div class="t m0 xf hf y24e ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>1.<span class="_ _7"> </span>Accounting<span class="_ _7"> </span>policies</div><div class="t m0 xf hf y24f ff1 fs3 fc2 sc0 ls0 ws0">1.1.<span class="_ _8"> </span>General<span class="_ _7"> </span>information</div><div class="t m0 xf h6 y250 ff2 fs3 fc2 sc0 ls0 ws0">Investment<span class="_ _3"> </span>Friends<span class="_ _12"> </span>Capital<span class="_ _12"> </span>SE<span class="_ _3"> </span>(hereinafter<span class="_ _12"> </span>referred<span class="_ _12"> </span>to<span class="_ _3"> </span>as<span class="_ _12"> </span>the<span class="_ _12"> </span>“Company”<span class="_ _3"> </span>or<span class="_ _12"> </span>“Investment<span class="_ _12"> </span>Friends</div><div class="t m0 xf h6 y251 ff2 fs3 fc2 sc0 ls0 ws0">Capital”).</div><div class="t m0 xf h6 y252 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _1a"> </span>financial<span class="_ _1a"> </span>statements<span class="_ _1f"> </span>of<span class="_ _1a"> </span>the<span class="_ _1a"> </span>Company<span class="_ _1f"> </span>for<span class="_ _1a"> </span>2024/2025<span class="_ _1a"> </span>were<span class="_ _1a"> </span>signed<span class="_ _1a"> </span>by<span class="_ _1a"> </span>the<span class="_ _1f"> </span>member<span class="_ _1a"> </span>of</div><div class="t m0 xf h6 y253 ff2 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _8"> </span>Boa<span class="_ _4"></span>rd<span class="_ _7"> </span>of<span class="_ _8"> </span>Investment<span class="_ _8"> </span>Frie<span class="_ _4"></span>nds<span class="_ _8"> </span>Capit<span class="_ _4"></span>al<span class="_ _8"> </span>SE<span class="_ _7"> </span>on<span class="_ _8"> </span>31<span class="_ _7"> </span>October<span class="_ _7"> </span>2025.</div><div class="t m0 xf h6 y254 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _15"> </span>acc<span class="_ _4"></span>ordance<span class="_ _15"> </span>wit<span class="_ _4"></span>h<span class="_ _15"> </span>the<span class="_ _1d"> </span>requirements<span class="_ _11"> </span>of<span class="_ _15"> </span>the<span class="_ _1d"> </span>Com<span class="_ _4"></span>mercial<span class="_ _15"> </span>C<span class="_ _4"></span>ode<span class="_ _15"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Republic<span class="_ _1d"> </span>of<span class="_ _1d"> </span>Estonia,<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 y255 ff2 fs3 fc2 sc0 ls0 ws0">annual<span class="_ _c"> </span>report<span class="_ _c"> </span>prepared<span class="_ _c"> </span>by<span class="_ _c"> </span>the<span class="_ _c"> </span>Management<span class="_ _c"> </span>Board<span class="_ _c"> </span>and<span class="_ _c"> </span>approved<span class="_ _c"> </span>by<span class="_ _c"> </span>the<span class="_ _c"> </span>Supervisory<span class="_ _c"> </span>Board,<span class="_ _c"> </span>which</div><div class="t m0 xf h6 y256 ff2 fs3 fc2 sc0 ls0 ws0">also<span class="_ _d"> </span>i<span class="_ _4"></span>ncludes<span class="_ _d"> </span>the<span class="_ _16"> </span>financial<span class="_ _d"> </span>statements,<span class="_ _16"> </span>is<span class="_ _d"> </span>approved<span class="_ _16"> </span>by<span class="_ _d"> </span>the<span class="_ _d"> </span>G<span class="_ _4"></span>eneral<span class="_ _d"> </span>Meeting<span class="_ _16"> </span>of<span class="_ _d"> </span>Shareholders.</div><div class="t m0 xf h6 y257 ff2 fs3 fc2 sc0 ls0 ws0">Shareholders<span class="_ _3"> </span>have<span class="_ _3"> </span>the<span class="_ _3"> </span>right<span class="_ _3"> </span>not<span class="_ _12"> </span>to<span class="_ _3"> </span>approve<span class="_ _3"> </span>the<span class="_ _3"> </span>annual<span class="_ _12"> </span>report<span class="_ _3"> </span>prepared<span class="_ _3"> </span>by<span class="_ _3"> </span>the<span class="_ _3"> </span>Management<span class="_ _12"> </span>Board</div><div class="t m0 xf h6 y258 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>approved<span class="_ _8"> </span>by<span class="_ _7"> </span>the<span class="_ _8"> </span>Supervisory<span class="_ _7"> </span>Board<span class="_ _8"> </span>and<span class="_ _7"> </span>to<span class="_ _8"> </span>request<span class="_ _7"> </span>that<span class="_ _7"> </span>a<span class="_ _8"> </span>new<span class="_ _7"> </span>report<span class="_ _8"> </span>is<span class="_ _7"> </span>prepared.</div><div class="t m0 xf hf y259 ff1 fs3 fc2 sc0 ls0 ws0">1.2.<span class="_ _8"> </span>Basi<span class="_ _4"></span>s<span class="_ _8"> </span>for<span class="_ _7"> </span>preparing<span class="_ _8"> </span>f<span class="_ _4"></span>inancial<span class="_ _8"> </span>statements</div><div class="t m0 xf h6 y25a ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _d"> </span>Company’s<span class="_ _d"> </span>2024/2025<span class="_ _d"> </span>annual<span class="_ _d"> </span>financial<span class="_ _d"> </span>statements<span class="_ _d"> </span>have<span class="_ _16"> </span>been<span class="_ _d"> </span>prepared<span class="_ _d"> </span>in<span class="_ _d"> </span>conformity<span class="_ _d"> </span>of</div><div class="t m0 xf h6 y25b ff2 fs3 fc2 sc0 ls0 ws0">International<span class="_ _b"> </span>Financial<span class="_ _b"> </span>Reporting<span class="_ _b"> </span>Standards<span class="_ _b"> </span>as<span class="_ _b"> </span>endorsed<span class="_ _b"> </span>in<span class="_ _b"> </span>the<span class="_ _b"> </span>Europe<span class="_ _0"></span>an<span class="_ _b"> </span>Union<span class="_ _b"> </span>(“IFRS<span class="_ _b"> </span>(EU)”).</div><div class="t m0 xf h6 y25c ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>Company<span class="_ _12"> </span>has<span class="_ _b"> </span>consistently<span class="_ _12"> </span>applied<span class="_ _b"> </span>the<span class="_ _12"> </span>account<span class="_ _4"></span>ing<span class="_ _b"> </span>policies<span class="_ _12"> </span>throughout<span class="_ _b"> </span>all<span class="_ _12"> </span>periods<span class="_ _b"> </span>presented,</div><div class="t m0 xf h6 y25d ff2 fs3 fc2 sc0 ls0 ws0">unless<span class="_ _8"> </span>st<span class="_ _4"></span>ated<span class="_ _8"> </span>otherwise.</div><div class="t m0 xf h6 y25e ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>annual<span class="_ _8"> </span>financial<span class="_ _7"> </span>statements<span class="_ _8"> </span>for<span class="_ _7"> </span>2024/2025<span class="_ _8"> </span>have<span class="_ _7"> </span>been<span class="_ _7"> </span>prepared<span class="_ _8"> </span>on<span class="_ _7"> </span>a<span class="_ _8"> </span>going<span class="_ _7"> </span>concern<span class="_ _7"> </span>basis.</div><div class="t m0 xf h6 y25f ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _3"> </span>preparation<span class="_ _12"> </span>of<span class="_ _3"> </span>annual<span class="_ _12"> </span>financial<span class="_ _3"> </span>statements<span class="_ _12"> </span>in<span class="_ _12"> </span>conformity<span class="_ _3"> </span>with<span class="_ _12"> </span>IFRS<span class="_ _3"> </span>(EU)<span class="_ _3"> </span>requires<span class="_ _12"> </span>the<span class="_ _3"> </span>use<span class="_ _12"> </span>of</div><div class="t m0 xf h6 y260 ff2 fs3 fc2 sc0 ls0 ws0">certain<span class="_ _12"> </span>critical<span class="_ _12"> </span>accounting<span class="_ _12"> </span>esti<span class="_ _4"></span>mates.<span class="_ _12"> </span>It<span class="_ _12"> </span>also<span class="_ _12"> </span>requires<span class="_ _12"> </span>management<span class="_ _12"> </span>to<span class="_ _12"> </span>exercise<span class="_ _12"> </span>it<span class="_ _4"></span>s<span class="_ _3"> </span>judgment<span class="_ _b"> </span>in<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y261 ff2 fs3 fc2 sc0 ls0 ws0">process<span class="_ _11"> </span>of<span class="_ _11"> </span>applying<span class="_ _11"> </span>the<span class="_ _e"> </span>Company’s<span class="_ _11"> </span>accounting<span class="_ _11"> </span>poli<span class="_ _4"></span>cies.<span class="_ _11"> </span>Changes<span class="_ _11"> </span>in<span class="_ _11"> </span>assumptions<span class="_ _e"> </span>may<span class="_ _11"> </span>have<span class="_ _11"> </span>a</div><div class="t m0 xf h6 y262 ff2 fs3 fc2 sc0 ls0 ws0">significant impact<span class="_ _19"> </span>on the financial<span class="_ _19"> </span>statements in the<span class="_ _19"> </span>period the assumptions<span class="_ _19"> </span>changed. The</div><div class="t m0 xf h6 y263 ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _b"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>Company<span class="_ _b"> </span>believes<span class="_ _15"> </span>the<span class="_ _b"> </span>underlying<span class="_ _15"> </span>assumptions<span class="_ _b"> </span>in<span class="_ _15"> </span>the<span class="_ _b"> </span>preparation<span class="_ _15"> </span>of<span class="_ _b"> </span>annual</div><div class="t m0 xf h6 y264 ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _7"> </span>statements<span class="_ _8"> </span>for<span class="_ _7"> </span>2024/2025<span class="_ _7"> </span>are<span class="_ _8"> </span>appropriate.</div><div class="t m0 xf h6 y265 ff2 fs3 fc2 sc0 ls0 ws0">These<span class="_ _7"> </span>annual<span class="_ _7"> </span>financial<span class="_ _7"> </span>statements<span class="_ _7"> </span>consist<span class="_ _c"> </span>of<span class="_ _7"> </span>statements<span class="_ _7"> </span>of<span class="_ _7"> </span>financial<span class="_ _7"> </span>position,<span class="_ _7"> </span>statement<span class="_ _7"> </span>of<span class="_ _7"> </span>profit<span class="_ _c"> </span>or</div><div class="t m0 xf h6 y266 ff2 fs3 fc2 sc0 ls0 ws0">loss,<span class="_ _7"> </span>statement<span class="_ _7"> </span>of<span class="_ _c"> </span>comprehensive<span class="_ _7"> </span>income,<span class="_ _c"> </span>statement<span class="_ _7"> </span>of<span class="_ _7"> </span>changes<span class="_ _c"> </span>in<span class="_ _7"> </span>equity,<span class="_ _c"> </span>statement<span class="_ _7"> </span>of<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows,</div><div class="t m0 xf h6 y267 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>explanatory<span class="_ _8"> </span>notes.</div><div class="t m0 xf h6 y268 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>annual<span class="_ _b"> </span>financial<span class="_ _12"> </span>st<span class="_ _4"></span>atements<span class="_ _b"> </span>a<span class="_ _0"></span>re<span class="_ _12"> </span>presented<span class="_ _b"> </span>in<span class="_ _12"> </span>euros<span class="_ _b"> </span>and<span class="_ _12"> </span>all<span class="_ _b"> </span>values<span class="_ _12"> </span>are<span class="_ _12"> </span>rounded<span class="_ _b"> </span>to<span class="_ _b"> </span>the<span class="_ _3"> </span>nearest</div><div class="t m0 xf h6 y269 ff2 fs3 fc2 sc0 ls0 ws0">thousand<span class="_ _8"> </span>(<span class="_ _4"></span>€000),<span class="_ _8"> </span>except<span class="_ _7"> </span>when<span class="_ _8"> </span>otherwise<span class="_ _7"> </span>indicated.</div><div class="t m0 xf h6 y26a ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>original<span class="_ _7"> </span>annual<span class="_ _7"> </span>financial<span class="_ _7"> </span>statements<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>Com<span class="_ _4"></span>pany<span class="_ _7"> </span>have<span class="_ _7"> </span>been<span class="_ _7"> </span>prepared<span class="_ _7"> </span>is<span class="_ _7"> </span>English.<span class="_ _7"> </span>In<span class="_ _7"> </span>case<span class="_ _7"> </span>of</div><div class="t m0 xf h6 y26b ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>conflict<span class="_ _8"> </span>with<span class="_ _7"> </span>Polish<span class="_ _8"> </span>or<span class="_ _7"> </span>Estonian<span class="_ _8"> </span>t<span class="_ _4"></span>ranslation,<span class="_ _8"> </span>the<span class="_ _7"> </span>English<span class="_ _7"> </span>version<span class="_ _8"> </span>shall<span class="_ _7"> </span>prevail.</div><div class="t m0 xf hf y26c ff1 fs3 fc2 sc0 ls0 ws0">1.3.<span class="_ _8"> </span>Fun<span class="_ _4"></span>ctional<span class="_ _8"> </span>and<span class="_ _7"> </span>reporting<span class="_ _8"> </span>curren<span class="_ _4"></span>cy</div><div class="t m0 xf h6 y173 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _11"> </span>functional<span class="_ _11"> </span>currency<span class="_ _11"> </span>of<span class="_ _e"> </span>the<span class="_ _11"> </span>Company<span class="_ _11"> </span>is<span class="_ _11"> </span>Polish<span class="_ _11"> </span>z<span class="_ _4"></span>loty<span class="_ _1d"> </span>(PLN)<span class="_ _11"> </span>and<span class="_ _e"> </span>reporting<span class="_ _11"> </span>(presentational)</div><div class="t m0 xf h6 y26d ff2 fs3 fc2 sc0 ls0 ws0">currency<span class="_ _8"> </span>i<span class="_ _4"></span>s<span class="_ _8"> </span>euro<span class="_ _7"> </span>(EUR).</div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">25</div><div class="c x3a y174 wc h0"><div class="t m0 x70 h6 y175 ff2 fs3 fc2 sc0 ls0 ws0">Balance<span class="_ _7"> </span>s<span class="_ _4"></span>heet<span class="_ _c"> </span>items<span class="_ _c"> </span>are<span class="_ _c"> </span>calculated<span class="_ _c"> </span>according<span class="_ _c"> </span>to<span class="_ _c"> </span>the<span class="_ _7"> </span>ex<span class="_ _4"></span>change<span class="_ _c"> </span>rate<span class="_ _c"> </span>announced<span class="_ _c"> </span>by</div></div><div class="t m0 xf h6 y64 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>European<span class="_ _8"> </span>Central<span class="_ _7"> </span>Bank<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>the<span class="_ _7"> </span>balance<span class="_ _7"> </span>sheet<span class="_ _7"> </span>day<span class="_ _0"></span>.</div><div class="t m0 xf h6 y26e ff2 fs3 fc2 sc0 ls0 ws0">Items<span class="_ _e"> </span>in<span class="_ _e"> </span>the<span class="_ _d"> </span>statement<span class="_ _e"> </span>of<span class="_ _e"> </span>profit<span class="_ _e"> </span>or<span class="_ _d"> </span>loss<span class="_ _e"> </span>and<span class="_ _e"> </span>in<span class="_ _d"> </span>the<span class="_ _e"> </span>cash<span class="_ _e"> </span>flow<span class="_ _e"> </span>statement<span class="_ _d"> </span>are<span class="_ _e"> </span>converted<span class="_ _e"> </span>at<span class="_ _d"> </span>the</div><div class="t m0 xf h6 y26f ff2 fs3 fc2 sc0 ls0 ws0">exchange<span class="_ _7"> </span>rate<span class="_ _7"> </span>being<span class="_ _7"> </span>the<span class="_ _7"> </span>arithmetic<span class="_ _7"> </span>average<span class="_ _7"> </span>ex<span class="_ _4"></span>change<span class="_ _7"> </span>rate<span class="_ _7"> </span>published<span class="_ _7"> </span>by<span class="_ _7"> </span>the<span class="_ _7"> </span>European<span class="_ _7"> </span>Central<span class="_ _7"> </span>Bank</div><div class="t m0 xf h6 y270 ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>financial<span class="_ _7"> </span>year.</div><div class="t m0 xf hf y271 ff1 fs3 fc2 sc0 ls0 ws0">1.4.<span class="_ _8"> </span>Accounting<span class="_ _7"> </span>Policies,<span class="_ _7"> </span>Changes<span class="_ _8"> </span>in<span class="_ _7"> </span>Accounting<span class="_ _8"> </span>E<span class="_ _4"></span>stimates<span class="_ _8"> </span>and<span class="_ _7"> </span>Errors<span class="_ _7"> </span>(IAS<span class="_ _8"> </span>8)</div><div class="t m0 xf h6 y272 ff2 fs3 fc2 sc0 ls0 ws0">When<span class="_ _7"> </span>an<span class="_ _c"> </span>IFRS<span class="_ _7"> </span>(EU)<span class="_ _c"> </span>specifically<span class="_ _c"> </span>applies<span class="_ _7"> </span>to<span class="_ _c"> </span>a<span class="_ _7"> </span>t<span class="_ _4"></span>ransaction,<span class="_ _7"> </span>ot<span class="_ _4"></span>her<span class="_ _7"> </span>event,<span class="_ _c"> </span>or<span class="_ _7"> </span>condition,<span class="_ _c"> </span>the<span class="_ _7"> </span>accounting</div><div class="t m0 xf h6 y273 ff2 fs3 fc2 sc0 ls0 ws0">policy<span class="_ _15"> </span>or<span class="_ _1d"> </span>policies<span class="_ _1d"> </span>applied<span class="_ _15"> </span>to<span class="_ _1d"> </span>that<span class="_ _15"> </span>item<span class="_ _1d"> </span>shall<span class="_ _15"> </span>be<span class="_ _1d"> </span>determined<span class="_ _1d"> </span>by<span class="_ _15"> </span>applying<span class="_ _1d"> </span>the<span class="_ _15"> </span>IFRS<span class="_ _1d"> </span>(EU).<span class="_ _15"> </span>In<span class="_ _15"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y274 ff2 fs3 fc2 sc0 ls0 ws0">absence<span class="_ _e"> </span>of<span class="_ _e"> </span>an<span class="_ _e"> </span>IFRS<span class="_ _e"> </span>(EU)<span class="_ _d"> </span>that<span class="_ _e"> </span>specifically<span class="_ _e"> </span>applies<span class="_ _d"> </span>to<span class="_ _e"> </span>a<span class="_ _e"> </span>transacti<span class="_ _4"></span>on,<span class="_ _11"> </span>ot<span class="_ _4"></span>her<span class="_ _e"> </span>event<span class="_ _e"> </span>or<span class="_ _e"> </span>condition,</div><div class="t m0 xf h6 y275 ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _3"> </span>shall<span class="_ _c"> </span>use<span class="_ _3"> </span>its<span class="_ _3"> </span>judgement<span class="_ _3"> </span>in<span class="_ _c"> </span>developing<span class="_ _3"> </span>and<span class="_ _3"> </span>applying<span class="_ _3"> </span>an<span class="_ _c"> </span>account<span class="_ _4"></span>ing<span class="_ _c"> </span>policy<span class="_ _3"> </span>that<span class="_ _3"> </span>results</div><div class="t m0 xf h6 y276 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _8"> </span>i<span class="_ _4"></span>nformation<span class="_ _8"> </span>that<span class="_ _7"> </span>is<span class="_ _7"> </span>relevant<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>economic<span class="_ _7"> </span>decision-making<span class="_ _7"> </span>needs<span class="_ _8"> </span>of<span class="_ _7"> </span>users<span class="_ _8"> </span>and<span class="_ _7"> </span>reliable.</div><div class="t m0 xf h6 y277 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _11"> </span>Company<span class="_ _11"> </span>selects<span class="_ _e"> </span>and<span class="_ _11"> </span>applies<span class="_ _e"> </span>its<span class="_ _11"> </span>accounting<span class="_ _11"> </span>poli<span class="_ _4"></span>cies<span class="_ _1d"> </span>consist<span class="_ _4"></span>ently<span class="_ _11"> </span>for<span class="_ _11"> </span>si<span class="_ _4"></span>milar<span class="_ _11"> </span>transactions,</div><div class="t m0 xf h6 y278 ff2 fs3 fc2 sc0 ls0 ws0">other<span class="_ _12"> </span>events,<span class="_ _12"> </span>and<span class="_ _3"> </span>conditions,<span class="_ _12"> </span>unless<span class="_ _12"> </span>an<span class="_ _12"> </span>IFRS<span class="_ _12"> </span>(EU)<span class="_ _3"> </span>specifically<span class="_ _12"> </span>requires<span class="_ _12"> </span>or<span class="_ _12"> </span>permits<span class="_ _12"> </span>categorization</div><div class="t m0 xf h6 y279 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _7"> </span>items<span class="_ _7"> </span>for<span class="_ _c"> </span>which<span class="_ _7"> </span>different<span class="_ _7"> </span>pol<span class="_ _4"></span>icies<span class="_ _7"> </span>may<span class="_ _7"> </span>be<span class="_ _c"> </span>appropriate.<span class="_ _7"> </span>If<span class="_ _7"> </span>an<span class="_ _7"> </span>IFRS<span class="_ _7"> </span>(EU)<span class="_ _c"> </span>requires<span class="_ _7"> </span>or<span class="_ _c"> </span>permits<span class="_ _7"> </span>such</div><div class="t m0 xf h6 y27a ff2 fs3 fc2 sc0 ls0 ws0">categorization,<span class="_ _c"> </span>an<span class="_ _c"> </span>appropriate<span class="_ _c"> </span>accounting<span class="_ _c"> </span>policy<span class="_ _c"> </span>shall<span class="_ _c"> </span>be<span class="_ _7"> </span>s<span class="_ _4"></span>elected<span class="_ _c"> </span>and<span class="_ _c"> </span>applied<span class="_ _c"> </span>consistently<span class="_ _c"> </span>to<span class="_ _c"> </span>each</div><div class="t m0 xf h6 y27b ff2 fs3 fc2 sc0 ls0 ws0">category.</div><div class="t m0 xf h6 y27c ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _8"> </span>changes<span class="_ _7"> </span>an<span class="_ _7"> </span>accounting<span class="_ _7"> </span>policy<span class="_ _7"> </span>only<span class="_ _8"> </span>if<span class="_ _7"> </span>the<span class="_ _7"> </span>change<span class="_ _7"> </span>is<span class="_ _8"> </span>required<span class="_ _7"> </span>by<span class="_ _7"> </span>IFRS<span class="_ _8"> </span>(EU)<span class="_ _7"> </span>or<span class="_ _7"> </span>results</div><div class="t m0 xf h6 y114 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _12"> </span>the<span class="_ _b"> </span>financial<span class="_ _12"> </span>statements<span class="_ _b"> </span>providing<span class="_ _12"> </span>reliable<span class="_ _b"> </span>and<span class="_ _12"> </span>more<span class="_ _b"> </span>releva<span class="_ _0"></span>nt<span class="_ _b"> </span>information<span class="_ _12"> </span>about<span class="_ _b"> </span>the<span class="_ _3"> </span>effects<span class="_ _b"> </span>of</div><div class="t m0 xf h6 y27d ff2 fs3 fc2 sc0 ls0 ws0">transactions,<span class="_ _7"> </span>other<span class="_ _7"> </span>events,<span class="_ _7"> </span>or<span class="_ _7"> </span>conditions<span class="_ _8"> </span>on<span class="_ _7"> </span>the<span class="_ _7"> </span>entity’s<span class="_ _7"> </span>financial<span class="_ _7"> </span>position,<span class="_ _7"> </span>financial<span class="_ _7"> </span>performance<span class="_ _7"> </span>or</div><div class="t m0 xf h6 y27e ff2 fs3 fc2 sc0 ls0 ws0">cash<span class="_ _12"> </span>flows.<span class="_ _b"> </span>When<span class="_ _12"> </span>a<span class="_ _12"> </span>change<span class="_ _b"> </span>in<span class="_ _12"> </span>accounting<span class="_ _12"> </span>pol<span class="_ _4"></span>icy<span class="_ _12"> </span>is<span class="_ _b"> </span>applied<span class="_ _12"> </span>retrospectively<span class="_ _12"> </span>the<span class="_ _b"> </span>Company<span class="_ _12"> </span>adjusts</div><div class="t m0 xf h6 y13c ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _12"> </span>opening<span class="_ _12"> </span>balance<span class="_ _b"> </span>of<span class="_ _3"> </span>each<span class="_ _b"> </span>af<span class="_ _0"></span>fected<span class="_ _12"> </span>component<span class="_ _b"> </span>of<span class="_ _12"> </span>equity<span class="_ _12"> </span>for<span class="_ _12"> </span>the<span class="_ _12"> </span>earliest<span class="_ _12"> </span>prior<span class="_ _b"> </span>period<span class="_ _12"> </span>presented</div><div class="t m0 xf h6 y27f ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _d"> </span>the<span class="_ _16"> </span>ot<span class="_ _4"></span>her<span class="_ _d"> </span>comparative<span class="_ _16"> </span>amounts<span class="_ _16"> </span>disclosed<span class="_ _16"> </span>for<span class="_ _16"> </span>each<span class="_ _d"> </span>prior<span class="_ _16"> </span>period<span class="_ _16"> </span>presented<span class="_ _16"> </span>as<span class="_ _16"> </span>if<span class="_ _16"> </span>the<span class="_ _d"> </span>new</div><div class="t m0 xf h6 y280 ff2 fs3 fc2 sc0 ls0 ws0">accounting<span class="_ _7"> </span>policy<span class="_ _8"> </span>had<span class="_ _7"> </span>alway<span class="_ _0"></span>s<span class="_ _7"> </span>been<span class="_ _7"> </span>applied.</div><div class="t m0 xf h6 y281 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>effect<span class="_ _7"> </span>of<span class="_ _c"> </span>a<span class="_ _c"> </span>change<span class="_ _c"> </span>in<span class="_ _7"> </span>an<span class="_ _c"> </span>accounting<span class="_ _c"> </span>estimate<span class="_ _c"> </span>shall<span class="_ _c"> </span>be<span class="_ _7"> </span>recogni<span class="_ _4"></span>zed<span class="_ _7"> </span>prospectively<span class="_ _3"> </span>by<span class="_ _7"> </span>i<span class="_ _4"></span>ncluding<span class="_ _7"> </span>i<span class="_ _4"></span>t</div><div class="t m0 xf h6 y282 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _3"> </span>profit<span class="_ _3"> </span>or<span class="_ _3"> </span>loss<span class="_ _3"> </span>in<span class="_ _3"> </span>the<span class="_ _12"> </span>period<span class="_ _c"> </span>of<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>change,<span class="_ _3"> </span>if<span class="_ _3"> </span>the<span class="_ _3"> </span>change<span class="_ _3"> </span>affect<span class="_ _3"> </span>t<span class="_ _4"></span>hat<span class="_ _c"> </span>period<span class="_ _12"> </span>only<span class="_ _c"> </span>or<span class="_ _12"> </span>the<span class="_ _c"> </span>period<span class="_ _12"> </span>of</div><div class="t m0 xf h6 y283 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>change<span class="_ _8"> </span>and<span class="_ _7"> </span>future<span class="_ _8"> </span>periods,<span class="_ _7"> </span>if<span class="_ _8"> </span>the<span class="_ _7"> </span>change<span class="_ _7"> </span>affects<span class="_ _8"> </span>both.</div><div class="t m0 xf h6 y284 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _11"> </span>Company<span class="_ _11"> </span>corrects<span class="_ _11"> </span>material<span class="_ _e"> </span>prior<span class="_ _11"> </span>period<span class="_ _11"> </span>errors<span class="_ _11"> </span>retrospecti<span class="_ _4"></span>vely<span class="_ _11"> </span>in<span class="_ _11"> </span>the<span class="_ _11"> </span>first<span class="_ _11"> </span>set<span class="_ _11"> </span>of<span class="_ _11"> </span>financial</div><div class="t m0 xf h6 y285 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _15"> </span>authorized<span class="_ _b"> </span>for<span class="_ _15"> </span>issue<span class="_ _15"> </span>at<span class="_ _b"> </span>t<span class="_ _4"></span>heir<span class="_ _b"> </span>discovery<span class="_ _15"> </span>by<span class="_ _b"> </span>restating<span class="_ _15"> </span>the<span class="_ _15"> </span>comparative<span class="_ _15"> </span>amounts<span class="_ _b"> </span>for<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y286 ff2 fs3 fc2 sc0 ls0 ws0">prior<span class="_ _12"> </span>period(s)<span class="_ _b"> </span>presented<span class="_ _12"> </span>in<span class="_ _b"> </span>which<span class="_ _3"> </span>the<span class="_ _b"> </span>error<span class="_ _12"> </span>occurred;<span class="_ _12"> </span>or<span class="_ _b"> </span>if<span class="_ _12"> </span>the<span class="_ _b"> </span>er<span class="_ _0"></span>ror<span class="_ _12"> </span>occurred<span class="_ _b"> </span>before<span class="_ _12"> </span>the<span class="_ _12"> </span>earli<span class="_ _4"></span>est</div><div class="t m0 xf h6 y287 ff2 fs3 fc2 sc0 ls0 ws0">prior<span class="_ _e"> </span>period<span class="_ _e"> </span>presented,<span class="_ _d"> </span>restating<span class="_ _e"> </span>the<span class="_ _d"> </span>opening<span class="_ _e"> </span>balances<span class="_ _e"> </span>of<span class="_ _e"> </span>assets,<span class="_ _d"> </span>liabilities<span class="_ _e"> </span>and<span class="_ _d"> </span>equity<span class="_ _e"> </span>for<span class="_ _e"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y288 ff2 fs3 fc2 sc0 ls0 ws0">earliest<span class="_ _7"> </span>prior<span class="_ _8"> </span>period<span class="_ _7"> </span>presented.</div><div class="t m0 xf hf y16e ff1 fs3 fc2 sc0 ls0 ws0">1.5.<span class="_ _8"> </span>Impact<span class="_ _7"> </span>of<span class="_ _8"> </span>n<span class="_ _4"></span>ew<span class="_ _8"> </span>and<span class="_ _7"> </span>revised<span class="_ _8"> </span>stan<span class="_ _4"></span>dards<span class="_ _8"> </span>and<span class="_ _7"> </span>interpretations</div><div class="t m0 xf h6 y289 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>accounting<span class="_ _c"> </span>policies<span class="_ _7"> </span>used<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>preparation<span class="_ _c"> </span>of<span class="_ _7"> </span>these<span class="_ _7"> </span>financial<span class="_ _c"> </span>statements<span class="_ _7"> </span>are<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>same<span class="_ _7"> </span>as<span class="_ _c"> </span>those</div><div class="t m0 xf h6 y28a ff2 fs3 fc2 sc0 ls0 ws0">used<span class="_ _1d"> </span>by<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Com<span class="_ _4"></span>pany<span class="_ _1d"> </span>in<span class="_ _1d"> </span>its<span class="_ _1d"> </span>financial<span class="_ _11"> </span>statements<span class="_ _1d"> </span>for<span class="_ _1d"> </span>the<span class="_ _11"> </span>year<span class="_ _1d"> </span>ended<span class="_ _1d"> </span>June<span class="_ _1d"> </span>30,<span class="_ _11"> </span>2024,<span class="_ _1d"> </span>except<span class="_ _1d"> </span>as</div><div class="t m0 xf h6 y28b ff2 fs3 fc2 sc0 ls0 ws0">described<span class="_ _8"> </span>below.</div><div class="t m0 xf h9 y28c ff4 fs3 fc2 sc0 ls0 ws0">Updated<span class="_ _7"> </span>standards<span class="_ _8"> </span>effective<span class="_ _7"> </span>for<span class="_ _8"> </span>annual<span class="_ _7"> </span>reporting<span class="_ _7"> </span>periods<span class="_ _8"> </span>beginning<span class="_ _7"> </span>on<span class="_ _8"> </span>or<span class="_ _7"> </span>after<span class="_ _8"> </span>January<span class="_ _7"> </span>1,<span class="_ _7"> </span>2024.</div><div class="t m0 xf h6 y28d ff2 fs3 fc2 sc0 ls0 ws0">Certain<span class="_ _b"> </span>new<span class="_ _12"> </span>or<span class="_ _b"> </span>revised<span class="_ _12"> </span>standards<span class="_ _b"> </span>and<span class="_ _b"> </span>issued<span class="_ _12"> </span>interpretations<span class="_ _b"> </span>that<span class="_ _b"> </span>are<span class="_ _12"> </span>effective<span class="_ _b"> </span>for<span class="_ _12"> </span>the<span class="_ _b"> </span>Company&apos;s</div><div class="t m0 xf h6 y28e ff2 fs3 fc2 sc0 ls0 ws0">annual<span class="_ _12"> </span>reporting<span class="_ _3"> </span>periods<span class="_ _3"> </span>beginni<span class="_ _4"></span>ng<span class="_ _3"> </span>on<span class="_ _12"> </span>or<span class="_ _12"> </span>after<span class="_ _3"> </span>January<span class="_ _12"> </span>1,<span class="_ _3"> </span>2024<span class="_ _12"> </span>and<span class="_ _3"> </span>that<span class="_ _12"> </span>were<span class="_ _12"> </span>not<span class="_ _3"> </span>adopted<span class="_ _12"> </span>by<span class="_ _3"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y28f ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _8"> </span>prior<span class="_ _7"> </span>to<span class="_ _8"> </span>t<span class="_ _4"></span>heir<span class="_ _7"> </span>effective<span class="_ _8"> </span>date.</div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">26</div><div class="c x3a y174 wc h0"><div class="t m0 x70 h6 y175 ff2 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _15"> </span>to<span class="_ _15"> </span>IAS<span class="_ _15"> </span>1<span class="_ _15"> </span>Presentation<span class="_ _15"> </span>of<span class="_ _15"> </span>Financial<span class="_ _15"> </span>Statements<span class="_ _15"> </span>(Classification<span class="_ _15"> </span>of</div></div><div class="t m0 xf h6 y14f ff2 fs3 fc2 sc0 ls0 ws0">liabilities<span class="_ _7"> </span>as<span class="_ _7"> </span>current<span class="_ _8"> </span>or<span class="_ _7"> </span>non-current)<span class="_ _7"> </span>–<span class="_ _7"> </span>the<span class="_ _8"> </span>amendments<span class="_ _7"> </span>aim<span class="_ _7"> </span>to<span class="_ _7"> </span>ensure<span class="_ _7"> </span>consistency<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>application</div><div class="t m0 xf h6 y150 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _c"> </span>the<span class="_ _7"> </span>requirements<span class="_ _c"> </span>by<span class="_ _c"> </span>helping<span class="_ _7"> </span>companies<span class="_ _c"> </span>determine<span class="_ _c"> </span>whether<span class="_ _7"> </span>liabil<span class="_ _4"></span>ities<span class="_ _7"> </span>and<span class="_ _c"> </span>other<span class="_ _7"> </span>obl<span class="_ _4"></span>igations<span class="_ _c"> </span>with</div><div class="t m0 xf h6 y176 ff2 fs3 fc2 sc0 ls0 ws0">an<span class="_ _b"> </span>uncertain<span class="_ _b"> </span>settl<span class="_ _4"></span>ement<span class="_ _b"> </span>date<span class="_ _b"> </span>shoul<span class="_ _4"></span>d<span class="_ _b"> </span>be<span class="_ _b"> </span>classified<span class="_ _b"> </span>as<span class="_ _15"> </span>current<span class="_ _b"> </span>(to<span class="_ _b"> </span>be<span class="_ _b"> </span>sett<span class="_ _4"></span>led<span class="_ _b"> </span>within<span class="_ _b"> </span>12<span class="_ _b"> </span>months)<span class="_ _b"> </span>or</div><div class="t m0 xf h6 y151 ff2 fs3 fc2 sc0 ls0 ws0">non-current.<span class="_ _c"> </span>The<span class="_ _7"> </span>amendments<span class="_ _c"> </span>clarify<span class="_ _7"> </span>what<span class="_ _c"> </span>is<span class="_ _7"> </span>meant<span class="_ _c"> </span>by<span class="_ _7"> </span>a<span class="_ _c"> </span>right<span class="_ _c"> </span>to<span class="_ _7"> </span>defer<span class="_ _c"> </span>settlement;<span class="_ _7"> </span>t<span class="_ _4"></span>hat<span class="_ _7"> </span>the<span class="_ _c"> </span>right<span class="_ _c"> </span>to</div><div class="t m0 xf h6 y152 ff2 fs3 fc2 sc0 ls0 ws0">defer<span class="_ _e"> </span>must<span class="_ _e"> </span>exi<span class="_ _4"></span>st<span class="_ _e"> </span>at<span class="_ _e"> </span>the<span class="_ _e"> </span>end<span class="_ _d"> </span>of<span class="_ _e"> </span>the<span class="_ _e"> </span>reporting<span class="_ _d"> </span>period;<span class="_ _e"> </span>this<span class="_ _d"> </span>classification<span class="_ _e"> </span>i<span class="_ _4"></span>s<span class="_ _e"> </span>not<span class="_ _e"> </span>affected<span class="_ _d"> </span>by<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y153 ff2 fs3 fc2 sc0 ls0 ws0">probability<span class="_ _7"> </span>that<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>entity<span class="_ _c"> </span>will<span class="_ _7"> </span>exercise<span class="_ _7"> </span>the<span class="_ _c"> </span>right<span class="_ _7"> </span>to<span class="_ _c"> </span>defer<span class="_ _7"> </span>repayment;<span class="_ _7"> </span>and<span class="_ _c"> </span>that<span class="_ _7"> </span>only<span class="_ _c"> </span>if<span class="_ _7"> </span>the<span class="_ _7"> </span>derivative</div><div class="t m0 xf h6 y154 ff2 fs3 fc2 sc0 ls0 ws0">embedded<span class="_ _8"> </span>i<span class="_ _4"></span>n<span class="_ _8"> </span>the<span class="_ _7"> </span>convertible<span class="_ _7"> </span>liability<span class="_ _7"> </span>is<span class="_ _8"> </span>itself<span class="_ _7"> </span>an<span class="_ _8"> </span>equity<span class="_ _7"> </span>inst<span class="_ _4"></span>rument<span class="_ _8"> </span>will<span class="_ _7"> </span>the<span class="_ _8"> </span>terms<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>liabilit<span class="_ _4"></span>y<span class="_ _8"> </span>not</div><div class="t m0 xf h6 y155 ff2 fs3 fc2 sc0 ls0 ws0">affect<span class="_ _7"> </span>its<span class="_ _8"> </span>classification.</div><div class="t m0 xf h6 y290 ff2 fs3 fc2 sc0 ls0 ws0">Valid<span class="_ _7"> </span>for<span class="_ _7"> </span>annual<span class="_ _7"> </span>reporting<span class="_ _7"> </span>periods<span class="_ _7"> </span>beginning<span class="_ _7"> </span>on<span class="_ _7"> </span>or<span class="_ _7"> </span>after<span class="_ _7"> </span>1<span class="_ _7"> </span>January<span class="_ _7"> </span>2023.<span class="_ _7"> </span>The<span class="_ _7"> </span>EU<span class="_ _7"> </span>has<span class="_ _7"> </span>approved<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y291 ff2 fs3 fc2 sc0 ls0 ws0">changes.</div><div class="t m0 xf h6 y292 ff2 fs3 fc2 sc0 ls0 ws0">The Company<span class="_ _16"> </span>does not<span class="_ _f"> </span>expect the<span class="_ _16"> </span>amendments to<span class="_ _16"> </span>have a<span class="_ _f"> </span>material<span class="_ _f"> </span>impact on<span class="_ _16"> </span>its financial</div><div class="t m0 xf h6 y293 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>upon<span class="_ _8"> </span>ini<span class="_ _4"></span>tial<span class="_ _8"> </span>adoption.</div><div class="t m0 xf h6 y294 ff2 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _3"> </span>to<span class="_ _3"> </span>IAS<span class="_ _3"> </span>7<span class="_ _12"> </span>&quot;Statement<span class="_ _3"> </span>of<span class="_ _3"> </span>Cash<span class="_ _3"> </span>Flows&quot;<span class="_ _12"> </span>-<span class="_ _3"> </span>the<span class="_ _3"> </span>amendments<span class="_ _3"> </span>aim<span class="_ _12"> </span>to<span class="_ _c"> </span>dis<span class="_ _4"></span>close<span class="_ _3"> </span>information</div><div class="t m0 xf h6 y295 ff2 fs3 fc2 sc0 ls0 ws0">about<span class="_ _15"> </span>suppliers&apos;<span class="_ _b"> </span>financing<span class="_ _15"> </span>mechanisms<span class="_ _15"> </span>that<span class="_ _15"> </span>enable<span class="_ _15"> </span>users<span class="_ _15"> </span>of<span class="_ _15"> </span>financial<span class="_ _15"> </span>statements<span class="_ _15"> </span>to<span class="_ _b"> </span>evaluate<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y296 ff2 fs3 fc2 sc0 ls0 ws0">effect<span class="_ _7"> </span>of<span class="_ _8"> </span>these<span class="_ _7"> </span>mechanisms<span class="_ _7"> </span>on<span class="_ _7"> </span>the<span class="_ _8"> </span>entity&apos;s<span class="_ _7"> </span>liabilities<span class="_ _7"> </span>and<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows<span class="_ _7"> </span>and<span class="_ _7"> </span>on<span class="_ _8"> </span>i<span class="_ _4"></span>ts<span class="_ _8"> </span>ex<span class="_ _4"></span>posure<span class="_ _8"> </span>to<span class="_ _7"> </span>liquidity</div><div class="t m0 xf h6 y297 ff2 fs3 fc2 sc0 ls0 ws0">risk.</div><div class="t m0 xf h6 y298 ff2 fs3 fc2 sc0 ls0 ws0">Valid<span class="_ _7"> </span>for<span class="_ _7"> </span>annual<span class="_ _7"> </span>reporting<span class="_ _7"> </span>periods<span class="_ _7"> </span>beginning<span class="_ _7"> </span>on<span class="_ _7"> </span>or<span class="_ _7"> </span>after<span class="_ _7"> </span>1<span class="_ _7"> </span>January<span class="_ _7"> </span>2024.<span class="_ _7"> </span>The<span class="_ _7"> </span>EU<span class="_ _7"> </span>has<span class="_ _7"> </span>approved<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y4d ff2 fs3 fc2 sc0 ls0 ws0">changes.</div><div class="t m0 xf h6 y299 ff2 fs3 fc2 sc0 ls0 ws0">The Company<span class="_ _16"> </span>does not<span class="_ _f"> </span>expect the<span class="_ _16"> </span>amendments to<span class="_ _16"> </span>have a<span class="_ _f"> </span>material<span class="_ _f"> </span>impact on<span class="_ _16"> </span>its financial</div><div class="t m0 xf h6 y29a ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>upon<span class="_ _8"> </span>ini<span class="_ _4"></span>tial<span class="_ _8"> </span>adoption.</div><div class="t m0 xf h6 y29b ff2 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _19"> </span>to<span class="_ _19"> </span>IAS<span class="_ _19"> </span>21,<span class="_ _19"> </span>&quot;Non-Convertibility,&quot;<span class="_ _19"> </span>are<span class="_ _19"> </span>intended<span class="_ _19"> </span>to clarify<span class="_ _1a"> </span>when<span class="_ _19"> </span>a currency<span class="_ _1a"> </span>is</div><div class="t m0 xf h6 y29c ff2 fs3 fc2 sc0 ls0 ws0">convertible<span class="_ _1c"> </span>and<span class="_ _1c"> </span>how<span class="_ _1f"> </span>t<span class="_ _4"></span>o<span class="_ _1f"> </span>determine<span class="_ _1c"> </span>the<span class="_ _1c"> </span>exchange<span class="_ _1c"> </span>rate<span class="_ _1c"> </span>for<span class="_ _1c"> </span>non-convertible<span class="_ _1f"> </span>currencies.<span class="_ _14"> </span>The</div><div class="t m0 xf h6 y29d ff2 fs3 fc2 sc0 ls0 ws0">amendments<span class="_ _b"> </span>state<span class="_ _b"> </span>that<span class="_ _b"> </span>a<span class="_ _12"> </span>currency<span class="_ _b"> </span>is<span class="_ _b"> </span>convertible<span class="_ _b"> </span>into<span class="_ _b"> </span>another<span class="_ _b"> </span>curr<span class="_ _0"></span>ency<span class="_ _b"> </span>when<span class="_ _b"> </span>an<span class="_ _b"> </span>entity<span class="_ _12"> </span>i<span class="_ _4"></span>s<span class="_ _b"> </span>able<span class="_ _b"> </span>to</div><div class="t m0 xf h6 y29e ff2 fs3 fc2 sc0 ls0 ws0">obtain<span class="_ _e"> </span>the<span class="_ _d"> </span>other<span class="_ _d"> </span>currency<span class="_ _e"> </span>wit<span class="_ _4"></span>hin<span class="_ _e"> </span>a<span class="_ _d"> </span>timeframe<span class="_ _d"> </span>that<span class="_ _e"> </span>includes<span class="_ _d"> </span>normal<span class="_ _d"> </span>administrative<span class="_ _d"> </span>delays<span class="_ _d"> </span>and</div><div class="t m0 xf h6 y29f ff2 fs3 fc2 sc0 ls0 ws0">through a<span class="_ _16"> </span>m<span class="_ _4"></span>arket or<span class="_ _16"> </span>ex<span class="_ _4"></span>change mec<span class="_ _0"></span>hanism in which<span class="_ _f"> </span>the excha<span class="_ _0"></span>nge transaction would<span class="_ _16"> </span>create</div><div class="t m0 xf h6 y2a0 ff2 fs3 fc2 sc0 ls0 ws0">enforceable<span class="_ _b"> </span>rights<span class="_ _12"> </span>and<span class="_ _12"> </span>obl<span class="_ _4"></span>igations.<span class="_ _12"> </span>An<span class="_ _b"> </span>entity<span class="_ _12"> </span>assesses<span class="_ _b"> </span>whether<span class="_ _12"> </span>a<span class="_ _b"> </span>curr<span class="_ _0"></span>ency<span class="_ _b"> </span>is<span class="_ _12"> </span>convertible<span class="_ _b"> </span>into<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y2a1 ff2 fs3 fc2 sc0 ls0 ws0">other<span class="_ _12"> </span>currency<span class="_ _b"> </span>at<span class="_ _12"> </span>the<span class="_ _12"> </span>m<span class="_ _4"></span>easurement<span class="_ _12"> </span>date<span class="_ _b"> </span>for<span class="_ _12"> </span>a<span class="_ _12"> </span>specified<span class="_ _b"> </span>purpose.<span class="_ _12"> </span>If<span class="_ _12"> </span>an<span class="_ _b"> </span>entity<span class="_ _12"> </span>is<span class="_ _12"> </span>able<span class="_ _b"> </span>to<span class="_ _12"> </span>obtain<span class="_ _12"> </span>no</div><div class="t m0 xf h6 y9e ff2 fs3 fc2 sc0 ls0 ws0">more<span class="_ _12"> </span>than<span class="_ _12"> </span>an<span class="_ _12"> </span>insignificant<span class="_ _12"> </span>amount<span class="_ _b"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>other<span class="_ _12"> </span>currency<span class="_ _12"> </span>at<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>measurement<span class="_ _12"> </span>date<span class="_ _12"> </span>for<span class="_ _12"> </span>a<span class="_ _12"> </span>specified</div><div class="t m0 xf h6 y2a2 ff2 fs3 fc2 sc0 ls0 ws0">purpose,<span class="_ _8"> </span>t<span class="_ _4"></span>hat<span class="_ _8"> </span>currency<span class="_ _7"> </span>is<span class="_ _8"> </span>not<span class="_ _7"> </span>convertible<span class="_ _7"> </span>into<span class="_ _8"> </span>the<span class="_ _7"> </span>other<span class="_ _8"> </span>currency.</div><div class="t m0 xf h6 y2a3 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>assessment<span class="_ _c"> </span>of<span class="_ _c"> </span>whether<span class="_ _7"> </span>a<span class="_ _c"> </span>currency<span class="_ _c"> </span>i<span class="_ _4"></span>s<span class="_ _7"> </span>converti<span class="_ _4"></span>ble<span class="_ _7"> </span>into<span class="_ _c"> </span>another<span class="_ _c"> </span>currency<span class="_ _c"> </span>depends<span class="_ _c"> </span>on<span class="_ _c"> </span>the<span class="_ _c"> </span>entity&apos;s</div><div class="t m0 xf h6 y2a4 ff2 fs3 fc2 sc0 ls0 ws0">ability<span class="_ _3"> </span>to<span class="_ _c"> </span>obt<span class="_ _4"></span>ain<span class="_ _c"> </span>that<span class="_ _12"> </span>other<span class="_ _c"> </span>currency,<span class="_ _3"> </span>not<span class="_ _3"> </span>on<span class="_ _3"> </span>i<span class="_ _4"></span>ts<span class="_ _c"> </span>intention<span class="_ _3"> </span>or<span class="_ _3"> </span>decision<span class="_ _3"> </span>to<span class="_ _3"> </span>do<span class="_ _3"> </span>so.<span class="_ _3"> </span>When<span class="_ _c"> </span>a<span class="_ _12"> </span>currency<span class="_ _c"> </span>is</div><div class="t m0 xf h6 y2a5 ff2 fs3 fc2 sc0 ls0 ws0">not<span class="_ _8"> </span>convert<span class="_ _4"></span>ible<span class="_ _8"> </span>at<span class="_ _7"> </span>the<span class="_ _8"> </span>m<span class="_ _4"></span>easurement<span class="_ _8"> </span>date,<span class="_ _7"> </span>the<span class="_ _7"> </span>entity<span class="_ _8"> </span>is<span class="_ _7"> </span>required<span class="_ _7"> </span>to<span class="_ _8"> </span>estimate<span class="_ _7"> </span>the<span class="_ _8"> </span>spot<span class="_ _7"> </span>exchange<span class="_ _8"> </span>rate<span class="_ _7"> </span>as</div><div class="t m0 xf h6 y2a6 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _15"> </span>rate<span class="_ _b"> </span>t<span class="_ _4"></span>hat<span class="_ _15"> </span>would<span class="_ _b"> </span>apply<span class="_ _15"> </span>to<span class="_ _15"> </span>an<span class="_ _15"> </span>orderly<span class="_ _15"> </span>exchange<span class="_ _b"> </span>transaction<span class="_ _15"> </span>at<span class="_ _15"> </span>the<span class="_ _15"> </span>measurement<span class="_ _15"> </span>date<span class="_ _b"> </span>between</div><div class="t m0 xf h6 y2a7 ff2 fs3 fc2 sc0 ls0 ws0">market<span class="_ _c"> </span>participants<span class="_ _c"> </span>under<span class="_ _3"> </span>prevailing<span class="_ _c"> </span>economic<span class="_ _3"> </span>conditions.<span class="_ _c"> </span>In<span class="_ _c"> </span>such<span class="_ _c"> </span>a<span class="_ _3"> </span>case,<span class="_ _c"> </span>the<span class="_ _c"> </span>entity<span class="_ _c"> </span>is<span class="_ _3"> </span>required<span class="_ _c"> </span>t<span class="_ _4"></span>o</div><div class="t m0 xf h6 y2a8 ff2 fs3 fc2 sc0 ls0 ws0">disclose<span class="_ _1d"> </span>information<span class="_ _1d"> </span>that<span class="_ _11"> </span>enables<span class="_ _1d"> </span>users<span class="_ _1d"> </span>of<span class="_ _1d"> </span>its<span class="_ _1d"> </span>financial<span class="_ _11"> </span>statements<span class="_ _1d"> </span>to<span class="_ _1d"> </span>evaluate<span class="_ _11"> </span>how<span class="_ _1d"> </span>the<span class="_ _1d"> </span>lack<span class="_ _1d"> </span>of</div><div class="t m0 xf h6 y2a9 ff2 fs3 fc2 sc0 ls0 ws0">convertibility<span class="_ _11"> </span>affects<span class="_ _11"> </span>or<span class="_ _e"> </span>might<span class="_ _11"> </span>affect<span class="_ _e"> </span>the<span class="_ _11"> </span>entity&apos;s<span class="_ _e"> </span>financial<span class="_ _11"> </span>results,<span class="_ _e"> </span>financial<span class="_ _11"> </span>position,<span class="_ _11"> </span>and<span class="_ _e"> </span>cash</div><div class="t m0 xf h6 y2aa ff2 fs3 fc2 sc0 ls0 ws0">flows.</div><div class="t m0 xf h6 y2ab ff2 fs3 fc2 sc0 ls0 ws0">Entities<span class="_ _e"> </span>are<span class="_ _d"> </span>required<span class="_ _e"> </span>t<span class="_ _4"></span>o<span class="_ _e"> </span>apply<span class="_ _d"> </span>the<span class="_ _d"> </span>amendments<span class="_ _e"> </span>for<span class="_ _d"> </span>reporting<span class="_ _e"> </span>periods<span class="_ _d"> </span>beginning<span class="_ _e"> </span>on<span class="_ _d"> </span>or<span class="_ _d"> </span>after<span class="_ _d"> </span>1</div><div class="t m0 xf h6 y2ac ff2 fs3 fc2 sc0 ls0 ws0">January<span class="_ _1f"> </span>2025,<span class="_ _1f"> </span>with<span class="_ _1c"> </span>earlier<span class="_ _1f"> </span>appli<span class="_ _4"></span>cation<span class="_ _1f"> </span>permitted.<span class="_ _1f"> </span>Enti<span class="_ _4"></span>ties<span class="_ _1f"> </span>are<span class="_ _1f"> </span>not<span class="_ _1c"> </span>permitted<span class="_ _1f"> </span>to<span class="_ _1c"> </span>apply<span class="_ _1f"> </span>the</div><div class="t m0 xf h6 y2ad ff2 fs3 fc2 sc0 ls0 ws0">amendments<span class="_ _12"> </span>retrospectively.<span class="_ _12"> </span>Instead,<span class="_ _12"> </span>entit<span class="_ _4"></span>ies<span class="_ _3"> </span>are<span class="_ _b"> </span>r<span class="_ _0"></span>equired<span class="_ _12"> </span>to<span class="_ _12"> </span>apply<span class="_ _12"> </span>certain<span class="_ _12"> </span>transitional<span class="_ _12"> </span>provisions</div><div class="t m0 xf h6 y2ae ff2 fs3 fc2 sc0 ls0 ws0">included<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>amendments.</div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe3ceZelZH3b+9zzvvbeW3ht1S2rtC5KQWIRlgliMEBFggz2AbRwGJ7bx2BPbOcSOZzjx4D8miXOSmcxxnBnP2HiWczgemyFDcDzeMiY22AbLgINAAu1CjUBSo5Z679rufd/nN3/cqlYLxBIgExw+n7+KolRV59bb59zveZZf6+fjULL1rc0i+oXR9IXXdW946c7X3rh3sY2yDHHWOJQv9uChfPtvnf7NW+vBo+NuYVidTX/5TzZe8z8dP7BrYZxt1K0eOz3+P99/eufiZDQ/qLLZNu2hI/mBu1s3WThyeojoa5YTJ+NDD00fOjrdGEallV17Rv/0bef83E/tKIvdnad/7hXf9yvbtm/fuXvP7SvX3X+of9pf5uieF/zpgye/eMfX2nT2P//5qVe+9nULC0+Zx/LcF7zkk+3F2yblN37jN+af2X/g4o+uXn/bw8fvfODO2z/14Ttv/8Rdd9z+z3/hv73//vv9uwAA+NqUL/+Gki9XJsPwmT/6trW14z/yM2sLi91kslDG9S/vOfzGb9/+D9+0O0tE1NEQtx0595NHzlkcLY7GOR6NR6NxqbWr3aiUritd13VdnU9hL9GizUobIofNGMgh2qxE1sgu+n/6nttbW3vPf3VFK12rw32HFg4dW3rvB+76H3/svKGsL8z64av4tbOUSc7+7O7Yv2/pmef0Q4kSGVEj2l/cM7rn+PZxlCiTC/acvuHy2a7RRoso3bh2XYmFrJPouiylllpyPua91Nb/7p8/9tG7+1m/NpsNrbXWWma2zMxsGfMPhoiaLbPMsm6s57RlN8rt41HNjBj6WrKv67Osk7bUoq9tfvS9ZAyli9bWZnXUtUmNIdrpaXdqOrShLWV98U3bfvqHF/fsGj104rrdV//jq5/13CdLY23t4MGDl1xyybZtTzP75b777t+zZ/e+ffvO/mTf9/fdd9+BAwd27979BV/fWrvnnnv37t1z3nnnnfniRx555Mw/pIwSkZdccol/GgAAX0uZlGJb19fuU3f8uwPjU7feNrTIiMxS73ro+FX7u7e/cV9kKxmtDtOy+MDj22qZ3ybctYgW2UVsrYiUsyqxRNR5JJSoJWpGjRhKlCity+n7PnXsY/c99u63P38oJSJLqzHUSU5fcO35t967+h1XbQxlMt8K9eXVaLNarjhv4c/uWrniGZOuZIuoMT26vvCZI7XWjFJL6Q+d3Pa+T/YvuCwu3rNeWmaMorbIvrWMWjPKPDoicyizm2/Yd9eDnz3Wl4gv2Uc1S2QXmePI8eJmekQMGRkRXYssbdskWuRQc+tSrmgRJVuUWB61rGVjaKfX2jQ2RiXO3bPrJ//26OYbdq+W9qkTP/qy1/zsZPKU0YpLS0vXXnvtl/p9rrrqmV/8ydFo9KX+k1rrtdc+6wu+WIoAAHwD2db1tXv84Y9m1E/d2Upki+4zj53YWD39z374/KVucytRl/Xg8eXTQzcfBhJPmVvy5A28mVFKya136/MLsjbHx8/HnWQ+8ET/v/3ubT/zusufd2mU6LaCJrN0l+1buvfRGNpSxFe1AlYyWpQ9u3NjY/bBu6bTXCzR1oalW+8ZprlUos/Nb95Ot+7PHtj10YN7p5lR1jL7jL5EX7MvrS+tr60vrS9DbJvMXnz99ih9RI3yH2Qhblbi5Npw/HQ/zTIqo+971bm/+ss7XnbD7vtPX7J67v99y+t/7gvKBACAv3KsnHwdNg62HcNDD9WI/sTJcujoqV/8oUuvOnfUIqO2iKiZ9x9ezsgnLwPe6pJ48gaufDJX5p8p0c3XP0qdzzc5tTb8d+/6yxc/a+dPfNf+yCFiyDJfYGmtdCX6S87f/7FPH/r2K1qUEjn6guWLGpnzUxzza4FL1ohah/17xw8cGh9dOX7x/uWHj0yPrizVOsvcPII/RO1al2W47/DCqdXFF11Vty9Oy5Al+9aNo7Sa0SIzs0SNaqVJ1AAAIABJREFUiL92ze4P3nHs6JH5hVrfgD7J0kW2EpmRa32urc/Wc1zK5Npn1rf+6LlXXbG20Y/vWPmJl3/X33EAHQBAnHyrW6qfGbI7+MjxE9Pu4cMn3/a689/w7V1rOW+PjLjv2K5HVhYno26eBWdv4Trrf8X8Xt6IMzNFIjK2pi/mtI3/+b/6i4vPHf/Kf3lliVlktFK7HLKNp7NaopUSky42hmccPrl+zq6VUqaldU99lx9RprV1bT6iJLrIiGiLC+PIPHJyfPxk5GhU6hBRStR5W2S0jDL/jz93es9jt61fc6BefWG/ZzSuJYfShiilZERmDBkx7mavuGHfe9/3aM06xPANeDRz1qKut7YyjY0+MiaXn1d+6G/suOnGxVkZPnXkzdfd+FOvvOAizyEAgDghdi4cOn06j6/mI0dO/8DL9vzkLUuzmHTRl8xZDvc+/oyPfHp7LLQS3dbdU+WswfARpWwtm8zT5awFhxIZpUQrEb/2O7etrKy+6+evWVgYlZhFREZmlk8/PlldH5XSImqJ7Ovozsd27DlZrtjXb19cqdmVrH0tJVvX6mNDfuq+fPnWYYpSZq1tO3bseJSFKDnUoUSUzT1+eeaerDNtM2qzWauf/NzyXQ+1A+fOrj4vDpxTSrTassTQYhRlyFZfcPni+/eUI0eGrcPwm/NQtj4o81/9TJI99YMzu8FaZmaUtaGdXh82hlLaeO/ujb/5/ftfe/Okm8RffHzH2uOX7d/1yF33//xdnkL4lnHetS9a2LHH6wB8k9ux/+Jt51zwtbwpX1xe2rXPCyhOvnbbRseeODZ75MT0r12+9PYf2BXDYu2mEaVEueeJ+sd3LI+Xy6SVFsMouyff6WctWUpunvfJzLL14XwVIiL7mjVbZP/bH/z0h+86+K6/f/2upeyjL9kiokbNbBtDzmqWjPlE+JJZIo+uTI6s5P7F8/btPrZjcZrZP/RE/Oldq3c/Orz1ldsjunkE1Mj7D0+PrNbMIaKULDVqyZpRIuYrIrVkbU/e51szWka2Wh58rDx4KCZltnfnxo6FyVrbeO31EVlaiVraTc/b+573H56fY//3fDk37+bK0oaMlbVhfVaGkuNJvu6V237w9Rfu3HHsgc8Of/Tuk+fFwxF3nfT8wbeYB/7kX3oRgP+EXfnyv3HLz/2610GcfO1mbcc/+bWj+7cPv/hjB7blqO/6UWstulbao0/s7MtsFBHxlOMQTztDPbZOnpxZa+gyapYP3Xn4//qTT/z3P3LlDQfmayxnlhpmXRvv27F+cnX7cNZh+ogWGZmLh1amj6wsr63v+OU/uGdjffpP3nzBT37XauZ4szsyHnxi8rF71yNGW4M+8qm/zHwRZ3N/2hcud7SaLVeinHpiNMzaPY+s3HD50oEdC1k3ooyuv2b/H9762Im1GlFK5Oaesvk2sa0zNWfXyJNZEpEZ0+hW1tr6bDZE5OLS624avfn1O/fvLU/0kzs3fuGl//nfeumPLHjwgP+ftaFfeeIRrwPwH/ZN+eKyF0GcfF3e8d7J+z+y8q6fufL87a1FX7NljLJGRn34sRzqRrTFeLoxMltvxuf3bW2dUcksufmOvbaY5eie+x9+2xsue+MNy9Ou1owu+/nSQsRQhsm2hVn5gnPnWTMiotWsLUfvfP99ZVh/99suvHhXzWFnlxklW4uPHWx3P9xmbRIx2xp0M/+2rWSNVqOLnEdLq1tbzcqZOMnIjKxDba3LWL9437bf/MDR//r1e0uWLGVxNH321ed86PajkV/hWHzOx01GzldL+panN4aTs/VWuoW6ePN3LL7lDcsHzh2t5tInjr/+BTf/vWv32M4B/MdRu9GOc90bDiBOvon93u//3q/++r/7Z3/r8m+7sO9LV1qJ6KK0GsPR05PHTsVouZSWX+J9+ebR980Fk633/fPj5/Pj8aNoP/66Fz7++McOPjG7bN+olRbz0ymZEeNhdOL06s6MevaM84w2/8a1xb+945GDDx/7zbdfevn2pVlZiYihxGw2+fP7+seOjCJrl22I+uQZ/DL/sVmylCiZWaKV+WVhkS1KZLbYXKLJyFbmZ0m6cR3uOHj66Mndu3cuRAyR8e3Xbr/1thOtfIUz8XXzN6/rUVbW2+q0bzEaR9z0wt1v+r7R5Rd06zH6xJH/7Lkv/plXHbjQ8wYAIE54evfee+8P/80f/tGb9r3+BfPBgmc2a7UW3Scf6frIUatDmbY2yidv43pqouRWpERprUVEm7/hj/k49RgipnFZXXo4Yog4s3crSrbVHB06sv3sb3X2j/jk59d+76MP/8Kbz3/uuUPfpiW7ofZr06UP39MfObWcMfsKaxqbI1e2fmIpZ/+A/CKX7N35zg8e+9nXPmN+G9glz1i69IJ68NGvECcZMRvKqY1hOp0NJUa1vvzGbd/3+snlF9bMye1HX3XVt/29V998hYcNAECc8OXceuutL7lm589+77YsQx+lzm/9jTLEpMvpxx+cliglM7KUzBpn3xb8dO/SN3d29fN9XrVlZIkyZOR5z9h5fP2iab8+rkONHCLa0GZ9Pb0e/dBlDBGb1/1GdCVnkfXxEyv/+/seeOOL9/7AC5ey1ShDydpPFz5y73B8Zblk/6WCpMTWjVotS4nIIaOVUiJrzdoyYj7XpLXIUvLJA++L4+Gjd62svmrvtlFkaRH1xuftPfjI4S9IoBKtldKiRuRs6FfWc33W57AwXuxe/bLFN3zPtov3dy0X7z7ykoue83df+Ypne8wAAMQJX9lb3vKWS85ZWPvsO5bicMnsu/nerDx1Kv/wznbkeJ0sn+mObO1pdneddX1uycyWWevmqsnmsMTNTVZt1ncn+u21ZI02a5mZbeijtYzNoYoty1BGJfuI+uDnT//a+x684Zn1H33/zixRskWWaO3DByenVidbZ903rzN+uj7ZmrCy1RO5tdsrWts8IZObrdXmv0xrdah7t3e/c9vqG2/c1mUXUZ5zxTn/z8KhUxtP/ogzp/Y3ZtOV9X69Hw3dsGd58t2vXv7uVy+fs6MNZXLXkZccuPbvvuIVz/WAAQCIE/49vOJ73ry2+vpP/9Z37ll7bHW29IlPr3/orundhza6XNq7bRhna621eZmc9UZ+HgBnBi3O78RqmTWiRYvMsjUaJCIjWkabT0ovOUS0unVxVovMrW+SkaM2nO7jt//ikQ988qHvf+Gef/iG/Tlu46G16DLqHYdGJ05N8ssORtw66J4RLUotMR+veOZoTIsnN49lZrTNOsrImNbhnMWFP/7Lw99747NqWcsYLXfTKy7dffu9J+ZrQBGltTi1UU6vT2c5lOzO29O+81XnfM8rF3cvra6UpTuOvuyy5/2dV9z8LM8VAIA44WuxtLx8aPkV+89/52/9y/X3/tGJhfH28aQro3ZyPbdtm08hbJlDtj5yFK2PLNFKZCktImrWEpvzSea5MUTLbEPJFtGitPk4wq31lCiR82EjOY+WyJKlZmb29x9a+V//3/tKDL/0Yxe85tptGS2G6EvXxezREzs+e6TLcta5mDj79uGnBErk0Gqpm+fgI5/8/OZgxDh7h1rbXEWJLDWnh4/m5w6vXLGv62vU1l1xYHLHvdmirvfDysZ0bdoPbdINo+dcvfiaV237jheVxehOZ/nYiZ94zgt/yKB3AADEydfryut/cOOz73rNd47+4E+PzWI6bsslSj+0k+ttshjRnhyU3s76eGvfVuaZTVwxP8sRNc58Qcts84GJOS+LUs5c8nWmMvoc/ZuPHXrPh+6/5bk7fuFNF+zd1mUM87mMNfLEbPHOQ9liIWJ6ZhT9l5bzrWJ59peVctaIkjgz8X3+8Zl1oYi4cNfSH3zixE/fsnvcorbR9u3jk+vDyY22MbTSum2Lk5e+eOlVr4xrLlyupT88Pe+e9e9+/ot//NX79nuKAAAQJ98Al13+zPffdst1z/g3b/iune/5/VnLPqNm5MpGv2M6WxrXaC3bfI/Xk2ot2SJqrdlyPjixtMhWNi/Kai3bF00wnK+WbJ4MiVYycqP17/y3B2+989B/870XvOVliyW7yL5k18qwEZOjx+v9n5+sTxdKmX35gSNx1rzFyJyfhNkcxZKZLTJbZratlZN5mGQOGUPGENmilD1L/a13HP+pW84f50pGOX93d+VF22+79+Sznjl55cu2v+RF3c5xDt3k4LErN5bfdONNb3z24qLnBwAAcfKNdM2L3r525we/93tO/+Xt+bnDG62NSikt24nTqwuT8Wgco7OyZHO1oZX5oMSMM3d5DVGGzCiRbT5EJObXZ7XMYTNHtu74zYjS+iHGv/L799390GPveOuFL7t8uWtD3w1lfixlWProPQuno0R2JYbMr7hmciZUMobMrmWWUsvT/f+5GSptaJEtY2hZsg1ZNmb9g4+sntzod49Llv7A3vr2N51/Ivc+48rVofSr/Y5PHr35/Kt+8EU3vcAzAwDA06pegq/TgQsuPBg/u1hHf/8nlncvjjfnKracZndkZbYyba09Zenk7M1dZz7VzpyZz5bR5gXQNk+oR2wuYWxuD2sZfWnvvfWz93zm8P/x1otefvmo1rVWs+TWX3O8HgsxPPVgyZe+y3grS876UZEt2xfOM5n/8nFm1EkrbYjZdHh8LR8+uvboifWW+eBnj2bpIiKzy8htO9p9x5993/QfnHfjh275/n9x3XOVCQAAX5KVk2+Am1/1lvf91oPX7/+Nn//pnf/Dr62dWquZ09bG/dCOnV5rNc4Zj8dtiGHautJabW2ehTmqsTXZsJVoNeen3jMia7aSQ4tWos3nn2TZOojS2towWls5/Us/ftmNF836yMguYqgxv2QrMkfjmjXLV/frz8/fj54SKjFEbK7rREZGGUp2rW9RIkvfZitr09Pr09OrudEP2fc795YXX7fjgs9sPH4qM/ss8zvE8sETL735b/+qJwQAgK/GmVMEfL3+8L1ve/6ef/Xg4fyld8TR4+PF8TCZLI4XFyaTheWFbu+uHdu3Ly2Mu/F4PB6PulpLKaMapcy7Y4jouyzdPARKm8dJRHYx1CiltojNhZehRUQ/ibJn21qNNstRl31mRpT5RJU+h4ePLPVD16I/s+gxDEMbYtiSmX3fbx4giSjRZSlRaonRVtSUmK+BRLYsfdaNjeHUbLayMd1YL9NsbdYfOHfj+ud1z3/26NKLYqEvKzE69NAzLuz7nI+0j/7u3f/Fq37grZ4NAAC+cpnMJ/GJk2+IzPzDf/0Pbtj97sMr+e7fOXHbx/bVpX5pYbQwWhpNFiaTun1pce/O5e3Li+NRrbWUrutq1CiRWaOPHLqMWrKU+SrKVpyU1pUSpZVowzBsno2P1mcZYsjWxdDa5lar0lpmxJDZotU2DNl9mTgZ+r7N46REyS6jRC1nFtMyImPU52x12q+sd6sb02lmZDeK9UsvHD3ruv7Z1y6ed04/yo1ZWXr46FWnRrdc+ZzvvvSyK48eeWL+RE0WFnbs2OnBAABAnPzH8b7f/cXnbftfalv++EMn//Vv73jixLgujhdG3cJkYTyejMfjHYvdjh1Ly4vjSW21Rrd5TW+rbehKKTUzhxpZs5/v+eqiRc0arYvWWpx99qM/M669zcfMx/ycyJD1C86KbDorTlpr2Q+tZJtf/5VdlMhSW6mzrGsbw9q0rUxb37qhRETbvlSuvbxdfe36s67YsW15ZdLakONPH3/u6uIrr3nuay686BJ/egAAxMk3nds//uHTn/1HV+y4f1ZmH7ktPvCh7SdXt00WJqPReL6nazwZjbu2bWG0bWFhcRJdyRrZZSsRpbSIoWSOopVoJaJGKzVqGWpkG55yNn2IEqV8lXEyXzmZf3B2nGTG0LrVfliftumsrU376VCzq1milrz4vNHVV3TPuqa/9OLadRvRlldaeej4i8uuW57z/L9+zjn7/LkBABAn39Raax/843ftnb5j//Lj61E+cef4to8vHHpiaTKedKPxeBy1q1nqOKPWXFjolsaxfVIWuq5EqzHUyFHJyFZqdKWVUmq0GsPQhjafy94iM4fNGSXRorTWMurQSmTMF1i2rtyKHFprQxuGIXMYchj62dCvrefK2mxlY2N1YzqblRY16zjKqHZ53r5y5RWTK6+YXn7paPe2vos6K/HY6QOHpzftPf+m5zz/pYtGlAAAIE7+allbXb31/b9+oL5z78LhNorPPz6664HRAw/uPn56R61lVFopkyyzKC2zdjkrmQvjbjKqy5NhcVwnXZ10dVxyVPou+xLZ5+bok/lcxBajeZyUrPOrf4dsEdm3rSMoWYchNmbD+nS6sb5xum8b67PV1en6rO/bNFvJHLVWJkv9ZRd1l14yueySuPSSyY7lKN1KZq722x86/sJh8UWXX/2KK6682h8UAABx8lfbdDr9yJ//bjv6nmt2fzzKtNV65MTooc8tfebhvQ8fLv2slOwy+4jSspXsS+tbKaX1XbSauTAqo1FMRmVUo7SsXa1lfkwlW5T53cOtlDa0fih9X4Y2TIeWLfthmPatn+WszZdcWp85DNH6YWkynLuvXnhBXHxhXnRR7N83qlEia9bpqemOR089bzp+wf6LXnTts79tPB77CwIAIE7+U/Poow/f/fHfG6//8aW7PzXupjX6lt0Tx0aff3z58BOTo0fHR0/0q6da9uO+6yNqyag5jRhKlIiWrc/WRWZ7ct775tTFLFlKaRnRas1uyIwy3/jVsqzv3NHt2ZN79vR79+a+vW3/vty1c1Rbycihxizq509cdnJ2/XjHdRde9sLLr7yqVqM5AQAQJ98aTp06+alPfOjU4Q/uHd923vZHJuX0fLRIRrfRd8dOzk4c61ZOdadO1lNrMV2v62vj9bV+Nus3ptFaiyjzrx+NczzuSi1dF6WU8bgsToYd2+q2xY2du9vO3WXXrrp9Z53UoeQQZSg5GspkfRg/furCU/3Vddt1+w9cf8VVz15aWvJHAQBAnHyrO3nyxAP33XH0sbuHtXu2lc/tWX5479ITkZNSNkr0mV200dBNs0bJrmtZNieQRERkzYwWUWobRyklSrS+lFmUaDlpUfuIo6fPP7lxwUZcWpcv2bn3snPPu/yiiy+zNgIAgDjhKzt16uQjnzt48sTnV04emq0fyXZi1J8Yx8koa6O6/uSWrog2LGYutRhn6VrkUBdb3dmNzx9Ndu3cc+E5+y++4MKLu67zkgIAIE4AAAC+2jixvQcAAPimIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJ14CAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADixEsAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECoGwv2AAAOWUlEQVScAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECceAkAAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAABxAgAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAIE4AAADECQAAgDgBAADECQAAgDgBAADECQD8f+3XIQEAAACAoP+vvWGACTYBwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAADmBAAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAwJwAAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAACYEwAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAHMCAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAABgTgAAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMwJAACAOQEAAMyJBAAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAgDkBAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAAAwJwAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAOYEAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAADAnAAAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAJgTAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAcwIAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAGBOAAAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzAkAAIA5AQAAzIkEAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAACAOQEAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAADAnAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAA5gQAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAMCcAAAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAmBMAAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAABzAgAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAYE4AAADMCQAAgDkBAADMCQAAgDkBAADMCQAAgDkBAADMCQAAAAAAwF7cCRgbzr9H2QAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">27</div><div class="t m0 xf h6 y2af ff2 fs3 fc2 sc0 ls0 ws0">The Company<span class="_ _16"> </span>does not<span class="_ _f"> </span>expect the<span class="_ _16"> </span>amendments to<span class="_ _16"> </span>have a<span class="_ _f"> </span>material<span class="_ _f"> </span>impact on<span class="_ _16"> </span>its financial</div><div class="t m0 xf h6 y2b0 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>upon<span class="_ _8"> </span>ini<span class="_ _4"></span>tial<span class="_ _8"> </span>application.</div><div class="t m0 xf h6 y2b1 ff2 fs3 fc2 sc0 ls0 ws0">Amendments<span class="_ _7"> </span>to<span class="_ _c"> </span>IFRS<span class="_ _7"> </span>7<span class="_ _c"> </span>Financial<span class="_ _7"> </span>Instruments<span class="_ _c"> </span>–<span class="_ _7"> </span>Disclosures<span class="_ _c"> </span>(Supplier<span class="_ _7"> </span>Financing<span class="_ _c"> </span>Arrangements)<span class="_ _7"> </span>–</div><div class="t m0 xf h6 y2b2 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _3"> </span>amendments<span class="_ _12"> </span>are<span class="_ _3"> </span>intended<span class="_ _12"> </span>to<span class="_ _3"> </span>draw<span class="_ _3"> </span>attention<span class="_ _12"> </span>to<span class="_ _3"> </span>other<span class="_ _3"> </span>factors<span class="_ _12"> </span>that<span class="_ _3"> </span>an<span class="_ _12"> </span>entity<span class="_ _3"> </span>may<span class="_ _3"> </span>consider<span class="_ _12"> </span>when</div><div class="t m0 xf h6 y2b3 ff2 fs3 fc2 sc0 ls0 ws0">making<span class="_ _8"> </span>di<span class="_ _4"></span>sclosures,<span class="_ _7"> </span>which<span class="_ _8"> </span>include,<span class="_ _8"> </span>but<span class="_ _7"> </span>are<span class="_ _7"> </span>not<span class="_ _8"> </span>lim<span class="_ _4"></span>ited<span class="_ _8"> </span>to,<span class="_ _7"> </span>whether<span class="_ _8"> </span>the<span class="_ _7"> </span>entity:</div><div class="t m0 x10 h6 y2b4 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _7"> </span>committed<span class="_ _7"> </span>sources<span class="_ _7"> </span>of<span class="_ _7"> </span>financing<span class="_ _7"> </span>(e.g.<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>form<span class="_ _7"> </span>of<span class="_ _7"> </span>corporate<span class="_ _7"> </span>bonds)<span class="_ _7"> </span>or<span class="_ _7"> </span>other<span class="_ _7"> </span>financing</span></div><div class="t m0 x2b h6 y2b5 ff2 fs3 fc2 sc0 ls0 ws0">means<span class="_ _7"> </span>(e.g.<span class="_ _8"> </span>available<span class="_ _7"> </span>credit<span class="_ _8"> </span>l<span class="_ _4"></span>ines)<span class="_ _8"> </span>that<span class="_ _7"> </span>it<span class="_ _7"> </span>can<span class="_ _8"> </span>use<span class="_ _7"> </span>to<span class="_ _8"> </span>meet<span class="_ _7"> </span>liquidity<span class="_ _8"> </span>needs;</div><div class="t m0 x10 h6 y2b6 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">holds<span class="_ _7"> </span>deposits<span class="_ _8"> </span>with<span class="_ _7"> </span>central<span class="_ _8"> </span>banks<span class="_ _7"> </span>to<span class="_ _8"> </span>meet<span class="_ _7"> </span>liquidity<span class="_ _7"> </span>needs;</span></div><div class="t m0 x10 h6 y2b7 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _8"> </span>well-diversified<span class="_ _7"> </span>sources<span class="_ _7"> </span>of<span class="_ _8"> </span>funding;</span></div><div class="t m0 x10 h6 y2b8 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">is<span class="_ _15"> </span>exposed<span class="_ _15"> </span>t<span class="_ _4"></span>o<span class="_ _15"> </span>significant<span class="_ _15"> </span>concent<span class="_ _4"></span>rations<span class="_ _15"> </span>of<span class="_ _15"> </span>li<span class="_ _4"></span>quidity<span class="_ _15"> </span>risk<span class="_ _1d"> </span>related<span class="_ _15"> </span>to<span class="_ _15"> </span>it<span class="_ _4"></span>s<span class="_ _15"> </span>assets<span class="_ _15"> </span>or<span class="_ _1d"> </span>funding</span></div><div class="t m0 x2b h6 y2b9 ff2 fs3 fc2 sc0 ls0 ws0">sources;</div><div class="t m0 x10 h6 y2ba ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _8"> </span>int<span class="_ _4"></span>ernal<span class="_ _8"> </span>control<span class="_ _7"> </span>processes<span class="_ _7"> </span>and<span class="_ _8"> </span>contingency<span class="_ _7"> </span>plans<span class="_ _8"> </span>for<span class="_ _7"> </span>managing<span class="_ _8"> </span>l<span class="_ _4"></span>iquidity<span class="_ _8"> </span>risk;</span></div><div class="t m0 x10 h6 y2bb ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _c"> </span>instruments<span class="_ _c"> </span>that<span class="_ _7"> </span>contain<span class="_ _c"> </span>contingent<span class="_ _c"> </span>accelerated<span class="_ _c"> </span>repayment<span class="_ _c"> </span>provisions<span class="_ _c"> </span>(e.g.<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _c"> </span>event</span></div><div class="t m0 x2b h6 y2bc ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _8"> </span>a<span class="_ _7"> </span>deterioration<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>entity&apos;s<span class="_ _8"> </span>credit<span class="_ _7"> </span>rating);</div><div class="t m0 x10 h6 y2bd ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _c"> </span>instruments<span class="_ _c"> </span>that<span class="_ _c"> </span>could<span class="_ _c"> </span>require<span class="_ _c"> </span>the<span class="_ _c"> </span>posting<span class="_ _c"> </span>of<span class="_ _c"> </span>collateral<span class="_ _c"> </span>(e.g.<span class="_ _c"> </span>margin<span class="_ _c"> </span>calls<span class="_ _c"> </span>in<span class="_ _c"> </span>the<span class="_ _c"> </span>case<span class="_ _c"> </span>of</span></div><div class="t m0 x2b h6 y2be ff2 fs3 fc2 sc0 ls0 ws0">derivatives);</div><div class="t m0 x10 h6 y2bf ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _1d"> </span>inst<span class="_ _4"></span>ruments<span class="_ _1d"> </span>with<span class="_ _1d"> </span>an<span class="_ _11"> </span>option<span class="_ _1d"> </span>to<span class="_ _1d"> </span>sett<span class="_ _4"></span>le<span class="_ _1d"> </span>the<span class="_ _11"> </span>financial<span class="_ _1d"> </span>obligation<span class="_ _11"> </span>by<span class="_ _1d"> </span>delivering<span class="_ _11"> </span>cash<span class="_ _11"> </span>(or</span></div><div class="t m0 x2b h6 y2c0 ff2 fs3 fc2 sc0 ls0 ws0">another<span class="_ _8"> </span>financia<span class="_ _4"></span>l<span class="_ _8"> </span>asset)<span class="_ _7"> </span>or<span class="_ _7"> </span>by<span class="_ _8"> </span>delivering<span class="_ _7"> </span>its<span class="_ _8"> </span>own<span class="_ _7"> </span>shares;</div><div class="t m0 x10 h6 y2c1 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff2">has<span class="_ _3"> </span>instruments<span class="_ _12"> </span>that<span class="_ _3"> </span>provide<span class="_ _12"> </span>for<span class="_ _12"> </span>settlement<span class="_ _3"> </span>by<span class="_ _3"> </span>way<span class="_ _12"> </span>of<span class="_ _3"> </span>set-off<span class="_ _12"> </span>or<span class="_ _3"> </span>has<span class="_ _12"> </span>used<span class="_ _3"> </span>or<span class="_ _12"> </span>has<span class="_ _3"> </span>access<span class="_ _12"> </span>to</span></div><div class="t m0 x2b h6 y25d ff2 fs3 fc2 sc0 ls0 ws0">facilities unde<span class="_ _0"></span>r<span class="_ _16"> </span>supplier f<span class="_ _0"></span>inancing<span class="_ _f"> </span>arrangements<span class="_ _f"> </span>that<span class="_ _16"> </span>provide the<span class="_ _16"> </span>entity<span class="_ _16"> </span>with deferred</div><div class="t m0 x2b h6 y2c2 ff2 fs3 fc2 sc0 ls0 ws0">payment<span class="_ _7"> </span>terms<span class="_ _8"> </span>or<span class="_ _7"> </span>the<span class="_ _8"> </span>entity&apos;s<span class="_ _7"> </span>suppliers<span class="_ _7"> </span>with<span class="_ _8"> </span>early<span class="_ _8"> </span>payment<span class="_ _7"> </span>terms.</div><div class="t m0 xf h6 y2c3 ff2 fs3 fc2 sc0 ls0 ws0">Valid<span class="_ _7"> </span>for<span class="_ _7"> </span>annual<span class="_ _7"> </span>reporting<span class="_ _7"> </span>periods<span class="_ _7"> </span>beginning<span class="_ _7"> </span>on<span class="_ _7"> </span>or<span class="_ _7"> </span>after<span class="_ _7"> </span>1<span class="_ _7"> </span>January<span class="_ _7"> </span>2024.<span class="_ _7"> </span>The<span class="_ _7"> </span>EU<span class="_ _7"> </span>has<span class="_ _7"> </span>approved<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y2c4 ff2 fs3 fc2 sc0 ls0 ws0">changes.</div><div class="t m0 xf h6 y2c5 ff2 fs3 fc2 sc0 ls0 ws0">The Company<span class="_ _16"> </span>does not<span class="_ _f"> </span>expect the<span class="_ _16"> </span>amendments to<span class="_ _16"> </span>have a<span class="_ _f"> </span>material<span class="_ _f"> </span>impact on<span class="_ _16"> </span>its financial</div><div class="t m0 xf h6 y2c6 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>upon<span class="_ _8"> </span>ini<span class="_ _4"></span>tial<span class="_ _8"> </span>adoption.</div><div class="t m0 xf h6 y2c7 ff2 fs3 fc2 sc0 ls0 ws0">Other<span class="_ _8"> </span>change<span class="_ _4"></span>s</div><div class="t m0 xf h6 y2c8 ff2 fs3 fc2 sc0 ls0 ws0">Other<span class="_ _8"> </span>new<span class="_ _7"> </span>standards,<span class="_ _7"> </span>amendments<span class="_ _7"> </span>to<span class="_ _7"> </span>standards<span class="_ _8"> </span>and<span class="_ _7"> </span>interpretations<span class="_ _7"> </span>that<span class="_ _7"> </span>are<span class="_ _8"> </span>not<span class="_ _7"> </span>yet<span class="_ _7"> </span>effective<span class="_ _7"> </span>are<span class="_ _8"> </span>not</div><div class="t m0 xf h6 y2c9 ff2 fs3 fc2 sc0 ls0 ws0">expected<span class="_ _8"> </span>to<span class="_ _7"> </span>have<span class="_ _7"> </span>a<span class="_ _8"> </span>si<span class="_ _4"></span>gnificant<span class="_ _8"> </span>impact<span class="_ _7"> </span>on<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>Company&apos;s<span class="_ _7"> </span>financial<span class="_ _8"> </span>statements.</div><div class="t m0 xf h9 yc0 ff4 fs3 fc2 sc0 ls0 ws0">Changes<span class="_ _8"> </span>in<span class="_ _7"> </span>standards</div><div class="t m0 xf h9 y2ca ff4 fs3 fc2 sc0 ls0 ws0">New<span class="_ _1d"> </span>standards<span class="_ _1d"> </span>or<span class="_ _1d"> </span>i<span class="_ _4"></span>nterpretations<span class="_ _1d"> </span>effective<span class="_ _1d"> </span>f<span class="_ _4"></span>or<span class="_ _1d"> </span>annual<span class="_ _1d"> </span>reporting<span class="_ _1d"> </span>periods<span class="_ _1d"> </span>beginni<span class="_ _4"></span>ng<span class="_ _1d"> </span>on<span class="_ _1d"> </span>or<span class="_ _1d"> </span>after</div><div class="t m0 xf h9 y2cb ff4 fs3 fc2 sc0 ls0 ws0">January<span class="_ _8"> </span>1,<span class="_ _7"> </span>2024.</div><div class="t m0 xf h6 y2cc ff2 fs3 fc2 sc0 ls0 ws0">IFRS<span class="_ _1d"> </span>18<span class="_ _15"> </span>&quot;Presentation<span class="_ _1d"> </span>and<span class="_ _1d"> </span>Disclosures<span class="_ _1d"> </span>in<span class="_ _15"> </span>Financi<span class="_ _4"></span>al<span class="_ _1d"> </span>Statements&quot;<span class="_ _1d"> </span>-<span class="_ _15"> </span>the<span class="_ _1d"> </span>changes<span class="_ _1d"> </span>are<span class="_ _1d"> </span>intended<span class="_ _1d"> </span>to</div><div class="t m0 xf h6 y2cd ff2 fs3 fc2 sc0 ls0 ws0">ensure<span class="_ _c"> </span>t<span class="_ _4"></span>hat<span class="_ _c"> </span>financia<span class="_ _4"></span>l<span class="_ _c"> </span>statements<span class="_ _3"> </span>will<span class="_ _3"> </span>contain<span class="_ _3"> </span>more<span class="_ _3"> </span>transparent<span class="_ _3"> </span>and<span class="_ _3"> </span>comparable<span class="_ _3"> </span>information<span class="_ _3"> </span>on<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y2ce ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _7"> </span>results<span class="_ _8"> </span>of<span class="_ _7"> </span>companies.<span class="_ _8"> </span>The<span class="_ _7"> </span>key<span class="_ _7"> </span>requirements<span class="_ _8"> </span>introduced<span class="_ _7"> </span>by<span class="_ _7"> </span>I<span class="_ _0"></span>FRS<span class="_ _7"> </span>18<span class="_ _8"> </span>concern<span class="_ _7"> </span>3<span class="_ _8"> </span>areas:</div><div class="t m0 x10 h6 y2cf ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _20"> </span><span class="ff2">improving<span class="_ _11"> </span>the<span class="_ _e"> </span>comparability<span class="_ _e"> </span>of<span class="_ _11"> </span>the<span class="_ _e"> </span>profit<span class="_ _11"> </span>and<span class="_ _e"> </span>loss<span class="_ _11"> </span>account<span class="_ _d"> </span>by<span class="_ _11"> </span>requiring<span class="_ _11"> </span>companies<span class="_ _e"> </span>to</span></div><div class="t m0 x2b h6 y2d0 ff2 fs3 fc2 sc0 ls0 ws0">classify<span class="_ _e"> </span>all<span class="_ _e"> </span>income<span class="_ _e"> </span>and<span class="_ _e"> </span>expense<span class="_ _11"> </span>i<span class="_ _4"></span>tems<span class="_ _e"> </span>in<span class="_ _e"> </span>the<span class="_ _e"> </span>profit<span class="_ _e"> </span>and<span class="_ _11"> </span>l<span class="_ _4"></span>oss<span class="_ _11"> </span>account<span class="_ _e"> </span>into<span class="_ _e"> </span>one<span class="_ _e"> </span>of<span class="_ _e"> </span>five</div><div class="t m0 x2b h6 y2d1 ff2 fs3 fc2 sc0 ls0 ws0">categories:<span class="_ _7"> </span>operating,<span class="_ _7"> </span>investing,<span class="_ _8"> </span>financial<span class="_ _4"></span>,<span class="_ _7"> </span>income<span class="_ _7"> </span>tax<span class="_ _8"> </span>and<span class="_ _7"> </span>discontinued<span class="_ _7"> </span>operations;<span class="_ _8"> </span>the<span class="_ _7"> </span>first</div><div class="t m0 x2b h6 y2d2 ff2 fs3 fc2 sc0 ls0 ws0">three<span class="_ _8"> </span>categori<span class="_ _4"></span>es<span class="_ _8"> </span>are<span class="_ _7"> </span>newly<span class="_ _7"> </span>introduced;</div><div class="t m0 x10 h6 y2d3 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _20"> </span><span class="ff2">disclosure<span class="_ _d"> </span>of<span class="_ _d"> </span>enterprise-specific<span class="_ _16"> </span>metrics<span class="_ _d"> </span>defined<span class="_ _16"> </span>by<span class="_ _d"> </span>management<span class="_ _d"> </span>(management-defined</span></div><div class="t m0 x2b h6 y2d4 ff2 fs3 fc2 sc0 ls0 ws0">performance<span class="_ _8"> </span>measures<span class="_ _7"> </span>–<span class="_ _7"> </span>MPMs);</div><div class="t m0 x10 h6 y2d5 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _20"> </span><span class="ff2">principles<span class="_ _7"> </span>of<span class="_ _8"> </span>aggregation<span class="_ _7"> </span>and<span class="_ _8"> </span>disaggregation<span class="_ _7"> </span>of<span class="_ _8"> </span>information<span class="_ _7"> </span>in<span class="_ _7"> </span>financial<span class="_ _8"> </span>st<span class="_ _4"></span>atements.</span></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">28</div><div class="t m0 xf h6 y2d6 ff2 fs3 fc2 sc0 ls0 ws0">The Company<span class="_ _16"> </span>does not<span class="_ _f"> </span>expect the<span class="_ _16"> </span>amendments to<span class="_ _16"> </span>have a<span class="_ _f"> </span>material<span class="_ _f"> </span>impact on<span class="_ _16"> </span>its financial</div><div class="t m0 xf h6 y2d7 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>upon<span class="_ _8"> </span>ini<span class="_ _4"></span>tial<span class="_ _8"> </span>adoption.</div><div class="t m0 xf hf y2d8 ff1 fs3 fc2 sc0 ls0 ws0">1.6.<span class="_ _8"> </span>Fin<span class="_ _4"></span>ancial<span class="_ _8"> </span>assets(IFRS<span class="_ _7"> </span>9,<span class="_ _8"> </span>I<span class="_ _4"></span>AS<span class="_ _8"> </span>32)</div><div class="t m0 xf hf y2d9 ff1 fs3 fc2 sc0 ls0 ws0">Classification</div><div class="t m0 xf h6 y250 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _8"> </span>classifies<span class="_ _7"> </span>financial<span class="_ _8"> </span>assets<span class="_ _7"> </span>into<span class="_ _7"> </span>the<span class="_ _8"> </span>following<span class="_ _7"> </span>measurement<span class="_ _7"> </span>categories:</div><div class="t m0 xf h6 y2da ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _8"> </span>those<span class="_ _7"> </span>at<span class="_ _8"> </span>fair<span class="_ _7"> </span>value<span class="_ _7"> </span>(either<span class="_ _8"> </span>t<span class="_ _4"></span>hrough<span class="_ _8"> </span>other<span class="_ _7"> </span>comprehensive<span class="_ _7"> </span>income<span class="_ _8"> </span>or<span class="_ _8"> </span>t<span class="_ _4"></span>hrough<span class="_ _8"> </span>profit<span class="_ _7"> </span>or<span class="_ _7"> </span>loss);</div><div class="t m0 xf h6 y2db ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _8"> </span>those<span class="_ _7"> </span>carried<span class="_ _7"> </span>at<span class="_ _8"> </span>amortised<span class="_ _7"> </span>cost.</div><div class="t m0 xf h6 y2dc ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>classificat<span class="_ _4"></span>ion<span class="_ _7"> </span>depends<span class="_ _7"> </span>on<span class="_ _c"> </span>the<span class="_ _7"> </span>Company&apos;s<span class="_ _c"> </span>business<span class="_ _7"> </span>model<span class="_ _c"> </span>for<span class="_ _7"> </span>managing<span class="_ _c"> </span>its<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets<span class="_ _c"> </span>and</div><div class="t m0 xf h6 y2dd ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>contractual<span class="_ _8"> </span>terms<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows.</div><div class="t m0 xf hf y2de ff5 fs3 fc2 sc0 ls0 ws0">Accounting<span class="_ _7"> </span>and<span class="_ _8"> </span>derecognition</div><div class="t m0 xf h6 y2df ff2 fs3 fc2 sc0 ls0 ws0">Purchases<span class="_ _7"> </span>and<span class="_ _7"> </span>sales<span class="_ _7"> </span>of<span class="_ _8"> </span>financia<span class="_ _4"></span>l<span class="_ _7"> </span>assets<span class="_ _7"> </span>under<span class="_ _7"> </span>normal<span class="_ _8"> </span>m<span class="_ _4"></span>arket<span class="_ _7"> </span>conditions<span class="_ _7"> </span>are<span class="_ _7"> </span>recognized<span class="_ _7"> </span>on<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>trade</div><div class="t m0 xf h6 y2e0 ff2 fs3 fc2 sc0 ls0 ws0">date,<span class="_ _12"> </span>the<span class="_ _b"> </span>da<span class="_ _0"></span>te<span class="_ _12"> </span>on<span class="_ _b"> </span>which<span class="_ _12"> </span>the<span class="_ _12"> </span>Company<span class="_ _12"> </span>commit<span class="_ _4"></span>s<span class="_ _12"> </span>to<span class="_ _12"> </span>purchase<span class="_ _12"> </span>or<span class="_ _b"> </span>sell<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>asset.<span class="_ _12"> </span>Financi<span class="_ _4"></span>al<span class="_ _12"> </span>assets<span class="_ _12"> </span>are</div><div class="t m0 xf h6 y2e1 ff2 fs3 fc2 sc0 ls0 ws0">derecognised<span class="_ _1d"> </span>when<span class="_ _15"> </span>t<span class="_ _4"></span>he<span class="_ _15"> </span>rights<span class="_ _1d"> </span>to<span class="_ _1d"> </span>receive<span class="_ _1d"> </span>cash<span class="_ _1d"> </span>flows<span class="_ _1d"> </span>from<span class="_ _1d"> </span>the<span class="_ _1d"> </span>asset<span class="_ _1d"> </span>have<span class="_ _15"> </span>ex<span class="_ _4"></span>pired<span class="_ _1d"> </span>or<span class="_ _1d"> </span>have<span class="_ _15"> </span>been</div><div class="t m0 xf h6 y2e2 ff2 fs3 fc2 sc0 ls0 ws0">transferred<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="_ _8"> </span>has<span class="_ _7"> </span>transferred<span class="_ _8"> </span>subs<span class="_ _4"></span>tantially<span class="_ _8"> </span>all<span class="_ _7"> </span>risks<span class="_ _7"> </span>and<span class="_ _8"> </span>rewards<span class="_ _7"> </span>of<span class="_ _8"> </span>ownership.</div><div class="t m0 xf hf y2e3 ff5 fs3 fc2 sc0 ls0 ws0">Measurement</div><div class="t m0 xf h6 y2e4 ff2 fs3 fc2 sc0 ls0 ws0">Financial<span class="_ _16"> </span>assets (unless<span class="_ _16"> </span>they<span class="_ _f"> </span>are<span class="_ _16"> </span>receivables from<span class="_ _16"> </span>a<span class="_ _16"> </span>buyer that<span class="_ _16"> </span>does<span class="_ _16"> </span>not ha<span class="_ _0"></span>ve<span class="_ _f"> </span>a<span class="_ _16"> </span>significant</div><div class="t m0 xf h6 y2e5 ff2 fs3 fc2 sc0 ls0 ws0">financing<span class="_ _3"> </span>component<span class="_ _3"> </span>and<span class="_ _3"> </span>are<span class="_ _3"> </span>initially<span class="_ _3"> </span>measured<span class="_ _3"> </span>at<span class="_ _3"> </span>transaction<span class="_ _3"> </span>price)<span class="_ _3"> </span>are<span class="_ _3"> </span>initiall<span class="_ _4"></span>y<span class="_ _c"> </span>measured<span class="_ _3"> </span>at<span class="_ _3"> </span>fair</div><div class="t m0 xf h6 y2e6 ff2 fs3 fc2 sc0 ls0 ws0">value<span class="_ _c"> </span>and<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _c"> </span>case<span class="_ _c"> </span>of<span class="_ _7"> </span>assets<span class="_ _c"> </span>not<span class="_ _7"> </span>measures<span class="_ _c"> </span>at<span class="_ _c"> </span>fair<span class="_ _7"> </span>value<span class="_ _7"> </span>t<span class="_ _4"></span>hrough<span class="_ _7"> </span>profit<span class="_ _c"> </span>or<span class="_ _7"> </span>loss,<span class="_ _c"> </span>related<span class="_ _7"> </span>acquisiti<span class="_ _4"></span>on</div><div class="t m0 xf h6 y2e7 ff2 fs3 fc2 sc0 ls0 ws0">costs<span class="_ _8"> </span>of<span class="_ _7"> </span>assets<span class="_ _7"> </span>are<span class="_ _8"> </span>added<span class="_ _7"> </span>to<span class="_ _8"> </span>the<span class="_ _7"> </span>initial<span class="_ _7"> </span>value.</div><div class="t m0 xf hf y2e8 ff5 fs3 fc2 sc0 ls0 ws0">Debt<span class="_ _7"> </span>instruments</div><div class="t m0 xf h6 y2e9 ff2 fs3 fc2 sc0 ls0 ws0">Subsequent recognition of debt instruments depends on the Company&apos;s business model for</div><div class="t m0 xf h6 y2ea ff2 fs3 fc2 sc0 ls0 ws0">managing<span class="_ _7"> </span>it<span class="_ _4"></span>s<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets<span class="_ _c"> </span>and<span class="_ _7"> </span>the<span class="_ _c"> </span>contractual<span class="_ _7"> </span>cash<span class="_ _c"> </span>flows<span class="_ _7"> </span>of<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>financial<span class="_ _c"> </span>assets.<span class="_ _7"> </span>Assets<span class="_ _7"> </span>held<span class="_ _c"> </span>for</div><div class="t m0 xf h6 y2eb ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>purpose<span class="_ _7"> </span>of<span class="_ _c"> </span>collecting<span class="_ _7"> </span>contractual<span class="_ _c"> </span>cash<span class="_ _7"> </span>flows<span class="_ _7"> </span>t<span class="_ _4"></span>hat<span class="_ _7"> </span>have<span class="_ _c"> </span>only<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows<span class="_ _c"> </span>and<span class="_ _7"> </span>interest<span class="_ _7"> </span>payable<span class="_ _c"> </span>are</div><div class="t m0 xf h6 y2ec ff2 fs3 fc2 sc0 ls0 ws0">recognised<span class="_ _d"> </span>at<span class="_ _f"> </span>amortised<span class="_ _d"> </span>cost<span class="_ _16"> </span>using<span class="_ _16"> </span>the<span class="_ _d"> </span>effecti<span class="_ _4"></span>ve<span class="_ _16"> </span>interest<span class="_ _d"> </span>rate<span class="_ _16"> </span>method.<span class="_ _16"> </span>Impairment<span class="_ _16"> </span>losses<span class="_ _16"> </span>are</div><div class="t m0 xf h6 y141 ff2 fs3 fc2 sc0 ls0 ws0">deducted<span class="_ _b"> </span>from<span class="_ _b"> </span>the<span class="_ _12"> </span>adjust<span class="_ _4"></span>ed<span class="_ _b"> </span>acquisition<span class="_ _b"> </span>cost.<span class="_ _12"> </span>Interest<span class="_ _b"> </span>income,<span class="_ _b"> </span>foreign<span class="_ _b"> </span>exchange<span class="_ _b"> </span>gains<span class="_ _b"> </span>and<span class="_ _12"> </span>losses</div><div class="t m0 xf h6 y2ed ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>impairment<span class="_ _8"> </span>losses<span class="_ _7"> </span>are<span class="_ _8"> </span>recognised<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>income<span class="_ _7"> </span>statement.</div><div class="t m0 xf h6 y2ee ff2 fs3 fc2 sc0 ls0 ws0">Gains<span class="_ _12"> </span>or<span class="_ _12"> </span>losses<span class="_ _12"> </span>on<span class="_ _12"> </span>derecognit<span class="_ _4"></span>ion<span class="_ _3"> </span>are<span class="_ _b"> </span>r<span class="_ _0"></span>ecognised<span class="_ _12"> </span>i<span class="_ _4"></span>n<span class="_ _3"> </span>the<span class="_ _b"> </span>income<span class="_ _3"> </span>statement<span class="_ _b"> </span>unde<span class="_ _0"></span>r<span class="_ _12"> </span>“Other<span class="_ _12"> </span>operating</div><div class="t m0 xf h6 y2ef ff2 fs3 fc2 sc0 ls0 ws0">income<span class="_ _c"> </span>/<span class="_ _12"> </span>expense”.<span class="_ _3"> </span>As<span class="_ _c"> </span>of<span class="_ _3"> </span>30<span class="_ _3"> </span>J<span class="_ _4"></span>une<span class="_ _c"> </span>2024<span class="_ _3"> </span>and<span class="_ _3"> </span>30<span class="_ _3"> </span>June<span class="_ _3"> </span>2025<span class="_ _3"> </span>and<span class="_ _3"> </span>during<span class="_ _c"> </span>2023/<span class="_ _4"></span>2024,<span class="_ _c"> </span>financia<span class="_ _4"></span>l<span class="_ _c"> </span>assets</div><div class="t m0 xf h6 y2f0 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _8"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>were<span class="_ _8"> </span>classified<span class="_ _7"> </span>as<span class="_ _7"> </span>at<span class="_ _8"> </span>amortised<span class="_ _7"> </span>cost.</div><div class="t m0 xf hf y2f1 ff5 fs3 fc2 sc0 ls0 ws0">Impairment<span class="_ _8"> </span>of<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets</div><div class="t m0 xf h6 y2f2 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>impairment<span class="_ _7"> </span>loss<span class="_ _7"> </span>model<span class="_ _7"> </span>is<span class="_ _c"> </span>applied<span class="_ _7"> </span>to<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets<span class="_ _7"> </span>at<span class="_ _7"> </span>amortiz<span class="_ _4"></span>ed<span class="_ _7"> </span>cost.<span class="_ _7"> </span>Financial<span class="_ _7"> </span>assets<span class="_ _7"> </span>carried</div><div class="t m0 xf h6 y2f3 ff2 fs3 fc2 sc0 ls0 ws0">at<span class="_ _7"> </span>amortized<span class="_ _8"> </span>cost<span class="_ _7"> </span>consist<span class="_ _8"> </span>of<span class="_ _7"> </span>loan<span class="_ _7"> </span>receivables,<span class="_ _8"> </span>other<span class="_ _7"> </span>receivables,<span class="_ _8"> </span>cash<span class="_ _7"> </span>and<span class="_ _8"> </span>cash<span class="_ _7"> </span>equivalents.</div><div class="t m0 xf h6 y2f4 ff2 fs3 fc2 sc0 ls0 ws0">Expected<span class="_ _1a"> </span>cre<span class="_ _4"></span>dit<span class="_ _1a"> </span>losses<span class="_ _1f"> </span>are<span class="_ _1a"> </span>probability-weighted<span class="_ _1f"> </span>estim<span class="_ _4"></span>ated<span class="_ _1a"> </span>credit<span class="_ _1f"> </span>losses.<span class="_ _1a"> </span>Credit<span class="_ _1f"> </span>loss<span class="_ _1a"> </span>is<span class="_ _1f"> </span>the</div><div class="t m0 xf h6 y2f5 ff2 fs3 fc2 sc0 ls0 ws0">difference<span class="_ _c"> </span>between<span class="_ _c"> </span>the<span class="_ _c"> </span>contractual<span class="_ _c"> </span>cash<span class="_ _c"> </span>flows<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>Com<span class="_ _4"></span>pany<span class="_ _c"> </span>and<span class="_ _7"> </span>the<span class="_ _c"> </span>ex<span class="_ _4"></span>pected<span class="_ _7"> </span>cash<span class="_ _c"> </span>flows<span class="_ _c"> </span>of<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y2f6 ff2 fs3 fc2 sc0 ls0 ws0">Company,<span class="_ _8"> </span>di<span class="_ _4"></span>scounted<span class="_ _7"> </span>at<span class="_ _8"> </span>the<span class="_ _7"> </span>original<span class="_ _8"> </span>effective<span class="_ _7"> </span>interest<span class="_ _7"> </span>rate.</div><div class="t m0 xf h6 y2f7 ff2 fs3 fc2 sc0 ls0 ws0">Measurement<span class="_ _3"> </span>of<span class="_ _3"> </span>expected<span class="_ _3"> </span>credit<span class="_ _3"> </span>loss<span class="_ _3"> </span>takes<span class="_ _3"> </span>into<span class="_ _3"> </span>account:<span class="_ _3"> </span>(i)<span class="_ _3"> </span>an<span class="_ _3"> </span>unbiased<span class="_ _c"> </span>and<span class="_ _12"> </span>probabilistic<span class="_ _3"> </span>amount</div><div class="t m0 xf h6 y2f8 ff2 fs3 fc2 sc0 ls0 ws0">that<span class="_ _8"> </span>esti<span class="_ _4"></span>mates<span class="_ _8"> </span>a<span class="_ _7"> </span>number<span class="_ _7"> </span>of<span class="_ _8"> </span>different<span class="_ _7"> </span>outcomes,<span class="_ _8"> </span>(ii)<span class="_ _7"> </span>the<span class="_ _8"> </span>t<span class="_ _4"></span>ime<span class="_ _8"> </span>value<span class="_ _7"> </span>of<span class="_ _7"> </span>money<span class="_ _8"> </span>and<span class="_ _8"> </span>(ii<span class="_ _4"></span>i)<span class="_ _8"> </span>reasonable</div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">29</div><div class="t m0 xf h6 y2f9 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>reasonable<span class="_ _c"> </span>information<span class="_ _7"> </span>available<span class="_ _c"> </span>at<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>end<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>reporting<span class="_ _7"> </span>period<span class="_ _c"> </span>conditions<span class="_ _7"> </span>and<span class="_ _c"> </span>forecasts<span class="_ _7"> </span>of</div><div class="t m0 xf h6 y26e ff2 fs3 fc2 sc0 ls0 ws0">future<span class="_ _8"> </span>economic<span class="_ _7"> </span>conditions.</div><div class="t m0 xf h6 y2fa ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _8"> </span>measures<span class="_ _7"> </span>impairment<span class="_ _7"> </span>as<span class="_ _8"> </span>follows:</div><div class="t m0 x50 h6 y2fb ff2 fs3 fc2 sc0 ls0 ws0">2.<span class="_ _21"> </span>cash<span class="_ _7"> </span>and<span class="_ _7"> </span>cash<span class="_ _7"> </span>equivalents<span class="_ _7"> </span>at<span class="_ _7"> </span>low<span class="_ _7"> </span>credit<span class="_ _7"> </span>risk<span class="_ _7"> </span>(senior<span class="_ _7"> </span>management<span class="_ _7"> </span>considers<span class="_ _7"> </span>a<span class="_ _7"> </span>low<span class="_ _7"> </span>credit<span class="_ _7"> </span>risk</div><div class="t m0 x52 h6 y2fc ff2 fs3 fc2 sc0 ls0 ws0">assessment<span class="_ _c"> </span>of<span class="_ _3"> </span>at<span class="_ _3"> </span>least<span class="_ _3"> </span>one<span class="_ _3"> </span>of<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>major<span class="_ _c"> </span>credit<span class="_ _3"> </span>rating<span class="_ _3"> </span>agencies)<span class="_ _12"> </span>to<span class="_ _c"> </span>be<span class="_ _3"> </span>equivalent<span class="_ _3"> </span>to<span class="_ _3"> </span>expected</div><div class="t m0 x52 h6 y272 ff2 fs3 fc2 sc0 ls0 ws0">credit<span class="_ _8"> </span>losses<span class="_ _7"> </span>within<span class="_ _7"> </span>12<span class="_ _8"> </span>months;</div><div class="t m0 x50 h6 y273 ff5 fs3 fc2 sc0 ls0 ws0">3.<span class="_ _21"> </span><span class="ff2">for<span class="_ _7"> </span>all<span class="_ _c"> </span>other<span class="_ _7"> </span>financial<span class="_ _c"> </span>assets,<span class="_ _c"> </span>the<span class="_ _7"> </span>amount<span class="_ _c"> </span>of<span class="_ _7"> </span>credit<span class="_ _c"> </span>losses<span class="_ _7"> </span>expected<span class="_ _c"> </span>to<span class="_ _c"> </span>be<span class="_ _7"> </span>incurred<span class="_ _c"> </span>over<span class="_ _7"> </span>a<span class="_ _7"> </span>12-</span></div><div class="t m0 x52 h6 y274 ff2 fs3 fc2 sc0 ls0 ws0">month<span class="_ _12"> </span>period,<span class="_ _3"> </span>unless<span class="_ _12"> </span>the<span class="_ _12"> </span>credit<span class="_ _12"> </span>risk<span class="_ _12"> </span>(i.e.<span class="_ _12"> </span>the<span class="_ _3"> </span>ex<span class="_ _4"></span>pected<span class="_ _3"> </span>life<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>financial<span class="_ _12"> </span>asset<span class="_ _12"> </span>in<span class="_ _3"> </span>default<span class="_ _4"></span>)</div><div class="t m0 x52 h6 y275 ff2 fs3 fc2 sc0 ls0 ws0">has<span class="_ _c"> </span>increased<span class="_ _c"> </span>significantly<span class="_ _c"> </span>after<span class="_ _c"> </span>i<span class="_ _4"></span>nitial<span class="_ _c"> </span>recognition;<span class="_ _c"> </span>i<span class="_ _4"></span>f<span class="_ _c"> </span>the<span class="_ _c"> </span>risk<span class="_ _c"> </span>is<span class="_ _c"> </span>significantl<span class="_ _4"></span>y<span class="_ _c"> </span>increased,<span class="_ _c"> </span>the</div><div class="t m0 x52 h6 y276 ff2 fs3 fc2 sc0 ls0 ws0">credit<span class="_ _8"> </span>loss<span class="_ _7"> </span>is<span class="_ _8"> </span>measured<span class="_ _7"> </span>at<span class="_ _7"> </span>an<span class="_ _8"> </span>amount<span class="_ _7"> </span>equal<span class="_ _8"> </span>t<span class="_ _4"></span>o<span class="_ _8"> </span>the<span class="_ _7"> </span>expected<span class="_ _8"> </span>credi<span class="_ _4"></span>t<span class="_ _8"> </span>los<span class="_ _4"></span>s<span class="_ _8"> </span>over<span class="_ _7"> </span>a<span class="_ _8"> </span>lifetime.</div><div class="t m0 xf hf y2fd ff5 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _8"> </span>an<span class="_ _4"></span>d<span class="_ _8"> </span>receivables</div><div class="t m0 xf h6 y2fe ff2 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _7"> </span>and<span class="_ _8"> </span>receivables<span class="_ _c"> </span>are<span class="_ _8"> </span>non-derivative<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets<span class="_ _7"> </span>with<span class="_ _7"> </span>fixed<span class="_ _7"> </span>or<span class="_ _7"> </span>determinable<span class="_ _8"> </span>payments<span class="_ _c"> </span>that</div><div class="t m0 xf h6 y2ff ff2 fs3 fc2 sc0 ls0 ws0">are<span class="_ _7"> </span>not<span class="_ _8"> </span>quoted<span class="_ _7"> </span>in<span class="_ _7"> </span>an<span class="_ _8"> </span>active<span class="_ _7"> </span>market.<span class="_ _7"> </span>Loans<span class="_ _7"> </span>and<span class="_ _8"> </span>receivables<span class="_ _7"> </span>are<span class="_ _7"> </span>initially<span class="_ _7"> </span>recognised<span class="_ _8"> </span>at<span class="_ _7"> </span>their<span class="_ _7"> </span>fair<span class="_ _8"> </span>value</div><div class="t m0 xf h6 y300 ff2 fs3 fc2 sc0 ls0 ws0">plus<span class="_ _7"> </span>t<span class="_ _4"></span>ransaction<span class="_ _c"> </span>costs.<span class="_ _7"> </span>After<span class="_ _c"> </span>initi<span class="_ _4"></span>al<span class="_ _7"> </span>recognit<span class="_ _4"></span>ion,<span class="_ _7"> </span>l<span class="_ _4"></span>oans<span class="_ _7"> </span>and<span class="_ _c"> </span>receivables<span class="_ _c"> </span>are<span class="_ _c"> </span>carried<span class="_ _c"> </span>at<span class="_ _7"> </span>amortis<span class="_ _4"></span>ed<span class="_ _7"> </span>cost</div><div class="t m0 xf h6 y301 ff2 fs3 fc2 sc0 ls0 ws0">using<span class="_ _12"> </span>the<span class="_ _b"> </span>effective<span class="_ _12"> </span>interest<span class="_ _b"> </span>rate<span class="_ _12"> </span>method.<span class="_ _b"> </span>This<span class="_ _12"> </span>method<span class="_ _12"> </span>is<span class="_ _b"> </span>used<span class="_ _12"> </span>to<span class="_ _12"> </span>calculat<span class="_ _4"></span>e<span class="_ _12"> </span>int<span class="_ _4"></span>erest<span class="_ _12"> </span>income<span class="_ _b"> </span>on<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y302 ff2 fs3 fc2 sc0 ls0 ws0">receivable<span class="_ _7"> </span>in<span class="_ _8"> </span>subsequent<span class="_ _7"> </span>periods.<span class="_ _8"> </span>Financial<span class="_ _7"> </span>assets<span class="_ _7"> </span>are<span class="_ _8"> </span>adjusted<span class="_ _7"> </span>for<span class="_ _8"> </span>i<span class="_ _4"></span>mpairment<span class="_ _8"> </span>los<span class="_ _4"></span>ses.</div><div class="t m0 xf h6 y303 ff2 fs3 fc2 sc0 ls0 ws0">Impairment<span class="_ _3"> </span>is<span class="_ _12"> </span>based<span class="_ _12"> </span>on<span class="_ _3"> </span>ex<span class="_ _4"></span>pected<span class="_ _3"> </span>credit<span class="_ _12"> </span>loss.<span class="_ _3"> </span>The<span class="_ _12"> </span>principle<span class="_ _12"> </span>of<span class="_ _3"> </span>expected<span class="_ _12"> </span>credit<span class="_ _3"> </span>l<span class="_ _4"></span>oss<span class="_ _3"> </span>i<span class="_ _4"></span>s<span class="_ _3"> </span>to<span class="_ _3"> </span>show<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y304 ff2 fs3 fc2 sc0 ls0 ws0">overall<span class="_ _f"> </span>trend<span class="_ _16"> </span>i<span class="_ _4"></span>n<span class="_ _16"> </span>the<span class="_ _f"> </span>deterioration<span class="_ _f"> </span>or<span class="_ _16"> </span>i<span class="_ _4"></span>mprovement<span class="_ _16"> </span>in the<span class="_ _16"> </span>credit<span class="_ _16"> </span>quali<span class="_ _4"></span>ty<span class="_ _16"> </span>of a<span class="_ _16"> </span>financial<span class="_ _f"> </span>asset.</div><div class="t m0 xf h6 y305 ff2 fs3 fc2 sc0 ls0 ws0">Impairment<span class="_ _7"> </span>losses<span class="_ _c"> </span>on<span class="_ _7"> </span>financial<span class="_ _c"> </span>assets<span class="_ _c"> </span>classified<span class="_ _7"> </span>at<span class="_ _7"> </span>amortis<span class="_ _4"></span>ed<span class="_ _7"> </span>cost<span class="_ _c"> </span>are<span class="_ _7"> </span>recognised<span class="_ _c"> </span>as<span class="_ _7"> </span>a<span class="_ _c"> </span>provision<span class="_ _7"> </span>for</div><div class="t m0 xf h6 y29c ff2 fs3 fc2 sc0 ls0 ws0">impairment.</div><div class="t m0 xf h6 y306 ff2 fs3 fc2 sc0 ls0 ws0">Expected<span class="_ _3"> </span>credit<span class="_ _3"> </span>loss<span class="_ _4"></span>es<span class="_ _3"> </span>are<span class="_ _3"> </span>probability-weighted<span class="_ _3"> </span>est<span class="_ _4"></span>imated<span class="_ _3"> </span>credit<span class="_ _3"> </span>losses<span class="_ _12"> </span>that,<span class="_ _3"> </span>at<span class="_ _3"> </span>the<span class="_ _3"> </span>reporting<span class="_ _3"> </span>date,</div><div class="t m0 xf h6 y307 ff2 fs3 fc2 sc0 ls0 ws0">consider<span class="_ _11"> </span>all<span class="_ _e"> </span>relevant<span class="_ _e"> </span>information,<span class="_ _e"> </span>including<span class="_ _11"> </span>information<span class="_ _e"> </span>about<span class="_ _e"> </span>past<span class="_ _11"> </span>events,<span class="_ _e"> </span>current<span class="_ _e"> </span>conditions,</div><div class="t m0 xf h6 y308 ff2 fs3 fc2 sc0 ls0 ws0">reasonable<span class="_ _c"> </span>and<span class="_ _7"> </span>reasonable<span class="_ _c"> </span>future<span class="_ _7"> </span>events,<span class="_ _c"> </span>and<span class="_ _c"> </span>forecasts<span class="_ _c"> </span>of<span class="_ _7"> </span>economic<span class="_ _c"> </span>conditions.<span class="_ _c"> </span>At<span class="_ _7"> </span>the<span class="_ _c"> </span>end<span class="_ _c"> </span>of<span class="_ _7"> </span>each</div><div class="t m0 xf h6 y309 ff2 fs3 fc2 sc0 ls0 ws0">reporting<span class="_ _3"> </span>period,<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>Company<span class="_ _c"> </span>conducts<span class="_ _12"> </span>a<span class="_ _c"> </span>review<span class="_ _3"> </span>to<span class="_ _3"> </span>determine<span class="_ _3"> </span>whether<span class="_ _3"> </span>there<span class="_ _3"> </span>has<span class="_ _3"> </span>been<span class="_ _3"> </span>a<span class="_ _3"> </span>material</div><div class="t m0 xf h6 y30a ff2 fs3 fc2 sc0 ls0 ws0">increase<span class="_ _12"> </span>in<span class="_ _12"> </span>risk<span class="_ _12"> </span>compared<span class="_ _12"> </span>to<span class="_ _12"> </span>the<span class="_ _12"> </span>last<span class="_ _12"> </span>estimate.<span class="_ _12"> </span>Indicators<span class="_ _12"> </span>of<span class="_ _12"> </span>increased<span class="_ _12"> </span>credit<span class="_ _12"> </span>risk<span class="_ _12"> </span>include,<span class="_ _12"> </span>but<span class="_ _12"> </span>are</div><div class="t m0 xf h6 y30b ff2 fs3 fc2 sc0 ls0 ws0">not<span class="_ _1d"> </span>limited<span class="_ _1d"> </span>t<span class="_ _4"></span>o,<span class="_ _15"> </span>overdue<span class="_ _11"> </span>payments<span class="_ _1d"> </span>over<span class="_ _1d"> </span>30<span class="_ _1d"> </span>days,<span class="_ _1d"> </span>si<span class="_ _4"></span>gnificant<span class="_ _1d"> </span>financial<span class="_ _1d"> </span>di<span class="_ _4"></span>fficulties<span class="_ _1d"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>debtor,</div><div class="t m0 xf h6 y30c ff2 fs3 fc2 sc0 ls0 ws0">possible<span class="_ _e"> </span>bankruptcy<span class="_ _e"> </span>or<span class="_ _d"> </span>restructuring<span class="_ _e"> </span>of<span class="_ _d"> </span>the<span class="_ _e"> </span>debtor.<span class="_ _e"> </span>Impairment<span class="_ _d"> </span>charges<span class="_ _e"> </span>are<span class="_ _d"> </span>recognised<span class="_ _e"> </span>in<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y30d ff2 fs3 fc2 sc0 ls0 ws0">income<span class="_ _11"> </span>statement<span class="_ _11"> </span>under<span class="_ _e"> </span>“Other<span class="_ _11"> </span>operating<span class="_ _11"> </span>expenses”.<span class="_ _e"> </span>If<span class="_ _11"> </span>receivables<span class="_ _11"> </span>are<span class="_ _11"> </span>uncollectibl<span class="_ _4"></span>e,<span class="_ _11"> </span>they<span class="_ _11"> </span>are</div><div class="t m0 xf h6 y30e ff2 fs3 fc2 sc0 ls0 ws0">written<span class="_ _8"> </span>off<span class="_ _7"> </span>together<span class="_ _7"> </span>with<span class="_ _8"> </span>a<span class="_ _7"> </span>provision<span class="_ _7"> </span>for<span class="_ _8"> </span>impairment.</div><div class="t m0 xf h6 y30f ff2 fs3 fc2 sc0 ls0 ws0">Receivables<span class="_ _12"> </span>are<span class="_ _12"> </span>generally<span class="_ _12"> </span>recognised<span class="_ _12"> </span>as<span class="_ _12"> </span>current<span class="_ _12"> </span>assets<span class="_ _12"> </span>when<span class="_ _12"> </span>they<span class="_ _12"> </span>are<span class="_ _12"> </span>due<span class="_ _12"> </span>to<span class="_ _12"> </span>be<span class="_ _12"> </span>settled<span class="_ _12"> </span>within<span class="_ _12"> </span>12</div><div class="t m0 xf h6 y310 ff2 fs3 fc2 sc0 ls0 ws0">months<span class="_ _7"> </span>after<span class="_ _8"> </span>the<span class="_ _7"> </span>balance<span class="_ _8"> </span>sheet<span class="_ _7"> </span>date.<span class="_ _7"> </span>Receivables<span class="_ _8"> </span>t<span class="_ _4"></span>hat<span class="_ _8"> </span>are<span class="_ _7"> </span>due<span class="_ _8"> </span>later<span class="_ _7"> </span>than<span class="_ _7"> </span>12<span class="_ _8"> </span>months<span class="_ _7"> </span>after<span class="_ _8"> </span>the<span class="_ _7"> </span>balance</div><div class="t m0 xf h6 y311 ff2 fs3 fc2 sc0 ls0 ws0">sheet<span class="_ _3"> </span>date<span class="_ _12"> </span>are<span class="_ _12"> </span>recognised<span class="_ _3"> </span>as<span class="_ _12"> </span>non-current<span class="_ _12"> </span>assets.<span class="_ _3"> </span>Financial<span class="_ _12"> </span>assets<span class="_ _3"> </span>t<span class="_ _4"></span>hat<span class="_ _3"> </span>do<span class="_ _12"> </span>not<span class="_ _3"> </span>include<span class="_ _12"> </span>SPPI<span class="_ _3"> </span>(Sol<span class="_ _4"></span>ely</div><div class="t m0 xf h6 y312 ff2 fs3 fc2 sc0 ls0 ws0">Payment<span class="_ _8"> </span>of<span class="_ _7"> </span>Principal<span class="_ _7"> </span>and<span class="_ _8"> </span>Interest)<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows<span class="_ _8"> </span>are<span class="_ _7"> </span>recognised<span class="_ _8"> </span>at<span class="_ _7"> </span>fair<span class="_ _8"> </span>value<span class="_ _7"> </span>through<span class="_ _7"> </span>profit<span class="_ _8"> </span>or<span class="_ _7"> </span>loss.</div><div class="t m0 xf h6 y313 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>Company&apos;s<span class="_ _12"> </span>impairment<span class="_ _12"> </span>assessment<span class="_ _12"> </span>is<span class="_ _b"> </span>base<span class="_ _0"></span>d<span class="_ _12"> </span>on<span class="_ _12"> </span>the<span class="_ _12"> </span>concept<span class="_ _12"> </span>of<span class="_ _12"> </span>&quot;expected<span class="_ _12"> </span>credit<span class="_ _12"> </span>los<span class="_ _4"></span>s&quot;<span class="_ _3"> </span>(ECL).</div><div class="t m0 xf h6 y314 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _3"> </span>a<span class="_ _3"> </span>result,<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>Company<span class="_ _3"> </span>determines<span class="_ _3"> </span>impairment<span class="_ _3"> </span>allowances<span class="_ _12"> </span>based<span class="_ _c"> </span>on<span class="_ _12"> </span>expected<span class="_ _c"> </span>credit<span class="_ _12"> </span>losses<span class="_ _c"> </span>and</div><div class="t m0 xf h6 y315 ff2 fs3 fc2 sc0 ls0 ws0">taking<span class="_ _b"> </span>int<span class="_ _4"></span>o<span class="_ _b"> </span>account<span class="_ _b"> </span>forecasts<span class="_ _15"> </span>of<span class="_ _b"> </span>future<span class="_ _b"> </span>economic<span class="_ _15"> </span>conditions<span class="_ _b"> </span>when<span class="_ _b"> </span>assessi<span class="_ _4"></span>ng<span class="_ _b"> </span>the<span class="_ _15"> </span>credit<span class="_ _b"> </span>risk<span class="_ _b"> </span>of<span class="_ _15"> </span>a</div><div class="t m0 xf h6 y14d ff2 fs3 fc2 sc0 ls0 ws0">given<span class="_ _15"> </span>exposure.<span class="_ _15"> </span>The<span class="_ _15"> </span>methodology<span class="_ _15"> </span>and<span class="_ _15"> </span>assumptions<span class="_ _15"> </span>adopted<span class="_ _15"> </span>for<span class="_ _15"> </span>determining<span class="_ _15"> </span>the<span class="_ _15"> </span>impairment<span class="_ _15"> </span>of</div><div class="t m0 xf h6 y316 ff2 fs3 fc2 sc0 ls0 ws0">credit<span class="_ _3"> </span>ex<span class="_ _4"></span>posures<span class="_ _3"> </span>are<span class="_ _12"> </span>regularly<span class="_ _3"> </span>moni<span class="_ _4"></span>tored<span class="_ _3"> </span>to<span class="_ _12"> </span>reduce<span class="_ _12"> </span>the<span class="_ _3"> </span>discrepancy<span class="_ _12"> </span>between<span class="_ _12"> </span>estimated<span class="_ _12"> </span>and<span class="_ _3"> </span>actual</div><div class="t m0 xf h6 y317 ff2 fs3 fc2 sc0 ls0 ws0">losses.<span class="_ _8"> </span>In<span class="_ _7"> </span>order<span class="_ _8"> </span>to<span class="_ _7"> </span>assess<span class="_ _7"> </span>the<span class="_ _8"> </span>adequacy<span class="_ _7"> </span>of<span class="_ _7"> </span>impairment<span class="_ _8"> </span>allowances<span class="_ _7"> </span>determined<span class="_ _7"> </span>both<span class="_ _8"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>individual</div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">30</div><div class="t m0 xf h6 y318 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>collective<span class="_ _7"> </span>analysis,<span class="_ _7"> </span>hist<span class="_ _4"></span>orical<span class="_ _7"> </span>verification<span class="_ _7"> </span>(backtesting)<span class="_ _7"> </span>is<span class="_ _7"> </span>carried<span class="_ _7"> </span>out<span class="_ _7"> </span>periodically<span class="_ _7"> </span>(no<span class="_ _7"> </span>less<span class="_ _7"> </span>than</div><div class="t m0 xf h6 y319 ff2 fs3 fc2 sc0 ls0 ws0">once<span class="_ _7"> </span>a<span class="_ _7"> </span>y<span class="_ _0"></span>ear),<span class="_ _7"> </span>the<span class="_ _7"> </span>results<span class="_ _7"> </span>of<span class="_ _7"> </span>which<span class="_ _8"> </span>are<span class="_ _7"> </span>taken<span class="_ _7"> </span>into<span class="_ _7"> </span>account<span class="_ _7"> </span>when<span class="_ _8"> </span>defining<span class="_ _7"> </span>actions<span class="_ _7"> </span>aimed<span class="_ _7"> </span>at<span class="_ _7"> </span>improving</div><div class="t m0 xf h6 y31a ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>quality<span class="_ _8"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>process.</div><div class="t m0 xf h6 y31b ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>impl<span class="_ _4"></span>emented<span class="_ _7"> </span>impairment<span class="_ _c"> </span>model<span class="_ _7"> </span>applies<span class="_ _c"> </span>to<span class="_ _7"> </span>financial<span class="_ _c"> </span>assets<span class="_ _7"> </span>classified<span class="_ _c"> </span>in<span class="_ _c"> </span>accordance<span class="_ _7"> </span>with<span class="_ _7"> </span>IFRS</div><div class="t m0 xf h6 y31c ff2 fs3 fc2 sc0 ls0 ws0">9<span class="_ _1d"> </span>as<span class="_ _15"> </span>financial<span class="_ _1d"> </span>assets<span class="_ _1d"> </span>measured<span class="_ _1d"> </span>at<span class="_ _1d"> </span>amortized<span class="_ _1d"> </span>cost<span class="_ _1d"> </span>or<span class="_ _1d"> </span>at<span class="_ _15"> </span>fair<span class="_ _1d"> </span>value<span class="_ _1d"> </span>through<span class="_ _1d"> </span>other<span class="_ _1d"> </span>comprehensive</div><div class="t m0 xf h6 y31d ff2 fs3 fc2 sc0 ls0 ws0">income. In accordance with I<span class="_ _0"></span>FRS 9, credit exposures are subject to classification into the</div><div class="t m0 xf h6 y31e ff2 fs3 fc2 sc0 ls0 ws0">following<span class="_ _8"> </span>categori<span class="_ _4"></span>es:</div><div class="t m0 xf h6 y31f ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _c"> </span>Stage<span class="_ _3"> </span>1<span class="_ _c"> </span>-<span class="_ _c"> </span>unim<span class="_ _4"></span>paired<span class="_ _c"> </span>exposures<span class="_ _c"> </span>for<span class="_ _3"> </span>which<span class="_ _c"> </span>the<span class="_ _3"> </span>expected<span class="_ _c"> </span>credit<span class="_ _c"> </span>loss<span class="_ _3"> </span>is<span class="_ _c"> </span>estimated<span class="_ _3"> </span>over<span class="_ _c"> </span>a<span class="_ _3"> </span>12-month</div><div class="t m0 xf h6 y110 ff2 fs3 fc2 sc0 ls0 ws0">period,</div><div class="t m0 xf h6 y2df ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _12"> </span>Stage<span class="_ _3"> </span>2<span class="_ _12"> </span>-<span class="_ _12"> </span>unimpaired<span class="_ _12"> </span>exposures<span class="_ _3"> </span>for<span class="_ _12"> </span>which<span class="_ _12"> </span>a<span class="_ _12"> </span>significant<span class="_ _3"> </span>increase<span class="_ _12"> </span>i<span class="_ _4"></span>n<span class="_ _3"> </span>risk<span class="_ _12"> </span>has<span class="_ _12"> </span>been<span class="_ _3"> </span>i<span class="_ _4"></span>dentified<span class="_ _3"> </span>and</div><div class="t m0 xf h6 y20f ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _11"> </span>which<span class="_ _11"> </span>the<span class="_ _11"> </span>expected<span class="_ _11"> </span>credit<span class="_ _11"> </span>loss<span class="_ _11"> </span>is<span class="_ _11"> </span>calculat<span class="_ _4"></span>ed<span class="_ _1d"> </span>over<span class="_ _e"> </span>the<span class="_ _11"> </span>entire<span class="_ _11"> </span>period<span class="_ _11"> </span>of<span class="_ _11"> </span>the<span class="_ _11"> </span>financial<span class="_ _11"> </span>asset&apos;s</div><div class="t m0 xf h6 y2e1 ff2 fs3 fc2 sc0 ls0 ws0">existence,</div><div class="t m0 xf h6 y320 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _12"> </span>Stage<span class="_ _12"> </span>3<span class="_ _12"> </span>-<span class="_ _b"> </span>exposur<span class="_ _0"></span>es<span class="_ _12"> </span>with<span class="_ _12"> </span>identified<span class="_ _b"> </span>impairment<span class="_ _3"> </span>indi<span class="_ _4"></span>cators<span class="_ _3"> </span>for<span class="_ _b"> </span>which<span class="_ _12"> </span>the<span class="_ _12"> </span>expected<span class="_ _12"> </span>credit<span class="_ _12"> </span>loss<span class="_ _12"> </span>is</div><div class="t m0 xf h6 y321 ff2 fs3 fc2 sc0 ls0 ws0">calculated<span class="_ _8"> </span>over<span class="_ _7"> </span>the<span class="_ _7"> </span>entire<span class="_ _8"> </span>period<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>financial<span class="_ _7"> </span>asset&apos;s<span class="_ _8"> </span>ex<span class="_ _4"></span>istence.</div><div class="t m0 xf hf y322 ff5 fs3 fc2 sc0 ls0 ws0">Expected<span class="_ _7"> </span>Credit<span class="_ _8"> </span>Loss<span class="_ _7"> </span>Measurement</div><div class="t m0 xf h6 y323 ff2 fs3 fc2 sc0 ls0 ws0">Since<span class="_ _c"> </span>the<span class="_ _c"> </span>implementation<span class="_ _c"> </span>of<span class="_ _c"> </span>IFRS<span class="_ _7"> </span>9<span class="_ _c"> </span>in<span class="_ _c"> </span>2018,<span class="_ _c"> </span>the<span class="_ _7"> </span>Com<span class="_ _4"></span>pany<span class="_ _7"> </span>has<span class="_ _c"> </span>been<span class="_ _c"> </span>estimating<span class="_ _c"> </span>impairment<span class="_ _c"> </span>based</div><div class="t m0 xf h6 yb9 ff2 fs3 fc2 sc0 ls0 ws0">on<span class="_ _c"> </span>the<span class="_ _c"> </span>concept<span class="_ _c"> </span>of<span class="_ _c"> </span>“<span class="_ _4"></span>Expected<span class="_ _c"> </span>Credit<span class="_ _c"> </span>Loss”<span class="_ _3"> </span>(ECL).<span class="_ _c"> </span>The<span class="_ _c"> </span>direct<span class="_ _c"> </span>effect<span class="_ _c"> </span>of<span class="_ _3"> </span>this<span class="_ _c"> </span>approach<span class="_ _c"> </span>is<span class="_ _c"> </span>the<span class="_ _3"> </span>need<span class="_ _c"> </span>to</div><div class="t m0 xf h6 y324 ff2 fs3 fc2 sc0 ls0 ws0">determine<span class="_ _c"> </span>im<span class="_ _4"></span>pairment<span class="_ _c"> </span>losses<span class="_ _c"> </span>based<span class="_ _c"> </span>on<span class="_ _c"> </span>expected<span class="_ _c"> </span>cre<span class="_ _4"></span>dit<span class="_ _c"> </span>losses<span class="_ _c"> </span>and<span class="_ _c"> </span>t<span class="_ _4"></span>o<span class="_ _c"> </span>take<span class="_ _c"> </span>into<span class="_ _c"> </span>account<span class="_ _3"> </span>forecasts<span class="_ _c"> </span>of</div><div class="t m0 xf h6 y166 ff2 fs3 fc2 sc0 ls0 ws0">future<span class="_ _3"> </span>economic<span class="_ _3"> </span>conditi<span class="_ _4"></span>ons<span class="_ _c"> </span>when<span class="_ _12"> </span>assessing<span class="_ _3"> </span>the<span class="_ _3"> </span>credit<span class="_ _3"> </span>risk<span class="_ _12"> </span>of<span class="_ _3"> </span>a<span class="_ _3"> </span>given<span class="_ _3"> </span>exposure.<span class="_ _3"> </span>The<span class="_ _3"> </span>i<span class="_ _4"></span>mplemented</div><div class="t m0 xf h6 y325 ff2 fs3 fc2 sc0 ls0 ws0">impairment<span class="_ _15"> </span>model<span class="_ _15"> </span>applies<span class="_ _15"> </span>to<span class="_ _15"> </span>financial<span class="_ _15"> </span>assets<span class="_ _15"> </span>classified<span class="_ _15"> </span>in<span class="_ _15"> </span>accordance<span class="_ _15"> </span>with<span class="_ _15"> </span>IFRS<span class="_ _15"> </span>9<span class="_ _15"> </span>as<span class="_ _15"> </span>financial</div><div class="t m0 xf h6 y76 ff2 fs3 fc2 sc0 ls0 ws0">assets<span class="_ _16"> </span>measured<span class="_ _16"> </span>at<span class="_ _16"> </span>amortiz<span class="_ _4"></span>ed<span class="_ _d"> </span>cost<span class="_ _f"> </span>or<span class="_ _16"> </span>at<span class="_ _16"> </span>fair<span class="_ _16"> </span>value<span class="_ _16"> </span>through<span class="_ _16"> </span>other<span class="_ _16"> </span>comprehensi<span class="_ _4"></span>ve<span class="_ _16"> </span>income.<span class="_ _16"> </span>In</div><div class="t m0 xf h6 y326 ff2 fs3 fc2 sc0 ls0 ws0">accordance<span class="_ _7"> </span>with<span class="_ _8"> </span>IFRS<span class="_ _7"> </span>9,<span class="_ _8"> </span>credit<span class="_ _7"> </span>exposures<span class="_ _8"> </span>are<span class="_ _7"> </span>classified<span class="_ _7"> </span>into<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>following<span class="_ _7"> </span>categories:</div><div class="t m0 xf h6 y327 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _e"> </span>St<span class="_ _4"></span>age<span class="_ _e"> </span>1<span class="_ _d"> </span>–<span class="_ _d"> </span>exposures<span class="_ _e"> </span>wit<span class="_ _4"></span>hout<span class="_ _e"> </span>recogniz<span class="_ _4"></span>ed<span class="_ _e"> </span>im<span class="_ _4"></span>pairment,<span class="_ _e"> </span>for<span class="_ _d"> </span>which<span class="_ _e"> </span>the<span class="_ _d"> </span>ex<span class="_ _4"></span>pected<span class="_ _e"> </span>credit<span class="_ _d"> </span>loss<span class="_ _e"> </span>i<span class="_ _4"></span>s</div><div class="t m0 xf h6 y328 ff2 fs3 fc2 sc0 ls0 ws0">estimated<span class="_ _8"> </span>over<span class="_ _7"> </span>a<span class="_ _7"> </span>12-month<span class="_ _8"> </span>horizon,</div><div class="t m0 xf h6 y329 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _b"> </span>S<span class="_ _4"></span>tage<span class="_ _b"> </span>2<span class="_ _15"> </span>–<span class="_ _b"> </span>expos<span class="_ _4"></span>ures<span class="_ _b"> </span>without<span class="_ _15"> </span>recognized<span class="_ _15"> </span>impairment<span class="_ _b"> </span>with<span class="_ _15"> </span>an<span class="_ _b"> </span>i<span class="_ _4"></span>dentified<span class="_ _b"> </span>significant<span class="_ _15"> </span>increase<span class="_ _15"> </span>in</div><div class="t m0 xf h6 y32a ff2 fs3 fc2 sc0 ls0 ws0">credit<span class="_ _7"> </span>risk<span class="_ _7"> </span>(SICR),<span class="_ _7"> </span>for<span class="_ _7"> </span>which<span class="_ _7"> </span>the<span class="_ _7"> </span>ex<span class="_ _4"></span>pected<span class="_ _7"> </span>credit<span class="_ _7"> </span>loss<span class="_ _7"> </span>is<span class="_ _7"> </span>estim<span class="_ _4"></span>ated<span class="_ _8"> </span>over<span class="_ _c"> </span>a<span class="_ _7"> </span>lifetime<span class="_ _7"> </span>horizon,<span class="_ _7"> </span>i.e.<span class="_ _7"> </span>unti<span class="_ _4"></span>l</div><div class="t m0 xf h6 y32b ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>maturity<span class="_ _8"> </span>date<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>exposure,</div><div class="t m0 xf h6 y32c ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _c"> </span>Stage<span class="_ _c"> </span>3<span class="_ _7"> </span>–<span class="_ _c"> </span>exposures<span class="_ _c"> </span>with<span class="_ _7"> </span>recogniz<span class="_ _4"></span>ed<span class="_ _7"> </span>i<span class="_ _4"></span>mpairment,<span class="_ _7"> </span>for<span class="_ _c"> </span>which<span class="_ _c"> </span>the<span class="_ _c"> </span>expected<span class="_ _c"> </span>credit<span class="_ _7"> </span>l<span class="_ _4"></span>oss<span class="_ _7"> </span>is<span class="_ _c"> </span>estimated</div><div class="t m0 xf h6 y32d ff2 fs3 fc2 sc0 ls0 ws0">over<span class="_ _8"> </span>a<span class="_ _7"> </span>lifetime<span class="_ _7"> </span>horizon<span class="_ _8"> </span>(until<span class="_ _7"> </span>the<span class="_ _7"> </span>end<span class="_ _8"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>financial<span class="_ _8"> </span>asset<span class="_ _7"> </span>recovery<span class="_ _8"> </span>period).</div><div class="t m0 xf h6 y32e ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _b"> </span>accordance<span class="_ _b"> </span>wi<span class="_ _4"></span>th<span class="_ _b"> </span>IFRS<span class="_ _15"> </span>9,<span class="_ _b"> </span>the<span class="_ _b"> </span>C<span class="_ _4"></span>ompany<span class="_ _b"> </span>has<span class="_ _b"> </span>adopted<span class="_ _b"> </span>a<span class="_ _15"> </span>definition<span class="_ _b"> </span>of<span class="_ _15"> </span>default,<span class="_ _b"> </span>both<span class="_ _15"> </span>in<span class="_ _b"> </span>terms<span class="_ _b"> </span>of</div><div class="t m0 xf h6 y32f ff2 fs3 fc2 sc0 ls0 ws0">expected<span class="_ _19"> </span>credit<span class="_ _19"> </span>l<span class="_ _4"></span>osses<span class="_ _19"> </span>and<span class="_ _19"> </span>for<span class="_ _19"> </span>the<span class="_ _19"> </span>purposes<span class="_ _19"> </span>of<span class="_ _19"> </span>estimati<span class="_ _4"></span>ng<span class="_ _19"> </span>impairment,<span class="_ _19"> </span>which<span class="_ _19"> </span>includes<span class="_ _19"> </span>the</div><div class="t m0 xf h6 y330 ff2 fs3 fc2 sc0 ls0 ws0">following<span class="_ _8"> </span>premises:</div><div class="t m0 xf h6 y331 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _7"> </span>a<span class="_ _8"> </span>delay<span class="_ _7"> </span>in<span class="_ _8"> </span>repayment<span class="_ _7"> </span>of<span class="_ _8"> </span>m<span class="_ _4"></span>ore<span class="_ _8"> </span>than<span class="_ _7"> </span>90<span class="_ _8"> </span>days<span class="_ _7"> </span>from<span class="_ _8"> </span>the<span class="_ _7"> </span>due<span class="_ _7"> </span>date<span class="_ _8"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>recei<span class="_ _4"></span>vable.</div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">31</div><div class="t m0 xf h6 y2af ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _12"> </span>accordanc<span class="_ _4"></span>e<span class="_ _12"> </span>with<span class="_ _b"> </span>IFRS<span class="_ _12"> </span>9,<span class="_ _b"> </span>the<span class="_ _12"> </span>Company<span class="_ _b"> </span>has<span class="_ _12"> </span>adopted<span class="_ _b"> </span>a<span class="_ _3"> </span>definiti<span class="_ _4"></span>on<span class="_ _12"> </span>of<span class="_ _b"> </span>default<span class="_ _12"> </span>for<span class="_ _b"> </span>the<span class="_ _12"> </span>purpose<span class="_ _b"> </span>of</div><div class="t m0 xf h6 y2b0 ff2 fs3 fc2 sc0 ls0 ws0">measuring<span class="_ _7"> </span>expected<span class="_ _8"> </span>credit<span class="_ _7"> </span>losses<span class="_ _7"> </span>and<span class="_ _8"> </span>assessing<span class="_ _7"> </span>impairment.</div><div class="t m0 xf h6 y332 ff2 fs3 fc2 sc0 ls0 ws0">A<span class="_ _3"> </span>financial<span class="_ _3"> </span>asset<span class="_ _3"> </span>is<span class="_ _3"> </span>considered<span class="_ _3"> </span>t<span class="_ _4"></span>o<span class="_ _c"> </span>be<span class="_ _3"> </span>in<span class="_ _3"> </span>default<span class="_ _3"> </span>when<span class="_ _3"> </span>one<span class="_ _3"> </span>or<span class="_ _3"> </span>more<span class="_ _12"> </span>of<span class="_ _c"> </span>the<span class="_ _3"> </span>foll<span class="_ _4"></span>owing<span class="_ _c"> </span>condit<span class="_ _4"></span>ions<span class="_ _c"> </span>are</div><div class="t m0 xf h6 y333 ff2 fs3 fc2 sc0 ls0 ws0">met:</div><div class="t m0 xf h6 y334 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _12"> </span>there<span class="_ _12"> </span>is<span class="_ _12"> </span>objective<span class="_ _12"> </span>evidence<span class="_ _12"> </span>that<span class="_ _12"> </span>the<span class="_ _12"> </span>borrower<span class="_ _12"> </span>is<span class="_ _12"> </span>unli<span class="_ _4"></span>kely<span class="_ _3"> </span>to<span class="_ _12"> </span>repay<span class="_ _12"> </span>it<span class="_ _4"></span>s<span class="_ _12"> </span>obligations<span class="_ _12"> </span>in<span class="_ _12"> </span>full<span class="_ _12"> </span>without</div><div class="t m0 xf h6 y335 ff2 fs3 fc2 sc0 ls0 ws0">realization<span class="_ _7"> </span>of<span class="_ _8"> </span>collateral,<span class="_ _7"> </span>if<span class="_ _8"> </span>any;</div><div class="t m0 xf h6 y336 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _16"> </span>t<span class="_ _4"></span>he<span class="_ _f"> </span>borrower<span class="_ _16"> </span>is subject<span class="_ _16"> </span>to sig<span class="_ _0"></span>nificant<span class="_ _f"> </span>financial difficulties,<span class="_ _16"> </span>restructuring of<span class="_ _16"> </span>debt,<span class="_ _16"> </span>or other</div><div class="t m0 xf h6 y337 ff2 fs3 fc2 sc0 ls0 ws0">indicators<span class="_ _7"> </span>of<span class="_ _8"> </span>credit<span class="_ _7"> </span>deterioration;</div><div class="t m0 xf h6 y338 ff2 fs3 fc2 sc0 ls0 ws0">▪<span class="_ _7"> </span>external<span class="_ _8"> </span>information<span class="_ _7"> </span>or<span class="_ _8"> </span>internal<span class="_ _7"> </span>assessment<span class="_ _7"> </span>indicates<span class="_ _8"> </span>a<span class="_ _7"> </span>significant<span class="_ _7"> </span>increase<span class="_ _8"> </span>i<span class="_ _4"></span>n<span class="_ _8"> </span>credit<span class="_ _7"> </span>risk.</div><div class="t m0 xf h6 y339 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _19"> </span>Company<span class="_ _1a"> </span>applies<span class="_ _19"> </span>a<span class="_ _19"> </span>consistent<span class="_ _19"> </span>definit<span class="_ _4"></span>ion<span class="_ _19"> </span>of<span class="_ _19"> </span>default<span class="_ _1a"> </span>for<span class="_ _19"> </span>all<span class="_ _19"> </span>financial<span class="_ _1a"> </span>assets<span class="_ _19"> </span>subject<span class="_ _1a"> </span>to</div><div class="t m0 xf h6 y33a ff2 fs3 fc2 sc0 ls0 ws0">impairment<span class="_ _7"> </span>under<span class="_ _8"> </span>IFRS<span class="_ _7"> </span>9.</div><div class="t m0 xf h6 y33b ff2 fs3 fc2 sc0 ls0 ws0">Upon<span class="_ _b"> </span>recording<span class="_ _b"> </span>the<span class="_ _b"> </span>re<span class="_ _0"></span>payment<span class="_ _b"> </span>of<span class="_ _b"> </span>financial<span class="_ _b"> </span>assets<span class="_ _b"> </span>pre<span class="_ _0"></span>viously<span class="_ _b"> </span>classified<span class="_ _b"> </span>as<span class="_ _b"> </span>default,<span class="_ _b"> </span>the<span class="_ _b"> </span>Company</div><div class="t m0 xf h6 y33c ff2 fs3 fc2 sc0 ls0 ws0">reclassifies<span class="_ _7"> </span>the<span class="_ _8"> </span>relevant<span class="_ _7"> </span>financial<span class="_ _8"> </span>assets<span class="_ _7"> </span>as<span class="_ _7"> </span>not<span class="_ _8"> </span>at<span class="_ _7"> </span>risk.</div><div class="t m0 xf h6 y33d ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>Company<span class="_ _3"> </span>appli<span class="_ _4"></span>es<span class="_ _3"> </span>the<span class="_ _12"> </span>i<span class="_ _4"></span>mpairment<span class="_ _3"> </span>requirements<span class="_ _12"> </span>to<span class="_ _12"> </span>recognize<span class="_ _12"> </span>and<span class="_ _12"> </span>measure<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>loss<span class="_ _12"> </span>allowance</div><div class="t m0 xf h6 y33e ff2 fs3 fc2 sc0 ls0 ws0">for<span class="_ _7"> </span>financial<span class="_ _7"> </span>assets<span class="_ _7"> </span>that<span class="_ _7"> </span>are<span class="_ _7"> </span>measured<span class="_ _7"> </span>at<span class="_ _7"> </span>fair<span class="_ _7"> </span>value<span class="_ _7"> </span>t<span class="_ _4"></span>hrough<span class="_ _7"> </span>other<span class="_ _7"> </span>comprehensive<span class="_ _7"> </span>income.<span class="_ _7"> </span>However,</div><div class="t m0 xf h6 y33f ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _c"> </span>loss<span class="_ _7"> </span>all<span class="_ _4"></span>owance<span class="_ _c"> </span>for<span class="_ _c"> </span>expected<span class="_ _7"> </span>credit<span class="_ _3"> </span>losses<span class="_ _c"> </span>is<span class="_ _c"> </span>recognized<span class="_ _7"> </span>i<span class="_ _4"></span>n<span class="_ _7"> </span>the<span class="_ _c"> </span>profit<span class="_ _c"> </span>or<span class="_ _c"> </span>loss<span class="_ _c"> </span>statement<span class="_ _c"> </span>and<span class="_ _c"> </span>does</div><div class="t m0 xf h6 y340 ff2 fs3 fc2 sc0 ls0 ws0">not<span class="_ _b"> </span>re<span class="_ _0"></span>duce<span class="_ _b"> </span>the<span class="_ _12"> </span>carrying<span class="_ _b"> </span>amount<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>financial<span class="_ _12"> </span>asset<span class="_ _b"> </span>in<span class="_ _12"> </span>the<span class="_ _b"> </span>statement<span class="_ _b"> </span>of<span class="_ _12"> </span>financial<span class="_ _b"> </span>position.<span class="_ _b"> </span>The</div><div class="t m0 xf h6 y341 ff2 fs3 fc2 sc0 ls0 ws0">Management<span class="_ _12"> </span>Board,<span class="_ _12"> </span>taking<span class="_ _b"> </span>into<span class="_ _3"> </span>account<span class="_ _b"> </span>a<span class="_ _0"></span>ll<span class="_ _12"> </span>reasonable<span class="_ _b"> </span>a<span class="_ _0"></span>nd<span class="_ _12"> </span>documentable<span class="_ _12"> </span>information,<span class="_ _b"> </span>considers</div><div class="t m0 xf h6 y342 ff2 fs3 fc2 sc0 ls0 ws0">that<span class="_ _3"> </span>i<span class="_ _4"></span>mpairment<span class="_ _12"> </span>may<span class="_ _3"> </span>be<span class="_ _3"> </span>recogni<span class="_ _4"></span>zed<span class="_ _3"> </span>onl<span class="_ _4"></span>y<span class="_ _3"> </span>when<span class="_ _12"> </span>there<span class="_ _3"> </span>is<span class="_ _12"> </span>objective<span class="_ _12"> </span>evidence<span class="_ _12"> </span>that<span class="_ _3"> </span>events<span class="_ _12"> </span>(indicators</div><div class="t m0 xf h6 y343 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _8"> </span>impairment)<span class="_ _7"> </span>have<span class="_ _7"> </span>been<span class="_ _8"> </span>observed<span class="_ _7"> </span>that<span class="_ _8"> </span>cause<span class="_ _7"> </span>impairment.</div><div class="t m0 xf hf y344 ff1 fs3 fc2 sc0 ls0 ws0">Information<span class="_ _7"> </span>about<span class="_ _8"> </span>financial<span class="_ _7"> </span>assets</div><div class="c x40 y345 w1f h20"><div class="t m0 x46 hf y245 ff1 fs3 fc2 sc0 ls0 ws0">30.06.2025</div></div><div class="c x40 y346 w1f h21"><div class="t m0 x71 h4 y347 ff1 fs2 fc2 sc0 ls0 ws0">Classes<span class="_ _5"> </span>of<span class="_ _8"> </span>financial<span class="_ _5"> </span>instruments</div><div class="t m0 x72 h22 y348 ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c x73 y346 w20 h21"><div class="t m0 x74 h4 y349 ff1 fs2 fc2 sc0 ls0 ws0">Amortized<span class="_ _5"> </span>cost</div></div><div class="c x75 y346 w21 h21"><div class="t m0 x4f h4 y349 ff1 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x40 y34a w1f he"><div class="t m0 x46 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>financial<span class="_ _8"> </span>assets</div></div><div class="c x73 y34a w20 he"><div class="t m0 xf h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x75 y34a w21 he"><div class="t m0 x6c h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x40 y34b w1f he"><div class="t m0 x46 h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>receivables</div></div><div class="c x73 y34b w20 he"><div class="t m0 x76 h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x75 y34b w21 he"><div class="t m0 x5b h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x40 y34d w1f he"><div class="t m0 x46 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">Granted<span class="_ _5"> </span>loans</div></div><div class="c x73 y34d w20 he"><div class="t m0 xf h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>928</div></div><div class="c x75 y34d w21 he"><div class="t m0 x6c h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>928</div></div><div class="c x40 y34e w1f he"><div class="t m0 x18 h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span><span class="ff4">including<span class="_ _5"> </span>interest</span></div></div><div class="c x73 y34e w20 he"><div class="t m0 x5d h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">397</div></div><div class="c x75 y34e w21 he"><div class="t m0 x4a h8 y8a ff2 fs2 fc2 sc0 ls0 ws0">397</div></div><div class="c x40 y34f w1f he"><div class="t m0 x46 h8 y1da ff2 fs2 fc2 sc0 ls0 ws0">Cash<span class="_ _8"> </span>and<span class="_ _5"> </span>cash<span class="_ _8"> </span>equivalents</div></div><div class="c x73 y34f w20 he"><div class="t m0 x76 h8 y1da ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x75 y34f w21 he"><div class="t m0 x5b h8 y1da ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x40 y312 w1f he"><div class="t m0 x46 h8 y350 ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>accruals</div></div><div class="c x73 y312 w20 he"><div class="t m0 x76 h8 y350 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x75 y312 w21 he"><div class="t m0 x5b h8 y350 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x40 y351 w1f he"><div class="t m0 x46 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>financial<span class="_ _8"> </span>liabilities</div></div><div class="c x73 y351 w20 he"><div class="t m0 x77 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x75 y351 w21 he"><div class="t m0 x78 h4 y1e1 ff1 fs2 fc2 sc0 ls0 ws0">16</div></div><div class="c x40 y352 w1f he"><div class="t m0 x46 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">Long-term<span class="_ _5"> </span>loans</div></div><div class="c x73 y352 w20 he"><div class="t m0 x76 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x75 y352 w21 he"><div class="t m0 x5b h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y353 w1f he"><div class="t m0 x46 h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">Trade<span class="_ _5"> </span>and<span class="_ _8"> </span>other<span class="_ _5"> </span>l<span class="_ _4"></span>iabilities</div></div><div class="c x73 y353 w20 he"><div class="t m0 x76 h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x75 y353 w21 he"><div class="t m0 x5b h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x40 y355 w1f he"><div class="t m0 x46 h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>reserves</div></div><div class="c x73 y355 w20 he"><div class="t m0 x77 h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x75 y355 w21 he"><div class="t m0 x78 h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">15</div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">32</div><div class="t m0 xf hf yc9 ff1 fs3 fc2 sc0 ls0 ws0">Information<span class="_ _7"> </span>about<span class="_ _8"> </span>financial<span class="_ _7"> </span>assets</div><div class="c x40 y356 w22 h20"><div class="t m0 x46 hf y1d7 ff1 fs3 fc2 sc0 ls0 ws0">30.06.2024</div></div><div class="c x40 y357 w22 h21"><div class="t m0 x77 h4 y358 ff1 fs2 fc2 sc0 ls0 ws0">Classes<span class="_ _5"> </span>of<span class="_ _8"> </span>financial<span class="_ _5"> </span>instruments</div><div class="t m0 x79 h22 y359 ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c x7a y357 w23 h21"><div class="t m0 x21 h4 y35a ff1 fs2 fc2 sc0 ls0 ws0">Amortized<span class="_ _5"> </span>cost</div></div><div class="c x7b y357 w24 h21"><div class="t m0 x24 h4 y35a ff1 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c x40 y35b w22 he"><div class="t m0 x46 h4 y354 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>financial<span class="_ _8"> </span>assets</div></div><div class="c x7a y35b w23 he"><div class="t m0 xf h4 y354 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x7b y35b w24 he"><div class="t m0 x7c h4 y354 ff1 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>113</div></div><div class="c x40 y35c w22 he"><div class="t m0 x46 h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">Granted<span class="_ _5"> </span>loans</div></div><div class="c x7a y35c w23 he"><div class="t m0 xf h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>111</div></div><div class="c x7b y35c w24 he"><div class="t m0 x7c h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _5"> </span>111</div></div><div class="c x40 y35d w22 he"><div class="t m0 x18 h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span><span class="ff4">including<span class="_ _5"> </span>interest</span></div></div><div class="c x7a y35d w23 he"><div class="t m0 x7d h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">317</div></div><div class="c x7b y35d w24 he"><div class="t m0 x7e h8 y21c ff2 fs2 fc2 sc0 ls0 ws0">317</div></div><div class="c x40 y35e w22 he"><div class="t m0 x46 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>accruals</div></div><div class="c x7a y35e w23 he"><div class="t m0 x76 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x7b y35e w24 he"><div class="t m0 x64 h8 y190 ff2 fs2 fc2 sc0 ls0 ws0">2</div></div><div class="c x40 y35f w22 he"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>financial<span class="_ _8"> </span>liabilities</div></div><div class="c x7a y35f w23 he"><div class="t m0 xf h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>257</div></div><div class="c x7b y35f w24 he"><div class="t m0 x7c h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>257</div></div><div class="c x40 y360 w22 he"><div class="t m0 x46 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">Long-term<span class="_ _5"> </span>loans</div></div><div class="c x7a y360 w23 he"><div class="t m0 x76 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x7b y360 w24 he"><div class="t m0 x64 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y361 w22 he"><div class="t m0 x46 h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">Trade<span class="_ _5"> </span>and<span class="_ _8"> </span>other<span class="_ _5"> </span>l<span class="_ _4"></span>iabilities</div></div><div class="c x7a y361 w23 he"><div class="t m0 xf h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>249</div></div><div class="c x7b y361 w24 he"><div class="t m0 x7c h8 y34c ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>249</div></div><div class="c x40 y362 w22 he"><div class="t m0 x46 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">Short-term<span class="_ _5"> </span>reserves</div></div><div class="c x7a y362 w23 he"><div class="t m0 x76 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="c x7b y362 w24 he"><div class="t m0 x64 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">8</div></div><div class="t m0 xf hf y363 ff5 fs3 fc2 sc0 ls0 ws0">Professional<span class="_ _7"> </span>judgment</div><div class="t m0 xf h6 y364 ff2 fs3 fc2 sc0 ls0 ws0">If<span class="_ _12"> </span>a<span class="_ _12"> </span>given<span class="_ _12"> </span>transaction<span class="_ _12"> </span>is<span class="_ _12"> </span>not<span class="_ _12"> </span>regulate<span class="_ _4"></span>d<span class="_ _12"> </span>by<span class="_ _12"> </span>any<span class="_ _12"> </span>standard<span class="_ _12"> </span>or<span class="_ _12"> </span>interpretation,<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board,</div><div class="t m0 xf h6 y2f ff2 fs3 fc2 sc0 ls0 ws0">guided<span class="_ _12"> </span>by<span class="_ _12"> </span>its<span class="_ _12"> </span>subjective<span class="_ _12"> </span>judgment,<span class="_ _12"> </span>determines<span class="_ _12"> </span>and<span class="_ _b"> </span>applies<span class="_ _3"> </span>accounting<span class="_ _12"> </span>policies<span class="_ _12"> </span>which<span class="_ _12"> </span>wil<span class="_ _4"></span>l<span class="_ _12"> </span>ensure</div><div class="t m0 xf h6 y365 ff2 fs3 fc2 sc0 ls0 ws0">that<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>financial<span class="_ _8"> </span>statements<span class="_ _7"> </span>will<span class="_ _8"> </span>contain<span class="_ _7"> </span>correct<span class="_ _7"> </span>and<span class="_ _8"> </span>reliable<span class="_ _7"> </span>information<span class="_ _8"> </span>and:</div><div class="t m0 x10 h6 y366 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _21"> </span><span class="ff2">c<span class="_ _0"></span>orrectly,<span class="_ _12"> </span>clearly<span class="_ _3"> </span>and<span class="_ _12"> </span>fairly<span class="_ _12"> </span>present<span class="_ _3"> </span>the<span class="_ _3"> </span>assets<span class="_ _12"> </span>and<span class="_ _12"> </span>financial<span class="_ _12"> </span>situation<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>Company,<span class="_ _3"> </span>the</span></div><div class="t m0 x2b h6 y367 ff2 fs3 fc2 sc0 ls0 ws0">results<span class="_ _8"> </span>of<span class="_ _7"> </span>its<span class="_ _7"> </span>activities<span class="_ _8"> </span>and<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows,</div><div class="t m0 x10 h6 y54 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _21"> </span><span class="ff2">r<span class="_ _0"></span>eflect<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>economic<span class="_ _7"> </span>content<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>transaction,</span></div><div class="t m0 x10 h6 y368 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _21"> </span><span class="ff2">a<span class="_ _0"></span>re<span class="_ _8"> </span>obj<span class="_ _4"></span>ective,</span></div><div class="t m0 x10 h6 y2a1 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _21"> </span><span class="ff2">is<span class="_ _8"> </span>prepared<span class="_ _8"> </span>in<span class="_ _7"> </span>accordance<span class="_ _7"> </span>with<span class="_ _8"> </span>the<span class="_ _7"> </span>principle<span class="_ _8"> </span>of<span class="_ _7"> </span>prudent<span class="_ _7"> </span>valuation,</span></div><div class="t m0 x10 h6 y369 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _21"> </span><span class="ff2">is<span class="_ _8"> </span>complete<span class="_ _8"> </span>in<span class="_ _7"> </span>all<span class="_ _7"> </span>material<span class="_ _8"> </span>respects.</span></div><div class="t m0 xf h6 y36a ff2 fs3 fc2 sc0 ls0 ws0">When<span class="_ _12"> </span>valuating<span class="_ _b"> </span>the<span class="_ _12"> </span>loans,<span class="_ _b"> </span>the<span class="_ _12"> </span>debtor&apos;s<span class="_ _12"> </span>sol<span class="_ _4"></span>vency<span class="_ _12"> </span>is<span class="_ _b"> </span>taken<span class="_ _12"> </span>into<span class="_ _b"> </span>account.<span class="_ _12"> </span>We<span class="_ _12"> </span>t<span class="_ _4"></span>ake<span class="_ _12"> </span>int<span class="_ _4"></span>o<span class="_ _12"> </span>account<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y36b ff2 fs3 fc2 sc0 ls0 ws0">risk<span class="_ _c"> </span>of<span class="_ _c"> </span>non-repayment.<span class="_ _c"> </span>If<span class="_ _7"> </span>there<span class="_ _c"> </span>is<span class="_ _c"> </span>no<span class="_ _c"> </span>risk<span class="_ _c"> </span>of<span class="_ _c"> </span>repayment,<span class="_ _c"> </span>we<span class="_ _c"> </span>value<span class="_ _c"> </span>the<span class="_ _c"> </span>loans<span class="_ _c"> </span>at<span class="_ _7"> </span>t<span class="_ _4"></span>heir<span class="_ _c"> </span>nominal<span class="_ _7"> </span>value.</div><div class="t m0 xf h6 y36c ff2 fs3 fc2 sc0 ls0 ws0">There<span class="_ _8"> </span>are<span class="_ _7"> </span>conducted<span class="_ _7"> </span>proper<span class="_ _8"> </span>analysis<span class="_ _4"></span>.</div><div class="t m0 xf h6 y36d ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _19"> </span>Management Board<span class="_ _19"> </span>makes<span class="_ _19"> </span>decisions<span class="_ _19"> </span>considering<span class="_ _19"> </span>all<span class="_ _19"> </span>the<span class="_ _19"> </span>potential<span class="_ _19"> </span>consequences of<span class="_ _19"> </span>it<span class="_ _4"></span>s</div><div class="t m0 xf h6 y36e ff2 fs3 fc2 sc0 ls0 ws0">decisions.<span class="_ _7"> </span>Hence,<span class="_ _8"> </span>the<span class="_ _7"> </span>decision-making<span class="_ _8"> </span>process<span class="_ _7"> </span>is<span class="_ _7"> </span>based<span class="_ _8"> </span>on<span class="_ _7"> </span>multi-stage<span class="_ _8"> </span>analysis<span class="_ _7"> </span>of,<span class="_ _7"> </span>inter<span class="_ _8"> </span>alia,</div><div class="t m0 xf h6 y36f ff2 fs3 fc2 sc0 ls0 ws0">borrowers&apos;<span class="_ _7"> </span>collaterals.</div><div class="t m0 xf hf y370 ff5 fs3 fc2 sc0 ls0 ws0">Uncertainty<span class="_ _7"> </span>of<span class="_ _8"> </span>estim<span class="_ _4"></span>ates</div><div class="t m0 xf h6 y371 ff2 fs3 fc2 sc0 ls0 ws0">When<span class="_ _1d"> </span>applying<span class="_ _1d"> </span>the<span class="_ _1d"> </span>accounti<span class="_ _4"></span>ng<span class="_ _1d"> </span>principles<span class="_ _1d"> </span>in<span class="_ _1d"> </span>force<span class="_ _1d"> </span>i<span class="_ _4"></span>n<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Company,<span class="_ _1d"> </span>t<span class="_ _4"></span>he<span class="_ _15"> </span>M<span class="_ _4"></span>anagement<span class="_ _1d"> </span>Board<span class="_ _1d"> </span>is</div><div class="t m0 xf h6 y372 ff2 fs3 fc2 sc0 ls0 ws0">obliged<span class="_ _1d"> </span>to<span class="_ _11"> </span>make<span class="_ _1d"> </span>esti<span class="_ _4"></span>mates,<span class="_ _11"> </span>judgments<span class="_ _1d"> </span>and<span class="_ _1d"> </span>assum<span class="_ _4"></span>ptions<span class="_ _1d"> </span>regarding<span class="_ _11"> </span>the<span class="_ _11"> </span>amounts<span class="_ _1d"> </span>of<span class="_ _11"> </span>valuation<span class="_ _11"> </span>of</div><div class="t m0 xf h6 y373 ff2 fs3 fc2 sc0 ls0 ws0">individual<span class="_ _1d"> </span>assets<span class="_ _1d"> </span>and<span class="_ _11"> </span>liabilities.<span class="_ _1d"> </span>The<span class="_ _1d"> </span>estimates<span class="_ _1d"> </span>and<span class="_ _11"> </span>related<span class="_ _1d"> </span>assumptions<span class="_ _1d"> </span>are<span class="_ _1d"> </span>based<span class="_ _11"> </span>on<span class="_ _1d"> </span>historical</div><div class="t m0 xf h6 y374 ff2 fs3 fc2 sc0 ls0 ws0">experience<span class="_ _12"> </span>and<span class="_ _12"> </span>other<span class="_ _12"> </span>factors<span class="_ _12"> </span>considered<span class="_ _12"> </span>relevant.<span class="_ _12"> </span>The<span class="_ _12"> </span>actual<span class="_ _b"> </span>results<span class="_ _3"> </span>may<span class="_ _12"> </span>differ<span class="_ _12"> </span>from<span class="_ _b"> </span>the<span class="_ _c"> </span>adopted</div><div class="t m0 xf h6 y375 ff2 fs3 fc2 sc0 ls0 ws0">estimated<span class="_ _8"> </span>values.<span class="_ _7"> </span>The<span class="_ _7"> </span>preparation<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>financial<span class="_ _8"> </span>statements<span class="_ _7"> </span>requires<span class="_ _7"> </span>the<span class="_ _8"> </span>Management<span class="_ _7"> </span>Board<span class="_ _7"> </span>of</div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">33</div><div class="t m0 xf h6 y64 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _c"> </span>Company<span class="_ _c"> </span>to<span class="_ _c"> </span>make<span class="_ _c"> </span>esti<span class="_ _4"></span>mates,<span class="_ _c"> </span>as<span class="_ _c"> </span>much<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>i<span class="_ _4"></span>nformation<span class="_ _c"> </span>contained<span class="_ _c"> </span>in<span class="_ _c"> </span>the<span class="_ _c"> </span>financial<span class="_ _c"> </span>st<span class="_ _4"></span>atements</div><div class="t m0 xf h6 y65 ff2 fs3 fc2 sc0 ls0 ws0">cannot<span class="_ _1d"> </span>be<span class="_ _11"> </span>accurate<span class="_ _4"></span>ly<span class="_ _1d"> </span>valued.<span class="_ _11"> </span>The<span class="_ _11"> </span>Management<span class="_ _11"> </span>Board<span class="_ _11"> </span>verifies<span class="_ _11"> </span>the<span class="_ _11"> </span>adopted<span class="_ _11"> </span>estimates<span class="_ _11"> </span>based<span class="_ _11"> </span>on</div><div class="t m0 xf h6 y12c ff2 fs3 fc2 sc0 ls0 ws0">changes<span class="_ _d"> </span>i<span class="_ _4"></span>n<span class="_ _d"> </span>the<span class="_ _16"> </span>factors<span class="_ _16"> </span>considered<span class="_ _d"> </span>when<span class="_ _16"> </span>making<span class="_ _16"> </span>them,<span class="_ _16"> </span>new<span class="_ _d"> </span>information<span class="_ _16"> </span>or<span class="_ _16"> </span>past<span class="_ _d"> </span>experiences.</div><div class="t m0 xf h6 y376 ff2 fs3 fc2 sc0 ls0 ws0">Therefore,<span class="_ _8"> </span>the<span class="_ _7"> </span>estimates<span class="_ _7"> </span>made<span class="_ _8"> </span>as<span class="_ _7"> </span>at<span class="_ _7"> </span>June<span class="_ _8"> </span>30,<span class="_ _7"> </span>2025<span class="_ _8"> </span>may<span class="_ _7"> </span>be<span class="_ _8"> </span>changed<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>future.</div><div class="t m0 xf h6 y377 ff2 fs3 fc2 sc0 ls0 ws0">Areas<span class="_ _8"> </span>where<span class="_ _7"> </span>disclosure<span class="_ _7"> </span>may<span class="_ _8"> </span>be<span class="_ _7"> </span>required<span class="_ _8"> </span>depending<span class="_ _7"> </span>on<span class="_ _7"> </span>the<span class="_ _8"> </span>specific<span class="_ _7"> </span>facts<span class="_ _8"> </span>and<span class="_ _7"> </span>circumstances:</div><div class="t m0 xf h6 y378 ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _7"> </span>recognit<span class="_ _4"></span>ion<span class="_ _7"> </span>and<span class="_ _c"> </span>valuation<span class="_ _7"> </span>of<span class="_ _c"> </span>provisions<span class="_ _7"> </span>i<span class="_ _4"></span>f<span class="_ _7"> </span>the<span class="_ _c"> </span>outcome<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>legal<span class="_ _c"> </span>proceedings<span class="_ _c"> </span>is<span class="_ _7"> </span>uncertain<span class="_ _c"> </span>-<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y379 ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _12"> </span>is<span class="_ _12"> </span>not<span class="_ _12"> </span>involved<span class="_ _3"> </span>in<span class="_ _12"> </span>any<span class="_ _12"> </span>legal<span class="_ _12"> </span>proceedings<span class="_ _12"> </span>as<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>balance<span class="_ _3"> </span>sheet<span class="_ _12"> </span>date,<span class="_ _12"> </span>therefore<span class="_ _12"> </span>it<span class="_ _12"> </span>does</div><div class="t m0 xf h6 y37a ff2 fs3 fc2 sc0 ls0 ws0">not<span class="_ _8"> </span>recogni<span class="_ _4"></span>se<span class="_ _8"> </span>or<span class="_ _7"> </span>value<span class="_ _8"> </span>any<span class="_ _7"> </span>provisions<span class="_ _7"> </span>in<span class="_ _8"> </span>this<span class="_ _7"> </span>respect.</div><div class="t m0 xf h6 y37b ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _c"> </span>recognition<span class="_ _c"> </span>and<span class="_ _c"> </span>valuation<span class="_ _c"> </span>of<span class="_ _c"> </span>liabilities<span class="_ _c"> </span>related<span class="_ _c"> </span>to<span class="_ _c"> </span>uncertain<span class="_ _c"> </span>tax<span class="_ _c"> </span>positions<span class="_ _c"> </span>-<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>does<span class="_ _c"> </span>not</div><div class="t m0 xf h6 y158 ff2 fs3 fc2 sc0 ls0 ws0">have<span class="_ _3"> </span>uncertain<span class="_ _12"> </span>tax<span class="_ _3"> </span>positions<span class="_ _3"> </span>as<span class="_ _12"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>balance<span class="_ _12"> </span>sheet<span class="_ _3"> </span>date,<span class="_ _3"> </span>t<span class="_ _4"></span>herefore<span class="_ _3"> </span>it<span class="_ _3"> </span>does<span class="_ _3"> </span>not<span class="_ _12"> </span>recognise<span class="_ _3"> </span>or<span class="_ _12"> </span>value</div><div class="t m0 xf h6 y37c ff2 fs3 fc2 sc0 ls0 ws0">any<span class="_ _7"> </span>liabilities<span class="_ _8"> </span>related<span class="_ _7"> </span>to<span class="_ _7"> </span>such<span class="_ _8"> </span>positions.</div><div class="t m0 xf h6 y37d ff2 fs3 fc2 sc0 ls0 ws0">•<span class="_ _15"> </span>valuation<span class="_ _15"> </span>of<span class="_ _1d"> </span>liabilities<span class="_ _15"> </span>for<span class="_ _1d"> </span>long-term<span class="_ _15"> </span>employee<span class="_ _1d"> </span>benefits<span class="_ _15"> </span>-<span class="_ _15"> </span>t<span class="_ _4"></span>he<span class="_ _15"> </span>Company<span class="_ _15"> </span>does<span class="_ _1d"> </span>not<span class="_ _15"> </span>employ<span class="_ _15"> </span>any</div><div class="t m0 xf h6 y37e ff2 fs3 fc2 sc0 ls0 ws0">employees<span class="_ _b"> </span>as<span class="_ _b"> </span>of<span class="_ _b"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>balance<span class="_ _b"> </span>sheet<span class="_ _b"> </span>date,<span class="_ _b"> </span>t<span class="_ _4"></span>herefore<span class="_ _b"> </span>it<span class="_ _b"> </span>is<span class="_ _b"> </span>not<span class="_ _15"> </span>necessary<span class="_ _b"> </span>to<span class="_ _b"> </span>value<span class="_ _b"> </span>li<span class="_ _4"></span>abilities<span class="_ _b"> </span>for<span class="_ _b"> </span>any</div><div class="t m0 xf h6 y37f ff2 fs3 fc2 sc0 ls0 ws0">employee<span class="_ _7"> </span>benefits.</div><div class="t m0 xf h6 y380 ff2 fs3 fc2 sc0 ls0 ws0">These<span class="_ _7"> </span>and<span class="_ _7"> </span>other<span class="_ _7"> </span>matters<span class="_ _c"> </span>are<span class="_ _7"> </span>subject<span class="_ _7"> </span>to<span class="_ _7"> </span>the<span class="_ _7"> </span>disclosure<span class="_ _7"> </span>requirements<span class="_ _7"> </span>contained<span class="_ _c"> </span>in<span class="_ _7"> </span>IAS<span class="_ _7"> </span>1<span class="_ _7"> </span>only<span class="_ _7"> </span>if<span class="_ _7"> </span>there</div><div class="t m0 xf h6 y381 ff2 fs3 fc2 sc0 ls0 ws0">is<span class="_ _16"> </span>a significant<span class="_ _16"> </span>risk of<span class="_ _16"> </span>causing<span class="_ _f"> </span>material<span class="_ _f"> </span>adjustments<span class="_ _16"> </span>t<span class="_ _4"></span>o<span class="_ _16"> </span>the carry<span class="_ _0"></span>ing a<span class="_ _0"></span>mounts of<span class="_ _16"> </span>assets<span class="_ _f"> </span>and</div><div class="t m0 xf h6 y382 ff2 fs3 fc2 sc0 ls0 ws0">liabilities<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>next<span class="_ _7"> </span>financial<span class="_ _8"> </span>year.</div><div class="t m0 xf hf y383 ff1 fs3 fc2 sc0 ls0 ws0">1.7.<span class="_ _8"> </span>Cash<span class="_ _7"> </span>and<span class="_ _8"> </span>cash<span class="_ _7"> </span>equivalents,<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows<span class="_ _7"> </span>(IAS<span class="_ _8"> </span>7)</div><div class="t m0 xf h6 y384 ff2 fs3 fc2 sc0 ls0 ws0">Cash<span class="_ _1d"> </span>and<span class="_ _11"> </span>cash<span class="_ _1d"> </span>equivalents<span class="_ _e"> </span>are<span class="_ _1d"> </span>cash<span class="_ _11"> </span>at<span class="_ _11"> </span>bank<span class="_ _1d"> </span>and<span class="_ _11"> </span>on<span class="_ _1d"> </span>hand,<span class="_ _11"> </span>short-term<span class="_ _11"> </span>extremely<span class="_ _1d"> </span>high<span class="_ _11"> </span>liquidi<span class="_ _4"></span>ty</div><div class="t m0 xf h6 y29b ff2 fs3 fc2 sc0 ls0 ws0">investments<span class="_ _b"> </span>(up<span class="_ _b"> </span>to<span class="_ _b"> </span>three<span class="_ _b"> </span>months)<span class="_ _b"> </span>that<span class="_ _b"> </span>are<span class="_ _b"> </span>readily<span class="_ _b"> </span>convertible<span class="_ _b"> </span>into<span class="_ _b"> </span>a<span class="_ _b"> </span>known<span class="_ _b"> </span>amount<span class="_ _b"> </span>of<span class="_ _b"> </span>cash<span class="_ _b"> </span>and</div><div class="t m0 xf h6 y385 ff2 fs3 fc2 sc0 ls0 ws0">which<span class="_ _7"> </span>are<span class="_ _8"> </span>subject<span class="_ _7"> </span>to<span class="_ _8"> </span>an<span class="_ _7"> </span>insignificant<span class="_ _7"> </span>risk<span class="_ _8"> </span>of<span class="_ _8"> </span>change<span class="_ _4"></span>s<span class="_ _7"> </span>in<span class="_ _8"> </span>value.</div><div class="t m0 xf h6 y386 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>statement<span class="_ _7"> </span>of<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows<span class="_ _7"> </span>reports<span class="_ _c"> </span>cash<span class="_ _7"> </span>flows<span class="_ _7"> </span>during<span class="_ _7"> </span>the<span class="_ _7"> </span>period<span class="_ _7"> </span>classified<span class="_ _7"> </span>by<span class="_ _c"> </span>operating,<span class="_ _7"> </span>investing</div><div class="t m0 xf h6 y387 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _11"> </span>financing<span class="_ _e"> </span>activiti<span class="_ _4"></span>es.<span class="_ _11"> </span>The<span class="_ _e"> </span>Company<span class="_ _11"> </span>reports<span class="_ _e"> </span>cash<span class="_ _e"> </span>flows<span class="_ _11"> </span>from<span class="_ _e"> </span>operating<span class="_ _e"> </span>activities<span class="_ _e"> </span>using<span class="_ _11"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y9d ff2 fs3 fc2 sc0 ls0 ws0">indirect<span class="_ _c"> </span>method<span class="_ _c"> </span>whereby<span class="_ _c"> </span>net<span class="_ _3"> </span>profit<span class="_ _c"> </span>or<span class="_ _c"> </span>loss<span class="_ _c"> </span>is<span class="_ _c"> </span>adjusted<span class="_ _c"> </span>for<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>effects<span class="_ _c"> </span>of<span class="_ _c"> </span>transactions<span class="_ _c"> </span>of<span class="_ _c"> </span>a<span class="_ _3"> </span>non-cash</div><div class="t m0 xf h6 y388 ff2 fs3 fc2 sc0 ls0 ws0">nature,<span class="_ _8"> </span>any<span class="_ _7"> </span>deferrals<span class="_ _7"> </span>or<span class="_ _7"> </span>accruals<span class="_ _7"> </span>of<span class="_ _7"> </span>past<span class="_ _8"> </span>or<span class="_ _7"> </span>future<span class="_ _7"> </span>operating<span class="_ _7"> </span>cash<span class="_ _8"> </span>receipts<span class="_ _7"> </span>or<span class="_ _7"> </span>payments,<span class="_ _7"> </span>and<span class="_ _8"> </span>i<span class="_ _4"></span>tems<span class="_ _8"> </span>of</div><div class="t m0 xf h6 y389 ff2 fs3 fc2 sc0 ls0 ws0">income<span class="_ _7"> </span>or<span class="_ _8"> </span>expense<span class="_ _7"> </span>associated<span class="_ _8"> </span>wit<span class="_ _4"></span>h<span class="_ _8"> </span>investing<span class="_ _7"> </span>or<span class="_ _8"> </span>financing<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows.</div><div class="t m0 xf hf y38a ff1 fs3 fc2 sc0 ls0 ws0">1.8.<span class="_ _8"> </span>Sh<span class="_ _4"></span>are<span class="_ _8"> </span>Capital<span class="_ _7"> </span>(IAS<span class="_ _8"> </span>1)</div><div class="t m0 xf h6 y38b ff2 fs3 fc2 sc0 ls0 ws0">Ordinary<span class="_ _11"> </span>shares<span class="_ _11"> </span>are<span class="_ _11"> </span>i<span class="_ _4"></span>ncluded<span class="_ _11"> </span>within<span class="_ _11"> </span>equity.<span class="_ _11"> </span>The<span class="_ _11"> </span>ex<span class="_ _4"></span>penditures<span class="_ _11"> </span>related<span class="_ _11"> </span>to<span class="_ _11"> </span>t<span class="_ _4"></span>he<span class="_ _11"> </span>issue<span class="_ _11"> </span>of<span class="_ _11"> </span>ordinary</div><div class="t m0 xf h6 y38c ff2 fs3 fc2 sc0 ls0 ws0">shares are recognised as a reduction of equity<span class="_ _0"></span>. Treasury shares repurchased by the parent</div><div class="t m0 xf h6 y145 ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _1c"> </span>are<span class="_ _1c"> </span>recognised<span class="_ _1c"> </span>as<span class="_ _1c"> </span>a<span class="_ _1c"> </span>reduction<span class="_ _1c"> </span>of<span class="_ _14"> </span>equity<span class="_ _1c"> </span>(in<span class="_ _1c"> </span>the<span class="_ _1c"> </span>line<span class="_ _1c"> </span>item<span class="_ _1c"> </span>“Treasury<span class="_ _1c"> </span>shares”).</div><div class="t m0 xf h6 y38d ff2 fs3 fc2 sc0 ls0 ws0">Disbursements<span class="_ _7"> </span>and<span class="_ _8"> </span>contributions<span class="_ _7"> </span>related<span class="_ _7"> </span>to<span class="_ _8"> </span>treasury<span class="_ _7"> </span>shares<span class="_ _8"> </span>are<span class="_ _7"> </span>recognised<span class="_ _7"> </span>in<span class="_ _8"> </span>equity.</div><div class="t m0 xf hf y38e ff1 fs3 fc2 sc0 ls0 ws0">1.9.<span class="_ _8"> </span>Sh<span class="_ _4"></span>are<span class="_ _8"> </span>premium<span class="_ _7"> </span>(IAS<span class="_ _8"> </span>1)</div><div class="t m0 xf h6 y38f ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>differences<span class="_ _12"> </span>between<span class="_ _b"> </span>the<span class="_ _3"> </span>fair<span class="_ _b"> </span>va<span class="_ _0"></span>lue<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _3"> </span>payment<span class="_ _b"> </span>re<span class="_ _0"></span>ceived<span class="_ _12"> </span>and<span class="_ _12"> </span>the<span class="_ _b"> </span>nominal<span class="_ _3"> </span>value<span class="_ _b"> </span>of<span class="_ _3"> </span>shares</div><div class="t m0 xf h6 y390 ff2 fs3 fc2 sc0 ls0 ws0">are<span class="_ _b"> </span>recognized<span class="_ _b"> </span>in<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>share<span class="_ _12"> </span>premium<span class="_ _4"></span>.<span class="_ _b"> </span>I<span class="_ _0"></span>n<span class="_ _b"> </span>the<span class="_ _b"> </span>event<span class="_ _b"> </span>of<span class="_ _12"> </span>buyout<span class="_ _b"> </span>of<span class="_ _b"> </span>shares,<span class="_ _b"> </span>the<span class="_ _12"> </span>amount<span class="_ _b"> </span>paid<span class="_ _b"> </span>for<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y391 ff2 fs3 fc2 sc0 ls0 ws0">shares<span class="_ _7"> </span>is<span class="_ _7"> </span>charged<span class="_ _7"> </span>to<span class="_ _8"> </span>equit<span class="_ _4"></span>y<span class="_ _7"> </span>and<span class="_ _7"> </span>is<span class="_ _8"> </span>di<span class="_ _4"></span>sclosed<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>st<span class="_ _4"></span>atement<span class="_ _7"> </span>of<span class="_ _7"> </span>financial<span class="_ _7"> </span>position<span class="_ _7"> </span>under<span class="_ _7"> </span>equity<span class="_ _0"></span>.<span class="_ _7"> </span>The</div><div class="t m0 xf h6 y392 ff2 fs3 fc2 sc0 ls0 ws0">costs<span class="_ _c"> </span>of<span class="_ _3"> </span>issui<span class="_ _4"></span>ng<span class="_ _c"> </span>shares,<span class="_ _3"> </span>incurred<span class="_ _3"> </span>when<span class="_ _3"> </span>establishing<span class="_ _3"> </span>a<span class="_ _3"> </span>joint-stock<span class="_ _c"> </span>Com<span class="_ _4"></span>pany<span class="_ _c"> </span>or<span class="_ _3"> </span>increasing<span class="_ _3"> </span>the<span class="_ _3"> </span>share</div><div class="t m0 xf h6 y393 ff2 fs3 fc2 sc0 ls0 ws0">capital,<span class="_ _3"> </span>reduce<span class="_ _3"> </span>the<span class="_ _3"> </span>entity&apos;s<span class="_ _3"> </span>share<span class="_ _12"> </span>premium<span class="_ _3"> </span>to<span class="_ _3"> </span>the<span class="_ _3"> </span>amount<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>excess<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>issue<span class="_ _3"> </span>value<span class="_ _3"> </span>over<span class="_ _3"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y394 ff2 fs3 fc2 sc0 ls0 ws0">par<span class="_ _8"> </span>value<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>shares,<span class="_ _7"> </span>and<span class="_ _8"> </span>the<span class="_ _7"> </span>remaining<span class="_ _7"> </span>part<span class="_ _8"> </span>is<span class="_ _7"> </span>classified<span class="_ _8"> </span>as<span class="_ _7"> </span>financial<span class="_ _7"> </span>costs.</div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">34</div><div class="t m0 xf hf y2f9 ff1 fs3 fc2 sc0 ls0 ws0">1.10.<span class="_ _8"> </span>Statutory<span class="_ _7"> </span>reserve<span class="_ _7"> </span>capital<span class="_ _8"> </span>(IAS<span class="_ _7"> </span>1)</div><div class="t m0 xf h6 y395 ff2 fs3 fc2 sc0 ls0 ws0">Reserve<span class="_ _d"> </span>capital<span class="_ _d"> </span>i<span class="_ _4"></span>s<span class="_ _d"> </span>formed<span class="_ _d"> </span>to<span class="_ _d"> </span>compl<span class="_ _4"></span>y<span class="_ _d"> </span>with<span class="_ _d"> </span>the<span class="_ _d"> </span>requirem<span class="_ _4"></span>ents<span class="_ _d"> </span>of<span class="_ _d"> </span>the<span class="_ _16"> </span>Commercial<span class="_ _d"> </span>Code<span class="_ _d"> </span>of<span class="_ _16"> </span>the</div><div class="t m0 xf h6 y2fa ff2 fs3 fc2 sc0 ls0 ws0">Republic<span class="_ _7"> </span>of<span class="_ _7"> </span>Estonia.<span class="_ _7"> </span>During<span class="_ _7"> </span>each<span class="_ _7"> </span>financial<span class="_ _7"> </span>y<span class="_ _0"></span>ear,<span class="_ _7"> </span>at<span class="_ _7"> </span>least<span class="_ _7"> </span>5%<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>net<span class="_ _7"> </span>profit<span class="_ _8"> </span>s<span class="_ _4"></span>hall<span class="_ _7"> </span>be<span class="_ _8"> </span>t<span class="_ _4"></span>ransferred<span class="_ _7"> </span>to</div><div class="t m0 xf h6 y396 ff2 fs3 fc2 sc0 ls0 ws0">reserve<span class="_ _7"> </span>capital<span class="_ _7"> </span>until<span class="_ _7"> </span>reserve<span class="_ _7"> </span>capital<span class="_ _8"> </span>reaches<span class="_ _c"> </span>one-tenth<span class="_ _8"> </span>of<span class="_ _7"> </span>share<span class="_ _7"> </span>capital.<span class="_ _7"> </span>Reserve<span class="_ _7"> </span>capital<span class="_ _7"> </span>may<span class="_ _7"> </span>be<span class="_ _7"> </span>used</div><div class="t m0 xf h6 y271 ff2 fs3 fc2 sc0 ls0 ws0">to<span class="_ _15"> </span>cover<span class="_ _1d"> </span>a<span class="_ _15"> </span>l<span class="_ _4"></span>oss<span class="_ _15"> </span>or<span class="_ _1d"> </span>to<span class="_ _15"> </span>i<span class="_ _4"></span>ncrease<span class="_ _15"> </span>share<span class="_ _1d"> </span>capital.<span class="_ _1d"> </span>Payments<span class="_ _1d"> </span>shall<span class="_ _1d"> </span>not<span class="_ _15"> </span>be<span class="_ _1d"> </span>made<span class="_ _1d"> </span>to<span class="_ _15"> </span>shareholders<span class="_ _1d"> </span>from</div><div class="t m0 xf h6 y397 ff2 fs3 fc2 sc0 ls0 ws0">reserve<span class="_ _12"> </span>capital.<span class="_ _12"> </span>In<span class="_ _12"> </span>the<span class="_ _3"> </span>statement<span class="_ _b"> </span>of<span class="_ _3"> </span>financial<span class="_ _12"> </span>position<span class="_ _12"> </span>statutory<span class="_ _12"> </span>reserve<span class="_ _3"> </span>i<span class="_ _4"></span>s<span class="_ _3"> </span>recognis<span class="_ _4"></span>ed<span class="_ _12"> </span>in<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>Other</div><div class="t m0 xf h6 y398 ff2 fs3 fc2 sc0 ls0 ws0">reserves.</div><div class="t m0 xf hf y274 ff1 fs3 fc2 sc0 ls0 ws0">1.11.<span class="_ _8"> </span>Earni<span class="_ _4"></span>ngs<span class="_ _8"> </span>per<span class="_ _7"> </span>share<span class="_ _8"> </span>(IAS<span class="_ _7"> </span>33)</div><div class="t m0 xf h6 y399 ff2 fs3 fc2 sc0 ls0 ws0">Basic<span class="_ _b"> </span>ea<span class="_ _0"></span>rnings<span class="_ _12"> </span>per<span class="_ _b"> </span>share<span class="_ _12"> </span>is<span class="_ _12"> </span>calculate<span class="_ _4"></span>d<span class="_ _12"> </span>by<span class="_ _b"> </span>dividing<span class="_ _12"> </span>the<span class="_ _12"> </span>profit<span class="_ _b"> </span>for<span class="_ _12"> </span>the<span class="_ _12"> </span>year<span class="_ _b"> </span>a<span class="_ _0"></span>ttributable<span class="_ _b"> </span>to<span class="_ _3"> </span>ordinary</div><div class="t m0 xf h6 y39a ff2 fs3 fc2 sc0 ls0 ws0">equity<span class="_ _3"> </span>holders<span class="_ _c"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Company<span class="_ _3"> </span>by<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>weighted<span class="_ _3"> </span>average<span class="_ _3"> </span>number<span class="_ _3"> </span>of<span class="_ _3"> </span>shares<span class="_ _3"> </span>outstanding<span class="_ _c"> </span>during<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y277 ff2 fs3 fc2 sc0 ls0 ws0">year.<span class="_ _3"> </span>Dil<span class="_ _4"></span>uted<span class="_ _3"> </span>earnings<span class="_ _12"> </span>per<span class="_ _3"> </span>share<span class="_ _12"> </span>is<span class="_ _12"> </span>calculated<span class="_ _3"> </span>by<span class="_ _12"> </span>dividing<span class="_ _3"> </span>the<span class="_ _12"> </span>profit<span class="_ _3"> </span>attribut<span class="_ _4"></span>able<span class="_ _3"> </span>to<span class="_ _12"> </span>equity<span class="_ _3"> </span>hol<span class="_ _4"></span>ders</div><div class="t m0 xf h6 y278 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>(after<span class="_ _7"> </span>adjus<span class="_ _4"></span>ting<span class="_ _c"> </span>for<span class="_ _c"> </span>interest<span class="_ _c"> </span>on<span class="_ _c"> </span>the<span class="_ _7"> </span>convertible<span class="_ _c"> </span>preference<span class="_ _c"> </span>s<span class="_ _4"></span>hares)<span class="_ _c"> </span>by<span class="_ _c"> </span>the<span class="_ _7"> </span>weight<span class="_ _4"></span>ed</div><div class="t m0 xf h6 y279 ff2 fs3 fc2 sc0 ls0 ws0">average<span class="_ _7"> </span>number<span class="_ _c"> </span>of<span class="_ _7"> </span>shares<span class="_ _7"> </span>outstanding<span class="_ _c"> </span>during<span class="_ _7"> </span>the<span class="_ _7"> </span>year<span class="_ _c"> </span>plus<span class="_ _7"> </span>the<span class="_ _7"> </span>weighted<span class="_ _c"> </span>average<span class="_ _7"> </span>number<span class="_ _7"> </span>of<span class="_ _c"> </span>shares</div><div class="t m0 xf h6 y27a ff2 fs3 fc2 sc0 ls0 ws0">that<span class="_ _8"> </span>would<span class="_ _7"> </span>be<span class="_ _7"> </span>issued<span class="_ _8"> </span>on<span class="_ _7"> </span>conversion<span class="_ _8"> </span>of<span class="_ _7"> </span>all<span class="_ _7"> </span>the<span class="_ _8"> </span>dilutive<span class="_ _7"> </span>potential<span class="_ _8"> </span>shares<span class="_ _7"> </span>into<span class="_ _7"> </span>shares.</div><div class="t m0 xf hf y39b ff1 fs3 fc2 sc0 ls0 ws0">1.12.<span class="_ _8"> </span>Fin<span class="_ _4"></span>ancial<span class="_ _8"> </span>liab<span class="_ _4"></span>ilities<span class="_ _8"> </span>(IFRS<span class="_ _7"> </span>9,<span class="_ _8"> </span>IAS<span class="_ _7"> </span>32)</div><div class="t m0 xf h6 y39c ff2 fs3 fc2 sc0 ls0 ws0">All<span class="_ _3"> </span>financial<span class="_ _3"> </span>li<span class="_ _4"></span>abilities<span class="_ _3"> </span>(trade<span class="_ _3"> </span>payables,<span class="_ _12"> </span>other<span class="_ _3"> </span>short<span class="_ _3"> </span>and<span class="_ _3"> </span>long-term<span class="_ _12"> </span>liabilities,<span class="_ _3"> </span>borrowings,<span class="_ _3"> </span>etc.)<span class="_ _3"> </span>are</div><div class="t m0 xf h6 y39d ff2 fs3 fc2 sc0 ls0 ws0">initially<span class="_ _7"> </span>recognised<span class="_ _7"> </span>at<span class="_ _7"> </span>their<span class="_ _8"> </span>fair<span class="_ _7"> </span>value,<span class="_ _7"> </span>less<span class="_ _7"> </span>any<span class="_ _7"> </span>transaction<span class="_ _7"> </span>costs.<span class="_ _7"> </span>They<span class="_ _7"> </span>are<span class="_ _7"> </span>subsequently<span class="_ _7"> </span>recognised</div><div class="t m0 xf h6 y39e ff2 fs3 fc2 sc0 ls0 ws0">at<span class="_ _7"> </span>amortised<span class="_ _8"> </span>cost,<span class="_ _7"> </span>using<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>effective<span class="_ _7"> </span>interest<span class="_ _7"> </span>rate<span class="_ _8"> </span>method.</div><div class="t m0 xf h6 y3f ff2 fs3 fc2 sc0 ls0 ws0">The amortised<span class="_ _16"> </span>cost of the<span class="_ _16"> </span>current financial<span class="_ _f"> </span>liabilities generally<span class="_ _f"> </span>equals their<span class="_ _16"> </span>nomi<span class="_ _4"></span>nal<span class="_ _f"> </span>value;</div><div class="t m0 xf h6 y39f ff2 fs3 fc2 sc0 ls0 ws0">therefore<span class="_ _c"> </span>current<span class="_ _7"> </span>financia<span class="_ _4"></span>l<span class="_ _7"> </span>l<span class="_ _4"></span>iabilities<span class="_ _c"> </span>are<span class="_ _7"> </span>st<span class="_ _4"></span>ated<span class="_ _c"> </span>in<span class="_ _7"> </span>the<span class="_ _c"> </span>statement<span class="_ _c"> </span>of<span class="_ _c"> </span>financial<span class="_ _c"> </span>position<span class="_ _c"> </span>at<span class="_ _7"> </span>redemption</div><div class="t m0 xf h6 y3a0 ff2 fs3 fc2 sc0 ls0 ws0">value.<span class="_ _16"> </span>To<span class="_ _16"> </span>calculate<span class="_ _16"> </span>the<span class="_ _16"> </span>amortised<span class="_ _16"> </span>cost<span class="_ _16"> </span>of<span class="_ _16"> </span>non-<span class="_ _16"> </span>current<span class="_ _16"> </span>financial<span class="_ _16"> </span>li<span class="_ _4"></span>abilities,<span class="_ _16"> </span>they<span class="_ _16"> </span>are<span class="_ _16"> </span>initially</div><div class="t m0 xf h6 y195 ff2 fs3 fc2 sc0 ls0 ws0">recognised<span class="_ _7"> </span>at<span class="_ _c"> </span>fair<span class="_ _c"> </span>value<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>proceeds<span class="_ _c"> </span>received<span class="_ _7"> </span>(net<span class="_ _c"> </span>of<span class="_ _7"> </span>transacti<span class="_ _4"></span>on<span class="_ _7"> </span>costs<span class="_ _c"> </span>incurred)<span class="_ _c"> </span>and<span class="_ _7"> </span>an<span class="_ _c"> </span>interest</div><div class="t m0 xf h6 y3a1 ff2 fs3 fc2 sc0 ls0 ws0">expense<span class="_ _8"> </span>is<span class="_ _7"> </span>calculated<span class="_ _7"> </span>on<span class="_ _8"> </span>the<span class="_ _7"> </span>liability<span class="_ _7"> </span>in<span class="_ _8"> </span>subsequent<span class="_ _7"> </span>periods<span class="_ _8"> </span>using<span class="_ _7"> </span>the<span class="_ _7"> </span>effective<span class="_ _8"> </span>int<span class="_ _4"></span>erest<span class="_ _8"> </span>rate<span class="_ _7"> </span>method.</div><div class="t m0 xf h6 y3a2 ff2 fs3 fc2 sc0 ls0 ws0">A<span class="_ _c"> </span>financial<span class="_ _3"> </span>liability<span class="_ _c"> </span>is<span class="_ _3"> </span>classified<span class="_ _3"> </span>as<span class="_ _c"> </span>current<span class="_ _3"> </span>when<span class="_ _c"> </span>it<span class="_ _3"> </span>is<span class="_ _c"> </span>due<span class="_ _3"> </span>to<span class="_ _c"> </span>be<span class="_ _c"> </span>s<span class="_ _4"></span>ettled<span class="_ _c"> </span>wit<span class="_ _4"></span>hin<span class="_ _c"> </span>12<span class="_ _c"> </span>months<span class="_ _3"> </span>after<span class="_ _c"> </span>the</div><div class="t m0 xf h6 ybd ff2 fs3 fc2 sc0 ls0 ws0">balance<span class="_ _c"> </span>sheet<span class="_ _c"> </span>date<span class="_ _7"> </span>or<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>does<span class="_ _7"> </span>not<span class="_ _c"> </span>have<span class="_ _c"> </span>an<span class="_ _7"> </span>unconditi<span class="_ _4"></span>onal<span class="_ _c"> </span>right<span class="_ _7"> </span>to<span class="_ _c"> </span>defer<span class="_ _c"> </span>settlement<span class="_ _c"> </span>of<span class="_ _7"> </span>the</div><div class="t m0 xf h6 y2c8 ff2 fs3 fc2 sc0 ls0 ws0">liability<span class="_ _c"> </span>for<span class="_ _3"> </span>at<span class="_ _c"> </span>least<span class="_ _3"> </span>12<span class="_ _c"> </span>months<span class="_ _3"> </span>after<span class="_ _c"> </span>the<span class="_ _3"> </span>balance<span class="_ _3"> </span>sheet<span class="_ _c"> </span>date.<span class="_ _3"> </span>Interest-bearing<span class="_ _c"> </span>li<span class="_ _4"></span>abilities<span class="_ _c"> </span>that<span class="_ _c"> </span>are<span class="_ _3"> </span>due</div><div class="t m0 xf h6 y3a3 ff2 fs3 fc2 sc0 ls0 ws0">within<span class="_ _7"> </span>12<span class="_ _8"> </span>months<span class="_ _7"> </span>after<span class="_ _8"> </span>the<span class="_ _7"> </span>balance<span class="_ _8"> </span>sheet<span class="_ _7"> </span>date,<span class="_ _7"> </span>but<span class="_ _8"> </span>which<span class="_ _7"> </span>are<span class="_ _7"> </span>refinanced<span class="_ _8"> </span>after<span class="_ _7"> </span>the<span class="_ _8"> </span>balance<span class="_ _7"> </span>sheet<span class="_ _8"> </span>date</div><div class="t m0 xf h6 y3a4 ff2 fs3 fc2 sc0 ls0 ws0">as<span class="_ _19"> </span>long-term,<span class="_ _19"> </span>are recognis<span class="_ _4"></span>ed as<span class="_ _19"> </span>short-term<span class="_ _19"> </span>interest-bearing<span class="_ _19"> </span>liabili<span class="_ _4"></span>ties. Also,<span class="_ _19"> </span>borrowings<span class="_ _19"> </span>are</div><div class="t m0 xf h6 y3a5 ff2 fs3 fc2 sc0 ls0 ws0">classified<span class="_ _c"> </span>as<span class="_ _3"> </span>short-term<span class="_ _c"> </span>i<span class="_ _4"></span>f<span class="_ _c"> </span>the<span class="_ _c"> </span>lender<span class="_ _3"> </span>had<span class="_ _c"> </span>at<span class="_ _3"> </span>the<span class="_ _c"> </span>balance<span class="_ _3"> </span>sheet<span class="_ _3"> </span>date<span class="_ _c"> </span>the<span class="_ _3"> </span>contractual<span class="_ _c"> </span>right<span class="_ _3"> </span>to<span class="_ _c"> </span>demand</div><div class="t m0 xf h6 y3a6 ff2 fs3 fc2 sc0 ls0 ws0">immediate<span class="_ _7"> </span>pay<span class="_ _0"></span>ment<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>borrowing<span class="_ _7"> </span>due<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>breach<span class="_ _7"> </span>of<span class="_ _7"> </span>conditions<span class="_ _8"> </span>set<span class="_ _7"> </span>forth<span class="_ _8"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>agreement.</div><div class="t m0 xf hf y3a7 ff1 fs3 fc2 sc0 ls0 ws0">1.13.<span class="_ _8"> </span>Provision<span class="_ _4"></span>s<span class="_ _8"> </span>and<span class="_ _7"> </span>contingent<span class="_ _8"> </span>l<span class="_ _4"></span>iabilities<span class="_ _8"> </span>(IAS<span class="_ _7"> </span>37)</div><div class="t m0 xf h6 y32b ff2 fs3 fc2 sc0 ls0 ws0">Provisions<span class="_ _11"> </span>are<span class="_ _11"> </span>recogniz<span class="_ _4"></span>ed<span class="_ _1d"> </span>when<span class="_ _11"> </span>the<span class="_ _e"> </span>Company<span class="_ _11"> </span>has<span class="_ _11"> </span>a<span class="_ _11"> </span>present<span class="_ _e"> </span>obligation<span class="_ _11"> </span>(legal<span class="_ _11"> </span>or<span class="_ _11"> </span>constructive)</div><div class="t m0 xf h6 y3a8 ff2 fs3 fc2 sc0 ls0 ws0">because<span class="_ _12"> </span>of<span class="_ _12"> </span>a<span class="_ _12"> </span>past<span class="_ _12"> </span>event<span class="_ _b"> </span>it<span class="_ _3"> </span>is<span class="_ _12"> </span>probable<span class="_ _12"> </span>that<span class="_ _b"> </span>the<span class="_ _3"> </span>Company<span class="_ _12"> </span>will<span class="_ _12"> </span>be<span class="_ _b"> </span>re<span class="_ _0"></span>quired<span class="_ _12"> </span>to<span class="_ _12"> </span>settle<span class="_ _12"> </span>the<span class="_ _b"> </span>oblig<span class="_ _0"></span>ation,</div><div class="t m0 xf h6 y3a9 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>a<span class="_ _8"> </span>reliable<span class="_ _7"> </span>estimate<span class="_ _8"> </span>can<span class="_ _7"> </span>be<span class="_ _8"> </span>m<span class="_ _4"></span>ade<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>amount<span class="_ _7"> </span>of<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>obligation.</div><div class="t m0 xf h6 y3aa ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _12"> </span>amount<span class="_ _12"> </span>recognized<span class="_ _12"> </span>as<span class="_ _12"> </span>a<span class="_ _12"> </span>provision<span class="_ _12"> </span>i<span class="_ _4"></span>s<span class="_ _12"> </span>the<span class="_ _12"> </span>best<span class="_ _12"> </span>estimate<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>considerati<span class="_ _4"></span>on<span class="_ _12"> </span>required<span class="_ _12"> </span>to<span class="_ _12"> </span>settle</div><div class="t m0 xf h6 y3ab ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _b"> </span>present<span class="_ _b"> </span>obligation<span class="_ _b"> </span>at<span class="_ _12"> </span>the<span class="_ _b"> </span>end<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>re<span class="_ _0"></span>porting<span class="_ _b"> </span>period,<span class="_ _b"> </span>considering<span class="_ _b"> </span>the<span class="_ _b"> </span>risks<span class="_ _12"> </span>and<span class="_ _b"> </span>uncertainties</div><div class="t m0 xf h6 ya7 ff2 fs3 fc2 sc0 ls0 ws0">surrounding<span class="_ _8"> </span>the<span class="_ _7"> </span>obligation.<span class="_ _7"> </span>When<span class="_ _8"> </span>a<span class="_ _7"> </span>provision<span class="_ _8"> </span>is<span class="_ _7"> </span>measured<span class="_ _7"> </span>using<span class="_ _8"> </span>the<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows<span class="_ _7"> </span>estimated<span class="_ _7"> </span>to<span class="_ _8"> </span>settle</div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">35</div><div class="t m0 xf h6 y2f9 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _15"> </span>present<span class="_ _1d"> </span>obligation,<span class="_ _1d"> </span>its<span class="_ _15"> </span>carrying<span class="_ _1d"> </span>amount<span class="_ _1d"> </span>is<span class="_ _15"> </span>t<span class="_ _4"></span>he<span class="_ _15"> </span>present<span class="_ _15"> </span>value<span class="_ _1d"> </span>of<span class="_ _1d"> </span>those<span class="_ _15"> </span>cash<span class="_ _1d"> </span>flows<span class="_ _15"> </span>(when<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 y26e ff2 fs3 fc2 sc0 ls0 ws0">effect<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>time<span class="_ _8"> </span>value<span class="_ _7"> </span>of<span class="_ _8"> </span>m<span class="_ _4"></span>oney<span class="_ _8"> </span>is<span class="_ _7"> </span>material).</div><div class="t m0 xf h6 y2fa ff2 fs3 fc2 sc0 ls0 ws0">When<span class="_ _7"> </span>some<span class="_ _8"> </span>or<span class="_ _7"> </span>all<span class="_ _7"> </span>the<span class="_ _7"> </span>economic<span class="_ _7"> </span>benefits<span class="_ _8"> </span>required<span class="_ _7"> </span>to<span class="_ _7"> </span>settle<span class="_ _7"> </span>a<span class="_ _8"> </span>provisi<span class="_ _4"></span>on<span class="_ _7"> </span>are<span class="_ _8"> </span>expected<span class="_ _7"> </span>to<span class="_ _7"> </span>be<span class="_ _8"> </span>recovered</div><div class="t m0 xf h6 y396 ff2 fs3 fc2 sc0 ls0 ws0">from<span class="_ _1f"> </span>a<span class="_ _1f"> </span>third<span class="_ _1f"> </span>party,<span class="_ _1f"> </span>a<span class="_ _1f"> </span>receivable<span class="_ _1f"> </span>i<span class="_ _4"></span>s<span class="_ _1f"> </span>recognized<span class="_ _1f"> </span>as<span class="_ _1f"> </span>an<span class="_ _1f"> </span>asset<span class="_ _1f"> </span>if<span class="_ _1f"> </span>it<span class="_ _1f"> </span>is<span class="_ _1f"> </span>virtuall<span class="_ _4"></span>y<span class="_ _1a"> </span>certain<span class="_ _1f"> </span>t<span class="_ _4"></span>hat</div><div class="t m0 xf h6 y271 ff2 fs3 fc2 sc0 ls0 ws0">reimbursement<span class="_ _7"> </span>will<span class="_ _8"> </span>be<span class="_ _7"> </span>received.</div><div class="t m0 xf h9 y272 ff4 fs3 fc2 sc0 ls0 ws0">Contingent<span class="_ _7"> </span>liabilities</div><div class="t m0 xf h6 y3ac ff2 fs3 fc2 sc0 ls0 ws0">Contingent<span class="_ _d"> </span>liabilit<span class="_ _4"></span>ies<span class="_ _e"> </span>are<span class="_ _d"> </span>t<span class="_ _4"></span>hose<span class="_ _e"> </span>li<span class="_ _4"></span>abilities<span class="_ _d"> </span>the<span class="_ _d"> </span>realization<span class="_ _d"> </span>of<span class="_ _d"> </span>which<span class="_ _d"> </span>i<span class="_ _4"></span>s<span class="_ _e"> </span>l<span class="_ _4"></span>ess<span class="_ _e"> </span>probable<span class="_ _16"> </span>than<span class="_ _d"> </span>non-</div><div class="t m0 xf h6 y3ad ff2 fs3 fc2 sc0 ls0 ws0">realization<span class="_ _12"> </span>or<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>amount<span class="_ _12"> </span>of<span class="_ _12"> </span>which<span class="_ _12"> </span>cannot<span class="_ _12"> </span>be<span class="_ _b"> </span>measured<span class="_ _3"> </span>sufficiently<span class="_ _b"> </span>reliably.<span class="_ _3"> </span>The<span class="_ _b"> </span>Company<span class="_ _3"> </span>does</div><div class="t m0 xf h6 y399 ff2 fs3 fc2 sc0 ls0 ws0">not<span class="_ _12"> </span>recognize<span class="_ _12"> </span>contingent<span class="_ _12"> </span>l<span class="_ _4"></span>iabilities<span class="_ _12"> </span>but<span class="_ _12"> </span>discloses<span class="_ _12"> </span>brief<span class="_ _12"> </span>description<span class="_ _b"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>nature<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>conti<span class="_ _4"></span>ngent</div><div class="t m0 xf h6 y39a ff2 fs3 fc2 sc0 ls0 ws0">liability<span class="_ _7"> </span>and,<span class="_ _7"> </span>where<span class="_ _7"> </span>practicabl<span class="_ _4"></span>e<span class="_ _7"> </span>an<span class="_ _7"> </span>estimate<span class="_ _7"> </span>of<span class="_ _7"> </span>it<span class="_ _4"></span>s<span class="_ _7"> </span>financial<span class="_ _7"> </span>effect;<span class="_ _7"> </span>an<span class="_ _7"> </span>indication<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>uncertainties</div><div class="t m0 xf h6 y277 ff2 fs3 fc2 sc0 ls0 ws0">relating<span class="_ _3"> </span>to<span class="_ _12"> </span>the<span class="_ _3"> </span>amount<span class="_ _3"> </span>or<span class="_ _12"> </span>timing<span class="_ _3"> </span>of<span class="_ _3"> </span>any<span class="_ _12"> </span>outflow;<span class="_ _3"> </span>and<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>possibility<span class="_ _3"> </span>of<span class="_ _12"> </span>any<span class="_ _3"> </span>reimbursement<span class="_ _12"> </span>unless</div><div class="t m0 xf h6 y278 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>possibility<span class="_ _8"> </span>of<span class="_ _7"> </span>any<span class="_ _8"> </span>outflow<span class="_ _7"> </span>in<span class="_ _8"> </span>sett<span class="_ _4"></span>lement<span class="_ _8"> </span>i<span class="_ _4"></span>s<span class="_ _8"> </span>remote.</div><div class="t m0 xf hf y3ae ff1 fs3 fc2 sc0 ls0 ws0">1.14.<span class="_ _8"> </span>Revenue<span class="_ _7"> </span>recognition<span class="_ _7"> </span>(IFRS<span class="_ _8"> </span>15)</div><div class="t m0 xf hf y3af ff5 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _7"> </span>income</div><div class="t m0 xf h6 y3b0 ff2 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _12"> </span>income<span class="_ _12"> </span>i<span class="_ _4"></span>s<span class="_ _12"> </span>recognized<span class="_ _12"> </span>when<span class="_ _12"> </span>i<span class="_ _4"></span>t<span class="_ _12"> </span>is<span class="_ _12"> </span>probable<span class="_ _12"> </span>that<span class="_ _b"> </span>the<span class="_ _3"> </span>economic<span class="_ _b"> </span>benef<span class="_ _0"></span>its<span class="_ _b"> </span>a<span class="_ _0"></span>ssociated<span class="_ _12"> </span>with<span class="_ _12"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y3b1 ff2 fs3 fc2 sc0 ls0 ws0">transaction<span class="_ _b"> </span>will<span class="_ _b"> </span>flow<span class="_ _b"> </span>to<span class="_ _b"> </span>the<span class="_ _12"> </span>Com<span class="_ _4"></span>pany<span class="_ _b"> </span>and<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>amount<span class="_ _b"> </span>of<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>revenue<span class="_ _b"> </span>can<span class="_ _12"> </span>be<span class="_ _b"> </span>measured<span class="_ _b"> </span>reliably.</div><div class="t m0 xf h6 y3b2 ff2 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _8"> </span>i<span class="_ _4"></span>ncome<span class="_ _7"> </span>is<span class="_ _8"> </span>recognized<span class="_ _7"> </span>on<span class="_ _8"> </span>an<span class="_ _7"> </span>accrual<span class="_ _8"> </span>basis.</div><div class="t m0 xf h6 y3b3 ff2 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _7"> </span>income<span class="_ _7"> </span>includes<span class="_ _7"> </span>interest<span class="_ _8"> </span>on<span class="_ _7"> </span>financial<span class="_ _7"> </span>instruments<span class="_ _7"> </span>measured<span class="_ _7"> </span>at<span class="_ _7"> </span>amortized<span class="_ _8"> </span>cost<span class="_ _7"> </span>and<span class="_ _7"> </span>financial</div><div class="t m0 xf h6 y3b4 ff2 fs3 fc2 sc0 ls0 ws0">assets<span class="_ _c"> </span>measured<span class="_ _7"> </span>at<span class="_ _c"> </span>fair<span class="_ _c"> </span>value<span class="_ _7"> </span>through<span class="_ _c"> </span>other<span class="_ _c"> </span>comprehensive<span class="_ _7"> </span>income<span class="_ _c"> </span>using<span class="_ _c"> </span>the<span class="_ _7"> </span>effective<span class="_ _c"> </span>interest<span class="_ _c"> </span>rate</div><div class="t m0 xf h6 y3b5 ff2 fs3 fc2 sc0 ls0 ws0">method.<span class="_ _1d"> </span>The<span class="_ _1d"> </span>effective<span class="_ _1d"> </span>interest<span class="_ _1d"> </span>rate<span class="_ _1d"> </span>method<span class="_ _1d"> </span>is<span class="_ _1d"> </span>a<span class="_ _1d"> </span>method<span class="_ _1d"> </span>of<span class="_ _1d"> </span>calculating<span class="_ _1d"> </span>the<span class="_ _1d"> </span>amortiz<span class="_ _4"></span>ed<span class="_ _15"> </span>cost<span class="_ _1d"> </span>of<span class="_ _1d"> </span>a</div><div class="t m0 xf h6 y165 ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _1d"> </span>asset<span class="_ _1d"> </span>or<span class="_ _1d"> </span>financial<span class="_ _11"> </span>liability<span class="_ _1d"> </span>and<span class="_ _1d"> </span>allocating<span class="_ _1d"> </span>i<span class="_ _4"></span>nterest<span class="_ _1d"> </span>income<span class="_ _1d"> </span>or<span class="_ _1d"> </span>expense<span class="_ _1d"> </span>and<span class="_ _1d"> </span>certain<span class="_ _11"> </span>fees</div><div class="t m0 xf h6 y3b6 ff2 fs3 fc2 sc0 ls0 ws0">(which<span class="_ _7"> </span>are<span class="_ _7"> </span>an<span class="_ _c"> </span>integral<span class="_ _7"> </span>part<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>interest<span class="_ _7"> </span>rate)<span class="_ _c"> </span>to<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>appropriate<span class="_ _7"> </span>period.<span class="_ _7"> </span>The<span class="_ _c"> </span>effective<span class="_ _7"> </span>interest<span class="_ _c"> </span>rate</div><div class="t m0 xf h6 y3b7 ff2 fs3 fc2 sc0 ls0 ws0">is<span class="_ _15"> </span>a<span class="_ _15"> </span>rate<span class="_ _15"> </span>that<span class="_ _1d"> </span>exactly<span class="_ _15"> </span>discounts<span class="_ _15"> </span>estimated<span class="_ _15"> </span>future<span class="_ _1d"> </span>cash<span class="_ _15"> </span>flows<span class="_ _15"> </span>(over<span class="_ _15"> </span>the<span class="_ _15"> </span>period<span class="_ _1d"> </span>until<span class="_ _15"> </span>the<span class="_ _15"> </span>financial</div><div class="t m0 xf h6 y3a2 ff2 fs3 fc2 sc0 ls0 ws0">instrument<span class="_ _c"> </span>expires)<span class="_ _7"> </span>to<span class="_ _c"> </span>the<span class="_ _c"> </span>gross<span class="_ _7"> </span>carrying<span class="_ _c"> </span>amount<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>asset/amortiz<span class="_ _4"></span>ed<span class="_ _7"> </span>cost<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>liabil<span class="_ _4"></span>ity.<span class="_ _7"> </span>When</div><div class="t m0 xf h6 ybd ff2 fs3 fc2 sc0 ls0 ws0">calculating<span class="_ _7"> </span>the<span class="_ _7"> </span>effective<span class="_ _8"> </span>int<span class="_ _4"></span>erest<span class="_ _8"> </span>rate,<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>estimates<span class="_ _8"> </span>the<span class="_ _7"> </span>cash<span class="_ _7"> </span>flows<span class="_ _7"> </span>taking<span class="_ _8"> </span>into<span class="_ _7"> </span>account<span class="_ _7"> </span>all</div><div class="t m0 xf h6 y2c8 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _b"> </span>contractual<span class="_ _b"> </span>terms<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>financial<span class="_ _b"> </span>instrument,<span class="_ _b"> </span>but<span class="_ _b"> </span>does<span class="_ _12"> </span>not<span class="_ _b"> </span>take<span class="_ _b"> </span>i<span class="_ _4"></span>nto<span class="_ _b"> </span>ac<span class="_ _0"></span>count<span class="_ _b"> </span>possible<span class="_ _b"> </span>future</div><div class="t m0 xf h6 y3a3 ff2 fs3 fc2 sc0 ls0 ws0">losses<span class="_ _7"> </span>from<span class="_ _c"> </span>unpaid<span class="_ _7"> </span>l<span class="_ _4"></span>oans.<span class="_ _7"> </span>This<span class="_ _c"> </span>calculation<span class="_ _c"> </span>takes<span class="_ _7"> </span>into<span class="_ _c"> </span>account<span class="_ _7"> </span>all<span class="_ _c"> </span>fees<span class="_ _c"> </span>paid<span class="_ _7"> </span>or<span class="_ _c"> </span>received<span class="_ _7"> </span>between<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y3a4 ff2 fs3 fc2 sc0 ls0 ws0">parties<span class="_ _15"> </span>to<span class="_ _15"> </span>the<span class="_ _15"> </span>contract,<span class="_ _15"> </span>which<span class="_ _b"> </span>are<span class="_ _1d"> </span>an<span class="_ _b"> </span>i<span class="_ _4"></span>ntegral<span class="_ _15"> </span>part<span class="_ _15"> </span>of<span class="_ _b"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>effective<span class="_ _15"> </span>i<span class="_ _4"></span>nterest<span class="_ _15"> </span>rate.<span class="_ _15"> </span>Interest<span class="_ _15"> </span>income</div><div class="t m0 xf h6 y3a5 ff2 fs3 fc2 sc0 ls0 ws0">includes<span class="_ _e"> </span>interest<span class="_ _d"> </span>and<span class="_ _e"> </span>commis<span class="_ _4"></span>sions<span class="_ _e"> </span>(received<span class="_ _e"> </span>or<span class="_ _d"> </span>receivable)<span class="_ _e"> </span>included<span class="_ _d"> </span>in<span class="_ _e"> </span>the<span class="_ _d"> </span>calculation<span class="_ _d"> </span>of<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y3a6 ff2 fs3 fc2 sc0 ls0 ws0">effective<span class="_ _d"> </span>int<span class="_ _4"></span>erest<span class="_ _d"> </span>rate<span class="_ _d"> </span>on<span class="_ _16"> </span>loans<span class="_ _d"> </span>and<span class="_ _16"> </span>advances.<span class="_ _d"> </span>When<span class="_ _d"> </span>an<span class="_ _16"> </span>impairment<span class="_ _d"> </span>loss<span class="_ _16"> </span>is<span class="_ _d"> </span>recognized<span class="_ _d"> </span>for<span class="_ _16"> </span>a</div><div class="t m0 xf h6 y16e ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _19"> </span>instrument measured<span class="_ _19"> </span>at amorti<span class="_ _4"></span>zed cost<span class="_ _19"> </span>and measured<span class="_ _19"> </span>at<span class="_ _19"> </span>fair value<span class="_ _19"> </span>through other</div><div class="t m0 xf h6 y3b8 ff2 fs3 fc2 sc0 ls0 ws0">comprehensive<span class="_ _e"> </span>income,<span class="_ _e"> </span>i<span class="_ _4"></span>nterest<span class="_ _e"> </span>income<span class="_ _e"> </span>is<span class="_ _e"> </span>recogni<span class="_ _4"></span>zed<span class="_ _e"> </span>in<span class="_ _e"> </span>the<span class="_ _d"> </span>Profit<span class="_ _e"> </span>and<span class="_ _e"> </span>Loss<span class="_ _d"> </span>Account,<span class="_ _e"> </span>but<span class="_ _e"> </span>is</div><div class="t m0 xf h6 y3b9 ff2 fs3 fc2 sc0 ls0 ws0">calculated<span class="_ _12"> </span>from<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>newly<span class="_ _12"> </span>determined<span class="_ _12"> </span>carrying<span class="_ _12"> </span>amount<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _3"> </span>financia<span class="_ _4"></span>l<span class="_ _3"> </span>i<span class="_ _4"></span>nstrument<span class="_ _12"> </span>(i.e.<span class="_ _3"> </span>the<span class="_ _12"> </span>value</div><div class="t m0 xf h6 y3ba ff2 fs3 fc2 sc0 ls0 ws0">reduced<span class="_ _7"> </span>by<span class="_ _8"> </span>the<span class="_ _7"> </span>impairment<span class="_ _8"> </span>loss<span class="_ _4"></span>).</div><div class="t m0 xf hf y3bb ff1 fs3 fc2 sc0 ls0 ws0">1.15.<span class="_ _8"> </span>Op<span class="_ _4"></span>erating<span class="_ _8"> </span>segments<span class="_ _7"> </span>(IFRS<span class="_ _8"> </span>15,<span class="_ _7"> </span>IFRS<span class="_ _7"> </span>8)</div><div class="t m0 xf h6 y3bc ff2 fs3 fc2 sc0 ls0 ws0">A<span class="_ _3"> </span>segment<span class="_ _3"> </span>is<span class="_ _3"> </span>a<span class="_ _3"> </span>distinguishable<span class="_ _3"> </span>component<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>C<span class="_ _4"></span>ompany,<span class="_ _c"> </span>which<span class="_ _3"> </span>generates<span class="_ _3"> </span>revenues<span class="_ _12"> </span>and<span class="_ _c"> </span>incurs</div><div class="t m0 xf h6 y3bd ff2 fs3 fc2 sc0 ls0 ws0">expenditures.<span class="_ _19"> </span>The segment<span class="_ _19"> </span>reporting is<span class="_ _19"> </span>presented in<span class="_ _19"> </span>respect of<span class="_ _19"> </span>operating and<span class="_ _19"> </span>geographical</div><div class="t m0 xf h6 y3be ff2 fs3 fc2 sc0 ls0 ws0">segments.<span class="_ _7"> </span>The<span class="_ _7"> </span>Company<span class="_ _7"> </span>opera<span class="_ _4"></span>tes<span class="_ _7"> </span>in<span class="_ _7"> </span>only<span class="_ _7"> </span>one<span class="_ _c"> </span>business<span class="_ _7"> </span>area,<span class="_ _7"> </span>therefore<span class="_ _7"> </span>the<span class="_ _7"> </span>segment<span class="_ _c"> </span>reporting<span class="_ _7"> </span>is<span class="_ _7"> </span>not</div><div class="t m0 xf h6 y3bf ff2 fs3 fc2 sc0 ls0 ws0">relevant.</div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">36</div><div class="t m0 xf hf y2f9 ff1 fs3 fc2 sc0 ls0 ws0">1.16.<span class="_ _8"> </span>Income<span class="_ _7"> </span>tax<span class="_ _8"> </span>(IAS<span class="_ _7"> </span>12)</div><div class="t m0 xf h9 y395 ff4 fs3 fc2 sc0 ls0 ws0">Corporate<span class="_ _7"> </span>income<span class="_ _8"> </span>tax<span class="_ _7"> </span>in<span class="_ _8"> </span>Estoni<span class="_ _4"></span>a</div><div class="t m0 xf h6 y3c0 ff2 fs3 fc2 sc0 ls0 ws0">Under<span class="_ _1d"> </span>the<span class="_ _11"> </span>Income<span class="_ _11"> </span>Tax<span class="_ _1d"> </span>Act,<span class="_ _11"> </span>which<span class="_ _1d"> </span>entered<span class="_ _11"> </span>into<span class="_ _11"> </span>force<span class="_ _1d"> </span>i<span class="_ _4"></span>n<span class="_ _1d"> </span>Estonia<span class="_ _11"> </span>on<span class="_ _1d"> </span>1<span class="_ _1d"> </span>J<span class="_ _4"></span>anuary<span class="_ _1d"> </span>2000,<span class="_ _11"> </span>it<span class="_ _1d"> </span>i<span class="_ _4"></span>s<span class="_ _1d"> </span>not</div><div class="t m0 xf h6 y2fb ff2 fs3 fc2 sc0 ls0 ws0">company<span class="_ _15"> </span>profits<span class="_ _15"> </span>that<span class="_ _15"> </span>are<span class="_ _15"> </span>subject<span class="_ _1d"> </span>to<span class="_ _15"> </span>taxation,<span class="_ _1d"> </span>but<span class="_ _15"> </span>net<span class="_ _15"> </span>dividends<span class="_ _15"> </span>paid.<span class="_ _15"> </span>Income<span class="_ _15"> </span>tax<span class="_ _1d"> </span>is<span class="_ _15"> </span>payable<span class="_ _15"> </span>on</div><div class="t m0 xf h6 y2fc ff2 fs3 fc2 sc0 ls0 ws0">dividends,<span class="_ _16"> </span>fringe<span class="_ _16"> </span>benefits,<span class="_ _16"> </span>gifts,<span class="_ _16"> </span>donations,<span class="_ _16"> </span>hospitality<span class="_ _16"> </span>expenses,<span class="_ _16"> </span>non-business<span class="_ _16"> </span>payments,<span class="_ _16"> </span>and</div><div class="t m0 xf h6 y272 ff2 fs3 fc2 sc0 ls0 ws0">transfer<span class="_ _3"> </span>pricing<span class="_ _12"> </span>adjust<span class="_ _4"></span>ments.<span class="_ _3"> </span>As<span class="_ _12"> </span>of<span class="_ _3"> </span>1<span class="_ _12"> </span>January<span class="_ _3"> </span>2025,<span class="_ _12"> </span>a<span class="_ _12"> </span>uniform<span class="_ _3"> </span>effective<span class="_ _12"> </span>income<span class="_ _12"> </span>tax<span class="_ _12"> </span>rate<span class="_ _3"> </span>of<span class="_ _12"> </span>22/78</div><div class="t m0 xf h6 y273 ff2 fs3 fc2 sc0 ls0 ws0">on<span class="_ _c"> </span>net<span class="_ _3"> </span>dividends<span class="_ _3"> </span>paid<span class="_ _c"> </span>(approxim<span class="_ _4"></span>ately<span class="_ _c"> </span>28.2%)<span class="_ _3"> </span>has<span class="_ _c"> </span>been<span class="_ _3"> </span>in<span class="_ _c"> </span>effect.<span class="_ _3"> </span>The<span class="_ _3"> </span>previous<span class="_ _3"> </span>preferential<span class="_ _3"> </span>rate<span class="_ _c"> </span>of</div><div class="t m0 xf h6 y274 ff2 fs3 fc2 sc0 ls0 ws0">14/86<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>additional<span class="_ _8"> </span>7%<span class="_ _7"> </span>tax<span class="_ _8"> </span>on<span class="_ _7"> </span>dividends<span class="_ _7"> </span>paid<span class="_ _8"> </span>to<span class="_ _7"> </span>individuals<span class="_ _8"> </span>have<span class="_ _7"> </span>been<span class="_ _7"> </span>abolished.</div><div class="t m0 xf hf y399 ff1 fs3 fc2 sc0 ls0 ws0">1.17.<span class="_ _8"> </span>Related<span class="_ _7"> </span>parties<span class="_ _7"> </span>(IAS<span class="_ _8"> </span>24)</div><div class="t m0 xf h6 y3c1 ff2 fs3 fc2 sc0 ls0 ws0">A<span class="_ _1d"> </span>related<span class="_ _15"> </span>party<span class="_ _1d"> </span>is<span class="_ _1d"> </span>a<span class="_ _1d"> </span>person<span class="_ _15"> </span>or<span class="_ _1d"> </span>entity<span class="_ _1d"> </span>that<span class="_ _1d"> </span>is<span class="_ _1d"> </span>related<span class="_ _15"> </span>to<span class="_ _1d"> </span>the<span class="_ _1d"> </span>entity<span class="_ _1d"> </span>that<span class="_ _15"> </span>i<span class="_ _4"></span>s<span class="_ _15"> </span>preparing<span class="_ _1d"> </span>its<span class="_ _1d"> </span>financial</div><div class="t m0 xf h6 y3c2 ff2 fs3 fc2 sc0 ls0 ws0">statements.<span class="_ _7"> </span>A<span class="_ _7"> </span>related<span class="_ _7"> </span>party<span class="_ _7"> </span>transaction<span class="_ _7"> </span>is<span class="_ _7"> </span>a<span class="_ _7"> </span>transfer<span class="_ _7"> </span>of<span class="_ _7"> </span>resources,<span class="_ _7"> </span>services,<span class="_ _7"> </span>or<span class="_ _7"> </span>obligations<span class="_ _7"> </span>between<span class="_ _7"> </span>a</div><div class="t m0 xf h6 y3c3 ff2 fs3 fc2 sc0 ls0 ws0">reporting<span class="_ _b"> </span>entity<span class="_ _b"> </span>and<span class="_ _b"> </span>a<span class="_ _b"> </span>related<span class="_ _15"> </span>party<span class="_ _0"></span>,<span class="_ _b"> </span>regardless<span class="_ _15"> </span>of<span class="_ _b"> </span>whether<span class="_ _b"> </span>a<span class="_ _b"> </span>price<span class="_ _b"> </span>is<span class="_ _b"> </span>charged.<span class="_ _b"> </span>Such<span class="_ _b"> </span>transactions</div><div class="t m0 xf h6 y3ae ff2 fs3 fc2 sc0 ls0 ws0">could<span class="_ _3"> </span>have<span class="_ _3"> </span>an<span class="_ _3"> </span>effect<span class="_ _3"> </span>on<span class="_ _12"> </span>the<span class="_ _c"> </span>profit<span class="_ _12"> </span>or<span class="_ _3"> </span>loss<span class="_ _3"> </span>and<span class="_ _3"> </span>financial<span class="_ _3"> </span>posi<span class="_ _4"></span>tion<span class="_ _3"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>.<span class="_ _3"> </span>For<span class="_ _3"> </span>thi<span class="_ _4"></span>s<span class="_ _c"> </span>reason,</div><div class="t m0 xf h6 y3c4 ff2 fs3 fc2 sc0 ls0 ws0">knowledge<span class="_ _e"> </span>of<span class="_ _e"> </span>the<span class="_ _e"> </span>Company’s<span class="_ _e"> </span>transactions,<span class="_ _e"> </span>outstanding<span class="_ _e"> </span>balances,<span class="_ _e"> </span>including<span class="_ _e"> </span>commitm<span class="_ _4"></span>ents,<span class="_ _11"> </span>and</div><div class="t m0 xf h6 y39b ff2 fs3 fc2 sc0 ls0 ws0">relationships<span class="_ _15"> </span>with<span class="_ _b"> </span>related<span class="_ _15"> </span>parties<span class="_ _15"> </span>may<span class="_ _15"> </span>affect<span class="_ _b"> </span>assessments<span class="_ _15"> </span>of<span class="_ _b"> </span>i<span class="_ _4"></span>ts<span class="_ _b"> </span>operati<span class="_ _4"></span>ons<span class="_ _b"> </span>by<span class="_ _15"> </span>users<span class="_ _15"> </span>of<span class="_ _b"> </span>financial</div><div class="t m0 xf h6 y27c ff2 fs3 fc2 sc0 ls0 ws0">statements,<span class="_ _7"> </span>including<span class="_ _8"> </span>assessments<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>risks<span class="_ _7"> </span>and<span class="_ _8"> </span>opportunities<span class="_ _7"> </span>facing<span class="_ _7"> </span>the<span class="_ _8"> </span>Company.</div><div class="t m0 x63 h6 y39d ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _c"> </span>discloses<span class="_ _7"> </span>the<span class="_ _c"> </span>related<span class="_ _c"> </span>party<span class="_ _7"> </span>relationship<span class="_ _7"> </span>when<span class="_ _c"> </span>control<span class="_ _7"> </span>ex<span class="_ _4"></span>ists,<span class="_ _7"> </span>irrespective<span class="_ _c"> </span>of<span class="_ _7"> </span>whether</div><div class="t m0 xf h6 y39e ff2 fs3 fc2 sc0 ls0 ws0">there<span class="_ _8"> </span>have<span class="_ _7"> </span>been<span class="_ _7"> </span>transactions<span class="_ _8"> </span>between<span class="_ _7"> </span>the<span class="_ _8"> </span>related<span class="_ _7"> </span>parties.</div><div class="t m0 xf h6 y3f ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>Company<span class="_ _c"> </span>considers<span class="_ _c"> </span>key<span class="_ _c"> </span>m<span class="_ _4"></span>embers<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>management<span class="_ _c"> </span>(Supervisory<span class="_ _c"> </span>and<span class="_ _c"> </span>Management<span class="_ _3"> </span>Board),</div><div class="t m0 xf h6 y39f ff2 fs3 fc2 sc0 ls0 ws0">their<span class="_ _12"> </span>close<span class="_ _12"> </span>relatives<span class="_ _b"> </span>a<span class="_ _0"></span>nd<span class="_ _12"> </span>entities<span class="_ _12"> </span>under<span class="_ _12"> </span>their<span class="_ _12"> </span>control<span class="_ _b"> </span>or<span class="_ _3"> </span>significant<span class="_ _12"> </span>influence<span class="_ _12"> </span>as<span class="_ _12"> </span>well<span class="_ _b"> </span>as<span class="_ _3"> </span>associated</div><div class="t m0 xf h6 y3a0 ff2 fs3 fc2 sc0 ls0 ws0">companies<span class="_ _7"> </span>as<span class="_ _8"> </span>related<span class="_ _7"> </span>parties.</div><div class="t m0 xf hf y3b6 ff1 fs3 fc2 sc0 ls0 ws0">1.18.<span class="_ _8"> </span>Events<span class="_ _7"> </span>after<span class="_ _7"> </span>the<span class="_ _8"> </span>reporting<span class="_ _7"> </span>period<span class="_ _8"> </span>(IAS<span class="_ _7"> </span>10)</div><div class="t m0 xf h6 y3c5 ff2 fs3 fc2 sc0 ls0 ws0">Events<span class="_ _3"> </span>after<span class="_ _3"> </span>the<span class="_ _12"> </span>reporting<span class="_ _3"> </span>period<span class="_ _3"> </span>are<span class="_ _12"> </span>those<span class="_ _3"> </span>events,<span class="_ _3"> </span>favorable<span class="_ _12"> </span>and<span class="_ _3"> </span>unfavorable,<span class="_ _3"> </span>that<span class="_ _12"> </span>occur<span class="_ _3"> </span>between</div><div class="t m0 xf h6 y3c6 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>end<span class="_ _7"> </span>of<span class="_ _c"> </span>the<span class="_ _7"> </span>reporting<span class="_ _7"> </span>period<span class="_ _c"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>date<span class="_ _7"> </span>when<span class="_ _c"> </span>the<span class="_ _7"> </span>financial<span class="_ _c"> </span>statements<span class="_ _7"> </span>are<span class="_ _c"> </span>authorized<span class="_ _7"> </span>for<span class="_ _7"> </span>issue.</div><div class="t m0 xf h6 y3c7 ff2 fs3 fc2 sc0 ls0 ws0">Events<span class="_ _3"> </span>after<span class="_ _12"> </span>the<span class="_ _3"> </span>reporting<span class="_ _12"> </span>period<span class="_ _12"> </span>are<span class="_ _3"> </span>those<span class="_ _12"> </span>that<span class="_ _3"> </span>provide<span class="_ _12"> </span>evidence<span class="_ _3"> </span>of<span class="_ _12"> </span>conditions<span class="_ _12"> </span>that<span class="_ _3"> </span>existed<span class="_ _3"> </span>at<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y3c8 ff2 fs3 fc2 sc0 ls0 ws0">end<span class="_ _f"> </span>of<span class="_ _16"> </span>the<span class="_ _f"> </span>reporting<span class="_ _16"> </span>period (a<span class="_ _0"></span>djusting<span class="_ _f"> </span>events<span class="_ _16"> </span>after the<span class="_ _16"> </span>reporting<span class="_ _16"> </span>period) and<span class="_ _16"> </span>those<span class="_ _f"> </span>that<span class="_ _16"> </span>are</div><div class="t m0 xf h6 y3c9 ff2 fs3 fc2 sc0 ls0 ws0">indicative<span class="_ _16"> </span>of c<span class="_ _0"></span>onditions<span class="_ _16"> </span>that arose<span class="_ _d"> </span>after the<span class="_ _d"> </span>reporting period<span class="_ _d"> </span>(non-adjusting<span class="_ _f"> </span>events<span class="_ _16"> </span>after the</div><div class="t m0 xf h6 y3ca ff2 fs3 fc2 sc0 ls0 ws0">reporting<span class="_ _7"> </span>period).</div><div class="t m0 xf hf y3cb ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>2.<span class="_ _7"> </span>Financial<span class="_ _7"> </span>risks</div><div class="t m0 xf h6 y3cc ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>main<span class="_ _7"> </span>types<span class="_ _c"> </span>of<span class="_ _7"> </span>risk<span class="_ _c"> </span>arising<span class="_ _c"> </span>from<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>Company&apos;s<span class="_ _c"> </span>financial<span class="_ _c"> </span>instruments<span class="_ _c"> </span>include<span class="_ _7"> </span>interest<span class="_ _c"> </span>rate<span class="_ _c"> </span>risk,</div><div class="t m0 xf h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">liquidity<span class="_ _d"> </span>risk,<span class="_ _16"> </span>credit<span class="_ _d"> </span>risk.<span class="_ _d"> </span>The<span class="_ _d"> </span>Management<span class="_ _16"> </span>Board<span class="_ _d"> </span>is<span class="_ _d"> </span>responsible<span class="_ _16"> </span>for<span class="_ _d"> </span>establishing<span class="_ _16"> </span>of<span class="_ _e"> </span>the<span class="_ _16"> </span>risk</div><div class="t m0 xf h6 y3ce ff2 fs3 fc2 sc0 ls0 ws0">management<span class="_ _3"> </span>rules<span class="_ _3"> </span>and<span class="_ _12"> </span>supervising<span class="_ _3"> </span>of<span class="_ _3"> </span>its<span class="_ _3"> </span>respecti<span class="_ _4"></span>ng.<span class="_ _3"> </span>The<span class="_ _3"> </span>principles<span class="_ _3"> </span>of<span class="_ _12"> </span>risk<span class="_ _3"> </span>management<span class="_ _12"> </span>aim<span class="_ _c"> </span>i<span class="_ _4"></span>s<span class="_ _3"> </span>to</div><div class="t m0 xf h6 y3cf ff2 fs3 fc2 sc0 ls0 ws0">identify<span class="_ _12"> </span>and<span class="_ _12"> </span>analyse<span class="_ _12"> </span>the<span class="_ _12"> </span>risks<span class="_ _12"> </span>that<span class="_ _12"> </span>the<span class="_ _12"> </span>Com<span class="_ _4"></span>pany<span class="_ _3"> </span>is<span class="_ _12"> </span>exposed<span class="_ _12"> </span>to,<span class="_ _12"> </span>by<span class="_ _12"> </span>establishi<span class="_ _4"></span>ng<span class="_ _3"> </span>appropriate<span class="_ _b"> </span>limits</div><div class="t m0 xf h6 y3d0 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>controls.</div><div class="t m0 x16 h10 y3d1 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Liquidity<span class="_ _7"> </span>risk</span></div><div class="t m0 xf h6 y3d2 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _15"> </span>any<span class="_ _b"> </span>entity<span class="_ _15"> </span>operating<span class="_ _15"> </span>on<span class="_ _15"> </span>the<span class="_ _15"> </span>market,<span class="_ _b"> </span>the<span class="_ _15"> </span>Company<span class="_ _15"> </span>is<span class="_ _15"> </span>exposed<span class="_ _15"> </span>to<span class="_ _b"> </span>the<span class="_ _15"> </span>risk<span class="_ _15"> </span>of<span class="_ _15"> </span>losing<span class="_ _15"> </span>financial</div><div class="t m0 xf h6 y3d3 ff2 fs3 fc2 sc0 ls0 ws0">liquidity,<span class="_ _8"> </span>whi<span class="_ _4"></span>ch<span class="_ _8"> </span>indicates<span class="_ _7"> </span>the<span class="_ _7"> </span>Company’s<span class="_ _8"> </span>ability<span class="_ _7"> </span>to<span class="_ _8"> </span>meet<span class="_ _7"> </span>its<span class="_ _7"> </span>obligations<span class="_ _8"> </span>wit<span class="_ _4"></span>hin<span class="_ _8"> </span>the<span class="_ _7"> </span>specified<span class="_ _7"> </span>term.</div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDQAAAY1CAIAAABSTxmhAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdeZhcV3Uu/HetfU5Vz91qyZos2bIta/KIZWM84BHjCQzYQJhCCIQASRgyXYaQ5AsJhA8SkksuIVwCIeGG6TJ7AEPwgGfZlm3JljXbGltjq9VjVZ2z13v/OFWtlizJ8qDByvo9/VjV3dVd1ac2z1Mve6+1JMuyJEngnHPOOeecc84555xzzjnnBABJvxDOOeecc865w5lMRNSvgnPOOeecc+5I4OHEOeecc8455+HEOeecc8455zycOOecc8455zycOOecc84555yHE+ecc84555yHE+ecc84555zzcOKcc84555zzcOKcc84555xzHk6cc84555xzHk6cc84555xzzsOJc84555xzzsOJc84555xzznk4cc4555xzznk4cc4555xzzjkPJ84555xzzjkPJ84555xzzjnn4cQ555xzzjnn4cQ555xzzjnnPJw455xzzjnnPJw455xzzjnnnIcT55xzzjnnnIcT55xzzjnnnPNw4pxzzjnnnPNw4pxzzjnnnHMeTpxzzjnnnHMeTpxzzjnnnHPOw4kD0NPT4xfBOeecc855OHGH2eDg4D984Yvr1q7xS+Gcc8455zycuMPpC1/4h63rVjx59/f8UjjnnHPOOQ8n7rCJMX7lq18+vfnhxPxiOOecc845Dyfu8Hn44YervQPXnN1slc1+NZxzzjnnnIcTd9gsfGThK2Y1t6m0V5b71XDOOeeccx5O3GGzdUvv3OOaKNkk3VCpVPyCOOecc845Dyfu8CCtowlkKUV1xZOLDtnj9vb2+sV3zjnnnHMeTtwuIggASAp6ltx+aB50w4YNK1cs37HD84lzzjnnnPNw4ho6OjpqmRXx5Ni+G/v6+g7Bg/7w+z9Y/eQjQ4MDfv2dc84555yHE1fX3d29o5IWtztD74IffOYQPOi//Ou/1dbeIX71nXPOOeechxM3auLEib1Dw8VtkvOqNz90z20H9RFvufmWdauePL1raZKkfv2dc84555yHE1c3Y8bxvTsrphAxIBFheOwz69etPUgPl+f5xz7xF2++sHtCuam9s8uvv3POOeec83Di6mbNmjXErhhyCkExykT0rP/pO1eteJaxJyMjI1u3bh0YeG51I3/z15/e8tSy9197fAVJS0uLX3/nnHPOOefhxNWJyNmXvmF4KDEkSgMQBcdhe+9P3vT1f/7HwcHBZ/7IY4899ta3vm3C+HHnnn7yy08/8ZVnn/aRD334pptuHhoa2v9j/eAHP/i7v/3cn79rxrFt3IJpfvGdc84559zheQ8MgKRfiCPQ2rXrbvqry157ToClgAlAISHVTL/1YFaZdNWFl1x59jlnTZo0qaen5zOf/vRXvvrVy07t/tB10884LoHQmPb08bYnhh5YNpR2n/yKiy+/9tprZ8+etcejfOtb3/7d9773A1ef9MHXdaZZXCRXXPnb/59ffOecc845d6iTiYiHkyPaV770D1fgK0GDjnmJKJKSO2K8dfHwfYtra3vTjTtjR1r92BunXXpqayLItb4hpogqKUQr0rFo9cgdizeu2tE+88wLr77m2osvfmWtVvvYxz/+lX/+yh++ec4Hr+mmtQiH1kz/H+dferVfeeecc8455+HE7Ybk1z77e9d03h6RQCKoReTIA8RKgWYCquZSpqFcgkowSYpewEpQgoVUJKgmQRKDRU03bBu+e9H2u5cNL1k3HIf6//p9p140bzysRlS3Dk8/5Z1fSVPv1uWcc8455zycuGeoVCp3/+u75oWFOcpC2y26iEJEIKqBmlCDiIpIcVoPIpSgmjIE0RQIxQtdvOgAeofRWkpbE1IyUHLY5hl/eta5F/o1d84555xzhyWceEH8ka6pqemst35pNecEVPcSLouAKQJARoMHgyAIEtVEMOajfu/6z05sbWopJ1lCSHNM5HF5lScT55xzzjl3GHk4eQlY/fTT//Qr/fVS1tNFkUaKGyhuY/QbQIAqRSkCKFUhof5Ci+wKNKqmRo0BZUFYVpn9qht+zy+1c84555zzcOL2buXKla95zWsvOu+iuPHutrbRM11CAbTYKRECxTek+IYmxXel+AjFPxBhsVdWjzUSqImiLCEuqs6+4E1/FULwC+6cc8455w6jxC/BEevHP/7xO9/5zjOnpj/7s2knT4qRTfXqoDGns4rPRmuGCBYnvEaNLSeq/5SgvtWiasgfHTj91W//mKrHVOecc845d5j5W9Ij1Le//e3feNNb335e1zc/OPmkiSFai+zqW1Ac31JIIBRQKQ5uSRBNQCl2TCBpFCUUItDiI1ADRamCevV8qam67umnn/IL7pxzzjnnDjvv1nUkuvfe+159+VXvu6LzQ1d3pqxFKaHRp6vozsX6HkgAICqQIAgSUmgiCFQIFBpMVSQRDUXnA2oAIISISkgBIQUhWd9f4sx3nH3ueX7lnXPOOefcYUsm3kr4CLRx48ZzzjnvyrnVv76+m6IEpHiJRvtsaUA9nGj9RRSFJKKJaAJJKBBRiLIIJxKgARCqikCgguIrJJRaCoIdWbKMF6Qt42bNmnXiiSf6q+Ccc8455w59OPGakyPO+z/wgenNOz9x/fFAXuTG0exoaKSS+nm8RuUJwUapiQHC+laJiID1PsMRQVj8qBogMKDYhEFUbt08eNvt/2u4NjzthLlvff9fzpw1218I55xzzjl3qPMJfOfkSHLHHXde/arLbvzEyadMllwJ262DlglUVSSQu9W7iwRqIppqCCaJMBSNhamikooEhMQkaXQS1kZ3L0VIgSSBQbIoGk3E8iUDJ132jk/6a+Gcc8455w5pMvEhjEeaP//kJ687f+KcKRoRyLDnyyXamLUoGG3YVT/WpZRABKAoKyFAIQhQQCkGxgvq58QgQOOkGLPAHE3CNGVMmR9XXpFlmb8WzjnnnHPuEPNwcgS58447HnzwwQ9f2U0KQdnLhpYAxeEsacSVeutg1EeZFKMYSRppIAkS9YhS/1kUn9dvCCAmImYwg0Zoe5ovWfyovxzOOeecc87DyX9f//g//+mN87umdcfn+HP1cpOxHQ7qxt6LY4JJ/Zu73Wv0Z4LVtm9c6S+Hc84555zzcPLf1MaNG39+y81vubzz2SdjkvU0IkJJoGVqSZBq45CeMFdEFQNjY3x8I8dIcZ7LABOBSK6SiRHREqppVIoRlo34K+Kcc8455zyc/Df1zW9+c87UppdNzU3CXu8gjRHvMmZCvIw927Wr2XCjz0H9CxyTa8betrE7JyaVUlaqqi3Cq86+9Hp/RZxzzjnn3CHmrYSPFN/5zveuP7eDaE1Y4V5fl10V8ADAen28QlRERIr2wUXY2KNcpfhJKo0U1mvkARqUEoSIIkIiMHvSLrjihvcdaRcny7Jn1uiHEMrlsq8c55xzzjkPJ+7FtGrVqmWLn7j8LfPI6r5elHp/rUYpvIkmUGqgKqFab8ElAA2sH99i40cJYcxCSWBgDuQQQFKRFKZCJUBJh0P28kvfcoj/9kqlsnVLz5ZNa4b6e2qVzaj2qvUlurFdB8thpKnUX0qGkpAJdFc8A1gv9tdqXq7lpYHqxOHYnXEKk4lpy5TOCSdNnnrC5ClTfWk555xzznk4cc/NTTfd/LITm6d11HAAI2dGz3aN9hSWYvNkdCZj/YaI1ucuFkp5xTSNFB3tBhYBsai5iATIsoFpF3d2HtS/tG/HjjVPLd2+9cl8eHWTPdXVsrSrZTA1mUYyqaG1jNbcYFRFJpXMBoasWi2NVNMYDWPOpIlICJKm2lSutjblUzqfQlgqsEAFlf0aB2TZos7tg8cO82RpO2XKtDNPnn1qmqa+2Jxzzjnnjlg+hPGIcPU1rzmrefHvX94S910FpKomKhJEFRogoZiiSElUk2KGSb1zFyJHi+aRSEiIRBAfq5114tnXa1AAMc/zPAMQYx7zGgACs+ee0dLa+uL+aVu2bF69fGH/1kWpLe5uWjuhZVuQTCwqLJdkKAvbNg9v2pZv2sqtW0Pfztr2HdnOnWHHjlrfgEUaYQIYVEnSRMQal8hoAkJEqOUSx3WWx4/DuG6ZOqk8Y0qYPFWOn9ba2R5VokSlyEBs2dB/SjW9YMasS2fNPtVXnXPOOefckZVMdlVOu8OnVqtNGHfMd/742DOm0Phs4QQBGiQElYRQJCklUUmoYCOcaL1DV1ESn0ggRZcPz3zlb35O9aC3QDCzFcue2PD0gji8cEJ50cS2zYAFIYxDtXR9T2XDuvj0hrBufW3txuGezTWLjBKIEEwMRXsxAjANJMduJRlNIIFEvSGyYbR8ZtcaVkJIQkwZxrU3nXB8OvMknXuinD6nbeJ4KvNMwpahqVuyV510+ltPPGmWr0DnnHPOuSMknPixrsNvwYIFHanMnarFu+3n9AKONuvaW74sqlRACxDpPu03DmoyefrpVU8tvZsD901tW9DZ0t/ZbFIOldxWrYgrn66tfipZviHr6dleqyWEGHKjIQqtOeqI0ASkSmKiGiBFzUyOPSe1kBBSARqRm+w1VwspoJgS1ts/sv3xoYceV1AD+6ZOSea/rOX8+S3zT+uZ1Prv+dpv//rRM8qT3nXO+VcegtjmnHPOOef2z8PJ4Xf33feeMTs0x7waVPe7iSUAVaAKUUMQFQogMIlAUAQWW2EIAAQUGkCiurE68eyzznnRn/nGjesX3v+zEpdNKd81vn3z3CawrP0j9sBCXb7alq22tWtQy41GYy2nESWqBYsBIhokiAgCU1ENQAKIiMFY7zmWoDHTBWP2RsYGEjOLCNFoZjkZY8zNYtEgWbSebSjFXJcIrOuJa3uGf3SLtLeULj6v9borm+fNfFjyexfeeOpw229feOkbPaI455xzzh1Gfqzr8Lv22usu6Fr8rgvLORLZ92shItCAkJoE1SBIJQg1gQYRAYJIKiHsejVpsGIrJl+MV736rX/0ojzbtWtWr1p6D/sfmFRatKpnXVezzpyqm3fKilVx+dq4ejV6NlokDGqIzCGIClGVABMVBRJGAGQ0RjMyFoGqHjzGhBM8azgp+iYDQhqEIA1qhJlViRhjFi2rHxPT4jHqfZOhoKpxzsyWq1/ddNVFpabmZN3gcbWWD15w6RtkTFsw55xzzjl3iJKJ15wcdiQnTJj4nT9onzWlKTGx/b5aVIWWoEE0CFKoiAaIQhSaQBINYdebdeaIsXiQp6d+6LxLrnohz/PJJYvWLr95fPjFjLb1xEhF0+3by5/6yrbXnDbprkdGtvXnxoRkUQKiijQkaWCiuRIWYTFGgqSZmRGgWbRCcZiN9aNpzz2cAIAVWyWAcLSpV1F5orkhz/NqZC3CEAw1QgBRaiyOvYHjWtK3vWncm64pl1NdvmP+zHP/buqx031xOuecc84d4nDix7oOs4ceetiG+46fMgXInzXG1N9L75r7rlL/TjF40YAgkHrFOE1gJA1y7IzZz+/pLV/6+NqlN3XjtimdK7rHWRabljydP76kvHhxsmFr7bYnht42X7f3iyBpCtKUaJIkSQgAzYwWzdTIImJQxEiKSJEpCJAyZmDk847IjSxijU93hRkBg1ATaUolmlRzDOfIi30WYbGzJEDfcPblb/Teemv5Ix/pnH/ywt5Fr9+88QsvO+diX5/OOeecc4eSh5PD7Itf/OJFczpLUk2NUUo4kF0sNjoG7/ZpPaaIjCYZgjSzmoTjjzv+OT2rpUsWr1v60/HJL6d0rT6tK6kYn1xdXvR4dfHiys7BYNCIfH3f0Pi2dPakZHJ7OU1T0khj4x/ZR9ioP7Gxnx4aVAHTEjsSzQyVHLU4JqYTYLZqY/7hj1V/+62d77khqfW/757bP3PBpdf7EnXOOeec83Dy38Kdd/76e9/5/jc/Mi1YeNZGXQIUhd0CE6jASMCIYg4jTSTU34cLhRQSZoq4o9p9woHVea9d89Syx74/Dj+b2rX6zK6kJlyxMixekj66uNrbn0EEVkZIW0JWSsv3P7Hlt66YkuVJU5oTNlrggqJ3mOyZOsSKQfSw+lbPIT1MSAFBJUykFCRV1HIO1hCZABFS5Ckzi1/9z+1r1+Qf/8j448Kf3ntncv7F1/lCdc4555zzcHKU27hx4zve/q7Xn9d24YxSfWjis71fFxTbIZSip+6uSYsU1t/xk6DUh38AIG3I2vb/a3fu7Ft4/w9LQzef0P3omW2ssWn1U8miJ8LiJ2xnX2uUCtmSJnkpTdpTbU4QJFmyJavG7B2vnDBQGWkMVUFjS4RFh6xGLNjt1q4TXeShLXaiYLSWhQKkQTqa05FqrEUzojgzpwSC3Xr3cLUS/+YT46fyo0senzbv1LN8uTrnnHPOeTg5ag0ODr7uutdPKm3/1A3TaoHhQAac1ANH48RUvQKcNIME1k9zQWQ0A9RPe2Xavvd36+SjC+/esfq7J4y7Y3ZpGOWkpydZ+ERp0eJa/0BLjlyYJOWsPW1qKaEcymBOihlykUdWrPuNV06a0BY39WNfv/yZtxvx6dAnk2c8PQjABHl7OQxnGM4iRUCaWogJpHbHwvj3/xw+9sHuHU//6eCMH7e1tfuidc4555zzcHIUGh4evvba11Q2L/3mR2a1p0M5DujMVbEfoXtEALDouVaUmIwpQ2nsXxiorXs+gaGhh+75Uanyf2a0rps0cXBwWB5e2PrIY9mmLcxNgFIS2FFuai4lzaUAi3le9NhKikryVVt2DlTy37nyWAiGs3123R0bQsjRahQjj4R8MrrRE1tKEiD9Wf1Jm+QAJMaf/HLnmS9rufKCdff94vNXXP8pX7fOOeeccx5Ojja1Wu1N19+w8omH/u9Hph3T0k+WBRkQDuwddaNVF4mi6ZUAEO5+HozGxr2oAkuaR7+1euWyFYu+MbPtZ7PKfUjSlU/lCx5tX7bcqkwhIZXQ1c7WcnNzogkzg0SzWB9CL42YgQdW9r/9oinHdldprZWa7Pf5crQv8B5Z5ch5RUimibQCwzUa6vtSAjHhP/7L1nNPnzZn3H+sX/eeadOP99XrnHPOOefh5OhB8t3vec8j9977f/542ozuJIdAM7WUsAP68SKVkEV7KQAsNk7q6UTqJ7mKknQUdSnC0EzywXtvHdn07zPHP3RWlw1l6YIFzfc/zJ5tbUxiKugsW3tzS3NTEgASRpiUGCMV9fa/QLET89S2Sv/wyO9cNQ2sQvJKxfb6LGn2zEwyehFwxE3XYXMimYVq3uhHLKaUvoHqN340+CfvaHnk4W9Nm/5xX8DOOeeccx5Ojh4f/ejHbv7+j776h1NnTc4QVShgOMBkMua9v4EKGEQEoTjsJaMDUKS+uVL/RENbvvSRn1wxvespdOumHfbggnTRY5WhrAxJm9Ksq6Xc1tqcphASVAAREDOy6AdsKoiNX2gii9Zsvf78Y6d21TJpArKBZ+6ckCwKzFlMOxl7jItmdtgLTvZKiNZSksdqbDw1gwnkpz/b8TtvTseHXwAeTpxzzjnnPJwcLRYsWPDFf/yHL713+iumB8TmKBEv7D06AWnkEY6JBqi38FIRBXDCuIdC687la2r33FtevgwxVAKa29JyV1fa3tKSCCESQYiIFSfBBKpWDCgUqZe1iEBkaCTbsHX4Ny893iDKXIAp7bpsj2CyexoZzST1cfBHZDIp4knCrDnVwdqYrEgZHMGv7oqve/VTy5Yunj3nNF/GzjnnnHMHj/olOGT+9rN/e/UZx1x1WhlQSg7E5/47DLu2WagEIFQhRBCCiMjoRMbAUDJNTGVnb9fff23wq/9afnxpQpVx5bbjj2maMbWpu7WciIkKRBVBoFBBUFEtznHV/9sY8ZiL9GwfPmV62+xp4wEFhJCXz2k5pqsRkQAzIyMZzSKMxYR6YyRiFKPRQIgKS5QggOyn2EYoFAhNACoQAB39IIIhMSRREpPENIkipkIEMBGUIMXcRTnQpCeksBSQCCjKxhcF8dcLakKsW3mnr2HnnHPOuYPKd04Okd7e3ltv+tl3PjGJlkByUJ5fMiya8RbV6fVKEAhGi0IIKUJFccxL1Ribyk0Y6EhDraujPL69pTlV01RERIv7jSmzl10xYzSfUNhIKRgeGT5rTpdiuBFOqBpff17z134xIFGLjZHGDomZjb1tLSV9zfymE49B0HzTcLztMVuxuREC9pqbLck1b9f0nNktp02Lk1swNmcQApE99mDMLLM4TNk+yNsXY8nmfLdNpf1f2HpTASsnErPGQEmIwBYvGTCOk5HFvoydc8455zycHA1uu+224yfq/InjnmOFyW7qmQMkKYI9hjayXiy/a7OAhEpoMr7+kmPvfWSHKCAaQ6oQVYUIx24sSD2asDguJjLmjT2LsvuurraJ7SW11ASKenXGhC694syWmx7YScqYfMLR9sHFJ2+aX77k5GomqTI5sbt81jz77qP57XcM73PypOD0Y0rvvbplQnMMplkQgCYQWPGXN8Yman2ziAIEZSkQAC48ufQ3N/UvXfvcrrYCqUJR7zlQ/N39Q7ZlW9bVvMyXsXPOOefcQeXHug6Re+974KK5EwwZEXnAZ412Q4iJEmBxXsrqbXrrGSAScY/h6yIChKg4YVL7yce1iaSBChTBpjgftccGjgBiAisSABIwjN5BhMd1dw5XMigFmY1+3dIzZycnTyvTctAaRSdmlo8ONgHQ2SK5JEoBjJKVKtlpZ+1vW2N8S/jga9q7mwlqFAnGphylXEtZuZSVy1mpKSs1ZaVSRClaKVrJYsmiIo+aR81LCf/HJ9saW0oHyiBBi0qbIu8UXbtsw/bY3bzJl7FzzjnnnIeTo8EjCx8+56Twov26fdSUj601l1EUSjxzXseUcYmpqtS/1Ugvezf607tuQ6ERKD36dISE0X0bUwuGecclxYaJ7TrZVfTmGu0dvOcj7P9PfM38ZFySjZ77EoSRlHlSy5Nst49gmVoe6h9RjUJNJJwA7YA8rxioqmMSYQST4X5pSqvVatVXsnPOOefcwePHug6RZUuXzrus9cVIJRQjVCBGSGOTQymjx6O464QWismJJJAILpg/4fYFvdsqQjFBvXHw2KxgtKIBWIAYaGIQawxUoUAEFOp/PdS/ar1ceFrnlPYYJQUiURrXBiCPFmiRux3tqj9tCpSwXWfFuP98ctb0UkUlYV5UxMRZ1Wxia8wrxbm4MZtPwYzlUlI0GFBCAYpu6JFvfG6H2XPrDCYQgQUd7VZQPIzGHEIODQ6Wy2VfzM4555xzHk5ewnbu3Nm/feuU8ePxAgpOxgSU4s2+CUVIKcaw70ovje0CkXpKiVrUzKvygnPG376gd7iSQoukoGN+K3f9S4IETKSY5Fg/qEWCZjRdvY5r1vecfdqES+daJqIYqWTRIo0RY2abPOOt/4ElBBEAXe0qyK1xxEoYvvrlyn13VYX1cELQ6vUxYP0J158/gRwiSIDqc7220rjEja8IxCREsqlULvlids4555w7ePxY16GwZs3a6RNaUqm9WL+wflCq/qa8EUp2H8cuu45mBdUUCJS0PS1fOH9SSyl/Zo/dsT87+l8zg9W/WOyEwERiniOrZvL1Wzcu7smVkJhs2JSZaVEJY43x8M9bCAFaJXRs62QhVComuUlO5CYREiE5JTfkuVrxkanlaiqZoCLP61zXmB8qtndiSysslltb23wxO+ecc855OHlp27SpZ2p3avLi1JxQCJjEKIyERcnJqBY1mpgF5AEZYKw341LRAFGICsSEXS16wfypTaVcIKAJKcrR41ujyWRX3QhzIjPWiIzIIrNIQ24GWIw33r9NKVVkC5cOIuaaR/KF7g6RzPNcLShNxpw9I4VM2NjXkMatIgcpqaQSxQdZ7Li8oIwkoKlB9JjO8vZa6/OLOs4555xzzsPJEWTbtm0TOtIX50zXmPfwe94mipQxtluXqlIDNUVIqQk1FUnGdcULzplaFsLSqNHGDHUfvV28EefuGzJjp7xbng9UY5ZHk9jbn24fGDlSR78/90TCMSfQKKna5EnJjuGZvpKdc8455zycvOQNDAx0tbzIl7pRBGLYrdwi0vLRohEpquQlQUigJYQEIUEIyrbxHaVXnH2Mao0MAjaq2MnG5MR6CDFrfJCWR7NoGkmzbMcIlm/oO7a7TPLBJVtyJNi9XdiL/PdCFKYkEMZ+cPdPhZqQJsEkPHMUzIEkE0Aax+IK4YTpHaVSVtNZvpKdc8455w4qL4g/FEaGRzrKCiYv8JRR43366Dh4E5rEKBoosWinBUCoMIpCSIo2qk/qzX8JLSadTD2m4xXzee+Dm6MF1n+bFvHCzAAUE0tySm4B0XKmmlfSWNk6xMU91RVbd144Z+JbL+pauzkueGJEX+R9oWfE6JWl3z1T3ndmc2A+JkfIHrUz0UK1ki/eWPnKr6r9IwKx57RhVUS6WC+qL2ZextNPTQi2jj/LV7JzzjnnnIeTl7wYY6kpP2j1CvV+wcW+RTGjY+yhrGLWO+rdqyAiLOZ40I6b2pqeN/32+1chbyGzolyEu5/jClYDsX0k37Bl59N91fU7KzHjuXM6//CG064+zbYOhe/dtibGZpFh4iCWZJDWbDBp1JKMhok9MoxmTa08e2apeWLrZ761NVafcxwkaXG0/CYEwXnnJLCmuWde6CvZOeecc87DyUtenudBDsbGAkEDrD63ZDSTCKXYVBEBDBQIBGBRkS8qUgQYEyZTJunlF5z0q3vWZZkGxli0EC5+WUSlavet3rl6w2D/0MCcGROunN/18rkdp8/o6myqmOmip6q33LNqx3AqWoEFHMzNE9M8kySKJra/R1FLlEqUz5y/8xWr2+69s/85hRMhMwZrTDmBsKMtOevUpnU7Tzx3XLevZOecc845Dycveaoa9CBcahKweteqsVXs9c0PgwkkUoqZ8EHqg8/rnwNKycXC1O6mKy+adts963pHTI2khlg14PGe/p89snH6uPBHN0y78tR5E1rNQrZtp65Ys3VdTx6hYw8AACAASURBVHxqw2DfICJLQgNUcHDL4QOCJXlqIaZxv3ENZFkm9qXHlgYHKixOZh14OBFkeXGgq2gFIJdc0NkhWKmv9GXsnHPOOefh5CgJJxbjQX0INo5ijba7ZVEQz8b7c9n13dH7iAhVooXxnaXrLj/u5rtXb9te3E/vW9F3+6I1v3PljI9cN6EpZGq1pRsqdz5W29Jbi5DIGiwSiUiNPBSrSGdgcKJUqqJU7DtwECIy0l9J7v6WLV5YNRF5jqEpxl07Myrx2ld3ZcnQ8bOv9WXsnHPOOefh5Ki4yiEU2xkvdk2GkSBzkEIRpSKBiWp9zLkxB4XMRY0SjQiSQpSiwGhnKgGiUEuJXnHucd/72crMkm398Y5F6//it0579/ktORKJ/NXjI488WYkxqlBM1JLIECXSwqG5hjHkX/+K3n/Pzjjm8Nhuwyh3fXHXtxTyHKIJtWqaISdoSER51tzWOTPj+u0vO+fi03wZO+ecc84dbN5K+FDY0ddnB+3ME0EU80mKUe7FkJMxxemjkwPJnMiBPca316vlFdqZyluuOllT3LZ4y8vnjX/3Rd0izQj22Ib8kRWxMW9ei/Ep9cNhR9NcQkGe541UwxDl7Te0K0Ol67d8DTvnnHPOHQK+c3Io/OAHP3jvy5ohjd5SAikyxQvdShGw6BdM0Iq5JyJFvYRBtOiFS7OioZeowAxqxSQPaRSfkAqICUWktZT97tVTT53d2UJaCKbIsuThx6upxLwRdSjFrzuqkokARtZG+3RBz5jX/oqzZf3Asedf8wZfw84555xzHk6OBgsWLFi7ctnl754NChCLSEEhhLAgxRv95/d+2orTWwQopBgJYzAlKFbPPowCEwYRJYwSi9ZdlLTRX1ipBIv6eIUpxF5xYgtJ0UyttvSp2khNTYKIFU2JKYAWn4mqjg6kf6mrZGaNAvpyqn/0/jJii43/eAjBl7FzzjnnnIeTo8G3vvWty0/t7GjOFWL1YhBQGNOQVF+EkeqNOngKDZZRQC0V57sw2r+LBGjMFKBBi2chKYrik92fQlEzD3BwkEvW4PGnhyCEaONYF/YIVC8kXx05MtPhWExsFABvv6Fr1ozS4u2XXH75Fb6GnXPOOecODa85Oehu/OlNrzq7S005erUFAkkNGytZRKC+wPEgBGNxrAukxIzMwRzMg1kwiEFoYE1Y3DMaozESZjAW9eUiKto4ZaaAgpKWmh5funN4RARUmiEQCRBkdxjT/uslR6BKCGUwK466Kdgyc3rrb93QMph1zjv/k76AnXPOOec8nBwlnnxy6db16185t4ma56NNfov/cz7apu3lWxaOkC/4VWgMdAcggMQMMYNlZhmtGKtIkGK5WI76d3NYBstgeb2ovj7GcdfaSJN47OQmAQHRYjtFRFTlGV66L5CAJknFNFqx1xSSsn3iw91NCdfED02ZOs3XsHPOOeech5OjxH/98pfzZ7Z0lUCUUhvbAxckzp4W+2rND64SgUBMXsjLQSsGL5Kk5bAcMadlxsyYF528BBEWaTljVg8wMaPlFg2sZxOIstgJEQliJ01vB9jYHSmadDWiiAhEgOeaT8bekwd6x9GvvNg5SMBIDGdW/JVR8YG3tZ5yUrpkx0WXXPXbvoCdc8455zycHD3uvOuec+e1CQmOjSYCKqgGueFsLO1J122LFIU8r0GNHD24VZzmykiBmVgGZmaZsQbmpEWTSIvIzWqIGa3KmCHmGmuMESREogTTYAKRCEmmTyu1pAqkImHs6EZVhaiJmh7wEqICxK5tIgLc7wrk2PSiNIIm9uK+QAaMVKukUFSUF83vfMvrxm2vTph34d8eVV2SnXPOOec8nLiHHnzwnJmlfb77Fm1Pq5edorc8HDLYCxy1Xp9ISAJGRlouMYPVd0jEcrFMmStzZYRlzDPEGiw35kSMlqM+Mz6hBIoCIQn5zBPaBApw9BCX7n6yCzjAgScJgF0BrF52v09iZUBH80nRKOxFN5QhM0CiKY+b2PmJP2o15MPjPztp0hRfvc4555xzHk6OHjt27Njas/GUaeV9vasWMhc5flx19uz0podikBzyPGefFDUnZpE0MgMiEGlRLEdxuMsyMiNzmtEiLYNlZG5Wg0VjVsssEhSoCDRQU6IUUDp1ZrtqpHI0hNRzyGgaUaE8+yD21ZtGBIGMwaAM2h5GapnaPvPYsh5TgUgMVFNoVxLz8CwnwQ5Y0Ua5ZhjJhAwKdDWnn/7zru5WPjn8x/NffrGvXuecc845DydHlRUrVhx/TKklSL0j1l7eI2dJLOVqmqWrepo2DiM14fPfH2BRdtL418h6kUlR+04rkomR0Syj1YqiFIkRlg1VqtQoUCnOU4kiUKDdrXr8sa1gMnaTpAgo9T7FIiyGn+zXLYuzL92ZbdO2/ITW7BTd0J3f/NM03/cEkf//1v6NnUFOSm1WtXTOyI6UK5bvFEtfpBdHDGGoZhSzwCTIX3103ElTddHWG654ze/50nXOOeecOyx8zslBtHFjz4xjmlNUMpT38dY9mMaVmzo21ZpmHle+acH2911iFAqe59S/xrwRAsWsx1xAmNbrNwgIRYMVdSMkDUITqIj1DeRdHSVhzUTrIYQUCC05Y27b0+sGa409ExbjU2TXXgoaNfT7eW6B1QWrmu9ds7UcczONKAty00xt7wm5WsPH/+fg6fNDVzsrlfLiBys7BuXFCtMGjlQtUglJGD76+1POP02X9p71yus+4+vWOeecc87DyVFo+7atEzotk7LaPk4jGTb3tyzd1pxqOUithvYlW/pnTUqerY2VcFcMEAFgxeD5+okwYaQkRKSJSgakICEGDUROiFBBQorR8IxaEwsbdlRPnNwENXD0HFrCABNM7U5nn9yxZHmfIuRiJoj1sYwcM+dETIMZ2RiyvodcErUsyUJEKojCTCAhJvvaVjKxWjV7+G4lQIyACjGKvMCDXQIx6HA1z2KARKh+6N3dV11iT++cddplXymXy75unXPOOecOFz/WdbCsX7tm5WP/0tFiqFc47EUlLz+4uTtIa6qiITluavsvF7cAz9aQSkREGx9STB8RqZ/GAgEYmVcqkQDNaLnFjJaJ5WAsiuNhOS0nczCCOSyO9A9t7IsCrY+N39UyWJVy8enjpk0qxQQMENXRWvYxnYWBZ6sIoRR3icXODvf7E0IDxVBsBilBcN8H5A6YQUdqeZaLaQ7oe98y4c3Xas/gCTPO+8a4ceN83TrnnHPOeTg52vTt2LHp0XeFytq2UlPRA3e3t91FnQZ0Yc8xEW3QoKohJAmaJ05sv2Np0OJOe5ySEkG9U5Y2tkkEjXSyW5yAATY0VO/aS5gIAYPlYlEswnJlBCIRgaiMynza+NL9S9bDhKgf1VIVAAGMUkaaX3X+Mcd0IjAE1aCNaLR7q6799+yqV6aIUYyyj3sLAREoRfHMfl7FHw2FCIUUClSgSu4lwkHYWOFFdKNgJLNKzigiwJuu6nzPG5t7B4+dcMbXJ06a7OvWOeecc87DydEmy7LHbvuDGa09/SN5SO2ZF1lBar6uv2N7rT0oNARJ0qClEKSztW3V1tbeSpIw4zM6YFHURCmK0Q9o0faXGkbvrdScOlxVMStikBjEYCSMQhQzGUHQCKNZNNq0ieVlT/UJKczFojAaawAJiOQKbSrpNedNaioZIKpBZbdw8azdhAWRECJRS4KlwVQZuZcVqBQzzRNGikVJ97gEAExqAJVQIg95LYDYs1A+GE1zRV7/OSZkUq1aLYtChcRXnd/5wfd0bBnpLs/9j+nHneDr1jnnnHPOw8lR6I4b/2JO992Pr89/eYfu9dhSFGGtdVnfRC02IUKCEJAEJCGEZMaxk375RIgoA7vNZBydLbLbkJG9RYKIdNn6bOoxY97Sk2RxniozZoARuTFrbJ4AQGdT0/b+PJcYbHReSqPpF4vp8TquPbn4rG7RHLLbrJOxEWWf4YSaS0hQQagl5REmMapIIzyMyTA5kTbnZWpQWGBt9++SoFpTmgdCIFLKS80xp+75uHmQ1FKNo1VVmlVr/QzUJIi+9rJJf/aR7pFaR/vsb5540ixftM4555xzRwIviH+R3X/XTaeP+27PzuTvvoinNvXNnTrdRAONgEAokQiK2vK+qTW2qsb66S0RFQIqiAob1z35kU0bXjYFpvXKDIhSgoiqKoXC4lxTjhgiLUggDSIEIdFgOwc0DWG3qfQkjRCTYgyiFn23YhF6CIrVQikFTBDJ4uSYAQRNinQDAjpnWuuq9b1L1xfduXRMhcw+golQLAgyQ3rCuPz6+RNnT7NUzKCrNw//8LHw5JoRBU3Y6EasicnvXBvOPW7cLY9VvvrrofYSY+PUFoViyczJ+OPrOkqKYMkghkaGux9dPfi9B+NITZV5EbaObS//3W8e82/37PzJg/3NifRl+Z9dP/3CGbGGZkHeXK7g8UpLZOXJ69bE+KvB+fNv+PgZZ5wx9on/4ssfmTP804WDZ5z4hk+dfvppe/xZSx57uOlXv/HTLee/+UOfnTp1qq9855xzzrkXzndOXkw9PRvahz41NJx++Wvxgae2vfmVky6f1ZwLiwNaFBNoQvbmHWtGxmmAaghJKiENIQkaig8NKJdL20cmPL2jJTEKIlVEFRJEE0KBhAgQ9A/r7//ruqHhpBicKEIICHngSTvjxGDP3JSgwAgaLcJMaGJRYs6YmWVE1t7ehBgNGWiN7sOUej4RMQpj0PyCsya1JBGaFEX5APZzpEssNa3mSM88Xj55bduE7sEv/WLHx35c/dtbhrf0hz+5QtcMxCi7mnBFJJM68nOmNw/XssvmaG8lK1JXo/yEArY2JV2lyq2L7bM/7/uXO/TR9QPXntH0l2+YMMKYN55HkrBJKzDsrGKwko1k2Y0L+z9/2+CNy3fcvGyovypbBuQzvwr/8eS0by6ddu/iLcuWLRv7tLdu3jxv8Ja8Wj2z/OBn//Ivnvl31arDbXFk1YO/WLFipa9855xzzrkXhe+cvGhijCvv++OZ47Z94Wu67Ok4PFT7/Sum1ZJYttzQ6A7MNEuGlm85GdKqmof6WS2IQAHSFAqqQFvK7Rv6dGLbYGu6vXhfvqvoHJBgMWv66L8v3zGgbe0Cq7+3NyLPkoF8qL2c0tI9DoYVSKPQGCU25i1SQFKtWq2QmZlBRGXva4Modbf0zzmx7aHlIyK2t2Nde1T/GyETm+W3L2nbOJK9+Z+GJrSVpjTVtgSu3pg+sCqODGfSUUIjSiWIr5jbbBGfuaX26euTi08uLdnAJuUetfFJLC9cU3todbWzZI+slFo1e9PLslOmtT65dqSkY/9qGc7yBCxZurqv8t4PTJh3Ur6i75xs9ZZ8+zqbdtlf/e8v7/XPXHT7d2bbyKduzD57fUvHzrs3bdo0ebJXzDvnnHPOHVy+c/KiufPWr88c9+B9D+ePPWlrt2UXntp+bBc0qjEU7XAJTTCyZWhCb20cFJBUgmoIokEkMQnQBJpoSBmAJJGmjid3dC3vnfLUtmOWb564vGfcUFYSTWNII5s+d/OG2xcN/Mmbj01pBCgCURG5a0n/5bPLRYUJ9hEvJBI5QSVAMROAOcy2bx8yyySPsNwYyVic7GrEj6L+3iKa5k4vi0QJKkFFQvGtvT6aCYKF8+eiC/b5Xwy3lzGxhVEpRqD2+Po4d1JJmIGhcX9efJL+fBlvWzYYK7zq7LadwyPC0h6l89RaDhNjFAbkj60eqoUwe4rurMRGKKJKbgoyIcJxJzb/709PnDNTH9/22vmv/s+KtUaJz2w5MKqt56f3rqxs63r5IMZdf1py4403+gp3zjnnnPNw8tLQs3H99PSfsxq/fUsJys19A69/ebvsHg+EzBFW9E+KIgBUVUVFJKiqaAih/hUVVYVAJMaY7Kh27qh2DMbyAEvLNrVu6E0qtfK/3tnztZ9v/at3z7rw+LwWBEV7YtCqGDJJkgN6Wc1yMjPLEDNYDqtu2j5ci0TM6h9jw0Cj6kNgRJg4oa2lbLuNh98HoQAyd5pWxW5fPDy97VmmHM6a1DypjT9dNNRW4v3r7PxpMS01WaiGfUw4EdQiQ2drqWR575CB9ShVYTCoEoRefG77lz/TNWFismT7Oy69/kvNLS2CbD/PYdnjjx2XP/XDRfEt73j72o5Lz5yW3n/HLb7InXPOOec8nLw0PHHvZzqSvu/+MunvleFhVeYXzynlGna9hRYKdFveuqPWnWiu9WZXKkUWCcWNIKqCoBIUAapREwAiVoz+EJN1/a3v+vtl/37zpq9/ePbbXl6uaUtqhFIQKPn3F1QvP6X1AJ+zgKSBJhaNI1lkZLptRz9jBZYhZhZzkhCpN+uSxkAVqEo+obulGPhY/C37fBTJIdnkVlkzmCuiBO7zjkIBX3my9FXLDz05MrlJ71mRp8BFpyaxIlFsj6SnglxBKbcn2TXz04zprU9UW0tqwHAtDo0QEIq+7tWlv/mT8aGULKt+7PLrP6WqAIjSfq7Mugd+UIsjd6/W1133mu6XXa/MWjc/PDAw4OvcOeecc87DyRGfTBY/NG/Cz3q2lO64XSB5/8jQqSd0dKYyWkcBMYFAszU7xwUoNJFilqIGaICoqIgmokE0QIvDUqoIgdKoSqEJASpqvUPZ//qjMy6apyYEDRBTptHW9kpzU7U9PeA6IkIMoIFRY+mR1cPNacvaDTkZGWu0GvIqY1ZMOim2QCgwUQUBHd9VAnS/o00AoNi+KAWt1ljSku3j/pRIhia1+Se037w8RxNEkiVrK9sqTb9xevOWqunua9XQdO0Z5T+4vO39l7b8/dsnzpvQ/PnbbGNfpSWNgyPZQMaoOakAz5jV3htbe9u/dulV797tj9+HGOOx226+Y5mef+kV7e3tp599/nqdfsms6o9+9BNf6s4555xzHk6OdNuW/pMw+c6NtapWIzhUyc85IQiobFxeIaBP9U1aPzw+IKcEAMWGQ+Nsl4QQilsaVFRQDH7fVW6+63Ytj5PDSGSbFjX2oFhaC/rT+4auObsDUnlOT16YROF3H+5b3lM5d46s3T7MvMpYY14rDneZ1YhMg+16EiIiMqE1qIoiebbxiwTTLLPuliLV7G81nnp8U1vT8N2L+k9sKyWlqiby6JrKSROtuzNpNBpu3JXZcZ2YPr5pQrP819L+t3697zv39s7u4OaqjkQKeUxns1Kg1ouT2+b88GXnvPIAL8gj993eHTb9YknljW947cjwcLVS2d71qvknyq0//K4vdeecc865g8q7db1QS5c8Nmf8vas2VRY8Wg7NAPKRapw5uXXsFoFShpg80TvZQrkIHqMNuIp8okUvYIWQYmCRZ8QIKc5VCQCKIRDoGxgsN5cUVdYbWGlq8SdLBi6d21myaCEIn1M6ySsVXDqzc3xXfscTfHh1v8TWHFHE1EhEQSqaUhKRRERBKeY2trcqqRyTWPYeOCiEbRxIZk2OHa0qsOJvL0YoAgJCUYsQwM6d01yy2j/+5oSkvumUJFYZQfN5Jw/fvyRPE1XUa19M+eW7KnctGWxOU4TYouXj2tBbLSeWRwlXXdL1od/s4uo+Rh43913PaQB8/2M/NOjfv6lVNvx5/z9/IpDzwCBN7Tvu7enZNGWK9+xyzjnnnPNwcqRa+8S/jTum9vOfJVErKduNeSQndyUEKPURigJZub1jGKVmASWMKSEXKUatw1SVBoEKDKqgQFRgoz10BYiKbTuzaLGjvSzMKPVewL0VrltbuerVZUaIyXN6/qS0lNBSisJ8yrjWjb1DudZSo+VlFtUZAAhCqFAkxW4bybbmREQTZhH7q4mPmtOaH183Mmti6fozm+9YxTbNAQTkRCKGKEYqBZ3lePq0cOuq9D8X7GwLVWMAIKJ/dm35qrktNz/UN6VDR2OXgGbSlmhbWQzp8HBlJMK0mib6/t+a8ObXSD6cgQmRYR+V9Hs1NDh4wvCt96+O31/WdexxxwMKjbT0bSetvOZl8Xvf/d6HP/IhX/POOeeccweJH+t6QQYG+k8e96stg6W7HhoylKEVCBLVtrII2NjZwGAsr+ibmBobb+Ib/2kklKJKu4gxoo15JkUjLMjo/EEKVqzZfsKxk0rMOBoGqP/x6x1vv2i8ki/oj2Fzqvnk8ROeWBeEjMzFMsRMYoaYI2ZkZszIyAJ00eot2Zh8u9d8oixB8nuWWX81fe9l4ZSJ9ftElDqb8fuvak2SECUNJvNPammSkW/fl63bmm/rK23vl+390tsX7316+NTJ5ZaSCCOx50PkUfqGaoM0QzJ9UtMX/nrqW68ur9s59+nk73LNFc8tqj10509bdOTfHsje+Aef/tw3fva5b9z8ua///PPfuHH71BvOnp7dfdP3fM0755xzzh08vnPygixccMvsMHTz/VklhnISYWlJUEqCGmshNOd5NSC1ZFlvcx5bS2XuSiASQB09DWX1EhSABlOJJqowA0IRchSiYGB+19JtF84u55IkqJooLL171eC8aW0dzdEObIeAElJmIyEtWUaOTadRJJncnSx6GnOPFYVFiwoSxSAUhrzEoqkYlERnq37gtTN6evuXrRk2GVNgs8fDIUK4s8Yv3Tb84cta/uL1lY07ko19aSkJ8yajr5o/sHbkjGllienFs7OttdZfr9xw9tQWQQQNgEEfenLkDaeVX31q0y+W17qZ1CQLBFiCVIdyG4lRqBHhtZc1ffBd3S2t2aJtV77iqs9v2rheFidkba/PKlAMTXjGc+bKm/uHywvX1/7vtdeM/Xr3vCt49zdOSpY9+eSTc+fOLWJXlPCu85uqd/3lggfbKZHA011X3/DO96Vp6v/TcM4555x7Hnzn5AWJO26jxHvuyeoZQ3VgZLintz8ylK1a1TQ1VPPS8h3HxHREONpyt1F0MqbspPEVQdFhuPHd+n9FhGF9X23x8t6rzx0nyCPSgaHSvcvx43t3vnqu5EhNsgN7yfNMdfm6DNw9mgrymJhonnQ8vCpFTAGQpEWxTP4fe/cebelZF3j+9zzv3vtc6l6kKknlfiEJ4S7SXEQCDBcFHUDFZrBbxdFptRet7QyrHfxjuttZ3TM9y3ZmnFGcy1osRxl6aGzHW4+0AgpGwCZAIPeQIpCkSCV1r3Pb+32f3/yxz6lUSLg0RLsMn89fJycndfbaz1sr+7ueW+vn16Fk61ubRfQLo+kLnt698SU7X/fCvYttlGWIs65Deax7DuU7fvv0b91YDx4ddwvD6mz6Kx/aeO3/fPzAroVxtlG3euz0+P/6wOmdi5PRfKPKZtu0e4/kB29r3WThyOkhoq9ZTpyMj9w7vffodGMYlVZ27Rn987ef9/M/vaMsdrec/vlXfP+vbtu+fefuPZ9eefpdh/rHfTFH9zz/T+85+dgVX2vT2f/y56de9brXLyw86j6WZz3/Oz7TXrxtUn7zN39z/p39By79+Opzbrrv+C133/Lpz370lk9/6tabP/0vf/G/ueuuu/y9AAD4xpSv/oGSr1Ymw/D5P/62tbXjP/qzawuL3WSyUMb1L28//KZv3/5P3rw7S0TU0RA3HTn/M0fOWxwtjsY5Ho1Ho3GptavdqJSuK13XdV2d38JeokWblTZEDpsxkEO0WYmskV30//y9n25t7b3/5VWtdK0Odx5aOHRs6X0fvPV/+vELhrK+MOuHr+NlZymTnP3ZbbF/39JTz+uHEiUyoka0v7h9dPvx7eMoUSYX7Tn9vCtnu0YbLaJ049p1JRayTqLrspRaasn5Ne+ltv73/vzBj9/Wz/q12WxorbXWMrNlZmbLmH8xRNRsmWWWdWM9py27UW4fj2pmxNDXkn1dn2WdtKUWfW3zre8lYyhdtLY2q6OuTWoM0U5Pu1PToQ1tKeuLb9j2Mz+yuGfX6N4TT9997X977dOe9UhprK0dPHjwsssu27btce5+ufPOu/bs2b1v376zv9n3/Z133nngwIHdu3d/2c+31m6//Y69e/dccMEFZ374/vvvP/MXKaNE5GWXXeavBgDAN1ImpVjW9Y377M3//sD41I03DS0yIrPUW+89fs3+7h1v2hfZSkarw7Qs3v3Qtlrmpwl3LaJFdhFbMyLlrEosEXUeCSVqiZpRI4YSJUrrcvr+zx77xJ0Pvucdzx1KicjSagx1ktPnX3/hjXesfuc1G0OZzJdCfXU12qyWqy5Y+LNbV656yqQr2SJqTI+uL3z+SK01o9RS+kMnt73/M/3zr4hL96yXlhmjqC2yby2j1owyj47IHMrs5c/bd+s9XzjWl4iv2Ec1S2QXmePI8eJmekQMGRkRXYssbdskWuRQc+tQrmgRJVuUWB61rGVjaKfX2jQ2RiXO37Prp/7e6OXP271a2mdP/NhLX/tzk8mjrlZcWlq6/vrrv9Lrueaapz72m6PR6Cv9J7XW669/2pf9sBQBAHgCWdb1jXvovo9n1M/e0kpki+7zD57YWD39L37kwqVucylRl/Xg8eXTQze/DCQedW/JIyfwZkYpJbc+rc8PyNq8Pn5+3Unm3Q/3//vv3fSzr7/y2ZdHiW4raDJLd8W+pTseiKEtRXxdM2Alo0XZszs3NmYfvnU6zcUSbW1YuvH2YZpLJfrc/MPb6db92d27Pn5w7zQzylpmn9GX6Gv2pfWl9bX1pfVliG2T2Yufsz1KH1Gj/JVMxM1KnFwbjp/up1lGZfT9rz7/135lx0uft/uu05etnv//vPINP/9lZQIAwN84Zk6+CRsH247h3ntrRH/iZDl09NQv/fDl15w/apFRW0TUzLsOL2fkI4cBb3VJPHICVz6SK/PvlOjm8x+lzu83ObU2/Hfv/ssXP23nT373/sghYsgyn2BprXQl+ssu3P+Jzx369qtalBI5+rLpixqZ810c82OBS9aIWof9e8d3HxofXTl+6f7l+45Mj64s1TrL3NyCP0TtWpdluPPwwqnVxRddU7cvTsuQJfvWjaO0mtEiM7NEUkKuEAAAIABJREFUjYi/dd3uD9987OiR+YFaT0CfZOkiW4nMyLU+19Zn6zkuZXL9U+vbfuz8a65a2+jHN6/85Mu+++/bgA4AIE6+1S3Vzw/ZHbz/+Ilpd9/hk29//YVv/PautZy3R0bceWzX/SuLk1E3z4Kzl3Cd9U8xP5c34sydIhEZW7cv5rSN/+W//otLzx//6n9xdYlZZLRSuxyyjaezWqKVEpMuNoanHD65ft6ulVKmpXWP/pQfUaa1dW1+RUl0kRHRFhfGkXnk5Pj4ycjRqNQhopSo87bIaBll/h9/8fSeB29av+5Avfbifs9oXEsOpQ1RSsmIzBgyYtzNXvG8fe97/wM16xDDE/Bo5qxFXW9tZRobfWRMrryg/PDf3nHDCxdnZfjskbc8/YU//aqLLvEcAgCIE2LnwqHTp/P4at5/5PQPvnTPT71yaRaTLvqSOcvhjoee8rHPbY+FVqLbOnuqnHUxfEQpW9Mm83Q5a8KhREYp0UrEr//uTSsrq+/+hesWFkYlZhGRkZnlcw9NVtdHpbSIWiL7OrrlwR17Tpar9vXbF1dqdiVrX0vJ1rX64JCfvTNftrWZopRZa9uOHTseZSFKDnUoEWVzjV+eOSfrTNuM2mzW6me+uHzrve3A+bNrL4gD55USrbYsMbQYRRmy1edfufiBPeXIkWFrM/zmfShbX5T5Sz+TZI/+4sxqsJaZGWVtaKfXh42hlDbeu3vj7/zA/te9fNJN4i8+uWPtoSv277r/1rt+4VZPIXzLuOD6Fy3s2ON9AM5xO/Zfuu28i76RD+WLy0u79nkDxck3btvo2MPHZvefmP6tK5fe8YO7Ylis3TSilCi3P1z/5Obl8XKZtNJiGGX3yCf9rCVLyc39PplZtr6cz0JEZF+zZovsf+fDn/vorQff/Y+es2sp++hLtoioUTPbxpCzmiVjfiN8ySyRR1cmR1Zy/+IF+3Yf27E4zezvfTj+9NbV2x4Y3vaq7RHdPAJq5F2Hp0dWa+YQUUqWGrVkzSgR8xmRWrK2R87zrRktI1st9zxY7jkUkzLbu3Njx8JkrW287jkRWVqJWtoNz9773g8cnu9j/w98OzfP5srShoyVtWF9VoaS40m+/lXbfugNF+/ccezuLwx//J6TF8R9Ebee9PzBt5i7P/SvvAnAk9jVL/vbr/z53/A+iJNv3Kzt+Ge/fnT/9uGXfvzAthz1XT9qrUXXSnvg4Z19mY0iIh61HeJx71CPrZ0nZ+Yauoya5SO3HP6/P/Sp//5Hr37egfkcy5mphlnXxvt2rJ9c3T6ctZk+okVG5uKhlen9K8tr6zt+5Q9v31if/rO3XPRT372aOd7sjox7Hp584o71iNHWRR/56Bczn8TZXJ/25dMdrWbLlSinHh4Ns3b7/SvPu3LpwI6FrBtRRs+5bv8f3fjgibUaUUrk5pqy+TKxrT01Z9fII1kSkRnT6FbW2vpsNkTk4tLrbxi95Q079+8tD/eTWzZ+8SX/2d99yY8uePCAv2Zt6Fcevt/7APzVfihfXPYmiJNvyjvfN/nAx1be/bNXX7i9tehrtoxR1sio9z2YQ92IthiPd43M1ofx+XlbW3tUMktufmKvLWY5uv2u+97+xive9LzlaVdrRpf9fGohYijDZNvCrHzZvvOsGRHRataWo3d94M4yrL/n7RdfuqvmsLPLjJKtxScOttvua7M2iZhtXXQz/2NbyRqtRhc5j5ZWt5aalTNxkpEZWYfaWpexfum+bb/1waP/1Rv2lixZyuJo+oxrz/vIp49Gfo1t8Tm/bjJyPlvStzy9MZycrbfSLdTFl3/n4lvfuHzg/NFqLn3q+Bue//J/eP0eyzmA/zhqN9pxvnPDAcTJOez3/+D3f+03/v2/+LtXftvFfV+60kpEF6XVGI6enjx4KkbLpbT8Cp/LN7e+b06YbH3un28/n2+PH0X7ide/4KGHPnHw4dkV+0attJjvTsmMGA+jE6dXd2bUs+84z2jzP7i2+Hc333/wvmO/9Y7Lr9y+NCsrETGUmM0mf35n/+CRUWTtsg1RH9mDX+a/NkuWEiUzS7QyPywsskWJzBabUzQZ2cp8L0k3rsPNB08fPbl7986FiCEyvv367TfedKKVr7Envm6+8roeZWW9rU77FqNxxA0v2P3m7x9deVG3HqNPHflPn/Xin331gYs9bwAA4oTHd8cdd/zI3/mRH7th3xueP79Y8Mxirdai+8z9XR85anUo09ZG+chpXI9OlNyKlCittYho8w/8Mb9OPYaIaVxRl+6LGCLOrN2Kkm01R4eObD/7jzr7V3zmS2u///H7fvEtFz7r/KFv05LdUPu16dJHb++PnFrOmH2NOY3NK1e2fmMpZ/+CfIzL9u5814eP/dzrnjI/DeyypyxdflE9+MDXiJOMmA3l1MYwnc6GEqNaX/bCbd//hsmVF9fMyaePvvqab/uHr3n5VR42AABxwldz4403fsd1O3/u+7ZlGfoodX7qb5QhJl1OP3nPtEQpmZGlZNY4+7Tgx/uUvrmyq5+v86otI0uUISMveMrO4+uXTPv1cR1q5BDRhjbr6+n16IcuY4jYPO43ois5i6wPnVj5P95/95tevPcHX7CUrUYZStZ+uvCxO4bjK8sl+68UJCW2TtRqWUpEDhmtlBJZa9aWEfN7TVqLLCUf2fC+OB4+fuvK6qv3bhtFlhZRX/jsvQfvP/xlCVSitVJa1IicDf3Keq7P+hwWxovda166+Mbv3Xbp/q7l4m1HvuOSZ/6DV73iGR4zAABxwtf21re+9bLzFta+8M6lOFwy+26+NitPnco/uqUdOV4ny2e6I1t7nNVdZx2fWzKzZda6OWuyeVni5iKrNuu7E/32WrJGm7XMzDb00VrG5qWKLctQRiX7iHrPl07/+vvved5T6z/9gZ1ZomSLLNHaRw9OTq1Otva6bx5n/Hh9snXDylZP5NZqr2htc4dMbrZWm7+Y1upQ927vfvem1Te9cFuXXUR55lXn/b8Lh05tPPIrzuza35hNV9b79X40dMOe5cn3vGb5e16zfN6ONpTJrUe+48D1/+AVr3iWBwwAQJzwH+AV3/uWtdU3fO63v2vP2oOrs6VPfW79I7dObzu00eXS3m3DOFtrrc3L5KwP8vMAOHPR4vxMrJZZI1q0yCxbV4NEZETLaPOb0ksOEa1uHZzVInPrD8nIURtO9/E7f3H/Bz9z7w+8YM8/eeP+HLfx0Fp0GfXmQ6MTpyb5VS9G3NronhEtSi0xv17xzNaYFo8sHsvMaJt1lJExrcN5iwt/8peHv++FT6tlLWO03E2vunz3p+84MZ8DiiitxamNcnp9OsuhZHfBnvZdrz7ve1+1uHtpdaUs3Xz0pVc8+++/4uVP81wBAIgTvhFLy8uHll+x/8J3/fa/Wn/fH59YGG8fT7oyaifXc9u2+S2ELXPI1keOovWRJVqJLKVFRM1aYvN+knluDNEy21CyRbQobX4d4dZ8SpTI+WUjOY+WyJKlZmb2dx1a+d/+vztLDL/84xe99vptGS2G6EvXxeyBEzu+cKTLcta+mDj79OFHBUrk0Gqpm/vgIx/5/ubFiHH2CrW2OYsSWWpODx/NLx5euWpf19eorbvqwOTmO7JFXe+HlY3p2rQf2qQbRs+8dvG1r972nS8qi9GdzvKJEz/5zBf8sIveAQAQJ9+sq5/zQxtfePdrv2v0h396bBbTcVsuUfqhnVxvk8WI9shF6e2sr7fWbWWeWcQV870cUePMD7TMNr8wMedlUcqZQ77OVEafo3/7iUPv/chdr3zWjl9880V7t3UZw/xexhp5YrZ4y6FssRAxPXMV/VeW86ViefaPlXLWFSVx5sb3+ddn5oUi4uJdS3/4qRM/88rd4xa1jbZvH59cH05utI2hldZtW5y85MVLr35VXHfxci394ekFt69/z3Nf/BOv2bffUwQAgDh5Alxx5VM/cNMrn/6Uf/vG79753j+YtewzakaubPQ7prOlcY3Wss3XeD2i1pItotaaLecXJ5YW2crmQVmtZXvMDYbz2ZLNnSHRSkZutP5d/+7gjbcc+q+/76K3vnSxZBfZl+xaGTZicvR4vetLk/XpQimzr37hSJx132JkznfCbF7FkpktMltmtq2Zk3mYZA4ZQ8YQ2aKUPUv9jTcf/+lXXjjOlYxy4e7u6ku233THyac9dfKql27/jhd1O8c5dJODx67eWH7zC2940zMWFz0/AACIkyfSdS96x9otH/6+7z39l5/OLx7eaG1USmnZTpxeXZiMR+MYnZUlm7MNrcwvSsw4c5bXEGXIjBLZ5peIxPz4rJY5bObI1hm/GVFaP8T4V//gztvuffCdb7v4pVcud23ou6HMt6UMSx+/feF0lMiuxJD5NedMzoRKxpDZtcxSanm8f5+bodKGFtkyhpYl25BlY9bfc//qyY1+97hk6Q/sre9484Uncu9Trl4dSr/a7/jM0ZdfeM0PveiG53tmAAB4XNVb8E06cNHFB+PnFuvoH/3k8u7F8ea9ii2n2R1Zma1MW2uPmjo5e3HXmW+1M3vms2W0eQG0zR3qEZtTGJvLw1pGX9r7bvzC7Z8//H++7ZKXXTmqda3VLLk1muP1WIjh0RtLvvJZxltZctavimzZvvw+k/mLjzNXnbTShphNh4fW8r6jaw+cWG+Z93zhaJYuIjK7jNy2o915/Bl3Tv/xBS/8yCt/4H98+rOUCQAAX5GZkyfAy1/91vf/9j3P2f+bv/AzO/+HX187tVYzp62N+6EdO73Wapw3Ho/bEMO0daW12to8C3NUY+tmw1ai1Zzves+IrNlKDi1aiTa//yTL1kaU1taG0drK6V/+iSteeMmsj4zsIoYa80O2InM0rlmzfH0vf77/fvSoUIkhYnNeJzIyylCya32LEln6NltZm55en55ezY1+yL7fube8+Ok7Lvr8xkOnMrPPMj9DLO858ZKX/71f84QAAPD1OLOLgG/WH73v7c/d86/vOZy//M44eny8OB4mk8Xx4sJksrC80O3dtWP79qWFcTcej8fjUVdrKWVUo5R5dwwRfZelm4dAafM4icguhhql1BaxOfEytIjoJ1H2bFur0WY56rLPzIgyv1Glz+G+I0v90LXoz0x6DMPQhhi2ZGbf95sbSCJKdFlKlFpitBU1JeZzIJEtS591Y2M4NZutbEw31ss0W5v1B87feM6zu+c+Y3T5JbHQl5UYHbr3KRf3fc6vtI/+tt3/+at/8G2eDQAAvnaZzG/iEydPiMz8o3/zj5+3+z2HV/I9v3vipk/sq0v90sJoYbQ0mixMJnX70uLencvblxfHo1prKV3X1ahRIrNGHzl0GbVkKfNZlK04Ka0rJUor0YZh2NwbH63PMsSQrYuhtc2lVqW1zIghs0WrbRiy+ypxMvR9m8dJiZJdRolazkymZUTGqM/Z6rRfWe9WN6bTzMhuFOuXXzx62tP7Z1y/eMF5/Sg3ZmXpvqPXnBq98upnfs/lV1x99MjD8ydqsrCwY8dODwYAAOLkP473/94vPXvb/1rb8ifvPflvfmfHwyfGdXG8MOoWJgvj8WQ8Hu9Y7HbsWFpeHE9qqzW6zWN6W21DV0qpmTnUyJr9fM1XFy1q1mhdtNbi7L0f/Znr2tv8mvmY7xMZsn7ZXpFNZ8VJay37oZVs8+O/sosSWWordZZ1bWNYm7aVaetbN5SIaNuXyvVXtmuvX3/aVTu2La9MWhty/Lnjz1pdfNV1z3rtxZdcZugBABAn55xPf/Kjp7/wT6/acdeszD52U3zwI9tPrm6bLExGo/F8Tdd4Mhp3bdvCaNvCwuIkupI1sstWIkppEUPJHEUr0UpEjVZq1DLUyDY8am/6ECVK+TrjZD5zMv/i7DjJjKF1q/2wPm3TWVub9tOhZlezRC156QWja6/qnnZdf/mltes2oi2vtHLv8ReXXa985nP/k/PO22e4AQAQJ+e01tqH/+Tde6fv3L/80HqUT90yvumTC4ceXpqMJ91oPB5H7WqWOs6oNRcWuqVxbJ+Uha4r0WoMNXJUMrKVGl1ppZQarcYwtKHN72VvkZnD5h0l0aK01jLq0EpkzCdYto7cihxaa0MbhiFzGHIY+tnQr63nytpsZWNjdWM6m5UWNes4yqh2ecG+cvVVk6uvml55+Wj3tr6LOivx4OkDh6c37L3whmc+9yWLrigBAECc/M2ytrp64wd+40B9196Fw20UX3podOvdo7vv2X389I5ay6i0UiZZZlFaZu1yVjIXxt1kVJcnw+K4Tro66eq45Kj0XfYlss/Nq0/m9yK2GM3jpGSdH/07ZIvIvm1tQck6DLExG9an0431jdN921ifra5O12d936bZSuaotTJZ6q+4pLv8sskVl8Xll012LEfpVjJztd9+7/EXDIsvuvLaV1x19bUGFAAAcfI323Q6/dif/147+t7rdn8yyrTVeuTE6N4vLn3+vr33HS79rJTsMvuI0rKV7EvrWyml9V20mrkwKqNRTEZlVKO0rF2tZb5NJVuU+dnDrZQ2tH4ofV+GNkyHli37YZj2rZ/lrM2nXFqfOQzR+mFpMpy/r158UVx6cV5ySezfN6pRImvW6anpjgdOPXs6fv7+S150/TO+bTweG0EAAMTJk80DD9x32yd/f7z+J5fv/uy4m9boW3YPHxt96aHlww9Pjh4dHz3Rr55q2Y/7ro+oJaPmNGIoUSJatj5bF5ntkfveN29dzJKllJYRrdbshswo84VfLcv6zh3dnj25Z0+/d2/u29v278tdO0e1lYwcasyifunEFSdnzxnvePrFV7zgyquvqdXVnAAAiJNvDadOnfzspz5y6vCH945vumD7/ZNyen61SEa30XfHTs5OHOtWTnWnTtZTazFdr+tr4/W1fjbrN6bRWoso858fjXM87kotXRellPG4LE6GHdvqtsWNnbvbzt1l1666fWed1KHkEGUoORrKZH0YP3Tq4lP9tXXb0/cfeM5V1zxjaWnJoAAAIE6+1Z08eeLuO28++uBtw9rt28oX9yzft3fp4chJKRsl+swu2mjoplmjZNe1LJs3kEREZM2MFlFqG0cpJUq0vpRZlGg5aVH7iKOnLzy5cdFGXF6XL9u594rzL7jykkuvMDcCAIA44Ws7derk/V88ePLEl1ZOHpqtH8l2YtSfGMfJKGujuv7Ikq6INixmLrUYZ+la5FAXW93ZjS8cTXbt3HPxefsvvejiS7uu85YCACBOAAAAvt44sbwHAAA4J4gTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAACBOAAAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxIm3AAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAJ6EcdL3vRHC84ORBYBvESUiMvMcfXGlGCEAAHgCzWaz0Wh0bn74H53j711+yPPDN/p8v8zzY2QBgMf8n3Q8PmcnJ+w5AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAIA4AQAAxAkAAMBfl5G3APgbp7zMewAA4gTgHJAf8h48eTrTaBpQDCh//SN7zrKsCwAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAAQJwAAADiBAAA4K9QiYjMPEdfXClGCAAAnljn5uf/UsrIG8eTtrxL8fwYWYwmBhQDymNH9px9bZZ1AQAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAABxAgAAiBMAAABxAgAAiBMAAABxAgAAiBMAAICvrkREZp6jL64UIwQAAE+sc/Pzfyll5I3jSVvepXh+jCxGEwOKAeWxI3vOvjbLugAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAAAgTgAAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAADAV1ciIjPP0RdXihECAIAn1rn5+b+UMvLG8aQt71I8P0YWo4kBxYDy2JE9Z1+bZV0AAIBhSgfSAAAQVklEQVQ4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAeLIqEZGZ5+iLK8UIAQDAE+vc/PxfShl543jSlncpnh8ji9HEgGJAeezInrOvzbIuAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAACAv0IlIjLzHH1xpRghAAB4Yp2bn/9LKSNvHE/a8i7F82NkMZoYUAwojx3Zc/a1WdYFAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTgAAAHECAAAgTuD/b9cOUhuKgSAKToMO5qP7YIbJMgvtjGLGStUJhPqD/UAAAIgTAAAAcQIAANwqVdXdQw+XWAgAAM6a+f8/yXJxXFveie/HslgTg2JQ9mXHns2zLgAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAAB8Sqqqu4ceLrEQAACcNfP/f5Ll1gAAgAk86wIAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAAMQJAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA4gQAAECcAAAA/9OafLgkFgIAgIO6W5y8e3dP3w/vxu3D92NZAGD7JU3G9olnXQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwBc7/VyBwbFoPBruQLg6+ThDgBAnAAM0E93cE9nWtOgGJTPLzuWZ10AAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAIA4AQAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAECcAAADiBAAAuFWqqruHHi6xEAAAnDXz/3+S5eK4trwT349lsSYGxaDsy449m2ddAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAACAOAEAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAABAnAAAA4gQAALhVqqq7hx4usRAAAJw18/9/kuXiuLa8E9+PZbEmBsWg7MuOPZtnXQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAH8oVdXdQw+XWAgAAM6a+f8/yXJxXFveie/HslgTg2JQ9mXHns2zLgAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAQJwAAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAACIEwAAAHECAADcKlXV3UMPl1gIAADOmvn/P8lycVxb3onvx7JYE4NiUPZlx57Nsy4AAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAiBMAAECcAAAAfEqqqruHHi6xEAAAnDXz/3+S5dYAAIAJPOsCAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAADECQAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAgDgBAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAAAQJwAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAOIEAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnLgCAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAABAnAAAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAAIgTAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAACBOAAAAcQIAAAAAAHCvHzgwVAmRqRwpAAAAAElFTkSuQmCC"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">37</div><div class="t m0 xf h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">Financing<span class="_ _3"> </span>from<span class="_ _12"> </span>external<span class="_ _3"> </span>sources<span class="_ _12"> </span>(debt<span class="_ _3"> </span>instruments,<span class="_ _3"> </span>loans)<span class="_ _12"> </span>increases<span class="_ _3"> </span>the<span class="_ _12"> </span>risk<span class="_ _3"> </span>of<span class="_ _3"> </span>losing<span class="_ _12"> </span>liquidity<span class="_ _3"> </span>in</div><div class="t m0 xf h6 yca ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _7"> </span>future.<span class="_ _8"> </span>The<span class="_ _7"> </span>Company’s<span class="_ _8"> </span>current<span class="_ _7"> </span>liquidity<span class="_ _7"> </span>risk<span class="_ _8"> </span>is<span class="_ _7"> </span>low.<span class="_ _8"> </span>However,<span class="_ _7"> </span>one<span class="_ _7"> </span>can<span class="_ _8"> </span>not<span class="_ _8"> </span>ex<span class="_ _4"></span>clude<span class="_ _8"> </span>the<span class="_ _7"> </span>risk<span class="_ _8"> </span>of</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">disturbance<span class="_ _b"> </span>or<span class="_ _b"> </span>even<span class="_ _b"> </span>loss<span class="_ _b"> </span>of<span class="_ _b"> </span>liquidity<span class="_ _b"> </span>due<span class="_ _b"> </span>to<span class="_ _b"> </span>missed<span class="_ _b"> </span>investments<span class="_ _b"> </span>and<span class="_ _b"> </span>repricing<span class="_ _b"> </span>capital<span class="_ _b"> </span>or<span class="_ _b"> </span>lack<span class="_ _b"> </span>of</div><div class="t m0 xf h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">repayment<span class="_ _7"> </span>of<span class="_ _c"> </span>loans<span class="_ _7"> </span>granted<span class="_ _7"> </span>and<span class="_ _c"> </span>enforcement<span class="_ _7"> </span>difficulties<span class="_ _c"> </span>as<span class="_ _7"> </span>well<span class="_ _7"> </span>as<span class="_ _7"> </span>non-<span class="_ _c"> </span>compliance<span class="_ _7"> </span>of<span class="_ _7"> </span>obl<span class="_ _4"></span>igations</div><div class="t m0 xf h6 yce ff2 fs3 fc2 sc0 ls0 ws0">by<span class="_ _15"> </span>contractors.<span class="_ _15"> </span>The<span class="_ _15"> </span>company<span class="_ _15"> </span>does<span class="_ _15"> </span>not<span class="_ _15"> </span>ex<span class="_ _4"></span>clude<span class="_ _b"> </span>financing<span class="_ _1d"> </span>investments<span class="_ _15"> </span>with<span class="_ _15"> </span>debt<span class="_ _15"> </span>instruments<span class="_ _1d"> </span>or</div><div class="t m0 xf h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">target<span class="_ _3"> </span>issuance<span class="_ _3"> </span>of<span class="_ _3"> </span>shares<span class="_ _3"> </span>in<span class="_ _3"> </span>the<span class="_ _12"> </span>future<span class="_ _c"> </span>(if<span class="_ _12"> </span>necessary).<span class="_ _c"> </span>The<span class="_ _12"> </span>Company<span class="_ _3"> </span>manages<span class="_ _3"> </span>its<span class="_ _3"> </span>liquidity<span class="_ _3"> </span>through</div><div class="t m0 xf h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">ongoing<span class="_ _8"> </span>m<span class="_ _4"></span>onitoring<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>l<span class="_ _4"></span>evel<span class="_ _8"> </span>of<span class="_ _7"> </span>due<span class="_ _8"> </span>li<span class="_ _4"></span>abilities,<span class="_ _8"> </span>cash<span class="_ _7"> </span>flows<span class="_ _8"> </span>and<span class="_ _7"> </span>proper<span class="_ _7"> </span>cash<span class="_ _8"> </span>management.</div><div class="t m0 xf h6 yea ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>maturity<span class="_ _8"> </span>dates<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>assets<span class="_ _7"> </span>as<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2025</div><div class="c x65 y3d4 w25 h23"><div class="t m0 x6c h6 y3d5 ff2 fs3 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x44 h6 y3d6 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _8"> </span>thous.EUR</div></div><div class="c x7f y3d4 w26 h23"><div class="t m0 x80 hf y3d7 ff1 fs3 fc2 sc0 ls0 ws0">Total</div></div><div class="c x81 y3d8 w27 h24"><div class="t m0 x1a h6 y3d9 ff2 fs3 fc2 sc0 ls0 ws0">Maturity<span class="_ _8"> </span>dates</div></div><div class="c x81 y3d4 w28 h25"><div class="t m0 x1a h6 y3da ff2 fs3 fc2 sc0 ls0 ws0">&lt;<span class="_ _7"> </span>1<span class="_ _8"> </span>year</div></div><div class="c x82 y3d4 w29 h25"><div class="t m0 x1a h6 y3da ff2 fs3 fc2 sc0 ls0 ws0">1-2<span class="_ _8"> </span>years</div></div><div class="c x83 y3d4 w29 h25"><div class="t m0 x1a h6 y3da ff2 fs3 fc2 sc0 ls0 ws0">2-3<span class="_ _8"> </span>years</div></div><div class="c x45 y3d4 w2a h25"><div class="t m0 x1a h6 y3db ff2 fs3 fc2 sc0 ls0 ws0">Above<span class="_ _8"> </span>3</div><div class="t m0 x1a h6 y3dc ff2 fs3 fc2 sc0 ls0 ws0">years</div></div><div class="c x65 y3dd w25 h26"><div class="t m0 x1a h6 y3de ff2 fs3 fc2 sc0 ls0 ws0">Short-term</div><div class="t m0 x1a h6 y3df ff2 fs3 fc2 sc0 ls0 ws0">receivables</div></div><div class="c x7f y3dd w26 h26"><div class="t m0 x48 hf y3e0 ff1 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x81 y3dd w28 h26"><div class="t m0 x84 h6 y3e0 ff2 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x82 y3dd w29 h26"><div class="t m0 x84 h6 y3e0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3dd w29 h26"><div class="t m0 x84 h6 y3e0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3dd w2a h26"><div class="t m0 x48 h6 y3e0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3e1 w25 h26"><div class="t m0 x1a h6 y3e2 ff2 fs3 fc2 sc0 ls0 ws0">Cash<span class="_ _1b"> </span>and<span class="_ _1b"> </span>cash</div><div class="t m0 x1a h6 y3e3 ff2 fs3 fc2 sc0 ls0 ws0">equivalents</div></div><div class="c x7f y3e1 w26 h26"><div class="t m0 x48 hf y3e4 ff1 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x81 y3e1 w28 h26"><div class="t m0 x84 h6 y3e4 ff2 fs3 fc2 sc0 ls0 ws0">1</div></div><div class="c x82 y3e1 w29 h26"><div class="t m0 x84 h6 y3e4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3e1 w29 h26"><div class="t m0 x84 h6 y3e4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3e1 w2a h26"><div class="t m0 x48 h6 y3e4 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3e5 w25 h25"><div class="t m0 x1a h6 y3e6 ff2 fs3 fc2 sc0 ls0 ws0">Short-term</div><div class="t m0 x1a h6 y3e7 ff2 fs3 fc2 sc0 ls0 ws0">accruals</div></div><div class="c x7f y3e5 w26 h25"><div class="t m0 x48 hf y3e8 ff1 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x81 y3e5 w28 h25"><div class="t m0 x84 h6 y3e8 ff2 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x82 y3e5 w29 h25"><div class="t m0 x84 h6 y3e8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3e5 w29 h25"><div class="t m0 x84 h6 y3e8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3e5 w2a h25"><div class="t m0 x48 h6 y3e8 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3e9 w25 h25"><div class="t m0 x1a h6 y3ea ff2 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _7"> </span>granted<span class="_ _8"> </span>-</div><div class="t m0 x1a h6 y3eb ff2 fs3 fc2 sc0 ls0 ws0">principal<span class="_ _7"> </span>amount</div></div><div class="c x7f y3e9 w26 h25"><div class="t m0 x5a hf y3ec ff1 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>531</div></div><div class="c x81 y3e9 w28 h25"><div class="t m0 x41 h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>531</div></div><div class="c x82 y3e9 w29 h25"><div class="t m0 x84 h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3e9 w29 h25"><div class="t m0 x84 h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3e9 w2a h25"><div class="t m0 x48 h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3ed w25 h25"><div class="t m0 x1a h6 y3ee ff2 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _7"> </span>granted<span class="_ _8"> </span>-</div><div class="t m0 x1a h6 y3ef ff2 fs3 fc2 sc0 ls0 ws0">interest</div></div><div class="c x7f y3ed w26 h25"><div class="t m0 x85 hf y3f0 ff1 fs3 fc2 sc0 ls0 ws0">397</div></div><div class="c x81 y3ed w28 h25"><div class="t m0 x4b h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">397</div></div><div class="c x82 y3ed w29 h25"><div class="t m0 x84 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3ed w29 h25"><div class="t m0 x84 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3ed w2a h25"><div class="t m0 x48 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3f1 w25 h27"><div class="t m0 x1a hf y3f2 ff1 fs3 fc2 sc0 ls0 ws0">Total</div></div><div class="c x7f y3f1 w26 h27"><div class="t m0 x5a hf y3f2 ff1 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x81 y3f1 w28 h27"><div class="t m0 x41 h6 y3f2 ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x82 y3f1 w29 h27"><div class="t m0 x84 h6 y3f2 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3f1 w29 h27"><div class="t m0 x84 h6 y3f2 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3f1 w2a h27"><div class="t m0 x48 h6 y3f2 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="t m0 xf h6 y3f3 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>maturity<span class="_ _8"> </span>dates<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>assets<span class="_ _7"> </span>as<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2024</div><div class="c x65 y3f4 w25 h23"><div class="t m0 x6c h6 y3ea ff2 fs3 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x44 h6 y3eb ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _8"> </span>thous.EUR</div></div><div class="c x7f y3f4 w26 h23"><div class="t m0 x80 hf y3f5 ff1 fs3 fc2 sc0 ls0 ws0">Total</div></div><div class="c x81 y3f6 w27 h24"><div class="t m0 x1a h6 y3f7 ff2 fs3 fc2 sc0 ls0 ws0">Maturity<span class="_ _8"> </span>dates</div></div><div class="c x81 y3f4 w28 h25"><div class="t m0 x1a h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">&lt;<span class="_ _7"> </span>1<span class="_ _8"> </span>year</div></div><div class="c x82 y3f4 w29 h25"><div class="t m0 x1a h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">1-2<span class="_ _8"> </span>years</div></div><div class="c x83 y3f4 w29 h25"><div class="t m0 x1a h6 y3ec ff2 fs3 fc2 sc0 ls0 ws0">2-3<span class="_ _8"> </span>years</div></div><div class="c x45 y3f4 w2a h25"><div class="t m0 x1a h6 y3ea ff2 fs3 fc2 sc0 ls0 ws0">Above<span class="_ _8"> </span>3</div><div class="t m0 x1a h6 y3eb ff2 fs3 fc2 sc0 ls0 ws0">years</div></div><div class="c x65 y3f8 w25 h25"><div class="t m0 x1a h6 y3ee ff2 fs3 fc2 sc0 ls0 ws0">Short-term</div><div class="t m0 x1a h6 y3ef ff2 fs3 fc2 sc0 ls0 ws0">accruals</div></div><div class="c x7f y3f8 w26 h25"><div class="t m0 x48 hf y3f0 ff1 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x81 y3f8 w28 h25"><div class="t m0 x84 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">2</div></div><div class="c x82 y3f8 w29 h25"><div class="t m0 x84 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3f8 w29 h25"><div class="t m0 x84 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3f8 w2a h25"><div class="t m0 x48 h6 y3f0 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3f9 w25 h25"><div class="t m0 x1a h6 y3fa ff2 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _7"> </span>granted<span class="_ _8"> </span>-</div><div class="t m0 x1a h6 y3fb ff2 fs3 fc2 sc0 ls0 ws0">principal<span class="_ _7"> </span>amount</div></div><div class="c x7f y3f9 w26 h25"><div class="t m0 x5a hf y3fc ff1 fs3 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>794</div></div><div class="c x81 y3f9 w28 h25"><div class="t m0 x41 h6 y3fc ff2 fs3 fc2 sc0 ls0 ws0">4<span class="_ _8"> </span>794</div></div><div class="c x82 y3f9 w29 h25"><div class="t m0 x84 h6 y3fc ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3f9 w29 h25"><div class="t m0 x84 h6 y3fc ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3f9 w2a h25"><div class="t m0 x48 h6 y3fc ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y3fd w25 h25"><div class="t m0 x1a h6 y3fe ff2 fs3 fc2 sc0 ls0 ws0">Loans<span class="_ _7"> </span>granted<span class="_ _8"> </span>-</div><div class="t m0 x1a h6 y3ff ff2 fs3 fc2 sc0 ls0 ws0">interest</div></div><div class="c x7f y3fd w26 h25"><div class="t m0 x85 hf y400 ff1 fs3 fc2 sc0 ls0 ws0">317</div></div><div class="c x81 y3fd w28 h25"><div class="t m0 x4b h6 y400 ff2 fs3 fc2 sc0 ls0 ws0">317</div></div><div class="c x82 y3fd w29 h25"><div class="t m0 x84 h6 y400 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y3fd w29 h25"><div class="t m0 x84 h6 y400 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y3fd w2a h25"><div class="t m0 x48 h6 y400 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x65 y401 w25 h27"><div class="t m0 x1a hf y402 ff1 fs3 fc2 sc0 ls0 ws0">Total</div></div><div class="c x7f y401 w26 h27"><div class="t m0 x5a hf y402 ff1 fs3 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x81 y401 w28 h27"><div class="t m0 x41 h6 y402 ff2 fs3 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c x82 y401 w29 h27"><div class="t m0 x84 h6 y402 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x83 y401 w29 h27"><div class="t m0 x84 h6 y402 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y401 w2a h27"><div class="t m0 x48 h6 y402 ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="t m0 xf h6 y394 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>current<span class="_ _c"> </span>li<span class="_ _4"></span>quidity<span class="_ _7"> </span>ratio<span class="_ _3"> </span>was<span class="_ _c"> </span>4,07<span class="_ _c"> </span>in<span class="_ _c"> </span>2023/2024,<span class="_ _c"> </span>meaning<span class="_ _c"> </span>that<span class="_ _c"> </span>for<span class="_ _c"> </span>every<span class="_ _c"> </span>€1<span class="_ _c"> </span>of<span class="_ _3"> </span>current<span class="_ _c"> </span>liabilities,</div><div class="t m0 xf h6 y403 ff2 fs3 fc2 sc0 ls0 ws0">€4,07<span class="_ _c"> </span>of<span class="_ _c"> </span>current<span class="_ _c"> </span>assets<span class="_ _3"> </span>was<span class="_ _c"> </span>generated.<span class="_ _3"> </span>In<span class="_ _c"> </span>2024/2025,<span class="_ _c"> </span>this<span class="_ _c"> </span>ratio<span class="_ _3"> </span>increased<span class="_ _c"> </span>to<span class="_ _3"> </span>491,5.<span class="_ _c"> </span>This<span class="_ _c"> </span>high<span class="_ _c"> </span>level</div><div class="t m0 xf h6 y404 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _15"> </span>liquidity<span class="_ _15"> </span>indicates<span class="_ _15"> </span>excess<span class="_ _15"> </span>financial<span class="_ _15"> </span>l<span class="_ _4"></span>iquidity,<span class="_ _15"> </span>which<span class="_ _15"> </span>the<span class="_ _15"> </span>Company<span class="_ _15"> </span>considers<span class="_ _15"> </span>unfavorable<span class="_ _15"> </span>–<span class="_ _15"> </span>i<span class="_ _4"></span>t</div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">38</div><div class="c x3a y174 wc h0"><div class="t m0 x70 h6 y175 ff2 fs3 fc2 sc0 ls0 ws0">may<span class="_ _d"> </span>indicate<span class="_ _d"> </span>ex<span class="_ _4"></span>cessive<span class="_ _d"> </span>holding<span class="_ _d"> </span>of<span class="_ _16"> </span>cash<span class="_ _d"> </span>or<span class="_ _d"> </span>other<span class="_ _16"> </span>current<span class="_ _d"> </span>assets<span class="_ _16"> </span>that<span class="_ _d"> </span>are<span class="_ _16"> </span>not</div></div><div class="t m0 xf h6 yc9 ff2 fs3 fc2 sc0 ls0 ws0">effectively<span class="_ _7"> </span>used<span class="_ _8"> </span>in<span class="_ _7"> </span>operating<span class="_ _8"> </span>activities.</div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">Entities<span class="_ _16"> </span>to<span class="_ _d"> </span>which<span class="_ _16"> </span>the<span class="_ _16"> </span>Company<span class="_ _16"> </span>provides<span class="_ _d"> </span>financing<span class="_ _16"> </span>are<span class="_ _16"> </span>related<span class="_ _16"> </span>entities,<span class="_ _16"> </span>therefore<span class="_ _16"> </span>there<span class="_ _16"> </span>is<span class="_ _d"> </span>no</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">particular<span class="_ _12"> </span>type<span class="_ _12"> </span>of<span class="_ _b"> </span>control.<span class="_ _12"> </span>Related<span class="_ _12"> </span>entiti<span class="_ _4"></span>es<span class="_ _12"> </span>received<span class="_ _12"> </span>loans<span class="_ _b"> </span>to<span class="_ _3"> </span>invest<span class="_ _12"> </span>i<span class="_ _4"></span>n<span class="_ _12"> </span>the<span class="_ _12"> </span>capital<span class="_ _b"> </span>marke<span class="_ _0"></span>t<span class="_ _12"> </span>or<span class="_ _b"> </span>g<span class="_ _0"></span>rant</div><div class="t m0 xf h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">further<span class="_ _15"> </span>loans.<span class="_ _1d"> </span>The<span class="_ _15"> </span>primary<span class="_ _1d"> </span>borrower&apos;s<span class="_ _1d"> </span>strategy<span class="_ _15"> </span>is<span class="_ _1d"> </span>conservative,<span class="_ _1d"> </span>which<span class="_ _15"> </span>m<span class="_ _4"></span>eans<span class="_ _15"> </span>that<span class="_ _1d"> </span>the<span class="_ _15"> </span>borrower</div><div class="t m0 xf h6 yce ff2 fs3 fc2 sc0 ls0 ws0">invests<span class="_ _3"> </span>the<span class="_ _3"> </span>borrowed<span class="_ _3"> </span>money<span class="_ _3"> </span>in<span class="_ _12"> </span>value<span class="_ _3"> </span>companies.<span class="_ _3"> </span>The<span class="_ _3"> </span>loans<span class="_ _12"> </span>are<span class="_ _c"> </span>to<span class="_ _3"> </span>be<span class="_ _12"> </span>repaid,<span class="_ _c"> </span>among<span class="_ _12"> </span>other<span class="_ _3"> </span>things,</div><div class="t m0 xf h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">from<span class="_ _7"> </span>funds<span class="_ _8"> </span>received<span class="_ _8"> </span>as<span class="_ _7"> </span>dividends<span class="_ _7"> </span>paid<span class="_ _8"> </span>by<span class="_ _7"> </span>the<span class="_ _8"> </span>companies<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _8"> </span>borrower&apos;s<span class="_ _7"> </span>portfolio.</div><div class="t m0 x16 h10 yd1 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Credit<span class="_ _7"> </span>risk</span></div><div class="t m0 xf h6 yea ff2 fs3 fc2 sc0 ls0 ws0">(a)<span class="_ _3"> </span>Credit<span class="_ _3"> </span>ris<span class="_ _4"></span>k<span class="_ _c"> </span>assessment<span class="_ _12"> </span>-<span class="_ _3"> </span>credit<span class="_ _3"> </span>risk<span class="_ _12"> </span>represents<span class="_ _3"> </span>a<span class="_ _3"> </span>potential<span class="_ _12"> </span>loss<span class="_ _3"> </span>that<span class="_ _3"> </span>could<span class="_ _12"> </span>arise<span class="_ _3"> </span>if<span class="_ _3"> </span>a<span class="_ _3"> </span>Company’s</div><div class="t m0 xf h6 yd2 ff2 fs3 fc2 sc0 ls0 ws0">counterparty<span class="_ _c"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>a<span class="_ _3"> </span>transaction<span class="_ _3"> </span>is<span class="_ _c"> </span>unable<span class="_ _3"> </span>to<span class="_ _3"> </span>meet<span class="_ _3"> </span>its<span class="_ _c"> </span>contract<span class="_ _4"></span>ual<span class="_ _c"> </span>obl<span class="_ _4"></span>igations<span class="_ _c"> </span>and<span class="_ _3"> </span>provide<span class="_ _3"> </span>cash<span class="_ _c"> </span>flows.</div><div class="t m0 xf h6 yd3 ff2 fs3 fc2 sc0 ls0 ws0">Credit<span class="_ _8"> </span>risk<span class="_ _7"> </span>is<span class="_ _7"> </span>mainly<span class="_ _8"> </span>related<span class="_ _7"> </span>to<span class="_ _7"> </span>loans<span class="_ _8"> </span>granted<span class="_ _7"> </span>by<span class="_ _8"> </span>the<span class="_ _7"> </span>Company,<span class="_ _8"> </span>cash<span class="_ _7"> </span>and<span class="_ _8"> </span>cash<span class="_ _7"> </span>equivalents,<span class="_ _7"> </span>deposits.</div><div class="t m0 xf h6 yd5 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>scope<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>Company&apos;s<span class="_ _b"> </span>credi<span class="_ _4"></span>t<span class="_ _b"> </span>risk<span class="_ _15"> </span>is<span class="_ _15"> </span>most<span class="_ _15"> </span>affected<span class="_ _15"> </span>by<span class="_ _b"> </span>the<span class="_ _15"> </span>specific<span class="_ _15"> </span>circumstances<span class="_ _15"> </span>of<span class="_ _b"> </span>each</div><div class="t m0 xf h6 y405 ff2 fs3 fc2 sc0 ls0 ws0">customer.<span class="_ _12"> </span>At<span class="_ _12"> </span>the<span class="_ _b"> </span>same<span class="_ _3"> </span>t<span class="_ _4"></span>ime,<span class="_ _12"> </span>the<span class="_ _12"> </span>Company&apos;s<span class="_ _b"> </span>manage<span class="_ _0"></span>ment<span class="_ _12"> </span>also<span class="_ _12"> </span>foll<span class="_ _4"></span>ows<span class="_ _12"> </span>the<span class="_ _b"> </span>g<span class="_ _0"></span>eneral<span class="_ _12"> </span>circumstances</div><div class="t m0 xf h6 yd6 ff2 fs3 fc2 sc0 ls0 ws0">such<span class="_ _c"> </span>as<span class="_ _3"> </span>the<span class="_ _3"> </span>legal<span class="_ _c"> </span>status<span class="_ _3"> </span>of<span class="_ _c"> </span>the<span class="_ _3"> </span>client<span class="_ _c"> </span>(private<span class="_ _3"> </span>or<span class="_ _3"> </span>public<span class="_ _c"> </span>company),<span class="_ _3"> </span>the<span class="_ _3"> </span>geographical<span class="_ _c"> </span>location<span class="_ _3"> </span>of<span class="_ _c"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 y406 ff2 fs3 fc2 sc0 ls0 ws0">client,<span class="_ _12"> </span>the<span class="_ _12"> </span>field<span class="_ _12"> </span>of<span class="_ _b"> </span>opera<span class="_ _0"></span>tion,<span class="_ _12"> </span>the<span class="_ _12"> </span>state<span class="_ _b"> </span>of<span class="_ _3"> </span>the<span class="_ _12"> </span>economy<span class="_ _b"> </span>a<span class="_ _0"></span>nd<span class="_ _12"> </span>future<span class="_ _12"> </span>economic<span class="_ _12"> </span>forecasts.<span class="_ _12"> </span>To<span class="_ _b"> </span>reduce</div><div class="t m0 xf h6 y407 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _1d"> </span>credit<span class="_ _11"> </span>risk,<span class="_ _11"> </span>customers&apos;<span class="_ _1d"> </span>payment<span class="_ _11"> </span>discipl<span class="_ _4"></span>ine<span class="_ _1d"> </span>and<span class="_ _1d"> </span>their<span class="_ _11"> </span>ability<span class="_ _11"> </span>to<span class="_ _1d"> </span>meet<span class="_ _11"> </span>their<span class="_ _1d"> </span>comm<span class="_ _4"></span>itments<span class="_ _1d"> </span>are</div><div class="t m0 xf h6 y408 ff2 fs3 fc2 sc0 ls0 ws0">monitored<span class="_ _8"> </span>dail<span class="_ _4"></span>y<span class="_ _0"></span>.</div><div class="t m0 xf h6 y409 ff2 fs3 fc2 sc0 ls0 ws0">(b)<span class="_ _d"> </span>Credit<span class="_ _16"> </span>quality<span class="_ _d"> </span>of<span class="_ _d"> </span>financia<span class="_ _4"></span>l<span class="_ _d"> </span>assets<span class="_ _16"> </span>-<span class="_ _d"> </span>the<span class="_ _16"> </span>Company<span class="_ _d"> </span>uses<span class="_ _16"> </span>a<span class="_ _d"> </span>sim<span class="_ _4"></span>plified<span class="_ _d"> </span>approach<span class="_ _d"> </span>to<span class="_ _16"> </span>measure</div><div class="t m0 xf h6 y40a ff2 fs3 fc2 sc0 ls0 ws0">expected<span class="_ _c"> </span>credit<span class="_ _c"> </span>losses<span class="_ _c"> </span>under<span class="_ _c"> </span>IFRS<span class="_ _c"> </span>9,<span class="_ _c"> </span>applying<span class="_ _c"> </span>lifetime<span class="_ _c"> </span>expected<span class="_ _c"> </span>credit<span class="_ _c"> </span>losses.<span class="_ _c"> </span>Historical<span class="_ _c"> </span>loss<span class="_ _c"> </span>rates</div><div class="t m0 xf h6 y40b ff2 fs3 fc2 sc0 ls0 ws0">are<span class="_ _11"> </span>adjusted<span class="_ _11"> </span>to<span class="_ _1d"> </span>i<span class="_ _4"></span>nclude<span class="_ _1d"> </span>both<span class="_ _11"> </span>current<span class="_ _11"> </span>and<span class="_ _11"> </span>future<span class="_ _11"> </span>information<span class="_ _11"> </span>about<span class="_ _1d"> </span>the<span class="_ _11"> </span>macroeconomic<span class="_ _11"> </span>factors,</div><div class="t m0 xf h6 y40c ff2 fs3 fc2 sc0 ls0 ws0">which<span class="_ _7"> </span>may<span class="_ _7"> </span>have<span class="_ _c"> </span>impact<span class="_ _7"> </span>on<span class="_ _7"> </span>the<span class="_ _c"> </span>ability<span class="_ _7"> </span>of<span class="_ _7"> </span>customers<span class="_ _c"> </span>to<span class="_ _7"> </span>pay<span class="_ _7"> </span>the<span class="_ _7"> </span>receivables.<span class="_ _c"> </span>Based<span class="_ _7"> </span>on<span class="_ _c"> </span>the<span class="_ _7"> </span>principles</div><div class="t m0 xf h6 ydc ff2 fs3 fc2 sc0 ls0 ws0">described<span class="_ _15"> </span>above,<span class="_ _15"> </span>as<span class="_ _b"> </span>of<span class="_ _15"> </span>30<span class="_ _15"> </span>June<span class="_ _b"> </span>2024,<span class="_ _15"> </span>the<span class="_ _15"> </span>impact<span class="_ _b"> </span>of<span class="_ _15"> </span>i<span class="_ _4"></span>mpairment<span class="_ _b"> </span>losses<span class="_ _15"> </span>on<span class="_ _15"> </span>the<span class="_ _15"> </span>Company’s<span class="_ _b"> </span>cash</div><div class="t m0 xf h6 ydd ff2 fs3 fc2 sc0 ls0 ws0">flows<span class="_ _7"> </span>was<span class="_ _8"> </span>immaterial.</div><div class="t m0 xf h6 yde ff2 fs3 fc2 sc0 ls0 ws0">The Com<span class="_ _4"></span>pany is<span class="_ _19"> </span>exposed to<span class="_ _19"> </span>concentration<span class="_ _19"> </span>of credit<span class="_ _19"> </span>risk. The<span class="_ _19"> </span>company currently<span class="_ _19"> </span>has<span class="_ _19"> </span>one</div><div class="t m0 xf h6 ydf ff2 fs3 fc2 sc0 ls0 ws0">significant<span class="_ _19"> </span>borrower<span class="_ _1a"> </span>operating<span class="_ _19"> </span>in<span class="_ _1a"> </span>the<span class="_ _19"> </span>capital<span class="_ _1a"> </span>investment<span class="_ _19"> </span>indust<span class="_ _4"></span>ry<span class="_ _0"></span>.<span class="_ _1a"> </span>The<span class="_ _1a"> </span>company<span class="_ _19"> </span>constantly</div><div class="t m0 xf h6 ye0 ff2 fs3 fc2 sc0 ls0 ws0">monitors<span class="_ _12"> </span>entities<span class="_ _12"> </span>to<span class="_ _3"> </span>which<span class="_ _12"> </span>i<span class="_ _4"></span>t<span class="_ _3"> </span>provides<span class="_ _12"> </span>financing.<span class="_ _12"> </span>The<span class="_ _12"> </span>Management<span class="_ _12"> </span>Board<span class="_ _12"> </span>assesses<span class="_ _12"> </span>the<span class="_ _12"> </span>possibility</div><div class="t m0 xf h6 ye1 ff2 fs3 fc2 sc0 ls0 ws0">of<span class="_ _e"> </span>default<span class="_ _d"> </span>of<span class="_ _e"> </span>the<span class="_ _d"> </span>borrower<span class="_ _e"> </span>at<span class="_ _d"> </span>its<span class="_ _d"> </span>discretion.<span class="_ _e"> </span>The<span class="_ _d"> </span>company<span class="_ _d"> </span>has<span class="_ _e"> </span>no<span class="_ _e"> </span>m<span class="_ _4"></span>aximum<span class="_ _e"> </span>lim<span class="_ _4"></span>its<span class="_ _e"> </span>on<span class="_ _e"> </span>credit</div><div class="t m0 xf h6 ye2 ff2 fs3 fc2 sc0 ls0 ws0">exposure<span class="_ _8"> </span>to<span class="_ _7"> </span>a<span class="_ _8"> </span>si<span class="_ _4"></span>ngle<span class="_ _8"> </span>client,<span class="_ _7"> </span>therefore<span class="_ _7"> </span>no<span class="_ _8"> </span>concentration<span class="_ _7"> </span>limits<span class="_ _7"> </span>have<span class="_ _8"> </span>been<span class="_ _7"> </span>exceeded.</div><div class="t m0 xf h6 ye3 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _e"> </span>Com<span class="_ _4"></span>pany<span class="_ _e"> </span>is<span class="_ _e"> </span>ex<span class="_ _4"></span>posed<span class="_ _e"> </span>t<span class="_ _4"></span>o<span class="_ _e"> </span>the<span class="_ _e"> </span>risk<span class="_ _d"> </span>resulting<span class="_ _d"> </span>from<span class="_ _d"> </span>changes<span class="_ _e"> </span>in<span class="_ _d"> </span>exchange<span class="_ _d"> </span>rates,<span class="_ _e"> </span>therefore<span class="_ _d"> </span>an</div><div class="t m0 xf h6 y40d ff2 fs3 fc2 sc0 ls0 ws0">analysis<span class="_ _c"> </span>of<span class="_ _3"> </span>the<span class="_ _3"> </span>sensitivi<span class="_ _4"></span>ty<span class="_ _c"> </span>of<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>exchange<span class="_ _3"> </span>rate<span class="_ _3"> </span>change<span class="_ _c"> </span>and<span class="_ _3"> </span>its<span class="_ _3"> </span>impact<span class="_ _3"> </span>on<span class="_ _c"> </span>net<span class="_ _3"> </span>profit<span class="_ _3"> </span>and<span class="_ _c"> </span>equit<span class="_ _4"></span>y<span class="_ _c"> </span>has</div><div class="t m0 xf h6 y40e ff2 fs3 fc2 sc0 ls0 ws0">been<span class="_ _3"> </span>added,<span class="_ _12"> </span>however,<span class="_ _3"> </span>it<span class="_ _12"> </span>is<span class="_ _3"> </span>not<span class="_ _12"> </span>exposed<span class="_ _3"> </span>to<span class="_ _12"> </span>the<span class="_ _3"> </span>risk<span class="_ _12"> </span>resulting<span class="_ _3"> </span>from<span class="_ _12"> </span>changes<span class="_ _3"> </span>in<span class="_ _12"> </span>interest<span class="_ _3"> </span>rates,<span class="_ _12"> </span>as<span class="_ _3"> </span>the</div><div class="t m0 xf h6 y40f ff2 fs3 fc2 sc0 ls0 ws0">Company<span class="_ _8"> </span>has<span class="_ _7"> </span>not<span class="_ _7"> </span>granted<span class="_ _8"> </span>or<span class="_ _7"> </span>received<span class="_ _8"> </span>a<span class="_ _7"> </span>loan<span class="_ _8"> </span>with<span class="_ _7"> </span>a<span class="_ _7"> </span>variable<span class="_ _8"> </span>i<span class="_ _4"></span>nterest<span class="_ _8"> </span>rate.</div><div class="t m0 x16 h10 y2ad ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Interest<span class="_ _7"> </span>rate<span class="_ _8"> </span>risk</span></div><div class="t m0 xf h6 y1a3 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _14"> </span>at<span class="_ _14"> </span>30/06/2025<span class="_ _13"> </span>the<span class="_ _14"> </span>interest<span class="_ _14"> </span>rate<span class="_ _13"> </span>structure<span class="_ _13"> </span>of<span class="_ _14"> </span>the<span class="_ _14"> </span>Company’s<span class="_ _13"> </span>interest-bearing<span class="_ _14"> </span>financial</div><div class="t m0 xf h6 y410 ff2 fs3 fc2 sc0 ls0 ws0">instruments<span class="_ _7"> </span>were<span class="_ _8"> </span>as<span class="_ _7"> </span>follows:</div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">39</div><div class="c x65 y411 w2b hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2025</div></div><div class="c x86 y411 w2b hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _8"> </span>rate</div></div><div class="c x20 y411 w2b hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">Fixed/Variable<span class="_ _8"> </span>interest<span class="_ _7"> </span>rate</div></div><div class="c x65 y412 w2b hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">Damar<span class="_ _8"> </span>P<span class="_ _4"></span>atro<span class="_ _8"> </span>UÜ</div></div><div class="c x86 y412 w2b hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">2%<span class="_ _8"> </span>;<span class="_ _7"> </span>2,5%</div></div><div class="c x20 y412 w2b hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">Fixed</div></div><div class="c x65 y414 w2b h15"><div class="t m0 x1a h6 y415 ff2 fs3 fc2 sc0 ls0 ws0">Natural<span class="_ _8"> </span>person</div></div><div class="c x86 y414 w2b h15"><div class="t m0 x1a h6 y415 ff2 fs3 fc2 sc0 ls0 ws0">21,50<span class="_ _8"> </span>%</div></div><div class="c x20 y414 w2b h15"><div class="t m0 x1a h6 y415 ff2 fs3 fc2 sc0 ls0 ws0">Fixed</div></div><div class="t m0 xf h6 y416 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _8"> </span>of<span class="_ _7"> </span>30/06/2024<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>interest<span class="_ _8"> </span>rate<span class="_ _7"> </span>structure<span class="_ _8"> </span>of<span class="_ _7"> </span>loans<span class="_ _8"> </span>granted<span class="_ _7"> </span>was<span class="_ _8"> </span>as<span class="_ _7"> </span>follows:</div><div class="c x65 y417 w2c hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2024</div></div><div class="c x86 y417 w2b hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">Interest<span class="_ _8"> </span>rate</div></div><div class="c x20 y417 w2b hc"><div class="t m0 x1a h6 y23b ff2 fs3 fc2 sc0 ls0 ws0">Fixed/Variable<span class="_ _7"> </span>interest<span class="_ _8"> </span>rate</div></div><div class="c x65 y418 w2c hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">Damar<span class="_ _8"> </span>P<span class="_ _4"></span>atro<span class="_ _8"> </span>UÜ</div></div><div class="c x86 y418 w2b hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">2%<span class="_ _8"> </span>;<span class="_ _7"> </span>2,5%</div></div><div class="c x20 y418 w2b hc"><div class="t m0 x1a h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">Fixed</div></div><div class="c x65 y419 w2c hc"><div class="t m0 x1a h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">Patro<span class="_ _8"> </span>Invest<span class="_ _7"> </span>OÜ</div></div><div class="c x86 y419 w2b hc"><div class="t m0 x1a h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">4%</div></div><div class="c x20 y419 w2b hc"><div class="t m0 x1a h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">Fixed</div></div><div class="c x65 y41b w2c h15"><div class="t m0 x1a h6 y41c ff2 fs3 fc2 sc0 ls0 ws0">Natural<span class="_ _8"> </span>person</div></div><div class="c x86 y41b w2b h15"><div class="t m0 x1a h6 y41c ff2 fs3 fc2 sc0 ls0 ws0">22,50<span class="_ _8"> </span>%</div></div><div class="c x20 y41b w2b h15"><div class="t m0 x1a h6 y41c ff2 fs3 fc2 sc0 ls0 ws0">Fixed</div></div><div class="t m0 xf h6 y41d ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>C<span class="_ _4"></span>ompany<span class="_ _15"> </span>has<span class="_ _15"> </span>no<span class="_ _b"> </span>significant<span class="_ _15"> </span>interest-bearing<span class="_ _15"> </span>liabilities.<span class="_ _15"> </span>The<span class="_ _15"> </span>Company&apos;s<span class="_ _15"> </span>operating<span class="_ _b"> </span>revenues</div><div class="t m0 xf h6 y41e ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _c"> </span>cash<span class="_ _c"> </span>flows<span class="_ _c"> </span>are<span class="_ _c"> </span>substantially<span class="_ _c"> </span>independent<span class="_ _7"> </span>of<span class="_ _c"> </span>changes<span class="_ _c"> </span>in<span class="_ _c"> </span>market<span class="_ _3"> </span>interest<span class="_ _c"> </span>rates<span class="_ _c"> </span>because<span class="_ _7"> </span>l<span class="_ _4"></span>oans<span class="_ _c"> </span>are</div><div class="t m0 xf h6 y41f ff2 fs3 fc2 sc0 ls0 ws0">issued<span class="_ _8"> </span>at<span class="_ _7"> </span>fixed<span class="_ _7"> </span>interest<span class="_ _8"> </span>rates.</div><div class="t m0 x16 h10 y420 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Risk<span class="_ _7"> </span>related<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>sh<span class="_ _4"></span>areholding<span class="_ _8"> </span>st<span class="_ _4"></span>ructure</span></div><div class="t m0 xf h6 y421 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _c"> </span>of<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _c"> </span>balance<span class="_ _c"> </span>sheet<span class="_ _7"> </span>date<span class="_ _3"> </span>of<span class="_ _c"> </span>this<span class="_ _c"> </span>report<span class="_ _c"> </span>(30/06/2025)<span class="_ _7"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _c"> </span>OÜ<span class="_ _c"> </span>held<span class="_ _c"> </span>68,04%<span class="_ _c"> </span>stake<span class="_ _c"> </span>in<span class="_ _c"> </span>the</div><div class="t m0 xf h6 y422 ff2 fs3 fc2 sc0 ls0 ws0">share<span class="_ _d"> </span>capital<span class="_ _16"> </span>and<span class="_ _d"> </span>68,04%<span class="_ _d"> </span>of<span class="_ _d"> </span>t<span class="_ _4"></span>he<span class="_ _d"> </span>votes<span class="_ _d"> </span>at<span class="_ _16"> </span>the<span class="_ _d"> </span>Company&apos;s<span class="_ _d"> </span>General<span class="_ _16"> </span>Meeting.<span class="_ _d"> </span>As<span class="_ _16"> </span>a<span class="_ _d"> </span>result,<span class="_ _d"> </span>thi<span class="_ _4"></span>s</div><div class="t m0 xf h6 y423 ff2 fs3 fc2 sc0 ls0 ws0">Shareholder has significant influence on the r<span class="_ _0"></span>esolutions adopted at the Company<span class="_ _0"></span>&apos;s General</div><div class="t m0 xf h6 y424 ff2 fs3 fc2 sc0 ls0 ws0">Meeting.<span class="_ _7"> </span>After<span class="_ _7"> </span>the<span class="_ _8"> </span>balance<span class="_ _7"> </span>sheet<span class="_ _7"> </span>date<span class="_ _7"> </span>due<span class="_ _7"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>regist<span class="_ _4"></span>ration<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>share<span class="_ _7"> </span>redemption<span class="_ _7"> </span>with<span class="_ _7"> </span>the<span class="_ _7"> </span>court</div><div class="t m0 xf h6 y425 ff2 fs3 fc2 sc0 ls0 ws0">Patro Invest<span class="_ _19"> </span>OÜ&apos;s share decreased<span class="_ _19"> </span>to 52.00%,<span class="_ _19"> </span>but it stil<span class="_ _4"></span>l has significant<span class="_ _19"> </span>influence on<span class="_ _19"> </span>the</div><div class="t m0 xf h6 y426 ff2 fs3 fc2 sc0 ls0 ws0">resolutions<span class="_ _8"> </span>adopted<span class="_ _7"> </span>at<span class="_ _7"> </span>the<span class="_ _8"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s<span class="_ _7"> </span>General<span class="_ _8"> </span>Meeting.</div><div class="t m0 x16 h10 y427 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Risk<span class="_ _7"> </span>related<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>econom<span class="_ _4"></span>ic<span class="_ _8"> </span>situ<span class="_ _4"></span>ation<span class="_ _8"> </span>in<span class="_ _7"> </span>Poland<span class="_ _8"> </span>and<span class="_ _7"> </span>Estonia</span></div><div class="t m0 xf h6 y428 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>economic<span class="_ _12"> </span>si<span class="_ _4"></span>tuation<span class="_ _b"> </span>in<span class="_ _12"> </span>Poland<span class="_ _b"> </span>and<span class="_ _b"> </span>Estonia<span class="_ _12"> </span>have<span class="_ _b"> </span>a<span class="_ _12"> </span>si<span class="_ _4"></span>gnificant<span class="_ _b"> </span>impact<span class="_ _12"> </span>on<span class="_ _b"> </span>the<span class="_ _b"> </span>financial<span class="_ _12"> </span>results</div><div class="t m0 xf h6 y429 ff2 fs3 fc2 sc0 ls0 ws0">achieved<span class="_ _15"> </span>by<span class="_ _b"> </span>all<span class="_ _15"> </span>entities<span class="_ _b"> </span>operating<span class="_ _15"> </span>in<span class="_ _b"> </span>these<span class="_ _15"> </span>countries,<span class="_ _b"> </span>i<span class="_ _4"></span>ncluding<span class="_ _b"> </span>the<span class="_ _15"> </span>Company<span class="_ _b"> </span>itself,<span class="_ _15"> </span>because<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y42a ff2 fs3 fc2 sc0 ls0 ws0">success<span class="_ _16"> </span>of<span class="_ _16"> </span>t<span class="_ _4"></span>he<span class="_ _16"> </span>development<span class="_ _16"> </span>of<span class="_ _f"> </span>companies<span class="_ _16"> </span>investing<span class="_ _16"> </span>in<span class="_ _f"> </span>financial<span class="_ _16"> </span>i<span class="_ _4"></span>nstruments<span class="_ _16"> </span>and<span class="_ _16"> </span>conducting</div><div class="t m0 xf h6 y42b ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _15"> </span>service<span class="_ _15"> </span>activities<span class="_ _b"> </span>largely<span class="_ _15"> </span>depends,<span class="_ _15"> </span>inter<span class="_ _b"> </span>alia,<span class="_ _15"> </span>on<span class="_ _15"> </span>the<span class="_ _b"> </span>conditions<span class="_ _15"> </span>of<span class="_ _15"> </span>conducting<span class="_ _b"> </span>business</div><div class="t m0 xf h6 y42c ff2 fs3 fc2 sc0 ls0 ws0">activity.<span class="_ _15"> </span>Rising<span class="_ _15"> </span>inflation<span class="_ _15"> </span>may<span class="_ _15"> </span>also<span class="_ _15"> </span>have<span class="_ _b"> </span>an<span class="_ _15"> </span>im<span class="_ _4"></span>pact<span class="_ _b"> </span>on<span class="_ _1d"> </span>the<span class="_ _15"> </span>business<span class="_ _15"> </span>situation<span class="_ _15"> </span>as<span class="_ _b"> </span>it<span class="_ _15"> </span>may<span class="_ _15"> </span>have<span class="_ _15"> </span>an</div><div class="t m0 xf h6 y30d ff2 fs3 fc2 sc0 ls0 ws0">impact<span class="_ _7"> </span>on<span class="_ _8"> </span>the<span class="_ _7"> </span>level<span class="_ _8"> </span>of<span class="_ _7"> </span>interest<span class="_ _7"> </span>rates.</div><div class="t m0 x16 h10 y42d ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Risk<span class="_ _7"> </span>related<span class="_ _8"> </span>to<span class="_ _7"> </span>ties<span class="_ _8"> </span>betw<span class="_ _4"></span>een<span class="_ _8"> </span>members<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Company’s<span class="_ _7"> </span>bodies</span></div><div class="t m0 xf h6 y42e ff2 fs3 fc2 sc0 ls0 ws0">There<span class="_ _7"> </span>are<span class="_ _7"> </span>interpretati<span class="_ _4"></span>ons<span class="_ _7"> </span>indicating<span class="_ _7"> </span>the<span class="_ _7"> </span>possibi<span class="_ _4"></span>lity<span class="_ _7"> </span>of<span class="_ _7"> </span>risk<span class="_ _7"> </span>arising<span class="_ _7"> </span>from<span class="_ _c"> </span>the<span class="_ _7"> </span>negative<span class="_ _7"> </span>impact<span class="_ _7"> </span>of<span class="_ _7"> </span>li<span class="_ _4"></span>nks</div><div class="t m0 xf h6 y42f ff2 fs3 fc2 sc0 ls0 ws0">between<span class="_ _8"> </span>members<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>C<span class="_ _4"></span>ompany&apos;s<span class="_ _8"> </span>management<span class="_ _7"> </span>or<span class="_ _7"> </span>control<span class="_ _8"> </span>bodi<span class="_ _4"></span>es<span class="_ _8"> </span>on<span class="_ _7"> </span>their<span class="_ _8"> </span>decisions.<span class="_ _7"> </span>This<span class="_ _8"> </span>appli<span class="_ _4"></span>es</div><div class="t m0 xf h6 y430 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _12"> </span>particular<span class="_ _b"> </span>to<span class="_ _3"> </span>the<span class="_ _b"> </span>impact<span class="_ _3"> </span>of<span class="_ _b"> </span>these<span class="_ _3"> </span>t<span class="_ _4"></span>ies<span class="_ _12"> </span>in<span class="_ _12"> </span>the<span class="_ _12"> </span>scope<span class="_ _b"> </span>of<span class="_ _3"> </span>ongoing<span class="_ _b"> </span>supervision<span class="_ _12"> </span>over<span class="_ _12"> </span>the<span class="_ _12"> </span>Company&apos;s</div><div class="t m0 xf h6 y370 ff2 fs3 fc2 sc0 ls0 ws0">operations.<span class="_ _1a"> </span>W<span class="_ _4"></span>hen<span class="_ _1a"> </span>assessing<span class="_ _1a"> </span>t<span class="_ _4"></span>he<span class="_ _1a"> </span>likelihood<span class="_ _1f"> </span>of<span class="_ _1a"> </span>such<span class="_ _1f"> </span>risk,<span class="_ _1f"> </span>it<span class="_ _1a"> </span>should<span class="_ _1a"> </span>be<span class="_ _1f"> </span>considered<span class="_ _1f"> </span>that<span class="_ _1a"> </span>the</div><div class="t m0 xf h6 y32d ff2 fs3 fc2 sc0 ls0 ws0">Supervisory<span class="_ _3"> </span>Bodi<span class="_ _4"></span>es<span class="_ _3"> </span>are<span class="_ _3"> </span>subject<span class="_ _12"> </span>to<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>control<span class="_ _3"> </span>of<span class="_ _12"> </span>another<span class="_ _3"> </span>body<span class="_ _12"> </span>-<span class="_ _3"> </span>the<span class="_ _12"> </span>General<span class="_ _3"> </span>Meeting,<span class="_ _12"> </span>and<span class="_ _12"> </span>it<span class="_ _3"> </span>is<span class="_ _12"> </span>in</div><div class="t m0 xf h6 y431 ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _15"> </span>interest<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>members<span class="_ _15"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>Supervisory<span class="_ _15"> </span>Board<span class="_ _15"> </span>to<span class="_ _15"> </span>perform<span class="_ _15"> </span>their<span class="_ _15"> </span>duties<span class="_ _15"> </span>in<span class="_ _15"> </span>a<span class="_ _15"> </span>reliable<span class="_ _15"> </span>and</div><div class="t m0 xf h6 y432 ff2 fs3 fc2 sc0 ls0 ws0">lawful<span class="_ _7"> </span>manner.</div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">40</div><div class="t m0 x16 h10 yca ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Risk<span class="_ _7"> </span>related<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>li<span class="_ _4"></span>quidity<span class="_ _8"> </span>and<span class="_ _7"> </span>volatility<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Company’s<span class="_ _8"> </span>sh<span class="_ _4"></span>are<span class="_ _8"> </span>prices</span></div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _15"> </span>s<span class="_ _4"></span>hare<span class="_ _15"> </span>price<span class="_ _1d"> </span>and<span class="_ _1d"> </span>liquidity<span class="_ _1d"> </span>of<span class="_ _1d"> </span>trading<span class="_ _1d"> </span>in<span class="_ _1d"> </span>shares<span class="_ _15"> </span>of<span class="_ _1d"> </span>companies<span class="_ _1d"> </span>l<span class="_ _4"></span>isted<span class="_ _15"> </span>in<span class="_ _1d"> </span>an<span class="_ _1d"> </span>organized<span class="_ _1d"> </span>trading</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">system<span class="_ _12"> </span>depends<span class="_ _b"> </span>on<span class="_ _12"> </span>the<span class="_ _12"> </span>purchase<span class="_ _b"> </span>and<span class="_ _12"> </span>sale<span class="_ _12"> </span>orders<span class="_ _b"> </span>made<span class="_ _12"> </span>by<span class="_ _12"> </span>investors.<span class="_ _b"> </span>I<span class="_ _0"></span>t<span class="_ _b"> </span>ca<span class="_ _0"></span>n<span class="_ _b"> </span>not<span class="_ _12"> </span>be<span class="_ _12"> </span>ensured<span class="_ _12"> </span>t<span class="_ _4"></span>hat<span class="_ _12"> </span>a</div><div class="t m0 xf h6 ycd ff2 fs3 fc2 sc0 ls0 ws0">person<span class="_ _b"> </span>purchasing<span class="_ _15"> </span>the<span class="_ _b"> </span>offered<span class="_ _b"> </span>Com<span class="_ _4"></span>pany&apos;s<span class="_ _b"> </span>shares<span class="_ _b"> </span>will<span class="_ _15"> </span>be<span class="_ _b"> </span>able<span class="_ _b"> </span>to<span class="_ _15"> </span>sell<span class="_ _b"> </span>them<span class="_ _b"> </span>at<span class="_ _15"> </span>any<span class="_ _b"> </span>time<span class="_ _b"> </span>and<span class="_ _15"> </span>at<span class="_ _b"> </span>a</div><div class="t m0 xf h6 yce ff2 fs3 fc2 sc0 ls0 ws0">satisfactory<span class="_ _15"> </span>price.<span class="_ _1d"> </span>The<span class="_ _15"> </span>share<span class="_ _1d"> </span>price<span class="_ _15"> </span>may<span class="_ _1d"> </span>be<span class="_ _15"> </span>lower<span class="_ _15"> </span>than<span class="_ _15"> </span>the<span class="_ _1d"> </span>purchase<span class="_ _15"> </span>price<span class="_ _1d"> </span>due<span class="_ _15"> </span>to<span class="_ _15"> </span>m<span class="_ _4"></span>any<span class="_ _15"> </span>factors,</div><div class="t m0 xf h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">including<span class="_ _7"> </span>periodic<span class="_ _7"> </span>changes<span class="_ _7"> </span>in<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>Company&apos;s<span class="_ _7"> </span>operating<span class="_ _7"> </span>results,<span class="_ _7"> </span>lack<span class="_ _8"> </span>of<span class="_ _7"> </span>investment<span class="_ _7"> </span>decisions<span class="_ _7"> </span>by<span class="_ _7"> </span>the</div><div class="t m0 xf h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">Company,<span class="_ _b"> </span>the<span class="_ _b"> </span>number<span class="_ _12"> </span>and<span class="_ _b"> </span>liquidity<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>listed<span class="_ _12"> </span>shares,<span class="_ _b"> </span>inflation,<span class="_ _b"> </span>regional<span class="_ _b"> </span>changes<span class="_ _12"> </span>or<span class="_ _b"> </span>domestic</div><div class="t m0 xf h6 yd1 ff2 fs3 fc2 sc0 ls0 ws0">economic<span class="_ _7"> </span>and<span class="_ _8"> </span>political<span class="_ _7"> </span>factors,<span class="_ _8"> </span>and<span class="_ _7"> </span>the<span class="_ _7"> </span>situation<span class="_ _8"> </span>on<span class="_ _7"> </span>other<span class="_ _8"> </span>world<span class="_ _7"> </span>securities<span class="_ _8"> </span>m<span class="_ _4"></span>arkets.</div><div class="t m0 x16 h10 yd2 ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _15"> </span><span class="ff5">Currency<span class="_ _7"> </span>risk</span></div><div class="t m0 xf h6 yd3 ff2 fs3 fc2 sc0 ls0 ws0">There<span class="_ _e"> </span>is<span class="_ _e"> </span>a<span class="_ _e"> </span>currency<span class="_ _e"> </span>risk<span class="_ _e"> </span>associated<span class="_ _e"> </span>wit<span class="_ _4"></span>h<span class="_ _11"> </span>loans<span class="_ _e"> </span>granted<span class="_ _e"> </span>in<span class="_ _e"> </span>PLN.<span class="_ _e"> </span>The<span class="_ _e"> </span>risk<span class="_ _d"> </span>associated<span class="_ _11"> </span>wit<span class="_ _4"></span>h<span class="_ _11"> </span>t<span class="_ _4"></span>he</div><div class="t m0 xf h6 yd4 ff2 fs3 fc2 sc0 ls0 ws0">possibility<span class="_ _3"> </span>of<span class="_ _3"> </span>fluctuations<span class="_ _3"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>exchange<span class="_ _c"> </span>rate<span class="_ _12"> </span>of<span class="_ _3"> </span>one<span class="_ _3"> </span>currency<span class="_ _3"> </span>i<span class="_ _4"></span>n<span class="_ _c"> </span>relation<span class="_ _12"> </span>to<span class="_ _c"> </span>another<span class="_ _12"> </span>may<span class="_ _3"> </span>lead<span class="_ _3"> </span>to</div><div class="t m0 xf h6 yd5 ff2 fs3 fc2 sc0 ls0 ws0">both<span class="_ _7"> </span>a<span class="_ _c"> </span>deterioration<span class="_ _c"> </span>of<span class="_ _7"> </span>the<span class="_ _c"> </span>entity&apos;s<span class="_ _7"> </span>financial<span class="_ _c"> </span>situation<span class="_ _c"> </span>and<span class="_ _c"> </span>its<span class="_ _7"> </span>improvement<span class="_ _c"> </span>as<span class="_ _c"> </span>a<span class="_ _7"> </span>result<span class="_ _c"> </span>of<span class="_ _7"> </span>a<span class="_ _c"> </span>decrease</div><div class="t m0 xf h6 y405 ff2 fs3 fc2 sc0 ls0 ws0">in<span class="_ _8"> </span>a<span class="_ _7"> </span>given<span class="_ _7"> </span>receivable<span class="_ _8"> </span>or<span class="_ _7"> </span>an<span class="_ _8"> </span>increase<span class="_ _7"> </span>in<span class="_ _8"> </span>t<span class="_ _4"></span>hat<span class="_ _8"> </span>receivable.</div><div class="t m0 xf h6 y406 ff2 fs3 fc2 sc0 ls0 ws0">For<span class="_ _12"> </span>the<span class="_ _12"> </span>purposes<span class="_ _b"> </span>of<span class="_ _3"> </span>illustrating<span class="_ _b"> </span>the<span class="_ _3"> </span>currency<span class="_ _12"> </span>risk,<span class="_ _12"> </span>whi<span class="_ _4"></span>ch<span class="_ _12"> </span>is<span class="_ _12"> </span>the<span class="_ _12"> </span>fluctuation<span class="_ _b"> </span>of<span class="_ _3"> </span>ex<span class="_ _4"></span>change<span class="_ _12"> </span>rates,<span class="_ _12"> </span>the</div><div class="t m0 xf h6 y407 ff2 fs3 fc2 sc0 ls0 ws0">company<span class="_ _7"> </span>conducted<span class="_ _8"> </span>a<span class="_ _7"> </span>sensitivity<span class="_ _8"> </span>analysis:</div><div class="c x65 y433 w2d h28"><div class="t m0 x87 ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">Change<span class="_ _5"> </span>in</div><div class="t m0 x18 ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">exchange<span class="_ _5"> </span>ra<span class="_ _4"></span>te</div><div class="t m0 x88 ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">value</div></div><div class="c x89 y433 w2e h28"><div class="t m0 x1f ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">Exchange</div><div class="t m0 x44 ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">rate<span class="_ _5"> </span>a<span class="_ _4"></span>fter</div><div class="t m0 x1d ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">change</div></div><div class="c x8a y433 w2e h28"><div class="t m0 x6a ha y434 ff1 fs5 fc2 sc0 ls0 ws0">Interest</div><div class="t m0 x8b ha y435 ff1 fs5 fc2 sc0 ls0 ws0">(EUR<span class="_ _5"> </span>thous.)</div></div><div class="c x8c y433 w2f h28"><div class="t m0 x8b ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">Impact<span class="_ _8"> </span>on<span class="_ _22"> </span>gro<span class="_ _4"></span>ss</div><div class="t m0 x8d ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">profit</div><div class="t m0 x58 ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">(EUR<span class="_ _5"> </span>thous.)</div></div><div class="c x8e y433 w30 h28"><div class="t m0 x24 ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">Impact<span class="_ _5"> </span>on<span class="_ _5"> </span>net</div><div class="t m0 x8f ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">profit</div><div class="t m0 x1f ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">(EUR<span class="_ _5"> </span>thous.)</div></div><div class="c x90 y433 w31 h28"><div class="t m0 x87 ha y1ed ff1 fs5 fc2 sc0 ls0 ws0">Impact<span class="_ _5"> </span>on</div><div class="t m0 x80 ha y1ee ff1 fs5 fc2 sc0 ls0 ws0">equity</div><div class="t m0 x91 ha y1ef ff1 fs5 fc2 sc0 ls0 ws0">(EUR<span class="_ _5"> </span>thous.)</div></div><div class="c x65 y436 w2d h29"><div class="t m0 x0 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">+<span class="_ _22"> </span>1<span class="_ _4"></span>0%</div></div><div class="c x89 y436 w2e h29"><div class="t m0 x28 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">4,6825</div></div><div class="c x8a y436 w2e h29"><div class="t m0 x8f h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x8c y436 w2f h29"><div class="t m0 x62 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x8e y436 w30 h29"><div class="t m0 x92 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x90 y436 w31 h29"><div class="t m0 x5c h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x65 y438 w2d h29"><div class="t m0 x93 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">+<span class="_ _22"> </span>5<span class="_ _4"></span>%</div></div><div class="c x89 y438 w2e h29"><div class="t m0 x28 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">4,4697</div></div><div class="c x8a y438 w2e h29"><div class="t m0 x8f h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x8c y438 w2f h29"><div class="t m0 x62 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x8e y438 w30 h29"><div class="t m0 x92 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x90 y438 w31 h29"><div class="t m0 x5c h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">2</div></div><div class="c x65 y439 w2d h29"><div class="t m0 x4a h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _5"> </span>5%</div></div><div class="c x89 y439 w2e h29"><div class="t m0 x28 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">4,0441</div></div><div class="c x8a y439 w2e h29"><div class="t m0 x8f h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x8c y439 w2f h29"><div class="t m0 x94 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x8e y439 w30 h29"><div class="t m0 x95 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x90 y439 w31 h29"><div class="t m0 x78 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">-3</div></div><div class="c x65 y43b w2d h24"><div class="t m0 x96 h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _22"> </span>1<span class="_ _4"></span>0%</div></div><div class="c x89 y43b w2e h24"><div class="t m0 x28 h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">3,8313</div></div><div class="c x8a y43b w2e h24"><div class="t m0 x8f h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">91</div></div><div class="c x8c y43b w2f h24"><div class="t m0 x94 h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="c x8e y43b w30 h24"><div class="t m0 x95 h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="c x90 y43b w31 h24"><div class="t m0 x78 h12 y43c ff2 fs5 fc2 sc0 ls0 ws0">-5</div></div><div class="t m0 x10 h10 y43d ff6 fs3 fc2 sc0 ls0 ws0"><span class="_ _1c"> </span><span class="ff5">Risk<span class="_ _8"> </span>relat<span class="_ _4"></span>ed<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>arm<span class="_ _4"></span>ed<span class="_ _8"> </span>conflict<span class="_ _7"> </span>in<span class="_ _8"> </span>Ukraine.</span></div><div class="t m0 xf h6 y11c ff2 fs3 fc2 sc0 ls0 ws0">Due<span class="_ _3"> </span>to<span class="_ _c"> </span>the<span class="_ _3"> </span>ongoing<span class="_ _3"> </span>armed<span class="_ _3"> </span>conflict<span class="_ _3"> </span>in<span class="_ _c"> </span>Ukraine,<span class="_ _3"> </span>the<span class="_ _3"> </span>Company&apos;s<span class="_ _3"> </span>operations<span class="_ _c"> </span>are<span class="_ _3"> </span>m<span class="_ _4"></span>oderately<span class="_ _c"> </span>ex<span class="_ _4"></span>posed</div><div class="t m0 xf h6 y43e ff2 fs3 fc2 sc0 ls0 ws0">to<span class="_ _c"> </span>the<span class="_ _c"> </span>consequences<span class="_ _c"> </span>of<span class="_ _3"> </span>the<span class="_ _c"> </span>war.<span class="_ _c"> </span>As<span class="_ _c"> </span>at<span class="_ _c"> </span>the<span class="_ _3"> </span>date<span class="_ _c"> </span>of<span class="_ _c"> </span>publi<span class="_ _4"></span>cation<span class="_ _c"> </span>of<span class="_ _c"> </span>the<span class="_ _c"> </span>report,<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _3"> </span>does<span class="_ _c"> </span>not</div><div class="t m0 xf h6 y199 ff2 fs3 fc2 sc0 ls0 ws0">anticipate<span class="_ _e"> </span>extending<span class="_ _e"> </span>t<span class="_ _4"></span>he<span class="_ _e"> </span>conflict<span class="_ _e"> </span>beyond<span class="_ _e"> </span>t<span class="_ _4"></span>he<span class="_ _11"> </span>territory<span class="_ _d"> </span>of<span class="_ _e"> </span>Ukraine<span class="_ _e"> </span>therefore,<span class="_ _e"> </span>no<span class="_ _d"> </span>impact<span class="_ _e"> </span>on<span class="_ _e"> </span>the</div><div class="t m0 xf h6 y43f ff2 fs3 fc2 sc0 ls0 ws0">operating<span class="_ _7"> </span>activities<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>Company<span class="_ _7"> </span>is<span class="_ _7"> </span>expected.</div><div class="t m0 xf hf y440 ff5 fs3 fc2 sc0 ls0 ws0">ASSESSMENT</div><div class="t m0 xf h6 y3cd ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _1d"> </span>at<span class="_ _1d"> </span>the<span class="_ _1d"> </span>date<span class="_ _11"> </span>of<span class="_ _1d"> </span>preparation<span class="_ _1d"> </span>of<span class="_ _11"> </span>this<span class="_ _1d"> </span>annual<span class="_ _11"> </span>report,<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Management<span class="_ _11"> </span>Board,<span class="_ _1d"> </span>to<span class="_ _1d"> </span>the<span class="_ _11"> </span>best<span class="_ _1d"> </span>of<span class="_ _1d"> </span>it<span class="_ _4"></span>s</div><div class="t m0 xf h6 y3ce ff2 fs3 fc2 sc0 ls0 ws0">knowledge,<span class="_ _11"> </span>does<span class="_ _e"> </span>not<span class="_ _e"> </span>identify<span class="_ _e"> </span>any<span class="_ _e"> </span>threats<span class="_ _11"> </span>to<span class="_ _e"> </span>the<span class="_ _e"> </span>Company’s<span class="_ _11"> </span>abili<span class="_ _4"></span>ty<span class="_ _11"> </span>to<span class="_ _e"> </span>meet<span class="_ _e"> </span>its<span class="_ _e"> </span>obligations<span class="_ _11"> </span>or</div><div class="t m0 xf h6 y441 ff2 fs3 fc2 sc0 ls0 ws0">maintain<span class="_ _b"> </span>financial<span class="_ _b"> </span>liquidity<span class="_ _0"></span>.<span class="_ _b"> </span>The<span class="_ _b"> </span>Company<span class="_ _b"> </span>settles<span class="_ _12"> </span>its<span class="_ _b"> </span>liabilities<span class="_ _b"> </span>sy<span class="_ _0"></span>stema<span class="_ _4"></span>tically<span class="_ _b"> </span>and<span class="_ _b"> </span>has<span class="_ _12"> </span>not<span class="_ _b"> </span>taken</div><div class="t m0 xf h6 y442 ff2 fs3 fc2 sc0 ls0 ws0">any<span class="_ _b"> </span>credits<span class="_ _b"> </span>or<span class="_ _b"> </span>loans<span class="_ _15"> </span>taken<span class="_ _b"> </span>or<span class="_ _b"> </span>other<span class="_ _b"> </span>significant<span class="_ _b"> </span>obligations.<span class="_ _b"> </span>The<span class="_ _b"> </span>Com<span class="_ _4"></span>pany<span class="_ _b"> </span>dedicates<span class="_ _b"> </span>its<span class="_ _b"> </span>financial</div><div class="t m0 xf h6 y443 ff2 fs3 fc2 sc0 ls0 ws0">resources<span class="_ _b"> </span>for<span class="_ _b"> </span>conduc<span class="_ _0"></span>ted<span class="_ _b"> </span>lending<span class="_ _b"> </span>activity<span class="_ _b"> </span>and<span class="_ _b"> </span>intends<span class="_ _b"> </span>to<span class="_ _b"> </span>develop<span class="_ _12"> </span>thi<span class="_ _4"></span>s<span class="_ _b"> </span>activity<span class="_ _12"> </span>gradua<span class="_ _4"></span>lly.<span class="_ _b"> </span>Possible</div><div class="t m0 xf h6 y3d1 ff2 fs3 fc2 sc0 ls0 ws0">surpluses<span class="_ _11"> </span>are<span class="_ _11"> </span>located<span class="_ _e"> </span>on<span class="_ _11"> </span>temporary<span class="_ _11"> </span>deposits<span class="_ _11"> </span>in<span class="_ _11"> </span>safe<span class="_ _11"> </span>banks.<span class="_ _e"> </span>Because<span class="_ _11"> </span>of<span class="_ _11"> </span>the<span class="_ _11"> </span>fact<span class="_ _e"> </span>that<span class="_ _11"> </span>the<span class="_ _11"> </span>main</div><div class="t m0 xf h6 y3d2 ff2 fs3 fc2 sc0 ls0 ws0">activity<span class="_ _16"> </span>of<span class="_ _16"> </span>the<span class="_ _16"> </span>Company<span class="_ _16"> </span>is<span class="_ _16"> </span>the<span class="_ _16"> </span>granting<span class="_ _16"> </span>of<span class="_ _16"> </span>loans,<span class="_ _16"> </span>the<span class="_ _16"> </span>proper<span class="_ _16"> </span>and<span class="_ _16"> </span>prompt<span class="_ _16"> </span>fulfillment<span class="_ _16"> </span>of<span class="_ _16"> </span>the</div><div class="t m0 xf h6 y3d3 ff2 fs3 fc2 sc0 ls0 ws0">contractual<span class="_ _15"> </span>obligations<span class="_ _b"> </span>of<span class="_ _15"> </span>the<span class="_ _15"> </span>borrowers<span class="_ _b"> </span>has<span class="_ _15"> </span>a<span class="_ _b"> </span>significant<span class="_ _15"> </span>impact<span class="_ _15"> </span>on<span class="_ _b"> </span>the<span class="_ _15"> </span>Company&apos;s<span class="_ _15"> </span>results<span class="_ _b"> </span>and</div><div class="t m0 xf h6 y444 ff2 fs3 fc2 sc0 ls0 ws0">maintaining.</div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">41</div><div class="t m0 xf hf yca ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>3.<span class="_ _7"> </span>Capital<span class="_ _7"> </span>Management</div><div class="t m0 xf h6 y31 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _1d"> </span>policy<span class="_ _1d"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>Management<span class="_ _11"> </span>Board<span class="_ _1d"> </span>is<span class="_ _15"> </span>t<span class="_ _4"></span>o<span class="_ _1d"> </span>maintain<span class="_ _1d"> </span>a<span class="_ _1d"> </span>solid<span class="_ _1d"> </span>capital<span class="_ _11"> </span>base<span class="_ _15"> </span>i<span class="_ _4"></span>n<span class="_ _1d"> </span>order<span class="_ _1d"> </span>to<span class="_ _1d"> </span>maintain</div><div class="t m0 xf h6 y445 ff2 fs3 fc2 sc0 ls0 ws0">investors<span class="_ _b"> </span>confidence<span class="_ _b"> </span>and<span class="_ _b"> </span>to<span class="_ _b"> </span>ensure<span class="_ _15"> </span>the<span class="_ _b"> </span>future<span class="_ _b"> </span>development<span class="_ _b"> </span>of<span class="_ _b"> </span>economic<span class="_ _b"> </span>activity.<span class="_ _b"> </span>The<span class="_ _b"> </span>C<span class="_ _4"></span>ompany</div><div class="t m0 xf h6 y32 ff2 fs3 fc2 sc0 ls0 ws0">manages its capital<span class="_ _19"> </span>to maintain t<span class="_ _4"></span>he ability to conti<span class="_ _4"></span>nue operations, taking int<span class="_ _4"></span>o account the</div><div class="t m0 xf h6 y33 ff2 fs3 fc2 sc0 ls0 ws0">implementation<span class="_ _b"> </span>of<span class="_ _15"> </span>planned<span class="_ _b"> </span>investments,<span class="_ _b"> </span>so<span class="_ _b"> </span>that<span class="_ _15"> </span>it<span class="_ _b"> </span>can<span class="_ _b"> </span>generate<span class="_ _b"> </span>returns<span class="_ _15"> </span>for<span class="_ _b"> </span>shareholders.<span class="_ _b"> </span>In<span class="_ _b"> </span>line</div><div class="t m0 xf h6 y34 ff2 fs3 fc2 sc0 ls0 ws0">with<span class="_ _7"> </span>market<span class="_ _7"> </span>practice,<span class="_ _7"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>Company<span class="_ _7"> </span>monitors<span class="_ _7"> </span>capital,<span class="_ _7"> </span>among<span class="_ _7"> </span>others,<span class="_ _7"> </span>on<span class="_ _c"> </span>the<span class="_ _7"> </span>basis<span class="_ _7"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>equity<span class="_ _7"> </span>ratio</div><div class="t m0 xf h6 y446 ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>debt<span class="_ _8"> </span>to<span class="_ _7"> </span>capital<span class="_ _8"> </span>ratio.</div><div class="c x73 y1f7 w32 h2a"><div class="t m0 x80 ha y447 ff1 fs5 fc2 sc0 ls0 ws0">30/06/20<span class="_ _4"></span>25</div><div class="t m0 x97 ha y437 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>t<span class="_ _4"></span>hous.EUR)</div></div><div class="c x98 y1f7 w33 h2a"><div class="t m0 x96 ha y447 ff1 fs5 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x87 ha y437 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.EUR<span class="_ _4"></span>)</div></div><div class="c xf y448 w34 hc"><div class="t m0 x70 h8 y1d2 ff2 fs2 fc2 sc0 ls0 ws0">Equity</div></div><div class="c x73 y448 w32 hc"><div class="t m0 x77 h6 y1b9 ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>916</div></div><div class="c x98 y448 w33 hc"><div class="t m0 x99 h6 y1b9 ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>856</div></div><div class="c xf y449 w34 hc"><div class="t m0 x70 h8 y88 ff2 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _8"> </span>assets</div></div><div class="c x73 y449 w32 hc"><div class="t m0 x77 h6 y7c ff2 fs3 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>932</div></div><div class="c x98 y449 w33 hc"><div class="t m0 x99 h6 y7c ff2 fs3 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>113</div></div><div class="c xf y44a w34 hc"><div class="t m0 x70 h8 y1c1 ff2 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _8"> </span>liabilities</div></div><div class="c x73 y44a w32 hc"><div class="t m0 x9a h6 y1e4 ff2 fs3 fc2 sc0 ls0 ws0">16</div></div><div class="c x98 y44a w33 hc"><div class="t m0 x99 h6 y1e4 ff2 fs3 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>257</div></div><div class="c xf y44b w34 hc"><div class="t m0 x70 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">Equity<span class="_ _5"> </span>r<span class="_ _4"></span>atio*</div></div><div class="c x73 y44b w32 hc"><div class="t m0 x33 h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">1,0</div></div><div class="c x98 y44b w33 hc"><div class="t m0 x16 h6 y413 ff2 fs3 fc2 sc0 ls0 ws0">0,75</div></div><div class="c xf y1cb w34 hc"><div class="t m0 x70 h8 y1c4 ff2 fs2 fc2 sc0 ls0 ws0">Debt<span class="_ _5"> </span>to<span class="_ _8"> </span>capital<span class="_ _8"> </span>ratio**</div></div><div class="c x73 y1cb w32 hc"><div class="t m0 x77 h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">0,004</div></div><div class="c x98 y1cb w33 hc"><div class="t m0 x99 h6 y41a ff2 fs3 fc2 sc0 ls0 ws0">0,246</div></div><div class="c xf y44c w34 hc"><div class="t m0 x70 h8 y79 ff2 fs2 fc2 sc0 ls0 ws0">Profit<span class="_ _5"> </span>(loss)<span class="_ _8"> </span>on<span class="_ _5"> </span>ope<span class="_ _4"></span>rating<span class="_ _5"> </span>activities</div></div><div class="c x73 y44c w32 hc"><div class="t m0 x9a h6 y1b9 ff2 fs3 fc2 sc0 ls0 ws0">60</div></div><div class="c x98 y44c w33 hc"><div class="t m0 x9b h6 y1b9 ff2 fs3 fc2 sc0 ls0 ws0">101</div></div><div class="c xf y44d w34 h15"><div class="t m0 x70 h8 y44e ff2 fs2 fc2 sc0 ls0 ws0">EBITDA</div></div><div class="c x73 y44d w32 h15"><div class="t m0 x9a h6 y44f ff2 fs3 fc2 sc0 ls0 ws0">60</div></div><div class="c x98 y44d w33 h15"><div class="t m0 x9b h6 y44f ff2 fs3 fc2 sc0 ls0 ws0">101</div></div><div class="t m0 xf h12 y450 ff2 fs5 fc2 sc0 ls0 ws0">*Equity<span class="_ _5"> </span>r<span class="_ _4"></span>atio<span class="_ _5"> </span>=<span class="_ _5"> </span>equity<span class="_ _8"> </span>/<span class="_ _5"> </span>total<span class="_ _5"> </span>assets</div><div class="t m0 xf h12 y451 ff2 fs5 fc2 sc0 ls0 ws0">**Debt<span class="_ _5"> </span>to<span class="_ _8"> </span>capital<span class="_ _5"> </span>ratio<span class="_ _5"> </span>=<span class="_ _8"> </span>total<span class="_ _5"> </span>deb<span class="_ _4"></span>t<span class="_ _5"> </span>/<span class="_ _5"> </span>total<span class="_ _5"> </span>a<span class="_ _4"></span>ssets</div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">42</div><div class="t m0 xf hf yca ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>4<span class="_ _7"> </span>Financial<span class="_ _7"> </span>assets</div><div class="t m0 xf hf ycc ff1 fs3 fc2 sc0 ls0 ws0">30.06.2025</div><div class="c x78 y452 w35 h2b"><div class="t m0 x74 h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">Borrower</div></div><div class="c x32 y452 w36 h2b"><div class="t m0 x91 h22 y454 ff1 fs7 fc2 sc0 ls0 ws0">During<span class="_ _22"> </span>12</div><div class="t m0 x24 h22 y455 ff1 fs7 fc2 sc0 ls0 ws0">months<span class="_ _22"> </span>-</div><div class="t m0 x24 h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">principal</div><div class="t m0 x18 h22 y456 ff1 fs7 fc2 sc0 ls0 ws0">amount<span class="_ _1"> </span>(in</div><div class="t m0 x21 h22 y457 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _1"> </span>EUR)</div></div><div class="c x9c y452 w37 h2b"><div class="t m0 x4f h22 y455 ff1 fs7 fc2 sc0 ls0 ws0">During<span class="_ _1"> </span>1<span class="_ _4"></span>2</div><div class="t m0 x1f h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">months<span class="_ _22"> </span>-</div><div class="t m0 x91 h22 y456 ff1 fs7 fc2 sc0 ls0 ws0">interest<span class="_ _22"> </span>(in</div><div class="t m0 x8b h22 y457 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _1"> </span>EUR)</div></div><div class="c x9d y452 w38 h2b"><div class="t m0 x4f h22 y455 ff1 fs7 fc2 sc0 ls0 ws0">Maturity</div><div class="t m0 x87 h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">period</div><div class="t m0 x1a h22 y456 ff1 fs7 fc2 sc0 ls0 ws0">1-5<span class="_ _22"> </span>years<span class="_ _22"> </span>(in</div><div class="t m0 x1a h22 y457 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _22"> </span>EUR)</div></div><div class="c x9e y452 w39 h2b"><div class="t m0 x74 h22 y458 ff1 fs7 fc2 sc0 ls0 ws0">Interest</div><div class="t m0 x1f h22 y459 ff1 fs7 fc2 sc0 ls0 ws0">rate</div></div><div class="c x9f y452 w3a h2b"><div class="t m0 x46 h22 y45a ff1 fs7 fc2 sc0 ls0 ws0">Currency</div><div class="t m0 x24 h22 y458 ff1 fs7 fc2 sc0 ls0 ws0">of<span class="_ _1"> </span>the</div><div class="t m0 xa0 h22 y459 ff1 fs7 fc2 sc0 ls0 ws0">loan</div><div class="t m0 xa1 h22 y3f0 ff1 fs7 fc2 sc0 ls0 ws0">granted</div></div><div class="c xa2 y452 w3b h2b"><div class="t m0 x87 h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">Deadline</div></div><div class="c xa3 y452 w3c h2b"><div class="t m0 x41 h22 y453 ff1 fs7 fc2 sc0 ls0 ws0">Collateral</div></div><div class="c x78 y45b w35 h2c"><div class="t m0 x1a h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">Natural</div><div class="t m0 x1a h12 y45d ff2 fs5 fc2 sc0 ls0 ws0">person</div></div><div class="c x32 y45b w36 h2c"><div class="t m0 x88 h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x9c y45b w37 h2c"><div class="t m0 x4a h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">1</div></div><div class="c x9d y45b w38 h2c"><div class="t m0 x96 h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y45b w39 h2c"><div class="t m0 x74 h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">21,50%</div></div><div class="c x9f y45b w3a h2c"><div class="t m0 x58 h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">PLN</div></div><div class="c xa2 y45b w3b h2c"><div class="t m0 x4f h12 y45c ff2 fs5 fc2 sc0 ls0 ws0">31.03.201<span class="_ _4"></span>6</div></div><div class="c xa3 y45b w3c h2c"><div class="t m0 x28 h12 y45e ff2 fs5 fc2 sc0 ls0 ws0">The<span class="_ _5"> </span>company<span class="_ _8"> </span>has<span class="_ _5"> </span>an</div><div class="t m0 x91 h12 y45f ff2 fs5 fc2 sc0 ls0 ws0">enforceab<span class="_ _4"></span>ility<span class="_ _5"> </span>clause<span class="_ _5"> </span>for<span class="_ _8"> </span>a</div><div class="t m0 x24 h12 y460 ff2 fs5 fc2 sc0 ls0 ws0">notarial<span class="_ _5"> </span>de<span class="_ _4"></span>ed<span class="_ _5"> </span>from<span class="_ _8"> </span>which</div><div class="t m0 x1f h12 y461 ff2 fs5 fc2 sc0 ls0 ws0">the<span class="_ _5"> </span>debtors<span class="_ _5"> </span>sub<span class="_ _4"></span>mitted<span class="_ _5"> </span>to</div><div class="t m0 xa4 h12 y462 ff2 fs5 fc2 sc0 ls0 ws0">enforcement<span class="_ _8"> </span>up<span class="_ _5"> </span>to<span class="_ _5"> </span>the</div><div class="t m0 x74 h12 y463 ff2 fs5 fc2 sc0 ls0 ws0">amount<span class="_ _5"> </span>of<span class="_ _5"> </span>P<span class="_ _4"></span>LN<span class="_ _5"> </span>100<span class="_ _5"> </span>00<span class="_ _4"></span>0,00.</div></div><div class="c x78 y464 w35 h2a"><div class="t m0 x1a h12 y465 ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1a h12 y466 ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y464 w36 h2a"><div class="t m0 x6a h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>400</div></div><div class="c x9c y464 w37 h2a"><div class="t m0 x29 h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">396</div></div><div class="c x9d y464 w38 h2a"><div class="t m0 x96 h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y464 w39 h2a"><div class="t m0 x4f h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">2,5%</div></div><div class="c x9f y464 w3a h2a"><div class="t m0 x24 h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa2 y464 w3b h2a"><div class="t m0 x4f h12 y467 ff2 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _4"></span>6</div></div><div class="c xa3 y468 w3c h2d"><div class="t m0 x6b h2e y469 ff2 fs0 fc2 sc0 ls0 ws0">Investment<span class="_ _2"> </span>Friends<span class="_ _1"> </span>Capital<span class="_ _1"> </span>SE<span class="_ _1"> </span>is</div><div class="t m0 x1c h2e y46a ff2 fs0 fc2 sc0 ls0 ws0">entitled<span class="_ _2"> </span>for<span class="_ _22"> </span>each<span class="_ _2"> </span>of<span class="_ _22"> </span>these<span class="_ _1"> </span>loans<span class="_ _1"> </span>to</div><div class="t m0 x91 h2e y46b ff2 fs0 fc2 sc0 ls0 ws0">fill<span class="_ _1"> </span>in<span class="_ _1"> </span>the<span class="_ _1"> </span>bill<span class="_ _1"> </span>of<span class="_ _1"> </span>exchange<span class="_ _2"> </span>in<span class="_ _1"> </span>the</div><div class="t m0 x28 h2e y46c ff2 fs0 fc2 sc0 ls0 ws0">amount<span class="_ _1"> </span>of<span class="_ _1"> </span>the<span class="_ _1"> </span>Borro<span class="_ _0"></span>wer&apos;s</div><div class="t m0 x87 h2e y46d ff2 fs0 fc2 sc0 ls0 ws0">obligation<span class="_ _2"> </span>resulting<span class="_ _1"> </span>from<span class="_ _1"> </span>the</div><div class="t m0 x21 h2e y46e ff2 fs0 fc2 sc0 ls0 ws0">concluded<span class="_ _1"> </span>loan<span class="_ _2"> </span>agreement,<span class="_ _1"> </span>reduced</div><div class="t m0 x97 h2e y46f ff2 fs0 fc2 sc0 ls0 ws0">by<span class="_ _1"> </span>the<span class="_ _1"> </span>payme<span class="_ _0"></span>nts<span class="_ _1"> </span>made<span class="_ _1"> </span>by<span class="_ _1"> </span>the</div><div class="t m0 x1c h2e y470 ff2 fs0 fc2 sc0 ls0 ws0">Borrower<span class="_ _2"> </span>t<span class="_ _4"></span>ow<span class="_ _0"></span>ards<span class="_ _1"> </span>this<span class="_ _1"> </span>obligation</div><div class="t m0 x97 h2e y471 ff2 fs0 fc2 sc0 ls0 ws0">and<span class="_ _1"> </span>increased<span class="_ _2"> </span>by<span class="_ _1"> </span>the<span class="_ _1"> </span>value<span class="_ _1"> </span>of</div><div class="t m0 xa0 h2e y472 ff2 fs0 fc2 sc0 ls0 ws0">unpaid<span class="_ _1"> </span>intere<span class="_ _0"></span>st,<span class="_ _1"> </span>as<span class="_ _1"> </span>well<span class="_ _1"> </span>as<span class="_ _1"> </span>any</div><div class="t m0 x21 h2e y473 ff2 fs0 fc2 sc0 ls0 ws0">default<span class="_ _1"> </span>interest<span class="_ _1"> </span>and<span class="_ _2"> </span>oth<span class="_ _4"></span>er<span class="_ _2"> </span>incidental</div><div class="t m0 x1a h2e y474 ff2 fs0 fc2 sc0 ls0 ws0">costs<span class="_ _1"> </span>in<span class="_ _1"> </span>the<span class="_ _2"> </span>event<span class="_ _22"> </span>of<span class="_ _1"> </span>failure<span class="_ _2"> </span>t<span class="_ _4"></span>o<span class="_ _1"> </span>repay</div><div class="t m0 x21 h2e y475 ff2 fs0 fc2 sc0 ls0 ws0">the<span class="_ _1"> </span>full<span class="_ _1"> </span>amount<span class="_ _2"> </span>of<span class="_ _1"> </span>t<span class="_ _4"></span>he<span class="_ _1"> </span>loan<span class="_ _1"> </span>together</div><div class="t m0 x21 h2e y476 ff2 fs0 fc2 sc0 ls0 ws0">with<span class="_ _1"> </span>incide<span class="_ _0"></span>ntal<span class="_ _1"> </span>liabilities<span class="_ _1"> </span>within<span class="_ _1"> </span>the</div><div class="t m0 x7e h2e y477 ff2 fs0 fc2 sc0 ls0 ws0">required<span class="_ _1"> </span>time<span class="_ _2"> </span>limi<span class="_ _4"></span>t.</div></div><div class="c x78 y478 w35 h2f"><div class="t m0 x1a h12 y479 ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x1a h12 y47a ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y478 w36 h2f"><div class="t m0 x25 h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">127</div></div><div class="c x9c y478 w37 h2f"><div class="t m0 x4a h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9d y478 w38 h2f"><div class="t m0 x96 h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y478 w39 h2f"><div class="t m0 x44 h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">2%</div></div><div class="c x9f y478 w3a h2f"><div class="t m0 x24 h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa2 y478 w3b h2f"><div class="t m0 x4f h12 y47b ff2 fs5 fc2 sc0 ls0 ws0">30.06.202<span class="_ _4"></span>6</div></div><div class="c x78 y47c w35 h24"><div class="t m0 x58 ha y96 ff1 fs5 fc2 sc0 ls0 ws0">Total</div></div><div class="c x32 y47c w36 h24"><div class="t m0 x6a ha y96 ff1 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>531</div></div><div class="c x9c y47c w37 h24"><div class="t m0 x29 ha y96 ff1 fs5 fc2 sc0 ls0 ws0">397</div></div><div class="c x9d y47c w38 h24"><div class="t m0 x96 ha y96 ff1 fs5 fc2 sc0 ls0 ws0">0</div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">43</div><div class="t m0 xf hf ycb ff1 fs3 fc2 sc0 ls0 ws0">30.06.2024</div><div class="t m0 xf h8 y47d ff2 fs2 fc2 sc0 ls0 ws0">*<span class="_ _8"> </span>The<span class="_ _5"> </span>company<span class="_ _5"> </span>r<span class="_ _4"></span>eleased<span class="_ _5"> </span>a<span class="_ _8"> </span>write-down<span class="_ _5"> </span>for<span class="_ _8"> </span>a<span class="_ _8"> </span>loan<span class="_ _5"> </span>granted<span class="_ _8"> </span>to<span class="_ _5"> </span>a<span class="_ _8"> </span>natural<span class="_ _8"> </span>person<span class="_ _5"> </span>in<span class="_ _8"> </span>the<span class="_ _5"> </span>amount<span class="_ _8"> </span>of<span class="_ _5"> </span>EUR<span class="_ _8"> </span>7<span class="_ _8"> </span>thous.</div><div class="t m0 xf h8 y47e ff2 fs2 fc2 sc0 ls0 ws0">(=<span class="_ _5"> </span>PLN<span class="_ _8"> </span>33<span class="_ _8"> </span>thous.).</div><div class="t m0 xf h9 y47f ff4 fs3 fc2 sc0 ls0 ws0">Receivables<span class="_ _7"> </span>from<span class="_ _8"> </span>loans<span class="_ _7"> </span>and<span class="_ _8"> </span>interest<span class="_ _7"> </span>from<span class="_ _8"> </span>relat<span class="_ _4"></span>ed<span class="_ _8"> </span>entiti<span class="_ _4"></span>es<span class="_ _8"> </span>are<span class="_ _7"> </span>presented<span class="_ _8"> </span>in<span class="_ _7"> </span>note<span class="_ _7"> </span>10.</div><div class="t m0 xf hf y480 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>5<span class="_ _7"> </span>Share<span class="_ _7"> </span>capital<span class="_ _8"> </span>and<span class="_ _7"> </span>shareholding<span class="_ _8"> </span>structure</div><div class="c x40 y481 w3d h30"><div class="t m0 xa5 ha y3d6 ff1 fs5 fc2 sc0 ls0 ws0">SHARE<span class="_ _5"> </span>CA<span class="_ _4"></span>PITAL</div></div><div class="c xa6 y481 w3e h30"><div class="t m0 x4f h4 y482 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x44 h2 y483 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c xa7 y481 w3f h30"><div class="t m0 x4f h4 y482 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 xa0 h2 y483 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c x40 y484 w3d h29"><div class="t m0 x46 ha y485 ff1 fs5 fc2 sc0 ls0 ws0">Opening<span class="_ _8"> </span>balance<span class="_ _5"> </span>of<span class="_ _5"> </span>shar<span class="_ _4"></span>e<span class="_ _5"> </span>capital</div></div><div class="c xa6 y484 w3e h29"><div class="t m0 x85 ha y485 ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c xa7 y484 w3f h29"><div class="t m0 x64 ha y485 ff1 fs5 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>511</div></div><div class="c x40 y486 w3d h29"><div class="t m0 x6c h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">Changes<span class="_ _5"> </span>o<span class="_ _4"></span>f<span class="_ _22"> </span>sh<span class="_ _4"></span>are<span class="_ _5"> </span>cap<span class="_ _4"></span>ital</div></div><div class="c xa6 y486 w3e h29"><div class="t m0 x84 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa7 y486 w3f h29"><div class="t m0 x5c h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _22"> </span>1<span class="_ _4"></span>0<span class="_ _22"> </span>0<span class="_ _4"></span>60</div></div><div class="c x40 y487 w3d h29"><div class="t m0 x6e h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">a)<span class="_ _5"> </span>decr<span class="_ _4"></span>eases<span class="_ _5"> </span>(due<span class="_ _5"> </span>to<span class="_ _4"></span>):</div></div><div class="c xa6 y487 w3e h29"><div class="t m0 x84 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa7 y487 w3f h29"><div class="t m0 x64 h12 y234 ff2 fs5 fc2 sc0 ls0 ws0">10<span class="_ _5"> </span>060</div></div><div class="c x40 y488 w3d h29"><div class="t m0 x95 h12 y489 ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _22"> </span>r<span class="_ _4"></span>edemption<span class="_ _8"> </span>of<span class="_ _5"> </span>own<span class="_ _5"> </span>shares</div></div><div class="c xa6 y488 w3e h29"><div class="t m0 x84 h12 y489 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa7 y488 w3f h29"><div class="t m0 x5f h12 y489 ff2 fs5 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>048</div></div><div class="c x40 y48a w3d h29"><div class="t m0 x95 h12 y48b ff2 fs5 fc2 sc0 ls0 ws0">-<span class="_ _22"> </span>d<span class="_ _4"></span>ecrease<span class="_ _5"> </span>o<span class="_ _4"></span>f<span class="_ _22"> </span>sh<span class="_ _4"></span>are<span class="_ _5"> </span>cap<span class="_ _4"></span>ital</div></div><div class="c xa6 y48a w3e h29"><div class="t m0 x84 h12 y48b ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c xa7 y48a w3f h29"><div class="t m0 x5f h12 y48b ff2 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x40 y48c w3d h24"><div class="t m0 x46 ha y48d ff1 fs5 fc2 sc0 ls0 ws0">Closing<span class="_ _8"> </span>balance<span class="_ _5"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>capital</div></div><div class="c xa6 y48c w3e h24"><div class="t m0 x85 ha y48d ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c xa7 y48c w3f h24"><div class="t m0 x61 ha y48d ff1 fs5 fc2 sc0 ls0 ws0">451</div></div><div class="c x78 y48e w35 h2b"><div class="t m0 x74 h22 y48f ff1 fs7 fc2 sc0 ls0 ws0">Borrower</div></div><div class="c x32 y48e w36 h2b"><div class="t m0 x91 h22 y490 ff1 fs7 fc2 sc0 ls0 ws0">During<span class="_ _22"> </span>12</div><div class="t m0 x24 h22 y491 ff1 fs7 fc2 sc0 ls0 ws0">months<span class="_ _22"> </span>-</div><div class="t m0 x24 h22 y492 ff1 fs7 fc2 sc0 ls0 ws0">principal</div><div class="t m0 x18 h22 y493 ff1 fs7 fc2 sc0 ls0 ws0">amount<span class="_ _1"> </span>(in</div><div class="t m0 x21 h22 y494 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _1"> </span>EUR)</div></div><div class="c x9c y48e w37 h2b"><div class="t m0 x4f h22 y491 ff1 fs7 fc2 sc0 ls0 ws0">During<span class="_ _1"> </span>1<span class="_ _4"></span>2</div><div class="t m0 x1f h22 y492 ff1 fs7 fc2 sc0 ls0 ws0">months<span class="_ _22"> </span>-</div><div class="t m0 x91 h22 y493 ff1 fs7 fc2 sc0 ls0 ws0">interest<span class="_ _22"> </span>(in</div><div class="t m0 x8b h22 y494 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _1"> </span>EUR)</div></div><div class="c x9d y48e w38 h2b"><div class="t m0 x4f h22 y491 ff1 fs7 fc2 sc0 ls0 ws0">Maturity</div><div class="t m0 x87 h22 y492 ff1 fs7 fc2 sc0 ls0 ws0">period</div><div class="t m0 x1a h22 y493 ff1 fs7 fc2 sc0 ls0 ws0">1-5<span class="_ _22"> </span>years<span class="_ _22"> </span>(in</div><div class="t m0 x1a h22 y494 ff1 fs7 fc2 sc0 ls0 ws0">thous.<span class="_ _22"> </span>EUR)</div></div><div class="c x9e y48e w39 h2b"><div class="t m0 x74 h22 y495 ff1 fs7 fc2 sc0 ls0 ws0">Interest</div><div class="t m0 x1f h22 y496 ff1 fs7 fc2 sc0 ls0 ws0">rate</div></div><div class="c x9f y48e w40 h2b"><div class="t m0 x1a h22 y497 ff1 fs7 fc2 sc0 ls0 ws0">Currency<span class="_ _22"> </span>of</div><div class="t m0 xa0 h22 y48f ff1 fs7 fc2 sc0 ls0 ws0">the<span class="_ _1"> </span>loan</div><div class="t m0 xa0 h22 y493 ff1 fs7 fc2 sc0 ls0 ws0">granted</div></div><div class="c xa8 y48e w41 h2b"><div class="t m0 x6b h22 y48f ff1 fs7 fc2 sc0 ls0 ws0">Deadline</div></div><div class="c xa3 y48e w3c h2b"><div class="t m0 x41 h22 y48f ff1 fs7 fc2 sc0 ls0 ws0">Collateral</div></div><div class="c x78 y498 w35 h2c"><div class="t m0 x6b h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">Natural</div><div class="t m0 x1c h12 y49a ff2 fs5 fc2 sc0 ls0 ws0">person*</div></div><div class="c x32 y498 w36 h2c"><div class="t m0 x88 h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x9c y498 w37 h2c"><div class="t m0 x4a h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9d y498 w38 h2c"><div class="t m0 x96 h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y498 w39 h2c"><div class="t m0 x74 h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">22,50%</div></div><div class="c x9f y498 w40 h2c"><div class="t m0 x6c h12 y499 ff2 fs5 fc2 sc0 ls0 ws0">PLN</div></div><div class="c xa8 y498 w41 h2c"><div class="t m0 x8b h12 y49b ff2 fs5 fc2 sc0 ls0 ws0">31.03.201</div><div class="t m0 x0 h12 y49c ff2 fs5 fc2 sc0 ls0 ws0">6</div></div><div class="c xa3 y498 w3c h2c"><div class="t m0 x28 h12 y1a5 ff2 fs5 fc2 sc0 ls0 ws0">The<span class="_ _5"> </span>company<span class="_ _8"> </span>has<span class="_ _5"> </span>an</div><div class="t m0 x91 h12 y49d ff2 fs5 fc2 sc0 ls0 ws0">enforceab<span class="_ _4"></span>ility<span class="_ _5"> </span>clause<span class="_ _5"> </span>for<span class="_ _8"> </span>a</div><div class="t m0 x24 h12 y49b ff2 fs5 fc2 sc0 ls0 ws0">notarial<span class="_ _5"> </span>de<span class="_ _4"></span>ed<span class="_ _5"> </span>from<span class="_ _8"> </span>which</div><div class="t m0 x1f h12 y49e ff2 fs5 fc2 sc0 ls0 ws0">the<span class="_ _5"> </span>debtors<span class="_ _5"> </span>sub<span class="_ _4"></span>mitted<span class="_ _5"> </span>to</div><div class="t m0 xa4 h12 y447 ff2 fs5 fc2 sc0 ls0 ws0">enforcement<span class="_ _8"> </span>up<span class="_ _5"> </span>to<span class="_ _5"> </span>the</div><div class="t m0 x74 h12 y437 ff2 fs5 fc2 sc0 ls0 ws0">amount<span class="_ _5"> </span>of<span class="_ _5"> </span>P<span class="_ _4"></span>LN<span class="_ _5"> </span>100<span class="_ _5"> </span>00<span class="_ _4"></span>0,00.</div></div><div class="c x78 y5 w35 h2a"><div class="t m0 x4f h12 y49f ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x21 h12 y4a0 ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y5 w36 h2a"><div class="t m0 x6a h12 y4a1 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>400</div></div><div class="c x9c y5 w37 h2a"><div class="t m0 x29 h12 y4a1 ff2 fs5 fc2 sc0 ls0 ws0">312</div></div><div class="c x9d y5 w38 h2a"><div class="t m0 x96 h12 y4a1 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y5 w39 h2a"><div class="t m0 x4f h12 y4a1 ff2 fs5 fc2 sc0 ls0 ws0">2,5%</div></div><div class="c x9f y5 w40 h2a"><div class="t m0 x1d h12 y4a1 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa8 y5 w41 h2a"><div class="t m0 x8b h12 y49f ff2 fs5 fc2 sc0 ls0 ws0">30.06.202</div><div class="t m0 x0 h12 y4a0 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c xa3 y4a2 w3c h2d"><div class="t m0 x6b h2e y4a3 ff2 fs0 fc2 sc0 ls0 ws0">Investment<span class="_ _2"> </span>Friends<span class="_ _1"> </span>Capital<span class="_ _1"> </span>SE<span class="_ _1"> </span>is</div><div class="t m0 x1c h2e y4a4 ff2 fs0 fc2 sc0 ls0 ws0">entitled<span class="_ _2"> </span>for<span class="_ _22"> </span>each<span class="_ _2"> </span>of<span class="_ _22"> </span>these<span class="_ _1"> </span>loans<span class="_ _1"> </span>to</div><div class="t m0 x91 h2e y4a5 ff2 fs0 fc2 sc0 ls0 ws0">fill<span class="_ _1"> </span>in<span class="_ _1"> </span>the<span class="_ _1"> </span>bill<span class="_ _1"> </span>of<span class="_ _1"> </span>exchange<span class="_ _2"> </span>in<span class="_ _1"> </span>the</div><div class="t m0 x28 h2e y4a6 ff2 fs0 fc2 sc0 ls0 ws0">amount<span class="_ _1"> </span>of<span class="_ _1"> </span>the<span class="_ _1"> </span>Borro<span class="_ _0"></span>wer&apos;s</div><div class="t m0 x87 h2e y4a7 ff2 fs0 fc2 sc0 ls0 ws0">obligation<span class="_ _2"> </span>resulting<span class="_ _1"> </span>from<span class="_ _1"> </span>the</div><div class="t m0 x21 h2e y4a8 ff2 fs0 fc2 sc0 ls0 ws0">concluded<span class="_ _1"> </span>loan<span class="_ _2"> </span>agreement,<span class="_ _1"> </span>reduced</div><div class="t m0 x97 h2e y4a9 ff2 fs0 fc2 sc0 ls0 ws0">by<span class="_ _1"> </span>the<span class="_ _1"> </span>payme<span class="_ _0"></span>nts<span class="_ _1"> </span>made<span class="_ _1"> </span>by<span class="_ _1"> </span>the</div><div class="t m0 x1c h2e y4aa ff2 fs0 fc2 sc0 ls0 ws0">Borrower<span class="_ _2"> </span>t<span class="_ _4"></span>ow<span class="_ _0"></span>ards<span class="_ _1"> </span>this<span class="_ _1"> </span>obligation</div><div class="t m0 x97 h2e y4ab ff2 fs0 fc2 sc0 ls0 ws0">and<span class="_ _1"> </span>increased<span class="_ _2"> </span>by<span class="_ _1"> </span>the<span class="_ _1"> </span>value<span class="_ _1"> </span>of</div><div class="t m0 xa0 h2e y4ac ff2 fs0 fc2 sc0 ls0 ws0">unpaid<span class="_ _1"> </span>intere<span class="_ _0"></span>st,<span class="_ _1"> </span>as<span class="_ _1"> </span>well<span class="_ _1"> </span>as<span class="_ _1"> </span>any</div><div class="t m0 x21 h2e y4ad ff2 fs0 fc2 sc0 ls0 ws0">default<span class="_ _1"> </span>interest<span class="_ _1"> </span>and<span class="_ _2"> </span>oth<span class="_ _4"></span>er<span class="_ _2"> </span>incidental</div><div class="t m0 x1a h2e y4ae ff2 fs0 fc2 sc0 ls0 ws0">costs<span class="_ _1"> </span>in<span class="_ _1"> </span>the<span class="_ _2"> </span>event<span class="_ _22"> </span>of<span class="_ _1"> </span>failure<span class="_ _2"> </span>t<span class="_ _4"></span>o<span class="_ _1"> </span>repay</div><div class="t m0 x21 h2e y4af ff2 fs0 fc2 sc0 ls0 ws0">the<span class="_ _1"> </span>full<span class="_ _1"> </span>amount<span class="_ _2"> </span>of<span class="_ _1"> </span>t<span class="_ _4"></span>he<span class="_ _1"> </span>loan<span class="_ _1"> </span>together</div><div class="t m0 x21 h2e y4b0 ff2 fs0 fc2 sc0 ls0 ws0">with<span class="_ _1"> </span>incide<span class="_ _0"></span>ntal<span class="_ _1"> </span>liabilities<span class="_ _1"> </span>within<span class="_ _1"> </span>the</div><div class="t m0 x7e h2e y4b1 ff2 fs0 fc2 sc0 ls0 ws0">required<span class="_ _1"> </span>time<span class="_ _2"> </span>limi<span class="_ _4"></span>t.</div></div><div class="c x78 y4b2 w35 h2a"><div class="t m0 x4f h12 y4b3 ff2 fs5 fc2 sc0 ls0 ws0">Damar</div><div class="t m0 x21 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">Patro<span class="_ _5"> </span>UÜ</div></div><div class="c x32 y4b2 w36 h2a"><div class="t m0 x25 h12 y4b4 ff2 fs5 fc2 sc0 ls0 ws0">149</div></div><div class="c x9c y4b2 w37 h2a"><div class="t m0 x4a h12 y4b4 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9d y4b2 w38 h2a"><div class="t m0 x96 h12 y4b4 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y4b2 w39 h2a"><div class="t m0 x44 h12 y4b4 ff2 fs5 fc2 sc0 ls0 ws0">2%</div></div><div class="c x9f y4b2 w40 h2a"><div class="t m0 x1d h12 y4b4 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa8 y4b2 w41 h2a"><div class="t m0 x8b h12 y4b3 ff2 fs5 fc2 sc0 ls0 ws0">31.12.202</div><div class="t m0 x0 h12 y43a ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x78 y4b5 w35 h31"><div class="t m0 xa0 h12 y4b6 ff2 fs5 fc2 sc0 ls0 ws0">Patro</div><div class="t m0 x24 h12 y4b7 ff2 fs5 fc2 sc0 ls0 ws0">Invest</div><div class="t m0 x23 h12 y4b8 ff2 fs5 fc2 sc0 ls0 ws0">OÜ</div></div><div class="c x32 y4b5 w36 h31"><div class="t m0 x6a h12 y4b9 ff2 fs5 fc2 sc0 ls0 ws0">1<span class="_ _5"> </span>241</div></div><div class="c x9c y4b5 w37 h31"><div class="t m0 x4a h12 y4b9 ff2 fs5 fc2 sc0 ls0 ws0">5</div></div><div class="c x9d y4b5 w38 h31"><div class="t m0 x96 h12 y4b9 ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x9e y4b5 w39 h31"><div class="t m0 x44 h12 y4b9 ff2 fs5 fc2 sc0 ls0 ws0">4%</div></div><div class="c x9f y4b5 w40 h31"><div class="t m0 x1d h12 y4b9 ff2 fs5 fc2 sc0 ls0 ws0">EUR</div></div><div class="c xa8 y4b5 w41 h31"><div class="t m0 x8b h12 y4ba ff2 fs5 fc2 sc0 ls0 ws0">31.12.202</div><div class="t m0 x0 h12 y4bb ff2 fs5 fc2 sc0 ls0 ws0">4</div></div><div class="c x78 y4bc w35 h24"><div class="t m0 x58 ha y4bd ff1 fs5 fc2 sc0 ls0 ws0">Total</div></div><div class="c x32 y4bc w36 h24"><div class="t m0 x6a ha y4bd ff1 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>794</div></div><div class="c x9c y4bc w37 h24"><div class="t m0 x29 ha y4bd ff1 fs5 fc2 sc0 ls0 ws0">317</div></div><div class="c x9d y4bc w38 h24"><div class="t m0 x96 ha y4bd ff1 fs5 fc2 sc0 ls0 ws0">0</div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x0 yb w1 h5" alt="" 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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">44</div><div class="c x40 y4be w42 h17"><div class="t m0 x67 ha y4bf ff1 fs5 fc2 sc0 ls0 ws0">SHARE<span class="_ _5"> </span>P<span class="_ _4"></span>REMIUM</div></div><div class="c x53 y4be w10 h17"><div class="t m0 x24 h4 y4c0 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x97 h2 y4c1 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c x45 y4be w16 h17"><div class="t m0 x58 h4 y4c0 ff1 fs2 fc2 sc0 ls0 ws0">30/06/202<span class="_ _0"></span>4</div><div class="t m0 x87 h2 y4c1 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c x40 y4c2 w42 h18"><div class="t m0 x46 ha y4c3 ff1 fs5 fc2 sc0 ls0 ws0">Opening<span class="_ _8"> </span>balance<span class="_ _5"> </span>of<span class="_ _5"> </span>shar<span class="_ _4"></span>e<span class="_ _5"> </span>premium</div></div><div class="c x53 y4c2 w10 h18"><div class="t m0 x65 ha y4c3 ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x45 y4c2 w16 h18"><div class="t m0 x4c ha y4c3 ff1 fs5 fc2 sc0 ls0 ws0">409</div></div><div class="c x40 y4c4 w42 h18"><div class="t m0 x5c h12 y4c5 ff2 fs5 fc2 sc0 ls0 ws0">Changes<span class="_ _5"> </span>in<span class="_ _8"> </span>share<span class="_ _5"> </span>premium<span class="_ _8"> </span>due<span class="_ _5"> </span>to<span class="_ _5"> </span>re<span class="_ _4"></span>duction<span class="_ _5"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>capital</div></div><div class="c x53 y4c4 w10 h18"><div class="t m0 x48 h12 y20d ff2 fs5 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y4c4 w16 h18"><div class="t m0 x65 h12 y20d ff2 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>012</div></div><div class="c x40 y4c6 w42 h1b"><div class="t m0 x46 ha y4c7 ff1 fs5 fc2 sc0 ls0 ws0">Closing<span class="_ _8"> </span>balance<span class="_ _5"> </span>of<span class="_ _5"> </span>share<span class="_ _8"> </span>premium</div></div><div class="c x53 y4c6 w10 h1b"><div class="t m0 x65 ha y4c7 ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x45 y4c6 w16 h1b"><div class="t m0 x65 ha y4c7 ff1 fs5 fc2 sc0 ls0 ws0">9<span class="_ _5"> </span>421</div></div><div class="c x65 y4c8 w43 h32"><div class="t m0 x24 h4 y4c9 ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _5"> </span>capital<span class="_ _8"> </span>as<span class="_ _5"> </span>at</div><div class="t m0 x24 h4 y4ca ff1 fs2 fc2 sc0 ls0 ws0">date<span class="_ _5"> </span>of<span class="_ _8"> </span>publication</div><div class="t m0 x29 h4 y4cb ff1 fs2 fc2 sc0 ls0 ws0">annual<span class="_ _5"> </span>report</div></div><div class="c xa9 y4c8 w43 h32"><div class="t m0 x25 h4 y4cc ff1 fs2 fc2 sc0 ls0 ws0">Type<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xaa y4c8 w43 h32"><div class="t m0 x1f h4 y4cc ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xab y4c8 w43 h32"><div class="t m0 x0 h4 y4cc ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _8"> </span>capital</div></div><div class="c xa9 y4cd w43 h33"><div class="t m0 x26 h12 y4ce ff2 fs5 fc2 sc0 ls0 ws0">Ordinary<span class="_ _5"> </span>share<span class="_ _4"></span>s</div></div><div class="c xaa y4cd w43 h33"><div class="t m0 x5c h12 y4ce ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _22"> </span>0<span class="_ _4"></span>00<span class="_ _5"> </span>000</div></div><div class="c xab y4cd w43 h33"><div class="t m0 x8d h12 y4ce ff2 fs5 fc2 sc0 ls0 ws0">300<span class="_ _5"> </span>000<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div><div class="c x65 y4cf w43 h34"><div class="t m0 x1a ha y4d0 ff1 fs5 fc2 sc0 ls0 ws0">TOTAL</div></div><div class="c xaa y4cf w43 h34"><div class="t m0 x5c h12 y4d0 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _22"> </span>0<span class="_ _4"></span>00<span class="_ _5"> </span>000</div></div><div class="c xab y4cf w43 h34"><div class="t m0 x8d h12 y4d0 ff2 fs5 fc2 sc0 ls0 ws0">300<span class="_ _5"> </span>000<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div><div class="t m0 xf h6 y4d1 ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _b"> </span>of<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _b"> </span>date<span class="_ _12"> </span>of<span class="_ _b"> </span>publication<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>report<span class="_ _b"> </span>as<span class="_ _b"> </span>a<span class="_ _b"> </span>result<span class="_ _b"> </span>of<span class="_ _12"> </span>the<span class="_ _b"> </span>registration<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>reduction<span class="_ _b"> </span>of<span class="_ _b"> </span>the</div><div class="t m0 xf h6 y4d2 ff2 fs3 fc2 sc0 ls0 ws0">company&apos;s<span class="_ _12"> </span>share<span class="_ _3"> </span>capital<span class="_ _b"> </span>on<span class="_ _c"> </span>8/<span class="_ _4"></span>07/2025<span class="_ _3"> </span>t<span class="_ _4"></span>he<span class="_ _3"> </span>number<span class="_ _12"> </span>of<span class="_ _12"> </span>shares<span class="_ _12"> </span>without<span class="_ _12"> </span>nominal<span class="_ _3"> </span>value<span class="_ _12"> </span>i<span class="_ _4"></span>s<span class="_ _3"> </span>3<span class="_ _12"> </span>000<span class="_ _12"> </span>000.</div><div class="t m0 xf h6 y4d3 ff2 fs3 fc2 sc0 ls0 ws0">There<span class="_ _c"> </span>are<span class="_ _3"> </span>no<span class="_ _3"> </span>rights<span class="_ _c"> </span>or<span class="_ _12"> </span>restrictions<span class="_ _c"> </span>associated<span class="_ _3"> </span>with<span class="_ _3"> </span>the<span class="_ _3"> </span>shares,<span class="_ _3"> </span>and<span class="_ _c"> </span>there<span class="_ _3"> </span>are<span class="_ _c"> </span>no<span class="_ _3"> </span>shares<span class="_ _3"> </span>reserved<span class="_ _3"> </span>for</div><div class="t m0 xf h6 y4d4 ff2 fs3 fc2 sc0 ls0 ws0">issuance<span class="_ _b"> </span>under<span class="_ _12"> </span>options<span class="_ _b"> </span>or<span class="_ _b"> </span>other<span class="_ _12"> </span>contracts.<span class="_ _b"> </span>All<span class="_ _b"> </span>shares<span class="_ _12"> </span>i<span class="_ _4"></span>ssued<span class="_ _12"> </span>by<span class="_ _b"> </span>the<span class="_ _b"> </span>Company<span class="_ _12"> </span>car<span class="_ _4"></span>ry<span class="_ _b"> </span>equal<span class="_ _12"> </span>rights,</div><div class="t m0 xf h6 y340 ff2 fs3 fc2 sc0 ls0 ws0">including<span class="_ _15"> </span>vot<span class="_ _4"></span>ing<span class="_ _1d"> </span>rights<span class="_ _1d"> </span>and<span class="_ _1d"> </span>the<span class="_ _15"> </span>right<span class="_ _1d"> </span>t<span class="_ _4"></span>o<span class="_ _1d"> </span>dividends.<span class="_ _15"> </span>There<span class="_ _11"> </span>are<span class="_ _15"> </span>no<span class="_ _1d"> </span>restrictions<span class="_ _11"> </span>on<span class="_ _15"> </span>the<span class="_ _1d"> </span>transfer<span class="_ _1d"> </span>of</div><div class="t m0 xf h6 y4d5 ff2 fs3 fc2 sc0 ls0 ws0">shares.</div><div class="c x65 y4d6 w43 h32"><div class="t m0 x24 h4 y4d7 ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _5"> </span>capital<span class="_ _8"> </span>as<span class="_ _5"> </span>at</div><div class="t m0 x7e h4 y4d8 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div></div><div class="c xa9 y4d6 w43 h32"><div class="t m0 x25 h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Type<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xaa y4d6 w43 h32"><div class="t m0 x1f h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xab y4d6 w43 h32"><div class="t m0 x0 h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _8"> </span>capital</div></div><div class="c xa9 y4da w43 h33"><div class="t m0 x26 h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">Ordinary<span class="_ _5"> </span>share<span class="_ _4"></span>s</div></div><div class="c xaa y4da w43 h33"><div class="t m0 x5c h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _22"> </span>5<span class="_ _4"></span>06<span class="_ _5"> </span>000</div></div><div class="c xab y4da w43 h33"><div class="t m0 x8d h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div><div class="c x65 y4dc w43 h34"><div class="t m0 x1a ha y4dd ff1 fs5 fc2 sc0 ls0 ws0">TOTAL</div></div><div class="c xaa y4dc w43 h34"><div class="t m0 x5c h12 y4dd ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _22"> </span>5<span class="_ _4"></span>06<span class="_ _5"> </span>000</div></div><div class="c xab y4dc w43 h34"><div class="t m0 x8d h12 y4dd ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div><div class="t m0 xf h6 y4de ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _12"> </span>of<span class="_ _3"> </span>30/06/<span class="_ _4"></span>2025<span class="_ _3"> </span>the<span class="_ _12"> </span>number<span class="_ _12"> </span>of<span class="_ _12"> </span>shares<span class="_ _12"> </span>without<span class="_ _12"> </span>par<span class="_ _12"> </span>value<span class="_ _12"> </span>was<span class="_ _3"> </span>4<span class="_ _12"> </span>506<span class="_ _12"> </span>000.<span class="_ _12"> </span>There<span class="_ _12"> </span>are<span class="_ _12"> </span>no<span class="_ _3"> </span>right<span class="_ _4"></span>s<span class="_ _3"> </span>or</div><div class="t m0 xf h6 y4df ff2 fs3 fc2 sc0 ls0 ws0">restrictions<span class="_ _3"> </span>att<span class="_ _4"></span>ached<span class="_ _3"> </span>t<span class="_ _4"></span>o<span class="_ _3"> </span>the<span class="_ _12"> </span>shares,<span class="_ _3"> </span>and<span class="_ _12"> </span>there<span class="_ _3"> </span>are<span class="_ _12"> </span>no<span class="_ _12"> </span>shares<span class="_ _3"> </span>reserved<span class="_ _12"> </span>for<span class="_ _3"> </span>issuance<span class="_ _12"> </span>under<span class="_ _12"> </span>options<span class="_ _3"> </span>or</div><div class="t m0 xf h6 y4e0 ff2 fs3 fc2 sc0 ls0 ws0">other<span class="_ _7"> </span>contracts.</div><div class="c x65 y4e1 w43 h32"><div class="t m0 x24 h4 y4d7 ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _5"> </span>capital<span class="_ _8"> </span>as<span class="_ _5"> </span>at</div><div class="t m0 x7e h4 y4d8 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div></div><div class="c xa9 y4e1 w43 h32"><div class="t m0 x25 h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Type<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xaa y4e1 w43 h32"><div class="t m0 x1f h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c xab y4e1 w43 h32"><div class="t m0 x0 h4 y4d9 ff1 fs2 fc2 sc0 ls0 ws0">Share<span class="_ _8"> </span>capital</div></div><div class="c xa9 y4e2 w43 h33"><div class="t m0 x26 h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">Ordinary<span class="_ _5"> </span>share<span class="_ _4"></span>s</div></div><div class="c xaa y4e2 w43 h33"><div class="t m0 x5c h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _22"> </span>5<span class="_ _4"></span>06<span class="_ _5"> </span>000</div></div><div class="c xab y4e2 w43 h33"><div class="t m0 x8d h12 y4db ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div><div class="c x65 y4e3 w43 h34"><div class="t m0 x1a ha y4dd ff1 fs5 fc2 sc0 ls0 ws0">TOTAL</div></div><div class="c xaa y4e3 w43 h34"><div class="t m0 x5c h12 y4dd ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _22"> </span>5<span class="_ _4"></span>06<span class="_ _5"> </span>000</div></div><div class="c xab y4e3 w43 h34"><div class="t m0 x8d h12 y4dd ff2 fs5 fc2 sc0 ls0 ws0">450<span class="_ _5"> </span>600<span class="_ _5"> </span>e<span class="_ _4"></span>uro</div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">45</div><div class="t m0 xf h6 yca ff2 fs3 fc2 sc0 ls0 ws0">As<span class="_ _c"> </span>of<span class="_ _3"> </span>30/06/2024<span class="_ _c"> </span>the<span class="_ _3"> </span>number<span class="_ _3"> </span>of<span class="_ _c"> </span>shares<span class="_ _3"> </span>without<span class="_ _3"> </span>par<span class="_ _3"> </span>value<span class="_ _c"> </span>was<span class="_ _3"> </span>4<span class="_ _c"> </span>506<span class="_ _3"> </span>000.<span class="_ _3"> </span>As<span class="_ _c"> </span>of<span class="_ _3"> </span>30/06/2024<span class="_ _3"> </span>there</div><div class="t m0 xf h6 ycb ff2 fs3 fc2 sc0 ls0 ws0">were<span class="_ _b"> </span>no<span class="_ _15"> </span>rights<span class="_ _b"> </span>or<span class="_ _b"> </span>restrictions<span class="_ _15"> </span>associated<span class="_ _b"> </span>with<span class="_ _b"> </span>the<span class="_ _b"> </span>s<span class="_ _4"></span>hares,<span class="_ _b"> </span>and<span class="_ _b"> </span>there<span class="_ _15"> </span>were<span class="_ _b"> </span>no<span class="_ _b"> </span>shares<span class="_ _b"> </span>reserved<span class="_ _15"> </span>for</div><div class="t m0 xf h6 ycc ff2 fs3 fc2 sc0 ls0 ws0">issuance<span class="_ _7"> </span>under<span class="_ _8"> </span>options<span class="_ _7"> </span>or<span class="_ _8"> </span>other<span class="_ _7"> </span>contracts.</div><div class="t m0 xf h6 yce ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _7"> </span>case<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _7"> </span>equity<span class="_ _8"> </span>capital<span class="_ _7"> </span>was<span class="_ _7"> </span>lower<span class="_ _7"> </span>than<span class="_ _7"> </span>50%<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>share<span class="_ _7"> </span>capital<span class="_ _7"> </span>in<span class="_ _8"> </span>order<span class="_ _7"> </span>to<span class="_ _7"> </span>comply<span class="_ _7"> </span>with<span class="_ _7"> </span>§<span class="_ _8"> </span>301<span class="_ _7"> </span>of</div><div class="t m0 xf h6 ycf ff2 fs3 fc2 sc0 ls0 ws0">the<span class="_ _b"> </span>Estonian<span class="_ _12"> </span>Companies<span class="_ _12"> </span>Code,<span class="_ _b"> </span>the<span class="_ _12"> </span>Management<span class="_ _b"> </span>Boa<span class="_ _0"></span>rd<span class="_ _12"> </span>proposes<span class="_ _b"> </span>to<span class="_ _12"> </span>the<span class="_ _b"> </span>Gene<span class="_ _0"></span>ral<span class="_ _b"> </span>Meeting<span class="_ _12"> </span>actions</div><div class="t m0 xf h6 yd0 ff2 fs3 fc2 sc0 ls0 ws0">aimed<span class="_ _12"> </span>at<span class="_ _12"> </span>reducing<span class="_ _12"> </span>the<span class="_ _12"> </span>share<span class="_ _12"> </span>capital<span class="_ _12"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>C<span class="_ _4"></span>ompany.<span class="_ _3"> </span>The<span class="_ _12"> </span>C<span class="_ _4"></span>ompany<span class="_ _12"> </span>convenes<span class="_ _12"> </span>a<span class="_ _12"> </span>relevant<span class="_ _12"> </span>General</div><div class="t m0 xf h6 yd1 ff2 fs3 fc2 sc0 ls0 ws0">Meeting<span class="_ _c"> </span>during<span class="_ _c"> </span>which<span class="_ _c"> </span>the<span class="_ _3"> </span>share<span class="_ _c"> </span>capital<span class="_ _c"> </span>is<span class="_ _c"> </span>reduced<span class="_ _3"> </span>to<span class="_ _c"> </span>the<span class="_ _c"> </span>reserve<span class="_ _c"> </span>capital.<span class="_ _3"> </span>Thus,<span class="_ _c"> </span>the<span class="_ _c"> </span>requirement<span class="_ _3"> </span>of</div><div class="t m0 xf h6 yea ff2 fs3 fc2 sc0 ls0 ws0">§<span class="_ _8"> </span>301<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Commercial<span class="_ _7"> </span>Code<span class="_ _8"> </span>of<span class="_ _7"> </span>Estonia<span class="_ _8"> </span>i<span class="_ _4"></span>s<span class="_ _8"> </span>met.</div><div class="t m0 xf hf yd3 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>6<span class="_ _7"> </span>Other<span class="_ _8"> </span>li<span class="_ _4"></span>abilities</div><div class="c x40 y4e4 w42 h17"><div class="t m0 xac hf y4e5 ff1 fs3 fc2 sc0 ls0 ws0">OTHER<span class="_ _8"> </span>L<span class="_ _4"></span>IABILITIES</div></div><div class="c x53 y4e4 w10 h17"><div class="t m0 x24 h4 y4e6 ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x97 h2 y1b7 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c x45 y4e4 w16 h17"><div class="t m0 x58 h4 y4e6 ff1 fs2 fc2 sc0 ls0 ws0">30/06/202<span class="_ _0"></span>4</div><div class="t m0 x87 h2 y1b7 ff1 fs0 fc2 sc0 ls0 ws0">(thous.EUR<span class="_ _0"></span>)</div></div><div class="c x40 y4e7 w42 hc"><div class="t m0 x46 h4 y79 ff1 fs2 fc2 sc0 ls0 ws0">Other<span class="_ _8"> </span>liabilities</div></div><div class="c x53 y4e7 w10 hc"><div class="t m0 xad hf y1b9 ff1 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y4e7 w16 hc"><div class="t m0 x47 h4 y79 ff1 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>248</div></div><div class="c x40 y4e8 w42 h15"><div class="t m0 x1d h8 y4e9 ff2 fs2 fc2 sc0 ls0 ws0">Due<span class="_ _5"> </span>to<span class="_ _8"> </span>redemption<span class="_ _5"> </span>of<span class="_ _8"> </span>shares</div></div><div class="c x53 y4e8 w10 h15"><div class="t m0 xad h6 y4ea ff2 fs3 fc2 sc0 ls0 ws0">0</div></div><div class="c x45 y4e8 w16 h15"><div class="t m0 x47 h8 y4eb ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>248</div></div><div class="t m0 xf hf y364 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>7<span class="_ _7"> </span>Book<span class="_ _7"> </span>value<span class="_ _8"> </span>per<span class="_ _7"> </span>share</div><div class="c xae y4ec w44 h35"><div class="t m0 x78 h4 y4ed ff1 fs2 fc2 sc0 ls0 ws0">12<span class="_ _5"> </span>months<span class="_ _5"> </span>e<span class="_ _4"></span>nded</div><div class="t m0 x17 h4 y4ee ff1 fs2 fc2 sc0 ls0 ws0">30/06/2025</div><div class="t m0 x5b ha y437 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c xaf y4ec w44 h35"><div class="t m0 x78 h4 y4ed ff1 fs2 fc2 sc0 ls0 ws0">12<span class="_ _5"> </span>months<span class="_ _5"> </span>e<span class="_ _4"></span>nded</div><div class="t m0 x17 h4 y4ee ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x5b ha y437 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous.<span class="_ _5"> </span>EUR)</div></div><div class="c x65 y4ef w45 h36"><div class="t m0 x1a h12 y4f0 ff2 fs5 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>value<span class="_ _8"> </span>(in<span class="_ _5"> </span>thous.EUR<span class="_ _4"></span>)</div></div><div class="c xae y4ef w44 h36"><div class="t m0 xb0 h12 y4f0 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>916</div></div><div class="c xaf y4ef w44 h36"><div class="t m0 xb0 h12 y4f0 ff2 fs5 fc2 sc0 ls0 ws0">3<span class="_ _5"> </span>856</div></div><div class="c x65 y4f1 w45 h37"><div class="t m0 x1a h12 y4f2 ff2 fs5 fc2 sc0 ls0 ws0">Number<span class="_ _5"> </span>o<span class="_ _4"></span>f<span class="_ _22"> </span>sh<span class="_ _4"></span>ares<span class="_ _5"> </span>(pcs)</div></div><div class="c xae y4f1 w44 h37"><div class="t m0 xac h12 y4f2 ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _22"> </span>5<span class="_ _4"></span>06<span class="_ _5"> </span>000</div></div><div class="c xaf y4f1 w44 h37"><div class="t m0 xac h12 y4f2 ff2 fs5 fc2 sc0 ls0 ws0">4<span class="_ _5"> </span>506<span class="_ _5"> </span>0<span class="_ _4"></span>00</div></div><div class="c x65 y4f3 w45 h38"><div class="t m0 x1a h12 y4f4 ff2 fs5 fc2 sc0 ls0 ws0">Book<span class="_ _5"> </span>value<span class="_ _8"> </span>per<span class="_ _5"> </span>one<span class="_ _5"> </span>share<span class="_ _8"> </span>(in</div><div class="t m0 x1a h12 y4f5 ff2 fs5 fc2 sc0 ls0 ws0">EUR)</div></div><div class="c xae y4f3 w44 h38"><div class="t m0 xa5 h12 y4f6 ff2 fs5 fc2 sc0 ls0 ws0">0,87</div></div><div class="c xaf y4f3 w44 h38"><div class="t m0 xa5 h12 y4f6 ff2 fs5 fc2 sc0 ls0 ws0">0,86</div></div><div class="c x65 y4f7 w45 h39"><div class="t m0 x1a h12 y4f8 ff2 fs5 fc2 sc0 ls0 ws0">Basic<span class="_ _5"> </span>ear<span class="_ _4"></span>nings<span class="_ _5"> </span>per<span class="_ _8"> </span>share<span class="_ _5"> </span>(in<span class="_ _5"> </span>EUR)</div></div><div class="c xae y4f7 w44 h39"><div class="t m0 xb0 h12 y4f8 ff2 fs5 fc2 sc0 ls0 ws0">0,004</div></div><div class="c xaf y4f7 w44 h39"><div class="t m0 xb0 h12 y4f8 ff2 fs5 fc2 sc0 ls0 ws0">0,008</div></div><div class="t m0 xf hf y4f9 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>8<span class="_ _7"> </span>Interest<span class="_ _8"> </span>i<span class="_ _4"></span>ncome<span class="_ _8"> </span>f<span class="_ _4"></span>rom<span class="_ _8"> </span>loans</div><div class="c x40 y4fa w46 h3a"><div class="t m0 x48 h4 y4fb ff1 fs2 fc2 sc0 ls0 ws0">INTEREST<span class="_ _5"> </span>INCOME<span class="_ _5"> </span>FROM<span class="_ _8"> </span>LOANS:</div></div><div class="c xb1 y4fa w47 h3a"><div class="t m0 x91 h4 y4fc ff1 fs2 fc2 sc0 ls0 ws0">01/07/202<span class="_ _0"></span>4<span class="_ _8"> </span>–</div><div class="t m0 x1f h4 y4fd ff1 fs2 fc2 sc0 ls0 ws0">30/06/202<span class="_ _0"></span>5</div><div class="t m0 x91 h22 y4fe ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c xb2 y4fa w48 h3a"><div class="t m0 x4f h4 y4fc ff1 fs2 fc2 sc0 ls0 ws0">01/07/202<span class="_ _0"></span>3<span class="_ _8"> </span>–</div><div class="t m0 x44 h4 y4fd ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x4f h22 y4fe ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c x40 y4ff w46 he"><div class="t m0 x46 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">Total<span class="_ _5"> </span>i<span class="_ _4"></span>nterest<span class="_ _5"> </span>income<span class="_ _5"> </span>fr<span class="_ _4"></span>om<span class="_ _5"> </span>loans</div></div><div class="c xb1 y4ff w47 he"><div class="t m0 xb3 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c xb2 y4ff w48 he"><div class="t m0 xb4 h4 y182 ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="c x40 y500 w46 he"><div class="t m0 x21 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">-<span class="_ _8"> </span>including:<span class="_ _5"> </span>from<span class="_ _5"> </span>related<span class="_ _8"> </span>entities</div></div><div class="c xb1 y500 w47 he"><div class="t m0 xb3 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">90</div></div><div class="c xb2 y500 w48 he"><div class="t m0 xb4 h4 y184 ff1 fs2 fc2 sc0 ls0 ws0">134</div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">46</div><div class="c x40 y501 w49 h36"><div class="t m0 x46 h6 y502 ff2 fs3 fc2 sc0 ls0 ws0">Sales<span class="_ _8"> </span>to<span class="_ _7"> </span>related<span class="_ _7"> </span>entities<span class="_ _8"> </span>are<span class="_ _7"> </span>described<span class="_ _7"> </span>in<span class="_ _8"> </span>the<span class="_ _7"> </span>note<span class="_ _8"> </span>10.</div></div><div class="t m0 xf h4 y503 ff1 fs2 fc2 sc0 ls0 ws0">Net<span class="_ _5"> </span>interest<span class="_ _8"> </span>income<span class="_ _5"> </span>by<span class="_ _8"> </span>geographical<span class="_ _5"> </span>regions<span class="_ _8"> </span>(location<span class="_ _22"> </span>of<span class="_ _8"> </span>customer):</div><div class="c x40 y504 w4a h3a"><div class="t m0 x0 ha y505 ff1 fs5 fc2 sc0 ls0 ws0">GEOGRAPHICA<span class="_ _4"></span>L<span class="_ _5"> </span>AREA<span class="_ _8"> </span>FOR<span class="_ _5"> </span>FINANC<span class="_ _4"></span>IAL<span class="_ _5"> </span>A<span class="_ _4"></span>CTIVITIES</div></div><div class="c xb5 y504 w16 h3a"><div class="t m0 x18 h4 y506 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2024<span class="_ _5"> </span>–</div><div class="t m0 x58 h4 y4fd ff1 fs2 fc2 sc0 ls0 ws0">30/06/202<span class="_ _0"></span>5</div><div class="t m0 x1c h22 y4fe ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c xb6 y504 w4b h3a"><div class="t m0 x1c h4 y506 ff1 fs2 fc2 sc0 ls0 ws0">01/07/2023<span class="_ _5"> </span>–</div><div class="t m0 x58 h4 y4fd ff1 fs2 fc2 sc0 ls0 ws0">30/06/2024</div><div class="t m0 x1c h22 y4fe ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.EUR)</div></div><div class="c x40 y507 w4a he"><div class="t m0 x46 h8 y182 ff2 fs2 fc2 sc0 ls0 ws0">Estonia</div></div><div class="c xb5 y507 w16 he"><div class="t m0 x49 h8 y182 ff2 fs2 fc2 sc0 ls0 ws0">90</div></div><div class="c xb6 y507 w4b he"><div class="t m0 xb7 h8 y182 ff2 fs2 fc2 sc0 ls0 ws0">120</div></div><div class="c x40 y508 w4a he"><div class="t m0 x46 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">Poland</div></div><div class="c xb5 y508 w16 he"><div class="t m0 x48 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c xb6 y508 w4b he"><div class="t m0 xb8 h8 y184 ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c x40 y509 w4a hd"><div class="t m0 x46 h4 y1dd ff1 fs2 fc2 sc0 ls0 ws0">Total</div></div><div class="c xb5 y509 w16 hd"><div class="t m0 x49 h4 y1dd ff1 fs2 fc2 sc0 ls0 ws0">91</div></div><div class="c xb6 y509 w4b hd"><div class="t m0 xb7 h4 y1dd ff1 fs2 fc2 sc0 ls0 ws0">135</div></div><div class="t m0 xf h6 y50a ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _d"> </span>the<span class="_ _d"> </span>reporting<span class="_ _d"> </span>period,<span class="_ _16"> </span>the<span class="_ _d"> </span>Company<span class="_ _d"> </span>generated<span class="_ _d"> </span>revenues<span class="_ _16"> </span>exclusively<span class="_ _d"> </span>from<span class="_ _d"> </span>interest<span class="_ _16"> </span>on<span class="_ _e"> </span>loans</div><div class="t m0 xf h6 y3c1 ff2 fs3 fc2 sc0 ls0 ws0">granted.</div><div class="t m0 xf hf y50b ff1 fs3 fc2 sc0 ls0 ws0">Information<span class="_ _7"> </span>on<span class="_ _8"> </span>leading<span class="_ _7"> </span>customers:</div><div class="t m0 xf hf y50c ff1 fs3 fc2 sc0 ls0 ws0">For<span class="_ _7"> </span>the<span class="_ _8"> </span>year<span class="_ _7"> </span>2024/2025:</div><div class="t m0 xf h6 y139 ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _b"> </span>the<span class="_ _b"> </span>pe<span class="_ _0"></span>riod<span class="_ _b"> </span>01/07/2024<span class="_ _b"> </span>-<span class="_ _12"> </span>30/06/2025<span class="_ _b"> </span>the<span class="_ _12"> </span>C<span class="_ _4"></span>ompany<span class="_ _b"> </span>achieved<span class="_ _12"> </span>revenue<span class="_ _b"> </span>from<span class="_ _b"> </span>transactions<span class="_ _b"> </span>with<span class="_ _b"> </span>a</div><div class="t m0 xf h6 y50d ff2 fs3 fc2 sc0 ls0 ws0">single<span class="_ _8"> </span>cli<span class="_ _4"></span>ent<span class="_ _8"> </span>over<span class="_ _7"> </span>10%<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>total<span class="_ _8"> </span>revenue<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>entity:</div><div class="t m0 x10 h6 y50e ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _23"> </span><span class="ff2">Client<span class="_ _8"> </span>no.<span class="_ _7"> </span>1<span class="_ _8"> </span>–<span class="_ _7"> </span>96,00<span class="_ _8"> </span>%<span class="_ _7"> </span>of<span class="_ _7"> </span>total<span class="_ _8"> </span>revenues</span></div><div class="t m0 xf hf y50f ff1 fs3 fc2 sc0 ls0 ws0">For<span class="_ _7"> </span>the<span class="_ _8"> </span>year<span class="_ _7"> </span>2023/2024:</div><div class="t m0 xf h6 y29f ff2 fs3 fc2 sc0 ls0 ws0">In<span class="_ _b"> </span>the<span class="_ _b"> </span>pe<span class="_ _0"></span>riod<span class="_ _b"> </span>01/07/2023<span class="_ _b"> </span>-<span class="_ _12"> </span>30/06/2024<span class="_ _b"> </span>the<span class="_ _12"> </span>C<span class="_ _4"></span>ompany<span class="_ _b"> </span>achieved<span class="_ _12"> </span>revenue<span class="_ _b"> </span>from<span class="_ _b"> </span>transactions<span class="_ _b"> </span>with<span class="_ _b"> </span>a</div><div class="t m0 xf h6 y510 ff2 fs3 fc2 sc0 ls0 ws0">single<span class="_ _8"> </span>cli<span class="_ _4"></span>ent<span class="_ _8"> </span>over<span class="_ _7"> </span>10%<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _7"> </span>total<span class="_ _8"> </span>revenue<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>entity:</div><div class="t m0 x10 h6 y511 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _23"> </span><span class="ff2">Client<span class="_ _8"> </span>no.<span class="_ _7"> </span>1<span class="_ _8"> </span>–<span class="_ _7"> </span>85,00<span class="_ _8"> </span>%<span class="_ _7"> </span>of<span class="_ _7"> </span>total<span class="_ _8"> </span>revenues</span></div><div class="t m0 x10 h6 y512 ff3 fs3 fc2 sc0 ls0 ws0"><span class="_ _23"> </span><span class="ff2">Client<span class="_ _8"> </span>no.<span class="_ _7"> </span>2<span class="_ _8"> </span>–<span class="_ _7"> </span>10,00<span class="_ _8"> </span>%<span class="_ _7"> </span>of<span class="_ _7"> </span>total<span class="_ _8"> </span>revenues</span></div><div class="t m0 xf hf y513 ff1 fs3 fc2 sc0 ls0 ws0">Division<span class="_ _8"> </span>in<span class="_ _4"></span>to<span class="_ _8"> </span>reportin<span class="_ _4"></span>g<span class="_ _8"> </span>segments</div><div class="t m0 xf hf y514 ff1 fs3 fc2 sc0 ls0 ws0">As<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2025</div><div class="c x40 y227 w4c h28"><div class="t m0 xb9 ha y515 ff1 fs5 fc2 sc0 ls0 ws0">Reporting<span class="_ _5"> </span>segment<span class="_ _4"></span>s</div><div class="t m0 x48 ha y516 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>24<span class="_ _5"> </span>–<span class="_ _5"> </span>30/06/20<span class="_ _4"></span>25</div><div class="t m0 x9a ha y4c3 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous<span class="_ _4"></span>.<span class="_ _22"> </span>EUR)</div></div><div class="c xba y227 w4d h28"><div class="t m0 xbb ha y516 ff1 fs5 fc2 sc0 ls0 ws0">ESTONIA</div></div><div class="c xbc y227 w4e h28"><div class="t m0 x78 ha y516 ff1 fs5 fc2 sc0 ls0 ws0">POLAND</div></div><div class="c x40 y228 w4c he"><div class="t m0 x46 h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">Assets</div></div><div class="c xba y228 w4d he"><div class="t m0 x9a h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">3<span class="_ _8"> </span>927</div></div><div class="c xbc y228 w4e he"><div class="t m0 xbd h8 y1be ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x40 y517 w4c he"><div class="t m0 x46 h8 y226 ff2 fs2 fc2 sc0 ls0 ws0">Liabilities</div></div><div class="c xba y517 w4d he"><div class="t m0 xbe h8 y226 ff2 fs2 fc2 sc0 ls0 ws0">15</div></div><div class="c xbc y517 w4e he"><div class="t m0 xbd h8 y226 ff2 fs2 fc2 sc0 ls0 ws0">1</div></div><div class="c x40 y518 w4c hd"><div class="t m0 x46 h4 y519 ff1 fs2 fc2 sc0 ls0 ws0">Profit/Loss</div></div><div class="c xba y518 w4d hd"><div class="t m0 xbe h4 y519 ff1 fs2 fc2 sc0 ls0 ws0">27</div></div><div class="c xbc y518 w4e hd"><div class="t m0 xbe h4 y519 ff1 fs2 fc2 sc0 ls0 ws0">-8</div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">47</div><div class="t m0 xf hf y176 ff1 fs3 fc2 sc0 ls0 ws0">As<span class="_ _8"> </span>at<span class="_ _7"> </span>30/06/2024</div><div class="c x40 y51a w4c h28"><div class="t m0 xb9 ha y515 ff1 fs5 fc2 sc0 ls0 ws0">Reporting<span class="_ _5"> </span>segment<span class="_ _4"></span>s</div><div class="t m0 x48 ha y516 ff1 fs5 fc2 sc0 ls0 ws0">01/07/20<span class="_ _4"></span>23<span class="_ _5"> </span>–<span class="_ _5"> </span>30/06/20<span class="_ _4"></span>24</div><div class="t m0 x9a ha y4c3 ff1 fs5 fc2 sc0 ls0 ws0">(in<span class="_ _5"> </span>thous<span class="_ _4"></span>.<span class="_ _22"> </span>EUR)</div></div><div class="c xba y51a w4d h28"><div class="t m0 xbb ha y516 ff1 fs5 fc2 sc0 ls0 ws0">ESTONIA</div></div><div class="c xbc y51a w4e h28"><div class="t m0 x78 ha y516 ff1 fs5 fc2 sc0 ls0 ws0">POLAND</div></div><div class="c x40 y51b w4c he"><div class="t m0 x46 h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">Assets</div></div><div class="c xba y51b w4d he"><div class="t m0 x9a h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">5<span class="_ _8"> </span>108</div></div><div class="c xbc y51b w4e he"><div class="t m0 xbd h8 y354 ff2 fs2 fc2 sc0 ls0 ws0">5</div></div><div class="c x40 y51c w4c he"><div class="t m0 x46 h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">Liabilities</div></div><div class="c xba y51c w4d he"><div class="t m0 x9a h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">1<span class="_ _8"> </span>257</div></div><div class="c xbc y51c w4e he"><div class="t m0 xbd h8 y18e ff2 fs2 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y51d w4c hd"><div class="t m0 x46 h4 y51e ff1 fs2 fc2 sc0 ls0 ws0">Profit/Loss</div></div><div class="c xba y51d w4d hd"><div class="t m0 xbe h4 y51e ff1 fs2 fc2 sc0 ls0 ws0">32</div></div><div class="c xbc y51d w4e hd"><div class="t m0 xbd h4 y51e ff1 fs2 fc2 sc0 ls0 ws0">3</div></div><div class="t m0 xf hf y51f ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>9<span class="_ _7"> </span>Explanatory<span class="_ _8"> </span>n<span class="_ _4"></span>ote<span class="_ _8"> </span>to<span class="_ _7"> </span>the<span class="_ _8"> </span>Cash<span class="_ _7"> </span>Flow<span class="_ _8"> </span>S<span class="_ _4"></span>tatement</div><div class="t m0 xf h6 y520 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>item<span class="_ _b"> </span>&quot;<span class="_ _0"></span>other<span class="_ _b"> </span>adjustments&quot;<span class="_ _b"> </span>in<span class="_ _12"> </span>operating<span class="_ _b"> </span>activities<span class="_ _b"> </span>as<span class="_ _b"> </span>at<span class="_ _12"> </span>30/<span class="_ _4"></span>06/2025<span class="_ _b"> </span>in<span class="_ _12"> </span>the<span class="_ _b"> </span>amount<span class="_ _b"> </span>of<span class="_ _b"> </span>EUR<span class="_ _12"> </span>39</div><div class="t m0 xf h6 y521 ff2 fs3 fc2 sc0 ls0 ws0">thousand<span class="_ _1a"> </span>concerns<span class="_ _1f"> </span>exchange<span class="_ _1f"> </span>rate<span class="_ _1a"> </span>differences<span class="_ _1f"> </span>arising<span class="_ _1a"> </span>from<span class="_ _1f"> </span>the<span class="_ _1a"> </span>compensation<span class="_ _1f"> </span>agreement<span class="_ _1f"> </span>of</div><div class="t m0 xf h6 y522 ff2 fs3 fc2 sc0 ls0 ws0">18/07/2024<span class="_ _7"> </span>with<span class="_ _8"> </span>Patro<span class="_ _7"> </span>Invest<span class="_ _8"> </span>OÜ.</div><div class="t m0 xf hf y2e3 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>10<span class="_ _7"> </span>Transactions<span class="_ _7"> </span>with<span class="_ _8"> </span>related<span class="_ _7"> </span>parties</div><div class="c x40 y523 w4f h3b"><div class="t m0 x21 h22 y524 ff1 fs7 fc2 sc0 ls0 ws0">BALANCES<span class="_ _22"> </span>AND<span class="_ _22"> </span>TRANSACTIONS</div><div class="t m0 x4f h22 y525 ff1 fs7 fc2 sc0 ls0 ws0">WITH<span class="_ _22"> </span>RELATED<span class="_ _22"> </span>PARTIES<span class="_ _22"> </span>F<span class="_ _4"></span>OR</div><div class="t m0 x4e h22 y526 ff1 fs7 fc2 sc0 ls0 ws0">THE<span class="_ _22"> </span>PERIOD<span class="_ _22"> </span>01/07/2024<span class="_ _22"> </span>–<span class="_ _22"> </span>30/06/2025</div><div class="t m0 x47 h22 y527 ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.<span class="_ _1"> </span>EUR)</div></div><div class="c xbf y523 w50 h3b"><div class="t m0 x4f h22 y528 ff1 fs7 fc2 sc0 ls0 ws0">Interest<span class="_ _1"> </span>i<span class="_ _4"></span>ncome</div></div><div class="c xc0 y523 w51 h3b"><div class="t m0 x91 h22 y528 ff1 fs7 fc2 sc0 ls0 ws0">Loans<span class="_ _1"> </span>g<span class="_ _4"></span>ranted</div></div><div class="c xa8 y523 w52 h3b"><div class="t m0 x91 h22 y525 ff1 fs7 fc2 sc0 ls0 ws0">Repayments<span class="_ _1"> </span>of</div><div class="t m0 x24 h22 y526 ff1 fs7 fc2 sc0 ls0 ws0">loans<span class="_ _1"> </span>g<span class="_ _4"></span>ranted</div></div><div class="c xc1 y523 w53 h3b"><div class="t m0 x21 h22 y529 ff1 fs7 fc2 sc0 ls0 ws0">Receivables<span class="_ _22"> </span>from</div><div class="t m0 x1a h22 y528 ff1 fs7 fc2 sc0 ls0 ws0">loans<span class="_ _1"> </span>and<span class="_ _5"> </span>interest</div><div class="t m0 xa1 h22 y52a ff1 fs7 fc2 sc0 ls0 ws0">at<span class="_ _22"> </span>the<span class="_ _22"> </span>end<span class="_ _22"> </span>of<span class="_ _22"> </span>the</div><div class="t m0 x96 h22 y52b ff1 fs7 fc2 sc0 ls0 ws0">period</div></div><div class="c x40 y52c w4f h18"><div class="t m0 x46 h3c y52d ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _22"> </span>Invest<span class="_ _22"> </span>OÜ</div></div><div class="c xbf y52c w50 h18"><div class="t m0 x10 h3c y52e ff2 fs7 fc2 sc0 ls0 ws0">2</div></div><div class="c xc0 y52c w51 h18"><div class="t m0 x77 h3c y52e ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xa8 y52c w52 h18"><div class="t m0 x77 h3c y52f ff2 fs7 fc2 sc0 ls0 ws0">2</div></div><div class="c xc1 y52c w53 h18"><div class="t m0 x50 h3c y52f ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y530 w4f h18"><div class="t m0 x46 h3c y531 ff2 fs7 fc2 sc0 ls0 ws0">Damar<span class="_ _22"> </span>Patro<span class="_ _22"> </span>UÜ</div></div><div class="c xbf y530 w50 h18"><div class="t m0 x77 h3c y532 ff2 fs7 fc2 sc0 ls0 ws0">88</div></div><div class="c xc0 y530 w51 h18"><div class="t m0 x77 h3c y532 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xa8 y530 w52 h18"><div class="t m0 x84 h3c y533 ff2 fs7 fc2 sc0 ls0 ws0">22</div></div><div class="c xc1 y530 w53 h18"><div class="t m0 x85 h3c y533 ff2 fs7 fc2 sc0 ls0 ws0">3<span class="_ _22"> </span>923</div></div><div class="c x40 y534 w4f h1b"><div class="t m0 x46 h22 y535 ff1 fs7 fc2 sc0 ls0 ws0">Total</div></div><div class="c xbf y534 w50 h1b"><div class="t m0 x77 h22 y536 ff1 fs7 fc2 sc0 ls0 ws0">90</div></div><div class="c xc0 y534 w51 h1b"><div class="t m0 x77 h22 y536 ff1 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xa8 y534 w52 h1b"><div class="t m0 x84 h22 y537 ff1 fs7 fc2 sc0 ls0 ws0">24</div></div><div class="c xc1 y534 w53 h1b"><div class="t m0 x85 h22 y537 ff1 fs7 fc2 sc0 ls0 ws0">3<span class="_ _22"> </span>923</div></div><div class="t m0 xf h6 y538 ff2 fs3 fc2 sc0 ls0 ws0">Information<span class="_ _7"> </span>about<span class="_ _8"> </span>short<span class="_ _7"> </span>term<span class="_ _8"> </span>loans<span class="_ _7"> </span>is<span class="_ _8"> </span>in<span class="_ _7"> </span>note<span class="_ _7"> </span>4.</div><div class="c x40 y539 w4f h3b"><div class="t m0 x21 h22 y53a ff1 fs7 fc2 sc0 ls0 ws0">BALANCES<span class="_ _22"> </span>AND<span class="_ _22"> </span>TRANSACTIONS</div><div class="t m0 x4f h22 y53b ff1 fs7 fc2 sc0 ls0 ws0">WITH<span class="_ _22"> </span>RELATED<span class="_ _22"> </span>PARTIES<span class="_ _22"> </span>F<span class="_ _4"></span>OR</div><div class="t m0 x4e h22 y53c ff1 fs7 fc2 sc0 ls0 ws0">THE<span class="_ _22"> </span>PERIOD<span class="_ _22"> </span>01/07/2023<span class="_ _22"> </span>–<span class="_ _22"> </span>30/06/2024</div><div class="t m0 x47 h22 y53d ff1 fs7 fc2 sc0 ls0 ws0">(in<span class="_ _22"> </span>thous.<span class="_ _1"> </span>EUR)</div></div><div class="c xbf y539 w50 h3b"><div class="t m0 x4f h22 y53e ff1 fs7 fc2 sc0 ls0 ws0">Interest<span class="_ _1"> </span>i<span class="_ _4"></span>ncome</div></div><div class="c xc0 y539 w51 h3b"><div class="t m0 x91 h22 y53e ff1 fs7 fc2 sc0 ls0 ws0">Loans<span class="_ _1"> </span>g<span class="_ _4"></span>ranted</div></div><div class="c xa8 y539 w52 h3b"><div class="t m0 x91 h22 y53b ff1 fs7 fc2 sc0 ls0 ws0">Repayments<span class="_ _1"> </span>of</div><div class="t m0 x24 h22 y53c ff1 fs7 fc2 sc0 ls0 ws0">loans<span class="_ _1"> </span>g<span class="_ _4"></span>ranted</div></div><div class="c xc1 y539 w53 h3b"><div class="t m0 x21 h22 y53f ff1 fs7 fc2 sc0 ls0 ws0">Receivables<span class="_ _22"> </span>from</div><div class="t m0 x1a h22 y53e ff1 fs7 fc2 sc0 ls0 ws0">loans<span class="_ _1"> </span>and<span class="_ _5"> </span>interest</div><div class="t m0 xa1 h22 y540 ff1 fs7 fc2 sc0 ls0 ws0">at<span class="_ _22"> </span>the<span class="_ _22"> </span>end<span class="_ _22"> </span>of<span class="_ _22"> </span>the</div><div class="t m0 x96 h22 y541 ff1 fs7 fc2 sc0 ls0 ws0">period</div></div><div class="c x40 y542 w4f h18"><div class="t m0 x46 h3c y543 ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _22"> </span>Invest<span class="_ _22"> </span>OÜ</div></div><div class="c xbf y542 w50 h18"><div class="t m0 x10 h3c y544 ff2 fs7 fc2 sc0 ls0 ws0">5</div></div><div class="c xc0 y542 w51 h18"><div class="t m0 x61 h3c y544 ff2 fs7 fc2 sc0 ls0 ws0">1<span class="_ _22"> </span>241</div></div><div class="c xa8 y542 w52 h18"><div class="t m0 x77 h3c y545 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xc1 y542 w53 h18"><div class="t m0 x85 h3c y545 ff2 fs7 fc2 sc0 ls0 ws0">1<span class="_ _22"> </span>246</div></div><div class="c x40 y546 w4f h18"><div class="t m0 x46 h3c y547 ff2 fs7 fc2 sc0 ls0 ws0">Patro<span class="_ _22"> </span>Administracja<span class="_ _22"> </span>sp.<span class="_ _22"> </span>z<span class="_ _22"> </span>o<span class="_ _4"></span>.o.</div></div><div class="c xbf y546 w50 h18"><div class="t m0 x77 h3c y548 ff2 fs7 fc2 sc0 ls0 ws0">14</div></div><div class="c xc0 y546 w51 h18"><div class="t m0 x77 h3c y548 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xa8 y546 w52 h18"><div class="t m0 xb4 h3c y549 ff2 fs7 fc2 sc0 ls0 ws0">221</div></div><div class="c xc1 y546 w53 h18"><div class="t m0 x50 h3c y549 ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c x40 y54a w4f h18"><div class="t m0 x46 h3c y54b ff2 fs7 fc2 sc0 ls0 ws0">Damar<span class="_ _22"> </span>Patro<span class="_ _22"> </span>UÜ</div></div><div class="c xbf y54a w50 h18"><div class="t m0 x84 h3c y54c ff2 fs7 fc2 sc0 ls0 ws0">115</div></div><div class="c xc0 y54a w51 h18"><div class="t m0 x77 h3c y54c ff2 fs7 fc2 sc0 ls0 ws0">0</div></div><div class="c xa8 y54a w52 h18"><div class="t m0 xb4 h3c y54d ff2 fs7 fc2 sc0 ls0 ws0">979</div></div><div class="c xc1 y54a w53 h18"><div class="t m0 x85 h3c y54d ff2 fs7 fc2 sc0 ls0 ws0">3<span class="_ _22"> </span>861</div></div><div class="c x40 y54e w4f h1b"><div class="t m0 x46 h22 y3df ff1 fs7 fc2 sc0 ls0 ws0">Total</div></div><div class="c xbf y54e w50 h1b"><div class="t m0 x84 h22 y54f ff1 fs7 fc2 sc0 ls0 ws0">134</div></div><div class="c xc0 y54e w51 h1b"><div class="t m0 x61 h22 y54f ff1 fs7 fc2 sc0 ls0 ws0">1<span class="_ _22"> </span>241</div></div><div class="c xa8 y54e w52 h1b"><div class="t m0 x61 h22 y550 ff1 fs7 fc2 sc0 ls0 ws0">1<span class="_ _22"> </span>200</div></div><div class="c xc1 y54e w53 h1b"><div class="t m0 x85 h22 y550 ff1 fs7 fc2 sc0 ls0 ws0">5<span class="_ _22"> </span>107</div></div><div class="t m0 xf h6 y551 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>Company<span class="_ _8"> </span>did<span class="_ _7"> </span>not<span class="_ _8"> </span>issue<span class="_ _7"> </span>any<span class="_ _8"> </span>guarantees.</div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">48</div><div class="t m0 xf hf yca ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>11<span class="_ _7"> </span>Remuneration<span class="_ _7"> </span>of<span class="_ _8"> </span>Management<span class="_ _7"> </span>Board<span class="_ _8"> </span>an<span class="_ _4"></span>d<span class="_ _8"> </span>Supervisory<span class="_ _7"> </span>Board</div><div class="t m0 xf h6 yab ff2 fs3 fc2 sc0 ls0 ws0">No<span class="_ _1d"> </span>remuneration<span class="_ _15"> </span>of<span class="_ _1d"> </span>Managem<span class="_ _4"></span>ent<span class="_ _1d"> </span>and<span class="_ _1d"> </span>Supervisory<span class="_ _1d"> </span>Board<span class="_ _1d"> </span>Members<span class="_ _1d"> </span>for<span class="_ _15"> </span>the<span class="_ _1d"> </span>fis<span class="_ _4"></span>cal<span class="_ _15"> </span>year<span class="_ _1d"> </span>and<span class="_ _1d"> </span>the</div><div class="t m0 xf h6 yac ff2 fs3 fc2 sc0 ls0 ws0">previous<span class="_ _7"> </span>y<span class="_ _0"></span>ear.</div><div class="t m0 xf hf y552 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>12<span class="_ _7"> </span>Contingent<span class="_ _7"> </span>assets<span class="_ _8"> </span>and<span class="_ _7"> </span>liabilities</div><div class="t m0 xf h6 y553 ff2 fs3 fc2 sc0 ls0 ws0">A<span class="_ _11"> </span>Tax<span class="_ _e"> </span>authorities<span class="_ _e"> </span>have<span class="_ _e"> </span>the<span class="_ _e"> </span>right<span class="_ _e"> </span>to<span class="_ _e"> </span>review<span class="_ _11"> </span>the<span class="_ _e"> </span>Com<span class="_ _4"></span>pany<span class="_ _11"> </span>tax<span class="_ _e"> </span>records<span class="_ _e"> </span>for<span class="_ _11"> </span>up<span class="_ _e"> </span>t<span class="_ _4"></span>o<span class="_ _11"> </span>5<span class="_ _e"> </span>years<span class="_ _e"> </span>after</div><div class="t m0 xf h6 y554 ff2 fs3 fc2 sc0 ls0 ws0">submitting<span class="_ _c"> </span>the<span class="_ _c"> </span>tax<span class="_ _7"> </span>declarati<span class="_ _4"></span>on<span class="_ _c"> </span>and<span class="_ _c"> </span>upon<span class="_ _7"> </span>findi<span class="_ _4"></span>ng<span class="_ _7"> </span>errors,<span class="_ _c"> </span>impose<span class="_ _c"> </span>additi<span class="_ _4"></span>onal<span class="_ _7"> </span>tax<span class="_ _4"></span>es,<span class="_ _7"> </span>interest<span class="_ _c"> </span>and<span class="_ _c"> </span>fines.</div><div class="t m0 xf h6 y555 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _7"> </span>tax<span class="_ _8"> </span>authorities<span class="_ _7"> </span>have<span class="_ _8"> </span>not<span class="_ _7"> </span>performed<span class="_ _8"> </span>any<span class="_ _7"> </span>tax<span class="_ _7"> </span>audits<span class="_ _8"> </span>at<span class="_ _7"> </span>the<span class="_ _8"> </span>C<span class="_ _4"></span>ompany<span class="_ _8"> </span>during<span class="_ _7"> </span>2020-2025.</div><div class="t m0 xf hf y556 ff1 fs3 fc2 sc0 ls0 ws0">Note<span class="_ _8"> </span>13<span class="_ _7"> </span>Events<span class="_ _7"> </span>after<span class="_ _8"> </span>the<span class="_ _7"> </span>balance<span class="_ _8"> </span>sheet<span class="_ _7"> </span>date</div><div class="t m0 xf h6 y15d ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _12"> </span>8/<span class="_ _4"></span>07/2025<span class="_ _12"> </span>the<span class="_ _12"> </span>court<span class="_ _b"> </span>registered<span class="_ _12"> </span>a<span class="_ _b"> </span>reduction<span class="_ _12"> </span>in<span class="_ _12"> </span>the<span class="_ _b"> </span>share<span class="_ _12"> </span>capital<span class="_ _b"> </span>of<span class="_ _12"> </span>Investment<span class="_ _12"> </span>Friends<span class="_ _b"> </span>Capital</div><div class="t m0 xf h6 y557 ff2 fs3 fc2 sc0 ls0 ws0">SE<span class="_ _1d"> </span>through<span class="_ _1d"> </span>t<span class="_ _4"></span>he<span class="_ _1d"> </span>cancellation<span class="_ _11"> </span>of<span class="_ _1d"> </span>1<span class="_ _11"> </span>506<span class="_ _1d"> </span>000<span class="_ _1d"> </span>s<span class="_ _4"></span>hares<span class="_ _1d"> </span>in<span class="_ _1d"> </span>accordance<span class="_ _11"> </span>wit<span class="_ _4"></span>h<span class="_ _1d"> </span>Resolution<span class="_ _1d"> </span>No.<span class="_ _11"> </span>3<span class="_ _1d"> </span>of<span class="_ _11"> </span>the</div><div class="t m0 xf h6 y558 ff2 fs3 fc2 sc0 ls0 ws0">Annual<span class="_ _1d"> </span>General<span class="_ _1d"> </span>Meeting<span class="_ _1d"> </span>of<span class="_ _1d"> </span>Shareholders<span class="_ _1d"> </span>of<span class="_ _1d"> </span>31/<span class="_ _4"></span>03/2025.<span class="_ _15"> </span>As<span class="_ _1d"> </span>of<span class="_ _1d"> </span>the<span class="_ _1d"> </span>date<span class="_ _11"> </span>of<span class="_ _1d"> </span>publication<span class="_ _1d"> </span>of<span class="_ _1d"> </span>this</div><div class="t m0 xf h6 y559 ff2 fs3 fc2 sc0 ls0 ws0">report,<span class="_ _7"> </span>the<span class="_ _7"> </span>Company<span class="_ _7"> </span>has<span class="_ _7"> </span>share<span class="_ _7"> </span>capital<span class="_ _c"> </span>of<span class="_ _7"> </span>EUR<span class="_ _7"> </span>300<span class="_ _7"> </span>000<span class="_ _7"> </span>consisting<span class="_ _7"> </span>of<span class="_ _7"> </span>3<span class="_ _7"> </span>000<span class="_ _7"> </span>000<span class="_ _7"> </span>shares<span class="_ _7"> </span>with<span class="_ _7"> </span>a<span class="_ _7"> </span>book</div><div class="t m0 xf h6 y27d ff2 fs3 fc2 sc0 ls0 ws0">value<span class="_ _c"> </span>of<span class="_ _c"> </span>EUR<span class="_ _c"> </span>0,10<span class="_ _c"> </span>per<span class="_ _c"> </span>share.<span class="_ _c"> </span>Patro<span class="_ _c"> </span>Invest<span class="_ _c"> </span>OÜ<span class="_ _c"> </span>will<span class="_ _c"> </span>receive<span class="_ _c"> </span>EUR<span class="_ _c"> </span>1,22<span class="_ _c"> </span>from<span class="_ _c"> </span>the<span class="_ _c"> </span>Company<span class="_ _c"> </span>for<span class="_ _c"> </span>each</div><div class="t m0 xf h6 y55a ff2 fs3 fc2 sc0 ls0 ws0">redeemed<span class="_ _b"> </span>share<span class="_ _b"> </span>as<span class="_ _b"> </span>a<span class="_ _12"> </span>result<span class="_ _b"> </span>of<span class="_ _b"> </span>the<span class="_ _b"> </span>share<span class="_ _b"> </span>capital<span class="_ _b"> </span>reduction.<span class="_ _b"> </span>I<span class="_ _0"></span>n<span class="_ _b"> </span>total,<span class="_ _b"> </span>Patro<span class="_ _b"> </span>I<span class="_ _0"></span>nvest<span class="_ _b"> </span>OÜ<span class="_ _b"> </span>will<span class="_ _b"> </span>receive</div><div class="t m0 xf h6 y55b ff2 fs3 fc2 sc0 ls0 ws0">EUR<span class="_ _8"> </span>1<span class="_ _7"> </span>837<span class="_ _8"> </span>320<span class="_ _7"> </span>as<span class="_ _8"> </span>fair<span class="_ _7"> </span>compensation<span class="_ _7"> </span>for<span class="_ _8"> </span>the<span class="_ _7"> </span>redeemed<span class="_ _7"> </span>shares.</div><div class="t m0 xf h6 y55c ff2 fs3 fc2 sc0 ls0 ws0">On<span class="_ _7"> </span>10/10/2025,<span class="_ _c"> </span>the<span class="_ _7"> </span>Ex<span class="_ _4"></span>traordinary<span class="_ _7"> </span>General<span class="_ _c"> </span>Meeting<span class="_ _c"> </span>of<span class="_ _7"> </span>Shareholders<span class="_ _c"> </span>of<span class="_ _7"> </span>Investment<span class="_ _c"> </span>Friends<span class="_ _7"> </span>C<span class="_ _4"></span>apital</div><div class="t m0 xf h6 y55d ff2 fs3 fc2 sc0 ls0 ws0">SE<span class="_ _b"> </span>was<span class="_ _15"> </span>held,<span class="_ _15"> </span>with<span class="_ _b"> </span>51,16%<span class="_ _15"> </span>of<span class="_ _b"> </span>the<span class="_ _15"> </span>share<span class="_ _15"> </span>capital<span class="_ _b"> </span>represented.<span class="_ _15"> </span>The<span class="_ _b"> </span>Meeting<span class="_ _15"> </span>unanimously<span class="_ _15"> </span>adopted</div><div class="t m0 xf h6 y55e ff2 fs3 fc2 sc0 ls0 ws0">resolutions<span class="_ _15"> </span>to<span class="_ _15"> </span>amend<span class="_ _1d"> </span>the<span class="_ _15"> </span>Company<span class="_ _4"></span>’s<span class="_ _15"> </span>Articles<span class="_ _15"> </span>of<span class="_ _15"> </span>Association<span class="_ _1d"> </span>and<span class="_ _15"> </span>to<span class="_ _15"> </span>redeem<span class="_ _1d"> </span>1<span class="_ _15"> </span>400<span class="_ _15"> </span>000<span class="_ _1d"> </span>shares,</div><div class="t m0 xf h6 y55f ff2 fs3 fc2 sc0 ls0 ws0">thereby<span class="_ _8"> </span>reduci<span class="_ _4"></span>ng<span class="_ _8"> </span>the<span class="_ _7"> </span>share<span class="_ _8"> </span>capital<span class="_ _7"> </span>from<span class="_ _7"> </span>EUR<span class="_ _8"> </span>300<span class="_ _7"> </span>000<span class="_ _8"> </span>to<span class="_ _7"> </span>EUR<span class="_ _7"> </span>160<span class="_ _8"> </span>000.</div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">49</div><div class="t m0 xf h7 y30 ff1 fs4 fc2 sc0 ls0 ws0">VI.<span class="_ _24"> </span>MANAGEM<span class="_ _0"></span>ENT<span class="_ _24"> </span>BOARD’S<span class="_ _25"> </span>CONFIRMA<span class="_ _0"></span>TION<span class="_ _24"> </span>OF<span class="_ _25"> </span>THE AN<span class="_ _0"></span>NUAL</div><div class="t m0 xf h7 y560 ff1 fs4 fc2 sc0 ls0 ws0">REPORT</div><div class="t m0 xf h6 y561 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _b"> </span>Management<span class="_ _b"> </span>Board<span class="_ _b"> </span>confirms<span class="_ _b"> </span>that<span class="_ _b"> </span>the<span class="_ _b"> </span>management<span class="_ _b"> </span>report,<span class="_ _b"> </span>corpor<span class="_ _0"></span>ate<span class="_ _b"> </span>governance<span class="_ _b"> </span>report<span class="_ _b"> </span>and</div><div class="t m0 xf h6 y562 ff2 fs3 fc2 sc0 ls0 ws0">remuneration<span class="_ _12"> </span>report<span class="_ _3"> </span>as<span class="_ _12"> </span>set<span class="_ _12"> </span>out<span class="_ _12"> </span>on<span class="_ _12"> </span>pages<span class="_ _3"> </span>5<span class="_ _b"> </span>to<span class="_ _c"> </span>19<span class="_ _12"> </span>gives<span class="_ _12"> </span>a<span class="_ _12"> </span>true<span class="_ _12"> </span>and<span class="_ _12"> </span>fair<span class="_ _3"> </span>vi<span class="_ _4"></span>ew<span class="_ _3"> </span>of<span class="_ _12"> </span>the<span class="_ _12"> </span>key<span class="_ _12"> </span>events<span class="_ _3"> </span>that</div><div class="t m0 xf h6 y563 ff2 fs3 fc2 sc0 ls0 ws0">occurred<span class="_ _e"> </span>during<span class="_ _d"> </span>the<span class="_ _d"> </span>reporting<span class="_ _d"> </span>period<span class="_ _d"> </span>and<span class="_ _e"> </span>their<span class="_ _d"> </span>impact<span class="_ _d"> </span>on<span class="_ _e"> </span>the<span class="_ _d"> </span>financial<span class="_ _d"> </span>statements<span class="_ _d"> </span>contains<span class="_ _d"> </span>a</div><div class="t m0 xf h6 y564 ff2 fs3 fc2 sc0 ls0 ws0">description<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>key<span class="_ _8"> </span>risks<span class="_ _7"> </span>and<span class="_ _8"> </span>uncertainties,<span class="_ _7"> </span>and<span class="_ _7"> </span>reflects<span class="_ _8"> </span>material<span class="_ _7"> </span>transactions<span class="_ _7"> </span>with<span class="_ _8"> </span>related<span class="_ _7"> </span>parties.</div><div class="t m0 xf h6 y565 ff2 fs3 fc2 sc0 ls0 ws0">The<span class="_ _c"> </span>Management<span class="_ _7"> </span>Board<span class="_ _c"> </span>confirms<span class="_ _c"> </span>the<span class="_ _7"> </span>correctness<span class="_ _c"> </span>and<span class="_ _c"> </span>completeness<span class="_ _c"> </span>of<span class="_ _7"> </span>Investment<span class="_ _c"> </span>Friends<span class="_ _c"> </span>Capital</div><div class="t m0 xf h6 y566 ff2 fs3 fc2 sc0 ls0 ws0">SE<span class="_ _8"> </span>financia<span class="_ _4"></span>l<span class="_ _8"> </span>st<span class="_ _4"></span>atements<span class="_ _8"> </span>for<span class="_ _7"> </span>the<span class="_ _7"> </span>y<span class="_ _0"></span>ear<span class="_ _7"> </span>2024/2025<span class="_ _8"> </span>as<span class="_ _7"> </span>set<span class="_ _8"> </span>out<span class="_ _7"> </span>on<span class="_ _7"> </span>pages<span class="_ _8"> </span>20<span class="_ _7"> </span>to<span class="_ _8"> </span>48<span class="_ _7"> </span>and<span class="_ _8"> </span>that:</div><div class="t m0 x10 h6 y567 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs3">the<span class="_ _7"> </span>accounting<span class="_ _8"> </span>policies<span class="_ _7"> </span>used<span class="_ _8"> </span>in<span class="_ _7"> </span>preparing<span class="_ _8"> </span>the<span class="_ _7"> </span>financial<span class="_ _7"> </span>statements<span class="_ _8"> </span>are<span class="_ _7"> </span>in<span class="_ _7"> </span>compliance<span class="_ _8"> </span>with</span></div><div class="t m0 x2b h6 y568 ff2 fs3 fc2 sc0 ls0 ws0">International<span class="_ _7"> </span>Financial<span class="_ _8"> </span>Reporting<span class="_ _7"> </span>Standards<span class="_ _7"> </span>as<span class="_ _8"> </span>adopted<span class="_ _7"> </span>by<span class="_ _8"> </span>t<span class="_ _4"></span>he<span class="_ _8"> </span>European<span class="_ _7"> </span>Union;</div><div class="t m0 x10 h6 y569 ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs3">the<span class="_ _7"> </span>financial<span class="_ _8"> </span>statements<span class="_ _7"> </span>give<span class="_ _7"> </span>a<span class="_ _8"> </span>true<span class="_ _8"> </span>and<span class="_ _7"> </span>fair<span class="_ _7"> </span>view<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>financial<span class="_ _7"> </span>position,<span class="_ _7"> </span>financial<span class="_ _8"> </span>results</span></div><div class="t m0 x2b h6 y56a ff2 fs3 fc2 sc0 ls0 ws0">and<span class="_ _7"> </span>cash<span class="_ _8"> </span>flows<span class="_ _7"> </span>of<span class="_ _8"> </span>the<span class="_ _7"> </span>Company;</div><div class="t m0 x10 h6 y56b ff3 fs5 fc2 sc0 ls0 ws0"><span class="_ _9"> </span><span class="ff2 fs3">Investment<span class="_ _7"> </span>Friends<span class="_ _8"> </span>Capit<span class="_ _4"></span>al<span class="_ _8"> </span>SE<span class="_ _7"> </span>is<span class="_ _8"> </span>going<span class="_ _7"> </span>concern.</span></div><div class="t m0 xc2 h9 y56c ff4 fs3 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _8"> </span>31/<span class="_ _4"></span>10/2025</div><div class="t m0 xb3 h6 y56d ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _7"> </span>Patrowicz<span class="_ _26"> </span>Member<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>MB<span class="_ _27"> </span>Signature</div><div class="t m0 xb3 h6 y56e ff2 fs3 fc2 sc0 ls0 ws0">First<span class="_ _7"> </span>name<span class="_ _8"> </span>and<span class="_ _7"> </span>last<span class="_ _8"> </span>name<span class="_ _28"> </span>Position<span class="_ _29"> </span>……....................</div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x0 yb w1 h5" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 yc ff1 fs0 fc0 sc0 ls0 ws0">FINANCIA<span class="_ _0"></span>L<span class="_ _1"> </span>STATEMEN<span class="_ _0"></span>T<span class="_ _1"> </span>OF</div><div class="t m0 x2 h2 yd ff1 fs0 fc0 sc0 ls0 ws0">INVESTMENT<span class="_ _2"> </span>FRIENDS<span class="_ _1"> </span>CAPITAL<span class="_ _2"> </span>SE</div><div class="t m0 xb h2 ye ff1 fs0 fc0 sc0 ls0 ws0">FOR<span class="_ _1"> </span>THE<span class="_ _1"> </span>YEAR<span class="_ _2"> </span>ENDED<span class="_ _1"> </span>30/06/2025<span class="_ _6"> </span>/in<span class="_ _1"> </span>thous.<span class="_ _2"> </span>EUR/</div><div class="t m0 x2c h6 yf ff2 fs3 fc2 sc0 ls0 ws0">50</div><div class="t m0 xf h7 y10 ff1 fs4 fc2 sc0 ls0 ws0">VII.<span class="_ _c"> </span>MANAGEM<span class="_ _0"></span>ENT<span class="_ _7"> </span>BOARD’S<span class="_ _c"> </span>PROPOSAL<span class="_ _7"> </span>FOR<span class="_ _c"> </span>PROFIT<span class="_ _c"> </span>ALLOCATION</div><div class="t m0 xf h6 y56f ff2 fs3 fc2 sc0 ls0 ws0">Pursuant<span class="_ _b"> </span>to<span class="_ _12"> </span>§<span class="_ _b"> </span>332<span class="_ _12"> </span>of<span class="_ _b"> </span>the<span class="_ _12"> </span>Estoni<span class="_ _4"></span>an<span class="_ _12"> </span>C<span class="_ _4"></span>ommercial<span class="_ _12"> </span>C<span class="_ _4"></span>ode<span class="_ _12"> </span>t<span class="_ _4"></span>he<span class="_ _12"> </span>Managem<span class="_ _4"></span>ent<span class="_ _b"> </span>B<span class="_ _0"></span>oard<span class="_ _b"> </span>hereby<span class="_ _12"> </span>resolves<span class="_ _b"> </span>to</div><div class="t m0 xf h6 y570 ff2 fs3 fc2 sc0 ls0 ws0">propose<span class="_ _b"> </span>to<span class="_ _15"> </span>the<span class="_ _b"> </span>Annual<span class="_ _15"> </span>General<span class="_ _b"> </span>Meeting<span class="_ _15"> </span>that<span class="_ _b"> </span>the<span class="_ _15"> </span>Company’s<span class="_ _b"> </span>profit<span class="_ _15"> </span>after<span class="_ _b"> </span>t<span class="_ _4"></span>ax<span class="_ _b"> </span>(net<span class="_ _15"> </span>profit)<span class="_ _b"> </span>for<span class="_ _15"> </span>the</div><div class="t m0 xf h6 y571 ff2 fs3 fc2 sc0 ls0 ws0">financial<span class="_ _7"> </span>year<span class="_ _7"> </span>2024/2025<span class="_ _7"> </span>of<span class="_ _7"> </span>EUR<span class="_ _7"> </span>19<span class="_ _7"> </span>thous.<span class="_ _7"> </span>disclosed<span class="_ _7"> </span>in<span class="_ _7"> </span>the<span class="_ _7"> </span>Com<span class="_ _4"></span>pany<span class="_ _0"></span>&apos;s<span class="_ _7"> </span>full-year<span class="_ _c"> </span>separate<span class="_ _7"> </span>financial</div><div class="t m0 xf h6 y572 ff2 fs3 fc2 sc0 ls0 ws0">statements<span class="_ _7"> </span>for<span class="_ _8"> </span>the<span class="_ _7"> </span>financial<span class="_ _8"> </span>year<span class="_ _7"> </span>ended<span class="_ _7"> </span>30/06/2025,<span class="_ _8"> </span>be<span class="_ _7"> </span>allocated<span class="_ _7"> </span>as<span class="_ _8"> </span>follows:</div><div class="t m0 x10 h6 y573 ff2 fs3 fc2 sc0 ls0 ws0">-<span class="_ _3"> </span>amount<span class="_ _3"> </span>of<span class="_ _3"> </span>EUR<span class="_ _12"> </span>19<span class="_ _3"> </span>thous.<span class="_ _12"> </span>(nineteen<span class="_ _c"> </span>t<span class="_ _4"></span>housand<span class="_ _3"> </span>EUR)<span class="_ _3"> </span>to<span class="_ _12"> </span>be<span class="_ _3"> </span>allocated<span class="_ _3"> </span>to<span class="_ _12"> </span>the<span class="_ _c"> </span>C<span class="_ _4"></span>ompany’s<span class="_ _3"> </span>share</div><div class="t m0 x10 h6 y574 ff2 fs3 fc2 sc0 ls0 ws0">premium.</div><div class="t m0 xf h6 y575 ff2 fs3 fc2 sc0 ls0 ws0">The Mana<span class="_ _0"></span>gement Board resolves<span class="_ _f"> </span>to request<span class="_ _16"> </span>t<span class="_ _4"></span>he Supervisory<span class="_ _16"> </span>Board assess this pr<span class="_ _0"></span>oposal on</div><div class="t m0 xf h6 y91 ff2 fs3 fc2 sc0 ls0 ws0">allocation of the Company’s ne<span class="_ _0"></span>t profit for<span class="_ _16"> </span>the financial year 2024/2025 and<span class="_ _f"> </span>submit it f<span class="_ _0"></span>or</div><div class="t m0 xf h6 y576 ff2 fs3 fc2 sc0 ls0 ws0">consideration<span class="_ _1a"> </span>to<span class="_ _19"> </span>the<span class="_ _1a"> </span>Annual<span class="_ _1a"> </span>General<span class="_ _1a"> </span>Meeting,<span class="_ _1a"> </span>in<span class="_ _19"> </span>accordance<span class="_ _1a"> </span>wit<span class="_ _4"></span>h<span class="_ _19"> </span>§<span class="_ _1a"> </span>332<span class="_ _19"> </span>of<span class="_ _1a"> </span>t<span class="_ _4"></span>he<span class="_ _19"> </span>Estoni<span class="_ _4"></span>an</div><div class="t m0 xf h6 y577 ff2 fs3 fc2 sc0 ls0 ws0">Commercial<span class="_ _7"> </span>Code.</div><div class="t m0 xc2 h9 y578 ff4 fs3 fc2 sc0 ls0 ws0">Tallinn,<span class="_ _8"> </span>31/<span class="_ _4"></span>10/2025</div><div class="t m0 xb3 h6 y160 ff2 fs3 fc2 sc0 ls0 ws0">Damian<span class="_ _7"> </span>Patrowicz<span class="_ _26"> </span>Member<span class="_ _8"> </span>of<span class="_ _7"> </span>the<span class="_ _8"> </span>MB<span class="_ _27"> </span>Signature</div><div class="t m0 xb3 h6 y579 ff2 fs3 fc2 sc0 ls0 ws0">First<span class="_ _7"> </span>name<span class="_ _8"> </span>and<span class="_ _7"> </span>last<span class="_ _8"> </span>name<span class="_ _28"> </span>Position<span class="_ _29"> </span>……....................</div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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