<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.6.0--><head><title>CZT_2024-04-26_pl.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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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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N1yDplXbJTsh7ZOdkF2SXZZdmw7KrsuuyG7JbstmxWdk+2IHsoeyQn5axcJdfLrXKX3CsPyXPlBfIiebG8VL5DXiXfJd8jr5Pvk++Xt8gPydvlR+XH5d3y0/JeeZ+8Xz4gH5KPyMfk4/JJ+ZT8jvyu/L78gXxJvqKQKOQKtcKosCvcCp8ioshTFCq2KrYryhQVimpFjWKvol7RqDigOKg4rDiiOKY4oTipOKM4qzivuKgYVFxRjCquKSYUNxXTihnFnGJesahY5gDHcByn5cyck/NwAS6by+e2cNu4Eq6cq+R2cru5Wq6Ba+KauVaujevgOrku7hTXw53jLnCXuMvcMHeVu87d4G5xt7lZ7h63AHPSIyWpZJUqpV5pVbqUXmVImassUBYpi5Wlyh3KKuUu5R5lnXKfcr+yRXlI2a48qjyu7FaeVvYq+5T9ygHlkHJEOaYcV04qp5R3lHeV95UPlEvKFZVEJVepVUaVXeVW+VQRVZ6qULVVtV1VpqpQVatqVHtV9apG1QHVQdVh1RHVMdUJ1UnVGdVZ1XnVRdWg6opqVHVNNaG6qZpWzajmVPOqRdVyCkhhUrgUbYo5xZniSQmkZKfkp2xJ2ZZSklKeUpmyM2V3Sm1KQ0pTSnNKa0pbSkdKZ0pXyqmUnpRzKRdSLqVcThlOuZpyPeVGyq2U2ymzKfdSFlIepjxSk2pWrVLr1Va1S+1Vh9S56gJ1kbpYXareoa5S71LvUdep96n3q1vUh9Tt6qPq4+pu9Wl1r7pP3a8eUA+pR9Rj6nH1pHpKfUd9V31f/UC9pF7RSDRyjVpj1Ng1bo1PE9HkaQo1WzXbNWWaCk21pkazV1OvadQc0BzUHNYc0RzTnNCc1JzRnNWc11zUDGquaEY11zQTmpuaac2MZk4zr1nULGuBltFyWq3WrHVqPdqANlubr92i3aYt0ZZrK7U7tbu1tdoGbZO2WduqbdN2aDu1XdpT2h7tOe0F7SXtZe2w9qr2uvaG9pb2tnZWe0+7oH2ofaQjdaxOpdPrrDqXzqsL6XJ1BboiXbGuVLdDV6Xbpdujq9Pt0+3XtegO6dp1R3XHdd2607peXZ+uXzegG9KN6MZ047pJ3ZTuju6u7r7ugW5Jt6KX6OV6td6ot+vdep8+os/TF+q36rfry/QV+mp9jX6vvl7fqD+gP6g/rD+iP6Y/oT+pP6M/qz+vv6gf1F/Rj+qv6Sf0N/XT+hn9nH5ev6hfNgADY+AMWoPZ4DR4DAFDtiHfsMWwzVBiKDdUGnYadhtqDQ2GJkOzodXQZugwdBq6DKcMPYZzhguGS4bLhmHDVcN1ww3DLcNtw6zhnmHB8NDwyEgaWaPKqDdajS6j1xgy5hoLjEXGYmOpcYexyrjLuMdYZ9xn3G9sMR4ythuPGo8bu42njb3GPmO/ccA4ZBwxjhnHjZPGKeMd413jfeMD45JxxSQxyU1qk9FkN7lNPlPElGcqNG01bTeVmSpM1aYa015TvanRdMB00HTYdMR0zHTCdNJ0xnTWdN500TRoumIaNV0zTZhumqZNM6Y507xp0bRsBmbGzJm1ZrPZafaYA+Zsc755i3mbucRcbq407zTvNteaG8xN5mZzq7nN3GHuNHeZT5l7zOfMF8yXzJfNw+ar5uvmG+Zb5tvmWfM984L5ofmRhbSwFpVFb7FaXBavJWTJtRRYiizFllLLDkuVZZdlj6XOss+y39JiOWRptxzl6ye0Cm1DcACtRZfQGrUezcjoO6IStP8iaUUz4HJs3SvpR9DDQ7oL4buRnGvYuaOIIjxjVBy7Fr0Dk4PWw1QLgkUxHajh2KpbWMNTLlizR/UU5IPllRbAf8vqCYWexvoyH+VpfKL5RcTZGZMvqUKUk0hySUx/4Vy6eaWNtwAPo5b5Bo9TJKJ7sJ7ujl032t+LWO8EyeiLXMIX0oTrUgP8daN7AbWIPhODsL/HVscCt210vFqeDskOXsLqjvRaGP1y2hUEF2IQt14iFOy2DuR3EQipNqYn3Rw7ixjha/e43iEeKdovoxdio0AewuxQn4DXx/wwqvkNBI9i9sGthEFhpMRGRxjfKDwQ0yd6rWX+W3ZCLAh+GPWoCeQb1bydo6OPxVHUx2awEcF9G4s1YUSiHqXCcEkCjnsa5qtCrAlaRXH0JCVZza/QiHb+fYPobmAnZpnhtThuk+i1XHyUSfav7UtcTxOyR7RHYjhmSRynKpAlBXprTDKOR3eTJRvhxEFeDtGO/L8jOoItqz4psSJpPUifIcRZg2LtPjpaEINULT/uuJ0TbQ795Fi8XyVj5zj8PLr6Nh4KuVHID4LmuB/iR8Vw/Kw4zfFRxmIQH9OfE38jcq7FfANq2Jyk/ySNCzLj/YS3DCFB9iFRzilOsNVm8TciBzsXeiMv4VHSniOC43LgLND4JLtivoHj+LjgthLzHwEnryIczdoS5P/RvFSUgNfGKHimFSIxevW/RfCzSNvF2FlgDMu9HH+UPhPTM5rxUDWCVwIUv4NNMOi9kNWcGYtl+gqS2Y++UHon6hU8pWxl8knvhF7PRe0Jj5Ja9D1LIbqFb2G2xWRGe1qCWRWf/ZHmEO56MgsL9w+4mE/K+OeWCRaNGhvgoRRVC/QNdC7KiiySyfQiO4yhcUSjIEVPhEfzm0h2xa1EzaFKJg9BHCdjfijkzEStcJlMU1T/2vi5STTqRaJVLJM/JfdidaZwlmhEdKyUQP5BHpLV/I4h6eXHOm6W2Y3sXBQbzWjlY1/bC3IeWal6bbzHxZeg83cx3xDu96D7QMK9K0krJuEqBvF7ZoKfoO/0EvkxT4hCQc/TyK+mhPGN1clUI/JwScxWUbgVQeEe2EhU2i7+DVnkRQvIu6ZjcqJ6DsQ8Vqi0aR+6+mwsZlfv0kX9h796b2z+isb1ZEwOsYh4UL8EuHonGFHa+S/3E53o6sMxO0QzD9KHPhrDo7X0XMzzBU2gfXgovDUh3O07J/geFr9t2OgUxSJF0BBGR+OTowNrpUkPIU1QFLN5yGJHovJ5S+aio11Iq/qYxwoWECoHfDaM+m0Rpr89GpWTyOsmQXR1EK3w8aqyHNlqNWs94Y/WqHMxrciGmD6J8Ri9boPgySjvof13/LpRXzIn5JyEyi2a50UqOv7zn7z38vkHVmI9qxDPA3juiq49kczoKqM6FsvCzI7j5FX+KBFCdhBmwxAal8OYJ4vgcTntbOy60CaCtMknOfPEzzP7x9ckMTyxnoc1bWM8Dq2N7pogHfD68xDSR4t4MLoYD16vCnUIUSdUCMhunainh6KxvOvJLIZyDtShB3H2rKGL5eE9sTjFdVinmu2PUaKrYwyPq17wNUtrzE8E/YU8L8SC0Me4VT9W80iCcSPCr3puofWdHa33RxHuRfexvoB07kNQmHfOY3WUkItmkUyPYFUspoS5oxzLM8OxOKKxNTi+d7HODkZJLOLIBv67uNHqaCzG/2T1yvPcQfwoa1GvIm3VaKxXfQl5L6LUoJm9EvFYo5mcp1cKHoXwrdhZkwiiDCnModBWPDyCYFlMDswtuU8yjBfJUSH5qJKRjCM5Qtb9MeY5bbEsEZejsJUdY+a9jgaoisNiJ2419EJsRNZZWQs5GfkDPpdRHwf88xmZQAl+FQjfh307+lbDVvAp9H2GP4F/e0Av+FPwYfStho+Ay/DvFTAMRkEd+C64Dj4G/gn8G/g4WAA/Aa3g36FmhwkJwYEjRAoRBl8kvkD8Pugn/oi4Bf6SuEP8b/ATycdgPf1TyZ/RDHhMZ9I+4kPMF5i/IV5mvs1cJU4w32UmiW5mSiojeqSc1ErckLqkacTrUo/0MPFD2WG5idzGPzVC3lJoFFrynxUGhZX8F8WM4kfk69wnua+QP+KWlDRlVTqVTsrH3y2g/MqwMkxlK+EflQP479iiZ8nRd/B9jx8CwjxrdALSEgAc8TLdTh+lj9Pd9Gm6l+6j++kBeogeocfocXqSnqLv0Hfp+/QDeoleYSSMnFEzRsbOuBkfE2HymEJmK7OdKWMqmGqmhtnL1DONzAHmIHOYOcIcY04wJ5kzzFnmPHORGWSuMKPMNWaCuclMMzPMHDPPLDLLUiBlYK+1UrPUCXsckGZL86VbpNukJdJyaaV0p3S3tFbaIG2SNktbpW3SDmmntEt6StojPSe9IL0kvSwdll6VXpfekN6S3pbOSu9JF6QPpY9YkmVZFatnrayL9bIhNpctYIvYYraU3cFWsbvYPWwdu4/dz7awh9h29ih7nO1mT7O9bB/bzw6wQ+wIO8aOs5PsFHuHvcveZx+wS+yKTCKTy9Qyo8wuc8t8sogsT1Yo2yrbLiuTVciqZTWyvbJ6WaPsgOyg7LDsiOyY7ITspOyM7KzsvOyibFB2RTYquyabkN2UTctmZHOyedmibFkO5Iyck2vlZrlT7pEH5NnyfPkW+TZ5ibxcXinfKd8tr5U3yJvkzfJWeZu8Q94p75KfkvfIz8kvyC/JL8uH5Vfl1+U35Lfkt+Wz8nvyBflD+SMFqWAVKoVeYVW4FF5FSJGrKFAUKYoVpYodiirFLsUeRZ1in2K/okVxSNGuOKo4ruhWnFb0KvoU/YoBxZBiRDGmGFdMKqYUdxR3FfcVDxRLihVOwsk5NWfk7Jyb83ERLo8r5LZy27kyroKr5mq4vVw918gd4A5yh7kj3DHuBHeSO8Od5c5zF7lB7go3yl3jJrib3DQ3w81x89wit6wESkbJKbVKM/RfjzIAfTZfuUW5TVmiLFdWKncqdytrlQ3KJmWzslXZpuxQdiq7lKeUPcpzygvKS8rLymHlVeV15Q3lLeVt5azynnJB+VD5SEWqWJVKpVdZVS6VVxVS5aoKVEWqYlWpaoeqSrVLtUdVp9qn2q9qUR1StauOqo6rulWnVb2qPlW/akA1pBpRjanGVZOqKdUd1V3VfdUD1ZJqJUWSIk9RpxhT7CnuFF9KJCUvpTBla8r2lLKUipTqlJqUvSn1KY0pB1IOphxOOZJyLOVEysmUMylnU86nXEwZTLmSMppyLWUi5WbKdMpMylzKfMpiyrIaqBk1p9aqzWqn2qMOqLPV+eot6m3qEnW5ulK9U71bXatuUDepm9Wt6jZ1h7pT3aU+pe5Rn1NfUF9SX1YPq6+qr6tvqG+pb6tn1ffUC+qH6kcaUsNqVBq9xqpxabyakCZXU6Ap0hRrSjU7NFWaXZo9mjrNPs1+TYvmkKZdc1RzXNOtOa3p1fRp+jUDmiHNiGZMM66Z1Exp7mjuau5rHmiWNCtaiVauVWuNWrvWrfVpI9o8baF2q3a7tkxboa3W1mj3auu1jdoD2oPaw9oj2mPaE9qT2jPas9rz2ovaQe0V7aj2mnZCe1M7rZ3RzmnntYvaZR3QMTpOp9WZdU6dRxfQZevydVt023QlunJdpW6nbreuVtega9I161p1bboOXaeuS3dK16M7p7ugu6S7rBvWXdVd193Q3dLd1s3q7ukWdA91j/SkntWr9Hq9Ve/Se/Uhfa6+QF+kL9aX6nfoq/S79Hv0dfp9+v36Fv0hfbv+qP64vlt/Wt+r79P36wf0Q/oR/Zh+XD+pn9Lf0d/V39c/0C/pVwwSg9ygNhgNdoPb4DNEDHmGQsNWw3ZDmaHCUG2oMew11BsaDQcMBw2HDUcMxwwnDCcNZwxnDecNFw2DhiuGUcM1w4ThpmHaMGOYM8wbFg3LRmBkjBy/buOfeBGeNgRj/HeSwD88/g9+XqWF2W/nKg9YRnvACCc6E/BF4ckZAWcWn8zMAs8iktPJv01LfCom8wl98Ql9JfoEDhPD0dz+Ov/+HKHjecAZDH8dvYu8Sn+Ck6/RXat3DKJPfIwh/EwMF7sWUYPe+l0W5PP8q/JjuGAfWEPxOtcI9kEyQ/yTQERI6Bd68i4U5R+L8cfkk17Ev0pfjLe5uJ2Rzk/hEeQgm0d5MHwR4VEeeu8THUbQWAg4khMdR8Qv4GQ1LayWeuLHMY6O+hilI1vR6P/zEfW36o3ogg6wRl6LC/1axPq4iPV9BLPbSYEf9SXKj+wc5Ud4lB/hJ2P6R+khNBYLa3HIw4/jYnSs1+UhOgWetT4Pvi7hn7D6F/RNHxxfRu+Avo54MJyoQTwj/LeeoMwn/ka+KIxXzM5Rnwlh4y7oIOC9iL8G4ZWIpwatZl4T+rthLCAcjCG7RXGkD+bz68VCVJ+9Mfsg+gJm50UhNtePX1E8Go9rY1k0Tl9DdkB9JF9DY7Fhf0kvitloX9CztRvGaVyerInlyWi8h/B458daXM7m5CcX10IsR3kWMZ5FLPY3zCFYjG+c80cEuyXgi7EcmKScoSd2iOYl3m6rOFp/R3kEHMtXI1hcxMkRwRd5PDG/xee9ZHD83NjcF58PhbhDPrAevWDd/CnQo3kSy/kb5tX4nInsv4iNxSI2RtEciPCEHBifD4VYFvbAhFgWdgTxeBdyoMATw8XzKoqvBbFrIT2j10IxFccTO3eNnCf5mawWcj6y5yKekxG+Xh2C1SeCrbB5fB06VrdEcz7SOSoH8/NE/jg6Lj+WG1f58RjE6YnyY3Li5xdkn+j8guGfphqfzpOEnOi10FPc0flrLb46ZyGdo/kQ/V/oXoz1i3xRiGUBT+RHsfOikOsEm2ycA4U9Wnr5Sf7pjKt5nuyBrcH3ruL4/LgGx+eUzvVxnCeOf3EV33jOFa9L15/LIL0oxh83X2N0NHcvCnUF+v/8tVFoB+5n58BqHo7SeR6Bvm5eqsfyUv0aP1yUemM5J67uWlyVv1p3CU/dY3VOKNqXWM1Tk+Dn8TVnM4QfePz1J/LXqWPj8nMMr0Q6CHVRr4Cj3CVCj87FY2tr/ujcvTrXL66pi0Jx/Nz6tYEoXUxOj/iaQjQuQon+n7imw2sDYR5H/oPPv9jcJ1bzr6m9Yzhee5+M1d4bzFNejH/x5+XH5w6wIMwv6P92ieHr8aA8huFifghzL3/dTyXgovz43CEyL4zg9bwwp6CxwPGaaB7gntA7xdYOeF6NnRv1pReRztE1BVb3YjkZpye1fsH3AdD8+xSfeZl8QP6EclMeKkAFqRAVobKpXCqPyqcKqBdgpvos1U59jjpCdVC/Rx2lvkAdozqpL1LHqRNUF/WHVDd1kjpFnabOUF+heqhe6k+ps9Q56qtUH3WeukD1UxepS9QANUhdpoaoK9QwNUKNUmPUdervqXHqe9QE9Q/UDeofqUnqJvVP1C1qivoXapq6Td2hXqdmqB9Ss9Rdao66R92n/g81T/2YWqAeUD+hFql/px7SQTpEh+kInUW/SG+l30Fvo99JF9Mv0dvpd9G/Sr+bLqPfQ/8a/V761+n30b9Bv5/+AP1B+kP0y/SH6Y/Qr9AfpevpV+mP0fvoj9OfoJvoT9K/SR+gP0X/Ft1C/zb9abqV/h36d+nP0J+lP0d/nv49+gv079NfpL9E/wH9h/Qf0X9M/wn9Zfor9Gv0n9J/Rn+V/hr95/TX6b+g/5L+Bv1X9Dfpy/T/oofov6av0MP0t+gRepT+W/oqPUZ/h75GX6f/nh6nJ+h/oG/Qk/RN+hY9RU/Tt+k79Aw9S9+l5+h79H16nl6gH9CL9EN6iV6mH9ErDGAIhmQkDM0wDMvIGDnDMUpGxagZLaNnjIyZsTJ2xsE4GReTxriZdMbDZDCZjJ8JMmEmi8lhnmOeZ/KZX2EKmBeYtzFvZ4qYdzDbmHcyxcxLzHbmQ8zLzIeZjzCvMHXMR5l6poHZx3yc+U3mgIJTXFJ8QzGg+CvFoOKbisuK/8XRnJSTcQpOyaVwGk7HGTgTZ+FsnINL5dI4N5fOZXBeLpPzc0EuzGVxOdxzXB73PJfP/QpXwL3AFXJv47Zwb+eKuBe5d3DbuHdyL3HbuXdxJdyvcqXcu7ky7j1cOfdr3A7uvVwF9+vc+7jf4N7PfYD7IPch7mXuw9xHuFe4j3L13Kvcx7iPc594642ut97oerZvdOXZn4sAMs/Lv9H11n2Mt+5jvHUfI/E+hlFrNBudRo8xYMw25hu3GLcZS4zlxkrjTuNuY62xwdhkbDa2GtuMHcZOY5fxlLHHeM54wXjJeNk4bLxqvG68YbxlvG2cNd4zLhgfGh+ZSBNrUpn0JqvJZfKaQqZcU4GpyFRsKjXtMFWZdpn2mOpM+0z7TS2mQ6Z201HTcVO36bSp19Rn6jcNmIZMI6Yx07hp0jRlumO6a7pvemBaMq2YJWa5WW02mu1mt9lnjpjzzIXmrebt5jJzhbnaXGPea643N5oPmA+aD5uPmI+ZT5hPms+Yz5rPmy+aB81XzKPma+YJ803ztHnGPGeeNy+aly3Awlg4i9ZitjgtHkvAkm3Jt2yxbLOUWMotlZadlt2WWkuDpcnSbGm1tFk6LJ2WLsspS4/lnOWC5ZLlsmXYctVy3XLDcsty2zJruWdZsDy0PLKSVtaqsuqtVqvL6rWGrLnWAmuRtdhaat1hrbLusu6x1ln3WfdbW6yHrO3Wo9bj1m7raWuvtc/abx2wDllHrGPWceukdcp6x3rXet/6wLpkXbFJbHKb2ma02W1um88WseXZCm1bbdttZbYKW7WtxrbXVm9rtB2wHbQdth2xHbOdsJ20nbGdtZ23XbQN2q7YRm3XbBO2m7Zp24xtzjZvW7Qt24GdsXN2rd1sd9o99oA9255v32LfZi+xl9sr7Tvtu+219gZ7k73Z3mpvs3fYO+1d9lP2Hvs5+wX7Jftl+7D9qv26/Yb9lv22fdZ+z75gf2h/5CAdrEPl0DusDpfD6wg5ch0FjiJHsaPUscNR5djl2OOoc+xz7He0OA452h1HHccd3Y7Tjl5Hn6PfMeAYcow4xhzjjknHlOOO467jvuOBY8mx4pQ45U610+i0O91OnzPizHMWOrc6tzvLnBXOameNc6+z3tnoPOA86DzsPOI85jzhPOk84zzrPO+86Bx0XnGOOq85J5w3ndPOGeecc9656FxOBalMKpeqTTWnOlM9qYHU7NT81C2p21JLUstTK1N3pu5OrU1tSG1KbU5tTW1L7UjtTO1KPZXak3ou9ULqpdTLqcOpV1Ovp95IvZV6O3U29V7qQurD1Ecu0sW6VC69y+pyubyukCvXVeAqchW7Sl07XFWuXa49rjrXPtd+V4vrkKvdddR13NXtOu3qdfW5+l0DriHXiGvMNe6adE257rjuuu67HriWXCtpkjR5mjrNmGZPc6f50iJpeWmFaVvTtqeVpVWkVafVpO1Nq09rTDuQdjDtcNqRtGNpJ9JOpp1JO5t2Pu1i2mDalbTRtGtpE2k306bTZtLm0ubTFtOW3cDNuDm31m12O90ed8Cd7c53b3Fvc5e4y92V7p3u3e5ad4O7yd3sbnW3uTvcne4u9yl3j/uc+4L7kvuye9h91X3dfcN9y33bPeu+515wP3Q/SifT2XRVuj7dmu5K96aH0nPTC9KL0ovTS9N3pFel70rfk16Xvi99f3pL+qH09vSj6cfTu9NPp/em96X3pw+kD6WPpI+lj6dPpk+l30m/m34//UH6UvqKR+KRe9Qeo8fucXt8nognz1Po2erZ7inzVHiqPTWevZ56T6PngOeg57DniOeY54TnpOeM56znvOeiZ9BzxTPqueaZ8Nz0THtmPHOeec+iZzkDZDAZXIY2w5zhzPBkBDKyM/IztmRsyyjJKM+ozNiZsTujNqMhoymjOaM1oy2jI6MzoyvjVEZPxrmMCxmXMi5nDGdczbiecSPjVsbtjNmMexkLGQ8zHnlJL+tVefVeq9fl9XpD3lxvgbfIW+wt9e7wVnl3efd467z7vPu9Ld5D3nbvUe9xb7f3tLfX2+ft9w54h7wj3jHvuHfSO+W9473rve994F3yrmRKMuWZ6kxjpj3TnenLjGTmZRZmbs3cnlmWWZFZnVmTuTezPrMx80DmwczDmUcyj2WeyDyZeSbzbOb5zIuZg5lXMkczr2VOZN7MnM6cyZzLnM9czFz2AR/j43xan9nn9Hl8AV+2L9+3xbfNV+Ir91X6dvp2+2p9Db4mX7Ov1dfm6/B1+rp8p3w9vnO+C75Lvsu+Yd9V33XfDd8t323frO+eb8H30PfIT/pZv8qv91v9Lr/XH/Ln+gv8Rf5if6l/h7/Kv8u/x1/n3+ff72/xH/K3+4/6j/u7/af9vf4+f79/wD/kH/GP+cf9k/4p/x3/Xf99/wP/kn8lIAnIA+qAMWAPuAO+QCSQFygMbA1sD5QFKgLVgZrA3kB9oDFwIHAwcDhwJHAscCJwMnAmcDZwPnAxMBi4EhgNXAtMBG4GpgMzgbnAfGAxsBwEQSbIBbVBc9AZ9AQDwexgfnBLcFuwJFgerAzuDO4O1gYbgk3B5mBrsC3YEewMdgVPBXuC54IXgpeCl4PDwavB68EbwVvB28HZ4L3gQvBh8FGIDLEhVUgfsoZcIW8oFMoNFYSKQsWh0tCOUFVoV2hPqC60L7Q/1BI6FGoPHQ0dD3WHTod6Q32h/tBAaCg0EhoLjYcmQ1OhO6G7ofuhB6Gl0EpYEpaH1WFj2B52h33hSDgvXBjeGt4eLgtXhKvDNeG94fpwY/hA+GD4cPhI+Fj4RPhk+Ez4bPh8+GJ4MHwlPBq+Fp4I3wxPh2fCc+H58GJ4OQIiTISLaCPmiDPiiQQi2ZH8yJbItkhJpDxSGdkZ2R2pjTREmiLNkdZIW6Qj0hnpipyK9ETORS5ELkUuR4YjVyPXIzcityK3I7ORe5GFyMPIoywyi81SZemzrFmuLG9WKCs3qyCrKKs4qzRrR1ZV1q6sPVl1Wfuy9me1ZB3Kas86mnU8qzvrdFZvVl9Wf9ZA1lDWSNZY1njWZNZU1p2su1n3sx5kLWWtZEuy5dnqbGO2Pdud7cuOZOdlF2Zvzd6eXZZdkV2dXZO9N7s+uzH7QPbB7MPZR7KPZZ/IPpl9Jvts9vnsi9mD2VeyR7OvZU9k38yezp7Jnsuez17MXs4BOUwOl6PNMec4czw5gZzsnPycLTnbckpyynMqc3bm7M6pzWnIacppzmnNacvpyOnM6co5ldOTcy7nQs6lnMs5wzlXc67n3Mi5lXM7ZzbnXs5CzsOcR7lkLpurytXnWnNdud7cUG5ubkFuUW5xbmnujtyq3F25e3Lrcvfl7s9tyT2U2557NPd4bnfu6dze3L7c/tyB3KHckdyx3PHcydyp3Du5d3Pv5z7IXcpdeU7ynPw59XPG5+yAoP+OzeNXODxMCq+K4ZIfxnDmhfX5SYwu+eT6PHFy+tbniZNftTndcB7pF57Oj+u5WTrZJ8KD4bhNxOyD06WOp8vEccqxOd0YER0kQIRHxLZx5+JjXSXCI2ITMd9IRo6YznE+k8y4i/hqMnEh6rdJ2OoXiYv5oah/JuF7bwbOioypaFwkMXa4HFw+nh/EfDiZcRfzt83anBHBk/FJUsT/k4mdzcZgMvOCWLzjMJmxE9NfjCdOzvDTxyuZHBWXbw0i9O8/3Z7J5FU8n4vR4/QUyfPJ6CNGF82x7xKx+dc2Ny5J0ZPxvSToYjbfLH2zNtxs7G86P4vk9qTmnc3Oxd959jaM8/Nk4lGkVnwjYyRGx+cFsbpCtH4TOXezdFF//keMpx+jv4bRv/t0f3iL/mzzzH8V/Y3UGG8klt90upifv8n0zeYKsbh7s+nPzK9E4mKz/iNqt++tLz/Ohn+B8Q+LyBGjJ1E3xq0F/vLpMiVT69uNpp7uw7Q5hkubnm7PZOyP06U/TsIn8fkF04f+CcbzDhF7iq2d8bH7e0zP1zFcpBYV3YuoFxkj/9N9Bq9LRWtX7FxqGaP3rM8vx/SUYfqwGI8Ms4nUjsnBxlpeiJ0LRPg/KcKD1UVvqEZ9AzVwHJ6/vk8mYysx+ew7MZ0rnu7Pb/ac/mbPoZtd372R9VpcrJ3GcH8S8r+M4dz6eFJ7CG9gXSaac8TyQBKxn9S5uG5YbsTzBo7Tn8PO7RCxv9i1+kV0G99cH5Py23MY/s/r80gmYzief8RwUd1+tD6dwfYHmBHMho/X9/9nhUu+JoKL7JOL4ZL3JsGD22EJw8+tf13RffgvYjgeX40YPV8E3+SecJwO+Nhh/hznq9ieEiViTwrPOUnEI/si5mOfj+Gyr2N6HsbO3Y7RuzF8EcOfx+yG9+UlDMdkJjW/PKt9hjdbfjL0/6K1qtg89az23J4VfbP1wLPai0hm//mN0PH7rXF15ibpb7b93+y9BdF7x0ncU95s/ZYU/ZcsHp8V/b9LfntWe7NvxP6i69lN0kXzahL3hSXfWp8el0Ow/RNqBaPj9QC+dri5Pi79yvr4Zu8DitYYmH1o/9PPJUVynRi/aM0p9gyG2HgtYPRpzJ4/ffpYxOmG15lLT9c/zk8ynu4bm7VJXE14+el+GGefTY616BqtSMRuYmMksu9B/evT/TOpfTMR2zLPra/Dpu+XESJjncQ8KLoP2bc+nf7mE/x/1hf2SEAolAr+/yPJf3tQC23Af/2RfxfKg96yPAOIxx/gIcS/hfBvPXmfKPLW+0RvvU/01vtEb71P9Nb7RG+9T/TW+0RvvU/01vtEb71P9Nb7RG+9T/Tf9X0i/huR5A9X3pMkXoXwr/G45IcI/wSPMy/wOGVfy08iOoHokk8i+gtreeLk9CE571vLEycf0yEZ3XAe6ReQnKsb8eN6bpZOIv2J9yXwYDhuEzH74HSpA+l8bCOZOE4hfuJYsrrhto3rI0A4EHjY7ic8IraNOxcfa9zOIjbE+0v/HX+tRN+gqxB9HTmI/olEnUV8Jplxj/PVmD7x+Pq+h/Pgdovrl8i1fpG4mB+K+mcSvvdm4CwaU0nCmIrGRRJjh48LLh/PD2I+HCcT80lROoaT6Lqrtn06jusp5ktieFxMbTJ2xPKzmBzxeWH9vIHrBtB1AUgcO3wOEomdJHJRnH2GEf1OYvw+3T5isUAZEL0jgf59RL+3UU4Tz6sxfjyfi9HjbBuX52P6J6OPGF00x74LxUt6gs2/hvDvJzsuSdFF5hFxn1yfLmZzcTo2P4raKmYfsdjZbL6NzwlJ5GeR3J7MHC0+F4vkge8gfDZZW4nbMCY/zs9F43F9Pxf3ZxH9N8mPzwvxdcX6esbVb19AfpVw7mbpov78j4jno4inH9FvIfpriP5eRP8uov/bM43HN0RH+H+B/CSuu8l88oulY/qL+t7m8oZ4zG42T74Reix/ivL/I6In+vkzo68fR5vNIcxrSH5C3L3Z9Gc1P4rFhZhfJVPDxNG/h/D/vVFuZ/4CjUU14sdqtjg5YnSRvQux2pL5S3St928kUzKF8I+ttTNNIfx3E30by9tmRD+KcnsTon9zo3gU01lsrpf+GMn8j418NW5+QfpQSB/6J4jnPxHPOxDdlWBPsbUzPnZ/j/BapKfw/yZpRLjInoPoXkQ90uH5hDHyI7p+I5/B61LRdSV2LrWMdPgZovcg+nvX8sv7eB+mkZ4ypI8E6cMiHgnikSGbSJBNpHakp1CTN8WuJS/kcdqBzsXXmzg/phsL+OtGebB17mZztdjct1k5cfV/PqLb1vqkHI3pxrYSk8++E/GkIZ0rEP2rG+aQTa8dNpcDxefQzeXAZ7W+2/x6TSTWTiP6ryEcxRSpT5SDrWW+jHi+h3AO4e1rcbEY3Ow6TtRWYmsBsTyQROwndS6uG5Yb8byB4/TnEP+30bkdCH9po1wXhwv1RnWCbuMIfyXZPia1rjyH8EqE/zPCG9bySCaRzPq1+UcMF9XtRwj/zYS4QPsDwj4/M4Lwl5ENHyOex2v9/1nhEmFf4n0JuMg+uRgueS/i923Ig9thCeEHEY7sT1Ym+j+Wk3Ef+CLCSxLiqxHhg2tzchy+yT3hOB3wscP8Oc5Xvx/zEwrZk/j+WpkUyjnE95KNR/ZFNBekIh/7PNJnlMdlX0f0f0J6Hkb0d6Bzt6Nz0R4U043oZQhfRHgLwp9HuBXZTejL36JzX0K4G+FIJvkOIXchfOP5Jal9BjF6EvPXG5K/Sfqm16Tr5/DNrkHi9ldRrSXEzqbXFEmt0Z6+R7f5vbv19+3F9xzE/Gp9upgO8fvSseuK869PZ5DNhTwcV2eK0mN5G6e/2X77zPYQkqkxkqGL1mkx/ZOr60T4Nx13yewRPX3vKD4e15/L3gj92eWxZOphLN43aU/xvVmEJ703u1m62H2WpNa5InTc/qI1hsjaR/ItRN+9UQ7E90+oFURH9Rte40mE9QKD+n4T4T9ai0u/gvgn1uLJ7OckVfPjtZOw9jmx0bm43ZKpdUVrTrFnMMTGawHxNCP6NKLvQ/b8KdLh0xuNRZxueJ2J159J9JfJQNfSJvpG7FqbtUlcTXgZ0X+wkR/G2WeTYy26RitCPF9OsFsyz/BgdTX1r4jnxxv5Z1L7ZiK2ZZ5DtrVslA/j5wsR+YSIj4n4jNizVaL2wXPaNxE+DfH/We8TEUDKdrJfZI8r8hTPK/IVC0CK3icC/PtEIAB/s6P/L6QtsG0D0feKyIPCm0aPZyD+Mn0R2vTPmBRIed9j/q2jMv7/kvTSo+KrgNq+G3DkDzTZmnzNFs02TYmmXFOp2anZranVNGiaNM2aVk2bpkPTqenSnNL0aM5pLmguaS5rhjVXNdc1NzS3NLc1s5p7mgXNQ80jLalltSqtXmvVurRebUibqy3QFmmLtaXaHdoq7S7tHm2ddp92v7ZFe0jbrj2qPa7t1p7W9mr7tP3aAe2QdkQ7ph3XTmqntHe0d7X3tQ+0S9oVnUQn16l1Rp1d59b5dBFdnq5Qt1W3XVemq9BV62p0e3X1ukbdAd1B3WHdEd0x3QndSd0Z3Vnded1F3aDuim5Ud003obupm9bN6OZ087pF3bIe6Bk9p9fqzXqn3qMP6LP1+fot+m36En25vlK/U79bX6tv0Dfpm/Wt+jZ9h75T36U/pe/Rn9Nf0F/SX9YP66/qr+tv6G/pb+tn9ff0C/qH+kcG0sAaVAa9wWpwGbyGkCHXUGAoMhQbSg07DFWGXYY9hjrDPsN+Q4vhkKHdcNRw3NBtOG3oNfQZ+g0DhiHDiGHMMG6YNEwZ7hjuGu4bHhiWDCtGiVFuVBuNRrvRbfQZI8Y8Y6Fxq3G7scxYYaw21hj3GuuNjcYDxoPGw8YjxmPGE8aTxjPGs8bzxovGQeMV46jxmnHCeNM4bZwxzhnnjYvGZRMwMSbOpDWZTU6TxxQwZZvyTVtM20wlpnJTpWmnabep1tRgajI1m1pNbaYOU6epy3TK1GM6Z7pgumS6bBo2XTVdN90w3TLdNs2a7pkWTA9Nj8ykmTWrzHqz1ewye80hc665wFxkLjaXmneYq8y7zHvMdeZ95v3mFvMhc7v5qPm4udt82txr7jP3mwfMQ+YR85h53DxpnjLfMd813zc/MC+ZVywSi9yithgtdovb4rNELHmWQstWy3ZLmaXCUm2psey11FsaLQcsBy2HLUcsxywnLCctZyxnLectFy2DliuWUcs1y4TlpmXaMmOZs8xbFi3LVmBlrJxVazVbnVaPNWDNtuZbt1i3WUus5dZK607rbmuttcHaZG22tlrbrB3WTmuX9ZS1x3rOesF6yXrZOmy9ar1uvWG9Zb1tnbXesy5YH1of2Ugba1PZ9DarzWXz2kK2XFuBrchWbCu17bBV2XbZ9tjqbPts+20ttkO2dttR23Fbt+20rdfWZ+u3DdiGbCO2Mdu4bdI2Zbtju2u7b3tgW7Kt2CV2uV1tN9rtdrfdZ4/Y8+yF9q327fYye4W92l5j32uvtzfaD9gP2g/bj9iP2U/YT9rP2M/az9sv2gftV+yj9mv2CftN+7R9xj5nn7cv2pcdwME4OIfWYXY4HR5HwJHtyHdscWxzlDjKHZWOnY7djlpHg6PJ0exodbQ5Ohydji7HKUeP45zjguOS47Jj2HHVcd1xw3HLcdsx67jnWHA8dDxykk7WqXLqnVany+l1hpy5zgJnkbPYWerc4axy7nLucdY59zn3O1uch5ztzqPO485u52lnr7PP2e8ccA45R5xjznHnpHPKecd513nf+cC55FxJlaTKU9WpxlR7qjvVlxpJzUstTN2auj21LLUitTq1JnVvan1qY+qB1IOph1OPpB5LPZF6MvVM6tnU86kXUwdTr6SOpl5LnUi9mTqdOpM6lzqfupi67AIuxsW5tC6zy+nyuAKubFe+a4trm6vEVe6qdO107XbVuhpcTa5mV6urzdXh6nR1uU65elznXBdcl1yXXcOuq67rrhuuW67brlnXPdeC66HrURqZxqap0vRp1jRXmjctlJabVpBWlFacVpq2I60qbVfanrS6tH1p+9Na0g6ltacdTTue1p12Oq03rS+tP20gbShtJG0sbTxtMm0q7U7a3bT7aQ/SltJW3BK33K12G912t9vtc0fcee5C91b3dneZu8Jd7a5x73XXuxvdB9wH3YfdR9zH3CfcJ91n3Gfd590X3YPuK+5R9zX3hPume9o9455zz7sX3cvpIJ1J59K16eZ0Z7onPZCenZ6fviV9W3pJenl6ZfrO9N3ptekN6U3pzemt6W3pHemd6V3pp9J70s+lX0i/lH45fTj9avr19Bvpt9Jvp8+m30tfSH+Y/shDeliPyqP3WD0uj9cT8uR6CjxFnmJPqWeHp8qzy7PHU+fZ59nvafEc8rR7jnqOe7o9pz29nj5Pv2fAM+QZ8Yx5xj2TninPHc9dz33PA8+SZyVDkiHPUGcYM+wZ7gxfRiQjL6MwY2vG9oyyjIqM6oyajL0Z9RmNGQcyDmYczjiScSzjRMbJjDMZZzPOZ1zMGMy4kjGacS1jIuNmxnTGTMZcxnzGYsayF3gZL+fVes1ep9fjDXizvfneLd5t3hJvubfSu9O721vrbfA2eZu9rd42b4e309vlPeXt8Z7zXvBe8l72Dnuveq97b3hveW97Z733vAveh95HmWQmm6nK1GdaM12Z3sxQZm5mQWZRZnFmaeaOzKrMXZl7Musy92Xuz2zJPJTZnnk083hmd+bpzN7Mvsz+zIHMocyRzLHM8czJzKnMO5l3M+9nPshcylzxSXxyn9pn9Nl9bp/PF/Hl+Qp9W33bfWW+Cl+1r8a311fva/Qd8B30HfYd8R3znfCd9J3xnfWd9130Dfqu+EZ913wTvpu+ad+Mb84371v0LfuBn/Fzfq3f7Hf6Pf6AP9uf79/i3+Yv8Zf7K/07/bv9tf4Gf5O/2d/qb/N3+Dv9Xf5T/h7/Of8F/yX/Zf+w/6r/uv+G/5b/tn/Wf8+/4H/ofxQgA2xAFdAHrAFXwBsIBXIDBYGiQHGgNLAjUBXYFdgTqAvsC+wPtAQOBdoDRwPHA92B04HeQF+gPzAQGAqMBMYC44HJwFTgTuBu4H7gQWApsBKUBOVBddAYtAfdQV8wEswLFga3BrcHy4IVwepgTXBvsD7YGDwQPBg8HDwSPBY8ETwZPBM8GzwfvBgcDF4JjgavBSeCN4PTwZngXHA+uBhcDoEQE+JC2pA55Ax5QoFQdig/tCW0LVQSKg9VhnaGdodqQw2hplBzqDXUFuoIdYa6QqdCPaFzoQuhS6HLoeHQ1dD10I3QrdDt0GzoXmgh9DD0KEyG2bAqrA9bw66wNxwK54YLwkXh4nBpeEe4KrwrvCdcF94X3h9uCR8Kt4ePho+Hu8Onw73hvnB/eCA8FB4Jj4XHw5PhqfCd8N3w/fCD8FJ4JSKJyCPqiDFij7gjvkgkkhcpjPz/xV19cFTXdX/79kMrvobIKlaxwlBKBcHq7tuvt7tvv95+mBDKKAxVqEIIJYQAoRoKmCgqVrCKFUoVhspEoZjBsgY0jEwJoRpMKaMhRFEJwQrIBBOqyAQTlVExllWiUiAget85d/ee1QOH1p3pH+fqcfS7536de8655109dNdc1wLXIleVa5lrpWuta72rxlXn2ura7trpanbtdbW6DroOuzpcJ1ynXN2uc65e12VXv+u6a9A15Bpx3XdLbod7grvIXeKe5p7pnuNW3Ko76k6557kr3JXuJe7l7lXuavdGd617i7vB3ehucu9273Pvd7e7j7iPuU+6T7vPuHvcF91X3FfdA+6b7mH3HfcDRVacyiSlWJmqTFfKlHLFq4SUuJJR5isLlcXKUmWFskZZp2xSNiv1yjZlh7JL2aO0KG3KIeWoclzpVLqUs8p55ZLSp1xTbii3lNvKXWXUY/OM80z2TPGUemZ4ZntcHr9H8+ieuZ4FnkWeKs8yz0rPWs96T42nzrPVs92z09Ps2etp9Rz0HPZ0eE54Tnm6Pec8vZ7Lnn7Pdc+gZ8gz4rnvlbwO7wRvkbfEO8070zvHq3hVb9Sb8s7zVngrvUu8y72rvNXejd5a7xZvg7fR2+Td7d3n3e9t9x7xHvOe9J72nvH2eC96r3ivege8N73D3jveBz7Z5/RN8hX7pvqm+8p85T6vL+SL+zK++b6FvsW+pb4VvjW+db5Nvs2+et823w7fLt8eX4uvzXfId9R33Nfp6/Kd9Z33XfL1+a75bvhu+W777vpG/Tb/OP9k/xR/qX+Gf7bf5ff7Nb/un+tf4F/kr/Iv86/0r/Wv99f46/xb/dv9O/3N/r3+Vv9B/2F/h/+E/5S/23/O3+u/7O/3X/cP+of8I/77ASngCEwIFAVKAtMCMwNzAkpADUQDqcC8QEWgMrAksDywKlAd2BioDWwJNAQaA02B3YF9gf2B9sCRwLHAycDpwJlAT+Bi4ErgamAgcDMwHLgTeKDKqlOdpBarU9XpaplarnrVkBpXM+p8daG6WF2qrlDXqOvUTepmtV7dpu5Qd6l71Ba1TT2kHlWPq51ql3pWPa9eUvvUa+oN9ZZ6W72rjgZtwXHBycEpwdLgjODsoCvoD2pBPTg3uCC4KFgVXBZcGVwbXB+sCdYFtwa3B3cGm4N7g63Bg8HDwY7gieCpYHfwXLA3eDnYH7weHAwOBUeC90NSyBGaECoKlYSmhWaG5oSUkBqKhlKheaGKUGVoSWh5aFWoOrQxVBvaEmoINYaaQrtD+0L7Q+2hI6FjoZOh06EzoZ7QxdCV0NXQQOhmaDh0J/QgLIed4Unh4vDU8PRwWbg87A2HwvFwJjw/vDC8OLw0vCK8JrwuvCm8OVwf3hbeEd4V3hNuCbeFD4WPho+HO8Nd4bPh8+FL4b7wtfCN8K3w7fDd8Khm08Zpk7UpWqk2Q5utuTS/pmm6NldboC3SqrRl2kptrbZeq9HqtK3adm2n1qzt1Vq1g9phrUM7oZ3SurVzWq92WevXrmuD2pA2ot2PSBFHZEKkKFISmRaZGZkTUSJqJBpJReZFKiKVkSWR5ZFVkerIxkhtZEukIdIYaYrsjuyL7I+0R45EjkVORk5HzkR6IhcjVyJXIwORm5HhyJ3Ig6gcdUYnRYujU6PTo2XR8qg3GorGo5no/OjC6OLo0uiK6Jrouuim6OZofXRbdEd0V3RPtCXaFj0UPRo9Hu2MdkXPRs9HL0X7oteiN6K3orejd6OjMVtsXGxybEqsNDYjNjvmivljWkyPzY0tiC2KVcWWxVbG1sbWx2pidbGtse2xnbHm2N5Ya+xg7HCsI3YidirWHTsX641djvXHrscGY0Oxkdj9uBR3xCfEi+Il8WnxmfE5cSWuxqPxVHxevCJeGV8SXx5fFa+Ob4zXxrfEG+KN8ab47vi++P54e/xI/Fj8ZPx0/Ey8J34xfiV+NT4Qvxkfjt+JP0jICWdiUqI4MTUxPVGWKE94E6FEPJFJzE8sTCxOLE2sSKxJrEtsSmxO1Ce2JXYkdiX2JFoSbYlDiaOJ44nORFfibOJ84lKiL3EtcSNxK3E7cTcxqtv0cfpkfYpeqs/QZ+su3a9ruq7P1Rfoi/QqfZm+Ul+rr9dr9Dp9q75d36k363v1Vv2gfljv0E/op/Ru/Zzeq1/W+/Xr+qA+pI/o95NS0pGckCxKliSnJWcm5ySVpJqMJlPJecmKZGVySXJ5clWyOrkxWZvckmxINiabkruT+5L7k+3JI8ljyZPJ08kzyZ7kxeSV5NXkQPJmcjh5J/kgJaecqUmp4tTU1PRUWao85U2FUvFUJjU/tTC1OLU0tSK1JrUutSm1OVWf2pbakdqV2pNqSbWlDqWOpo6nOlNdqbOp86lLqb7UtdSN1K3U7dTd1Gjalh6Xnpyeki5Nz0jPTrvS/rSW1tNz0wvSi9JV6WXplem16fXpmnRdemt6e3pnujm9N92aPpg+nO5In0ifSnenz6V705fT/enr6cH0UHokfT8jZRyZCZmiTElmWmZmZk5GyaiZaCaVmZepyFRmlmSWZ1ZlqjMbM7WZLZmGTGOmKbM7sy+zP9OeOZI5Jlnkdx3FksU6aJRy86PtrDxgPNsWAGcDcIaAcx04fQJjLwZOBXBAju0ocOqB0wmcLcBZYXCsYVLroajFOa8ZHMsM49nyTaOUboha1kXA7wJOAalF2rKeA04pYADvmAT8KWQUvxVtWacTOQNk7DiKKjIK5HSY5gcxGwhGI+OSSFunjeeCaujPd8kc/jFgvsw5n2Zy/h44AeAkbD9m+P1GaRkBzrfJSBXgVAGmwShx7HIV6WEZcDKAuQAYJ8xzE/wWRicNCzm2qSjn4b+ysnHsrFo+DauwDGq9b+L8AGpVkVrQuqUcMHWA6YfZgN7a70Ov5kHrjfB8FVrHsW8wcQBjGw+cMqMtSxdgnjNK6SJgyoDzDZixm9D6C6g59t8Y/RSSuRxYQZSA/eGagHIGQU4bjGsicP4DOO+g/hT0gv7U5mqBJliv2sXewf11DzXhYR8rg0KyPAU4nwPMcXtunrnWvYNaJ2rZZFKriuzc1WSem8Q8y+9CD78APXyN9PCCXehYs4Fh2mtgakDOKGqpgcE5lGsI5nnAjADmEmBOmHZTr0nDcae0E8xqshYhGFcC5hln/kOY53tiLXC9+C6AcTEN13NW692CDMyG4FCr9RpIfpeMop7I+S3U4jah4N+hh3puTXEOJYGREzD2/XaxB5+eM/g7OJVjan2O7O4MrPvzZAUzgPlfcSxrYGYOwArONzjS+8BJ2MXuBmssDwHmGcLpBE4h7kqY55n2MfYwbxd8Ao5t/CfmZEgPYeyoFQXY4n8R7a0VvgDn3NFm1LIuBTnVoIcop1p4Gdsm9FmwOqAtTA9riWairuY4ZruBtrrgn0DaZMAcN9oqeBZW/7DQFmzdcgL0uZPs7mrS1lTSeufjdT6vhxTzhFqWcoPD1ro26y+k+4RzCDDPAKfT2CnSMcD8ADhlgHnx8WN/jBXN7jhhtZCz0sQhGEs52Icm8AVo/Q7AKM4DBq1NGaz4N4hlayQjVYhluyAsW15UUGHSKEW0xWydaIuuV5vwp/ZislNeInKcBsYaBzm1hhwet6A3n4reAbzeDAPD+lmb83rNtIegh2XCbljeMTjWOSB5LvTwbbSQJo7ZE9HYJkD05x5ZiwyxY1PIbOCaVgg53PIHTDEktcbfh1oYa2lkL1vFerHoIjfPlhdAx0phNh4RS3JcrBd6RpwlHu3Q2KaCRDKw+tIvyPyYvecD4T2tnwHMq2NjANtniIc9QOS8TaKvXrC0F8WOewwGbC/uL7maeLTSh+3Z2Eaugtim0uDIG0yeGjDW5xADcvpM43rJ8Du2EOmzGYPjWvyEyAHakieMjQrQC9tbyd4JAGYVzPYboJmLwK4uAB/HzwXGW3JuM18T/otqglUmPewjekhXJ4vRn4zBm95sVoWFVIg+O4kl+cQYbuteNe3u8Xx39+UwX3iiBejLeasvoLfi0WBbbgUBI//GvMrQw88CB8f+NpFD9/IDsU8ts2B/DcH+gn1hKcF2hfaiRZJ7hUXimCETptOE6SSYWWIPWgqNUXBOl+BYwzCKVww5qGNcjgZydsDYB8i46oGD47oAcm4Cp4icidC21BCbADG25RnRunQKar1tkownlwf83NSX03mMe9GObRAxLV/BKYbW8dWhZweqvUQT8jAfEu3tIFYUTgroAa0F4AeHoT8tphhAEdFpNsIfa5+5zXwe7MaMj7MJef15l4yL2o3xv9u28NiPY6hmwijoqQ3P+BcMOQV/BztlM3A+BbX6Qc4A391jY6SA6DOLo/pylhZO1vx8mpVcnD2t85zDB+KEyDH1JswpE+Zj5cgd3AsbfcDIwYk9BN99Qux3x2XgTxcaZXsF5JCTpv3HROsOELtKT6N4ZnxtNC5lzxeYYbgJHFjBLIZHBXWgLbNyJzI4n9rHETkkw2AZAU4naMK4PNtSB5HVrJzNRK+Xjykek6mAG1xyveNPc6eSZww5bL/PGpOFwH36vtF6dufCLgBO3vm0D3qYl2FATEELyQi9CppZB5o5K6eZQ46vitwOkYMn+lLgDIEciVoAkDMIckrJzkUNr4Fa2ZPvLtbzHtD5DpCDlqSaR7A5OR+DKc7lLnrEqcQWMp1h0TdN5POM8byes8bPoExhn7lFqiWn49UkgqW7ey5gsmMfi0ELeQp9BK47mUMn0YSrgElA64vEjFlfF3rIc3qNJHr/R4yLCGafwLB46ZERoQnJXJ+DGJXxffodtuN6QBp64TKj//bZZDfRWjBSawNw7kOtRWS/zyYj5fEhcDaQvczzUbBeGM+/R/qMZ5BXCAfP3btAz2egZ4Q+3xOty2Cd7FuhFnhGjIodbwCmQawy2kC08zyP9JHgyHdBDtqod2lMIuaZy4GclaWE6CHMCWYC0ao4VNQ9YrVwTQswkiF5yCoS7ewQ1s/6Osg5gvEDyoEM3oskp4czv5LMRiPtM+4dYscaR9dLPEPFzzv8HCcyijxOqHK8kMOA/lh00HaYE9kKPgW9J+xoSzm0VUN0dQOJ8GEGLHXCC3MMRBdWt9AoHhv/CDi4378NI90Ms/FFGKlfrA76AksXtA6awM8OmP8ZJRnOn5A1RUwRxjZkNvi5Uswhz69iDvZlkLOX+B1YQekXRi0nnGrHLTFmqeCugSmAURTugizHSwYHvZvTD1kXkON8DjgyaixgINJzbITRtZIs6CK02NAWxK6FLqPkkkGTC+As6fhrA+OwgYR+KP8G40Pos0XYH3ux4XcKDhh9th2EeV4PEjAjFEd7iD2hViIvi26s4DywhwsNORxThHNIYvVOYjMx3zLCMzl6Vut4W4fESPP8V4afHaoBowsMsb2YP6zi0aCBeRY4EBHZLBgNgvZiRF0lImrnUoMz7kWYSVzBTqNdvoL1OM/GM11Bq1/4Cz52zTT2XpAJJc9CkHcu0g3hv/j8NJOIcTAv8jTG9bXH+zget3w8ZlTEJGwXiLbKyBw6nxbD/Slmwz4g5xT0p8MfizkgcrCP8bm4pg7TSeFjMVzHgsIvY7xkfQ7a+uApMO8TzJ8Q/15Fxo6xzZAJs8GEqeHWxsCUPawRNhPWQjc4uFN4LIp2dQR0frqIjeVecsZvwbXg51zRFmhXNtdELBu+I6sQ3oG3FRDek9tDZfTSWJtpcJ4msuL6jHKahbXJRrnk1G9awbwz0fdhd3sBQ/OZqL09xHtizI+tI2cxcIpIvDGVcnBXoiURdoyP9BpwnicRWhFZd5zDjJhVHidkRFxn89G4DjjXCQffrL0ObXU9eiW3ysh5g3AGBYf75UE+UgPzAlpd8DunhPXjEVqAzM9nMOYXHC6nQnh8PhtW9N3AeU+cPfPmMEAsLeeYZhUw2Rwjeka0ADjqj+Usw5gB6j4jdiXnbCQxG2ZOSoiGfxbHBTqGbzR0GO9XMF6lHDPGFI8FnsDZQLxnwDw/0NZfgORJIHkexvMQs/UDZ4qI2bg3PwMzBvMgr4Y5qSRjh9FlOYA5gBio1QachyICoRycn3yMIUcaBk6CRkREN+i4FpBoEHfKaaEtPK6DiF26TzgQ6Un3Hv6albuh/01jYz+MbC1NRi3pBjz/EsplJMZGzgyzPpMeHiUcOgoriWnRisIbVeunoNYdwAyYonereV+YYsg2GOkobQssZJmYMctl8W4ijzNRtMWtzURijYsIB6IgfP8ua2TmaV6UvMXjMdIesnOrRC2e+9pg32pYLWIBcFb5TQOxl/HcynTsnfx151HTNcBDPtDyJonD0R6WivgZb4Pw1pGDGVeMPCHGK/g27g6MRSHyvAeccYYc+6uAqeYYR+7sOVesILMGJYbtFd4T59N+CEb3JXEis78KnMliDm23xD7lp/VisU/NpwB8c83PVlZxsuMrWI33HEAC5preRLvK340aGLw5gzdkMAdLclYcw/MtAmO5hzkr6olMmFHgtPB3UgZmBYlFFxCto/eRNKhFMEyf42MwVU+BScBI8zAY0xLMahNmInDoafTLwFFI5GDG1D8Bg285yV0syzs88izOxn787AC6apXpKqPHBzl9ZA557Mffx4kohcZa7WPXAvNs8gDJs/GoyeDkyRkicjpMciqAQ9s6ILxwVg55g4A3yoYJB+8s/QIz9mRcmCHPkHFZTf2px5wnaQvXvZP25wmYxrGj4Hfe8H7U+4iBHCzFzMK/xaYYIkdBDJHzM8hm5GHI2OvE2K1/ZoyU52TcGBWAtSkELcJzLmJmmTCVBAMnRAe+bZwO2dSl4PFLEMPzoiLXTc4FXFep/syl+53oc4Cs+9Njmsl5+QKJWzr5DQHYy8Ji8zN16VNgeB5p7L6wvAnPGF38DGoNEN1ogfV6k8QklbgvCKbXhHkBMPjW9YdEV/GU1EA8GuYPEbMaauHbLsSMcDktOQzkSeRnYQ82EKv+P8VgW8+S/nwEnNXQ51vCzlvKjVp438BSTs6Dt4g+43nwc2TsFKOZMJVmDMnFIebzsF6/gnnGc0EL0Y0PiW5QzIFPgMH8POoh5ufx7dtpEo8dILq6AkYRINEFrBd/l0RukFohP2ZvBTnwdhvfb2YxUAtvNiLmVyD5AL/zBvsCWsc3YsdFNJiHqTFhME/SwW+85HxKHqaH+B1yn5bn54+TGJvmGJ+HNcWzHmK6hK3L3rA1YXqEF+bxagB1A3zcGdAxFX2c8fbE3gpvYQZ43GK8T/mQvE/Bt12nAYNvRppAzmq0mVBruW2A9afGVsGeZ2JkDj1ZJk4TeZxW4t+nCk/N4/kR4ZvycnpwauOnP8yKYDYeMm/ZSA9t1FiOFayfA94gWPHWWS9YYzjDWpvxPiS8Oc3eBDP+X094y2//Kr9Tgf/T53cYJ2LvMewhcEx3rZkNr829X9YAk3cL13x7FjjNjiCr9RX7z6XsHarH3G2GGSM3mc33lp/qLvFT3By2AN76b4LzVHeJTbeC2WmCReO2X9tgF0NbtfYJ7HnY1s6eo4BZZxtimH5bI3v2Ghi8N+KYB+OFbLOl1MDIYQMjXeOZAcF5//HjkitBcgYk41uYOuDcBY5unmdxZzs7z9DnvHlGDDn9lZpvekOtvJvecJ8tb3XwFhxdHcF58uqQW8FEo8yn7Pybw6JW9ubwE/Qw7449cMx3kvPPcQYnP4MnJPMsFvQwL4tlrjU6Rxpzox4wYeKpHz5hpPlvDI1az8Eqq8YqW34FtT4y9ND6kqGHll8KL5P3lx2mv1OQ/wHWFE9tf2k6E/HY2KEwOS/ie3zwMqa/0TD/XYD19439br9glPJ7ImazvWzbn7XY5r+2eMwNf/PfTZjv6kswGxajtHSjzRxrtcx/lfAYy/Y7/h4E+pwwZsP6HngQ8NTMSjCOPBetBGBgTW0vkgitH6wE6KHcyjiy5Pv/+BqM7ZD0yPZDW7fFartgu2wptH1gG7J8ynbP7rD8Hnwl5g/hKzF/5Pixo9tS5TjjOGNZAt+K+RJ8K+Zr8K2Y78G3YtrgWzEHC7cW/q1sL9xR+D15YuHewtflZwtbC38gP1fYUfgz+fnCy4XvyZ8tvFZ4T/584ei4Z+Wvw1dlXoGvyjTAV2W2wVdldsBXZXYbX5WR/8X4qoz8c+OrMvIl46sy8i+Nr8rI/WzWJtu+afumJNm+ZfsWm8/v2XZLsm2PbY9kc77g/JJkd37Z+RWp1LnSuUr6A+fXnS9KM51/5XxZcju3OndKqvO7zjektPO28z+lhePLx/ukyvEfjv9IWjrhJxPOSX8+sXhiKZvxakmydDA6wegUo25JtpxjP3sZXWbUz+g6o0FGQ4xGGN2XWNcYORhNYFTEqITRNEYzGc1hZOiIKslylFGK0TxGFYxfyX4uYbSc0SpG1Yw2MqpltIVRA6NGRk2M2GjlfYz2M2pndITRMUYnGZ1mdIZRD6OLjK4wusrkDzC6yWiY0R1GDyTJKkuy1cl+TmI/ixlNZTSd/buMUTkjL/t3iFGcPWcYzWe0kNFiRksZrWC0htE6RpsYbWZUz2gbox2MdjHaw6iFURujQ4yOMjrOZHYy6mJ0ltF5xrvEfvYxusaebzC6xeg2+/dd9nOUrbSN0ThGkxlNYVTKaAZb9dnsp4v99EuWRw77qGR5+CPHJMky+pFjPCs/NMoH4KEZ7jCUbxulYzI8H4Xyp1Beh3Izk/OW7fvwjOW6XPl1tm9ErbcYcojNhQVmgZePTlobWNn96K+hZO0++jmU3bwPJ4HzFnDM5VooVSh/SEr87U+hfIXIx7KalChhH5SuXPkWSDj56FK+nLzRZefkn2EsX4Tn9mwr7PkQkZnrM+PXZpFYl/F3id9auv4vS9taMv+0fJmU0DfjC1GsD/35JWKyvzXKnMyD2TLHP/90JZVjPP83XKvjJAAAAHicZYyxCsJAEETfJppC5EghYhksRTs/wNIipT9wOYIBE5HDxtYfj3urYiHLzM4ys4MAMzqeTH30DVV4xJ7NObYX9l3bRA69v1+pmWiScVT6V6Lz06lR6tOx0v11sxCGG854oQmxXEJGgaOQdJWqk7MmN9cplqYytuwsn9tPqS3C6tPx7hH15vACLN4aFwAAAAABAAAAAWFyYWIADAAAAAAAAAAAeJxjYGaZw7SHgZWBg3UWqzEDA6M0hGa+yJDGJMTBysTNzsIEAiwPGLT+H2CocGZgYOAEYoYQX2cFIKWgIMdu+S+QgYHdknG9AwPj////GRhY1Fh3geQYDADQ2BCfAAAAeJyVkDlPQlEQhc/gA1xxwQUU8Lo/FJ8oKqA2JDYuhTExRqzsLI2JMS4/zqVxraw0FiRa2tlzHHguERMTTjJzz9z7TTJzAdTAjQgEJb1qJeXawpWeDoy6gOa4+hTWsIFN5LGHAxziGA94F6/4JSyLsi2nJmhipPYZ2EggiRzWld/CDvaVPyrzlvIhyUleTpSPknzhM5/4yDve8obXvOQFz3nGXS4xywxtSvGteF9IF5zPOauQ+PDdJB5NnkrA/YKSLC/g89eirr6h8RfTFGhuaW0Ltnd0doXC3T0RRGO9Bn3oH3DfB4eGR+z46Fhi3JlITk6lMD0zm0YG2bn/RluodpcvLQMrFVerP3b+D/8Bl/k/igAAeJx9VXuQj2UUfs553/f7LUkql1bLsLEZK7Umt6ximbSltWOLXAtrxkYuuVSKHWtLF5WNdCGx5baojS2iZdUwJdo2EnLZwWJlZzYSYb+356ea6Z/63vnm9/su7znPec55ns9tRJyLnssRZxMQB/jj/5xhlj8efRb91dOANPnr/PtYi9X4SVpJM6yTS2iEixIrSUiFxQUYfIwavIn6eAjz5Qa0QEM8jFSxfCcRs2WBn+Ir0RVvIN+vlxxfwOevYzsuEsFhK+iINL7/MEai0lRggH8XMZiFa9AFfaUhhmEv13limIt52CzP+YvMWh85jJeM7ujut/oraI3Zdo7bV+tT5GGTBH6Ez0JTxONlTfR7/REkYAA+wGpiSpQSex+aYzSex9sSa7bz35v4EKHU0SGmh9vCTKnoh7F4Ci+jADvkBkl3+1y1f9afRIAb0YqYslAp7eVBXWrr+Lv9AQzC5/ia9UZXiR1kl7tB4T3+Pf8lGmC91JYvZKtr516rmeGX+I9Qh3iSyEga8wzHTGzFN/gVZzXbZ+M+ZDDzNmkizSSBjO/VWJ2u081utGW1Q4h2Mt5HITuyEZtQTG5+RjkqpL7cLPfLcMmTs1pHM7XULDBFZo8Vu5J834KW5GgSluIz7MQulIpj/DskXR6XcfKWvCflWqhn9IKNsTPtZVvjEsLy8LJP8+dxExqjN6Yim9x+gHUownf4EWdxDr9LPekko2SJFEq5nNFaGq99dLzO16W6xqSZPLPVtrcpdrTdZQ+4F9wrkWGR8MqycG64Jizz630ZZ6cu4yfgXjI6g1OxFFuwm9H34xCORueH8bvIQBnKLBPlRZkna2SblMlpVomrK167aE9mHadPkqccnavzmL2U63s9oIf0Fz1vnIk3HcwEs8QUmg3me3PC1rMJtq1Nsn3sQOvZmXaul8twK9wq96WrDpKDzGB8cCqSE8mN2VnTuuZwiHBUWBiu4+zGcJKmkolFyOfcF7EHO8jod0Rcjt/YhcbSXG4l7s5yrzwgD0p/GSwjJUdmyRvytiyQfPmIFbAGjRB7onbXDB2mIzVXZ+mrWsS1Ub/RvbpPq4i8kbnFJJokk2oGmkFmLGuYZKabXDKbZwpMqdltTppTpopda2Sb2sl2qn3HLrdFtsz1dk9w5bstrsSVuSvuSqBB4yAuuD14PFgRHI0EkQ6R9MhLkT2RczHjJU5aE3kz/OvQWGqwqRZofZstVbzRRCyuY+WJ7EMGVXEO95iQfakbfU5sDTTW3hjdGXSzhdw/STahvWxDdqBGAFuOtXJQy+1X2hU/ymMSa5ebsW6HNscqutEc/UI3SQqKNFn76UIDqZAVqOC8P415MlomYpVUyV0yTTpKNvZoQ5MhuUj2+WqllqRKNYgAM2wmhuJ/D+mMg6gMF9lr7XP0pw2Yz46uxhFZiUvi/Bm6m6EbDaPLzOa8P4+o6w2hzrKpx1g6yJigFEUSAJGOwd12KqrxByrdRk5UCp30ZJhlF9ljvqO/jQqjyrCCuhuFXlRMBaekmNfRq8FUem16STuqOh0DkYlpdL08X+gX+pn+GT8O33LvJWkjl2QxFbGBO5LxNdfr2C+vUIe9/r/O/zrCTJTgtNwkLaUd9VDlprg5rsAVuc1uV5BEtnOxgBN9lNNcmxWMQBlO44LEsDexaIM7ibcTsT+CMTrAFKOHNMZ4arYVfTzl70omMkoO2VtIPRdTG9X0icHYjH2i0ogVjWD+GMZ5gDw/yreXsYMzZR3vZNK1W+MX1l1XOukk5uvGSPPpWiXEdBAnyLa/iqsNfaGn9GOsC+iPTGbogHT5hB34DJ3prD3NTvLdQuohReLlQ+57jAqtiybo7I6Jok2Y5jtplinmN8bz/mJ+vW5GV5lAFNexjho0kD5oH/Ylht1ibKH8cBXFOzrSzzJPhWPwLVayJ93slEhPd/2f1cbmFwAAAHicfVRLb9tGEN6lFFuW5ZiOY8sW02aZjdTWkuq+0qqK67CmSDgQCkS2CpBGDqQehZyTTwHSky9BjLUL9F/kOnR7oHryH+h/6KHHBuglZ3d29YhYoCWI5TffN7MzOzug9W3berT7zc7D+te1rx588flnn36y/XG1Ut766MMPSsX7/J7J7r7/3h2jsLmRX1+7vXprRV++uZRbzC5k5udupFMaJRWHuwGDUgDpEt/fr0qbh0iEM0QADCk36QMsUG4s6Wmh5w//8rRGntbUk+psh+xUK8zhDH5vcBbTo5aH+KcG9xm8Ufg7hX9WeAmxaWIAczYGDQY0YA64zwfCCRq4XbSYtbndz1YrJMouIlxEBHl+EtH8LlVAyzv1SCOZJSwKCrzhwCZvyAogVXTCHjxpeU7DME2/WgFqd3kHCN+D5bJyIbZKA3M2zKs07FiehpyzqHIlLmKddIJyrsd74VMPUqEvc6yUMW8D8j/+ufHOxM1v2d6rWdVICWfjmElTiFcMrlrerGrK1fdxD4zVim4gXEx9gU1sHjLMpr30PaAvMSWTJ5GnGp2vzx3JBM8YLPA9PhDPAryaggBy8MK8LBSs4fUfpOAw0fa4CY8M7oeNO9FtIg5e/LJpsc2kUq1E+sqosdHN5THILc2C/lRTSLlL1DyYdpbKivhjHAhgXYaVeBzPVJNLv0ZEt4Zu+PgUo6CHN3IMC3Yg9LrkZTzcKOqcibcEJ4C/+SvJhGNmrqi/JRLKOZmOGuoTDOUybG3JEZm38U6xxl1lP6hWnsfal/xEZ/jB9pEn2NvQr29j+01TXvB5bJEOGnDa8kY2Ix3jkljbZR+0QCpXE2Xte6mcTpRpeMBxkn8llBCyBpnS9F3W11edQR3o+v/I/ZHePOTN1pHHHBGMe9tsJ6yRXptqYwSrtpcytDHSjJRScSifTp2l4eUgXcR3Tg11D1I4lIqgzAU92B+tftY0/zMmns/MBMXXf8so9XkXNq4S6uWk/TBhJ6rLiRTWmy5pzfaRENmE5uIPSAiXM1cEIoyvTzuc6VwMtdfaa3HiBJMLja9/OzfAvfDxEANax2HVyF7E6VkrsujZ4ZE31AlhZ23vUqOaHez50X3UvCEjxFKsNmWlxaRFmhQH/VLLKMkYWoScKjWtCGV3Y0oUl5lwlHRjbcTpisOn+g88p5yuAAAAAwAIAAIACgAB//8AA3icjXwJYFTV1f+99+3bzJt9yyQz2SbJQBKSCSEQyUMgAhESZA12IC6stkKoLC5AVGSpC9gqi2KJrQKiFQhbAlLRWq36+UldwdZKWxS0jfD1o4iSefmf+2aC2OX7N8m7972Xt9x77ll+55z7LiJoBELkZm4SYpCASvdgVFbbIbAl3RV7eO73tR0MgV20h6GnOXq6Q+B/0VPbgen5SkfUURB1REeQiJmPN5lzuEnfPDuCfQshhNEt5ngyh3sX6ajesBXZtzNElDCSdOQUj+BcJCEMJSKPGLL0v+rjEbacJWwn2bDX8fQt/rh+IdmdOt+td6O6Or1Wrx1QjpM4r5BU6a6B1ZUy9ridPi+Z+dLm9psmrzy6dvZVVXnm+NP4b5/jKCYnj5i/Nad8+ZS54/FZyGrLcGiLYbVltOGPkZg8m8yWN5LtZIdNkEQdwZ9Tp61CSEq3ap/4v9zjKm2Pc95w2p7u1KnvNsc1lKlKEKbS6/S4BcKMnDBicNastS9u3H51w3Pm+I5fXvxk0Zf4GVz2oZl98bdnzfPmpXRbFpld+GkcQAqq2y+JCi8LnTjbCPFb8CBFlhfiQiHfjnJQBJUjFgXU2Yv98XH6+eTYUyl4+9ju8ynsqEGOmpoB5a6ox23DQmwors57AAdKFk2rnjSKrMGB1+94cEHktqwbJ9H3/RCvJo+TdhjfCiNajg1McDVCjM5EmHKGZUZwuvUuBgXYp79P33UqOVb/LInKupPwChjhH5IivBoHzNPp9v8Eiueg/QzKNzxkEJJJ4RXtZS+3N0VbO6Cc8shPcKDvfoIm955mbdxRZINbfmI0LJXXyNvxTmGntN12UPqNJE52NHubg5NzZjvmeOcEZ+eINaSGHygN1EaT0fxIqV7bLr1JXudfkV7RTpDf8e9J72kO3R/xE39n71GjwOlN+LeJWo69zE7sBhzZtyEufLyRxWww131cCUTffdlq4djucfqF1rFA1O54K93ooKJkElf4vA5d4PNykUOvHujL5QXeoWfjyoqB1QMdeikmFe8vXbd+yfsfmN9AWdnkDScaK9MVd3TTPnOG2XJgAx6Nt+GfHtjw+bCJPzDh5yVj2MTvA+nJS8OAhj+DASgEGkhosiHdQu4k9xMGuB8X753BYa6TTD8oShxGqoQO46lAM0yShsYhNoeNsLtZlg3Ih/B23I7SpK4de6E2VYvqautqzye7gTFQshg7eMExML+6kik0Tz/221sxKT/F5q0fiXrzX19ljWMlQqwKbQjjOmPGfv+BYFfoDfY1/zH/scCxoDg8NDxreHhy4HH2Uf9OdluWyAcjqIivDo5ih/uHB4YHxXx/fiA/yHgL2cnsGv+W0JasLeGdWTvDohOF9XAkPCC8OLwyvD78QVgM05Hxuj2JMNFVe5gyHKH8YgATwb/2wiihTvLkXoJVeyeebOTlqGUqUenoqdtcnHTc68WN0ORgjv24voQEsvuG8Lw1hrW1Y6lkpuKtp+pqU/Fka63DWYMdlfHk8O9N7ULh3qMdjhrahg67VRk2vYYV9RpOdEDtqIlbP817eDJ84lRDkUKBEAm5MOtCCB4Ef8lmyhsN46ceQaHekygLtnDvyUGDBjXj1iRwjCM60FkN3FGVKMwDdikYmF9Z4fW4gXFYXmDVnpje/tdfxgfPbJ46RzTPBLD46omL14ytNC9c48WceekRLP1uT92USdNnzrsz68wbXzx/094bh51vKkzL21iQlxCMUzE6YVSs9rzuIXdm3Z9FtjHPcNvdB5hD3AH3R/6PA6LXjR/0PugjUVlDLPa5vNEcTVflTpxvqI0aNrR1GtE07O3ExLDnuMpcxEUJ7NoW4jAQfb8OvAU8COSpgNPstpi2Wz0Ko6B69eMrctblbM3ZlfNiDpdzUjjemI/zg3Hvcd8SfBwFSi4L1PmMSAEXOmrKkpkhoQU9bO3GlJw1GaJSugJZgYAo6Sqw5Muin1DtvUzIoaQSpBH0azZofJSXmz8W69rC8VOWLLxuYEPOwqVTR4+apZip0A9+dfvby2a/u3yj+dk7r5nf4Puic25duWDeXZ5PmblTxky9uaXffVuvX/n9NS/9MPTCfS+Z5z4FmYIf7kXuEFg9GQ/rQkLvcUOqrknwRVAIlAxSUVWCN6CAo+NGUzQG/4OiGJWwJVyRXKYOQtVcnToPzSMzmVncHHG2fIaxj+ExNXSMLEmsIGEcQYIbIYGXWDbC8W6O40XZCIaHyvQVSjCckAsIw/Cs1IlfMGy8QDiWxUhUfb4gyMQNhpIDz8DluA0zuJPkG1KOhMulNolIh0g+YuEKKQI6I6BMv6lP8QYuJFvPJ1v9qXEjZ474DPQCWKy62rHdQPEykI947WquNL562SurS/20EvTa2tWvvJJm/31SQtISKE45vmG3MqFhd/b4aSBETK/ZIbLyoV4TKNWzh2cHDcrwf1p6ijETZaI46lIw96L5y7bUgdvNV8kQXFPyxqt4rLmXO9TzIxJJnaRkZ9AGoP2NQHsXaIJ+6LhRt6QEz7EtLfmMvcCyUtQj8UX9ogVeZ46n0UPKPbs8xONx5+UWOF1ixF2AEQnFFvBtPOEbimK7VKxSJSIpCbDXD4CNKzVKm0pbSheUtpWuL20vFSOl5aWk1J0bQRFXObB9J7l/b/8BE/qUZwrUR7L1QjzNuECuVC3dLJa1FIint60jXOOhCiRIq7Y9LqozmuEiytGUny9Tyw7U2iNHgDKUraMV2YTqAcq+YKl5LgpqqaJ6KAYGjxXmMY5o+qAU520gY55/dvW0+TNWrU8+uXiM+amp4aKXf1Fy7ZSGMf1+uxM72+NXTzBuf4M7FP7e5hmzn4vHXlhx85FWTSTsq+YvOGnKNSMmSVyqy1wqqclxV3+vhOqOG3pPc9MB9wTRB8a4VdJa91rvVrSJf016j3lP+TsjFUhFapFW7C72LuIWSas4UXAJPp/L5ysmJUwBJxRxm7mN0uvMrxWuDjeC+bpOR/gkOgfiQ0nu8CesWgaO6cTTDJ+/PyvaDJszYWuYYceNdmw3PP4E6PQiI9fZX2bsZ22T0VlkPSpYnoWzPLF2AduFHKFcYAQYvb2h5ZlxaaX2OXkhSbUKKJLzoNZPxWlNd5LUxmGqejmezYuAoUbRiM/r44CQuWCtvaBM2Dqcc7X51l/N35tr8B04gbUdN1eYvws+vfjnb/6mffFOErr+3Od4HZ6Gb8WPbp2+u37hyi/Mb8wv/rohjVMeAR69AXhUB3CzwqgsApG/xjeTnalyJb4a3yhvs3eOl6vxDQytDm3mNihcjoMypstZYNfFQGyXgIUMV9J+Ga62KI5Ey6Mk6nACH+rlOtEpH0b+JR9eZkLaz1ZMGcmXjSnQ5OlvXoaNCOUc4KNHSPhgy92dLf2rZ42998anUu/ioo/vqh41o7b2+xOG7ucOZRW+bJ7+7/33tt/UUJLDvtxTZXNO/vXOnQdmOW1pG/MoYIFz0FcFrTeuEjlWEAt4Zw6Hy7ldHOE4iWELALrIUoGCRIFvYMgoGSlYCUa0cs3QGI2VIpgadGAL6JN6ZZ+sQawde772fO2/EC0OZCpcw4FMgWhx3xEthgO9ZOFHTzSzPcrW9XxOTqYiTCV36KJ5+Cuz9Sur/Ruh/Suh/RJaaNRB+3muQIiI5eKL4iciWyauF4koonQnJOhBHd8IuuM6BsFxMKKUK0T5bg/kf9WDZBpipWqdtPn/qoUbme7UEHJzagtt3dMXUw/Ttt0IMngEZDACeq5+UHZD9mRhsbhYvU9cqd7nWxmSeB8fcvqcoSJHkb8oWJQtjlKuZydK05R57J3sHf7bggdsB/TXtFf1D/XTuo3J4iNU5oycYE0OPB26hL1Z/XnJScXO2dDowi4qcy4qcyXe/nYG/KxIYAacjjknk5xIhIEu55bnktxArF3GdjlHLpcZmcpedPnW78ge7bx+vrvVshtpGQQRpKa9NtUar7XUniWGuCrqADnMzQeGBCBUGWEzkujRnRQ2VzF1ZHnS3Lr/M3Pnc0e7HnwHO3BlP/OjnGfbXv70zAvJw8NJ6KtU57S1L+HZ736Kb54x+tM3qr+/7MLfzEvmpdGJQ9YYU5tRYvHoz40CieVkhkhyAevcxWCGQTzHwWAKoggcyokR/m0qf+R+I9fQmrQWjVmgtWmEsmu7dlRjNaKkh/soRaAWyy76rhguvGDt9hlPKOioWzzLWDzLpM0Brf6BZ/uY4vLvBlxERuAi83jqBe5Q6kUy7Jt6cndqBfTpAejYPugTg+ZbsrC3IpHgqNrIK7Bqo87tSyDO4Jq4Nu4kx+VwLdwC7hzHtnHUl2CQSJgTGKHd6CRijlK9TDt1DI5YdCs7oG84F2a6Umc5rq0LobW0fQ/gIu7QN/XQjrze08xb0A4nmmbkzxW3a2SiNEuaq83V5zru0NfqgjxKudveH/AMCIgzggklrXOBG5e7sVs5myNjOeBKZUg4tnus3tp6oe+dqfOn0myCow63YAO2KIwVeH1URVeRbTgWif+p68QXGPu4SPmNN10HQKHlwI1tj//vXyLLE42tHdbYb4ax/xUde/ywERR57HTKMscQhuV5QZIlUeYkUZLFTnzQiAu8WxB4hsItGeCWLEsAr2RGYsDX5gVAV0A4pCiiILKd5OYObpQIleEULGVGLnNGnyq76Vu+CFCh8KcN0mW2CABfAArw1SDYAFj54+wy/RVrR6Q7ol4rvsLQsjaNsPZLEUVLAN+80SHGAGlRqIWGTzUChXxMWs9u4tvBxTvKCiv5HewZ9gIHyLD35N7q6xISZYh82Cngr5JvY1Yxm5nN0mPyTuYQ8zojv8QcY3pk5ir5aoYsBFSG463JZotf+d4ze51KHd/Ze8Zw2ZU6tlzzQqG669iI4qyDlhzbaw+ka5svXcMVVg0XWXXmug6bqw6lAR9OO004STkJRyUcxYJjM3D6ZPxQ6jipN+82fwAmJbWI3J/6dc/dZPffzZHWWD4Buvpp7nnEoauMYJNA+ZgFrIFElgsKhLmS+vyArivVsEn5aWwqw8aWhHmegDee5J6/NPor+mxQuHwA+EQlfkNRmEKxUGFY0A9gWAwpa3BCjgwekrDomamNp7JK4SwUPHDRn6W/yoA/ZdlFslhdypHzSD82IpXJs8kcdqY0T15ClrJPSTvl/dIh+YL0jezdyq6XtsqvSq/LH5Lj7AfSCfk0OcN+Kn0ha0ukpfK95AH2XukBeT0RpiozyTx2tjRHXkxuZ4URpIEdITXIU8Qp0lRZ8MtltgQZzCakIXKdTWCIyvKSJHtIkPVJQsYzzQFCyRKnCkIFb1MrrCAOEZtELaHQwuqlDXhLNGyxhEILOLXF0OmOIjIY3EIiyEik3FtXS3k2PZRJXNatv9dNT4Q6e4cY/eEtEVaUpAqGdTMMSxRZrmAI7BJ4DKOyhKggVpIg5tiwrRNrewHZsofIIEuFXZ9Mqy7fhIkJrkIwhBUiFo+sgFE4okQUFVTHIMMJOsuAC5EBF6GKHArh4TEa1cL6+dbueFyv/VKvDQb0VGuqtTbo18FtgRP6qVZovG7JXlrcrvBjMj6LawLwvNh7co8SoQ5K0vqxdF4cgUwA2wCvWjyLHQ/jw1jGAn7B7DY/Nv9s/gG0j5858009e8+l5XQDntoEuiePYgv834ZNYngxwPhE1gmaF6iLqGRRG0C7TWujBHrEVAgiKCGREQkRGAnoBbRiWNpjlvaYreDftuI89xsBQ2lSWhRmgdKmkHblqELSeESUMg+1pN42YUJCqviOxZKvsFjg0oHN6jNacGTpeuqbgFaqqVldSjsPFErzEbVgJw0JuEKMpHnk6EGJco3l+MUthTTcuqrtgFIltilVVseuCpYmxAlQcIyXqWAMhq1n7gNo1S52iKcY/hXmbfEjkYkwZWKCGSI2ij9mtortzC5xN/OiqKQd6sqqBDEqLYf6pKGVVSRIhBaCuwrObDSkaGmCTITCuro+OwJHUIhEEPyE8Qn9SEwYQiqFccQQvkcmC5KbhISxZKTwmPCs8CY5Qc6Q08LXRImRImGMsFRYIzxHeGrvFsb7flAfKzQjygmY6hDs2IQjZCp2mR+m9gAD9Gfe/aaeeaFnRNoPaAb8dhrwmx2F0M+MSRu5jeImdZONFbFgE+2CP+ZfKi1xCkscSz2r2LXiWnWV7T7nWvcazxrfGv+qoCo4gReCHmfQHfR7goKrvyYF+guMN7ZLxkjW5UgafRmR8rARbgkvCLeF28N8JHwuTMJ6rB1hGl0tt0b9gb1Zy391GaJZ3kIyHcGs66YqMdkKPmcCPEqKwdJOEcJugGBOhxVQaR5e8YvZa/fiEfg+c7l5xOwyl+MBn+3Z8+ePDx48Sd47uWlBR3yweav5mPmEOR9cozlfm70IfnsuXkrTgvoJF0EWKC2WGAU81+Xu8jPXcHg29wFHnI4CzWZDIZ3ibDsSvf/kBXlzwuWZPnJh3X6lrs/6riN02Q/KAO5vfSEYtoivz6GO4wCprOjzpx/Fv8O265bvvHHjuHmvv/SzXYuHTx9V1c4d8kY/3rW6c67Dk/qQfdlsKb1xWNMcTYYXU0wJmAx5UBRdNO6psY+2TxHmKfNUGo1uzztgOy7JvMjLPtErD7TV2+rtgqhLDrfNbXfrA20D7dfYF9lu19+VlaXS0sDi8BppTWBVmJe8bkm12ybYFtlW2h6x/dzG2SKa6tY01a56NJ+3wKW7cYu73U3cbhSJUnIB4TxItNEgUAxpOgCR90Kxdn43f5Q/xrP86gV5OJJXnkfyop4rqZZ7JT6x+CETw7BU5LeuiqULQA8kbYBJsCMTswBU1pqkBK2g9KRhCp8rypQSoCq+TNU43kDm/+X9tpdfalk2b6/50w8WTpw+q/Z378+rbRyVv+80d6jxjXue/jBr0KpnzT/humebo6ktzLj8qVePuV7lqE0e0/sZ+zeQn374mHFVl6MzfKDo1X6s4BI8PpfP44/P5GYW3cYv1W4rOqF+kKc2y5Nsk3Kb8+aos5yzo3OLZvdbEl4V3hBVnXnUbmfnJGhtzAwEE+Nzx+e9lPtSHtua25p3d+7deX/M/WMeH5dLtPzc/LwaLZHXIDdoI3KH583TZubdrt2Ru1b7Ue42ebu2I9cFsFHjc/m8gBzQvLlCbp6ssdg32W8EIon5fjzfv9VP/IfITBQCXaSCsxXCof5uBo3CVDmNDkYSNJfShFvwetyOd+OjWMRfskawRmcx279E8p/t9WGf4fIlfA1CrDBYmhNr13eD19+AzzrSAxjo/06G5xsmTN2DjEHNVgRqnH4B6vhCGvZojZ9Pxk+l64XxU2Dz0grMAna5QI9QeGgeBWjp+s8drppcIA9UcPR6h5MeHTPszhot4qyRrc1Oz50xbCqc02pkP91cNfErf/pC4Z7B8mCtKrcK6DhaG55bn7dNfiZXRjQcng5LXA7bxqzfqsRQfNn5E3iP2+dlLc6iMZoxOBLcunrdw1ddm+j6smX1irPPYDf2CeZx17Jld48u6zcI73570QO96EXzC/MD/HHWw2tuH58YHXKWDpl8+/MLfjXrb29orTdV5dYkCspm/eDI/ct/fwvGlL/6gU7qsuK4C428MqmcLeeapAVSm7ReEnjMkQKWIQISJZ8vyK6gVhf3N2ReiOBytIJKERw6GFsTWUDayHrCkoCYei4zKuOn7iEwKpbvn6qFYuTMEacyOqnWAqFgPqqo548/MceyD5rj2JcvXrw0NJ0nA7uRD+0KoB8ZgwRRkAQd1Ih0jXiNJEyRJusb9I2OTZ7Hvdv1g94PPZ/yF3hFU1VwsIQCl6QqEe1tCq4sFzbUFGoJMQtCbSESCZWH2kNHQ2wIg68XCZQHjgaYAFUFwX/rwnZb6sBy/Vzgg/my08INtk+3kbxcGkKq+gkuUlzr7lreFsRF5Xcff/6dE8vdYTCGnx0ZNO0Hszc8z8R7TPPiRxuab3h80vILtH8CQsL9FGvjXsMZZ+J8RKlUWMRjxQgOToC30bYXauaKuiNQBWjmtCHRqHcACrXvCNEjjsp1szecYCNQCAB/eTWIPFIxKpCEz+XT6lfS1/JXKvca97r8mvoReg/Q9gfqF+hTSXqW/Tn3rPy0epjdyx2W96u/YaVSNpcrkyPq4+xPuMflR1UxE98WsU3jqU2yRdOATYIdAMtR2uQte9M4eovhoaj6Znqk8AzCAmtFjqyxvwI5W2o1tO9lheUinb3le3kAzp29Fcb3GKRGEENIBCM3sKnMc1yFIrsVRZZ4QYiIklsUJVZR1QzEhpcwKiKYVRlOVgRJ5EVB4KizCrbBAttgHICDywBLd+JyQ47wR5QjRhn1beBQjdAUAcEBrS8LEAyMTSWD/lQqGEgl/X2JgDRy1jO/Vuvhz2GVyEEB9dgrEfV3qzQytAB1awZN0aI1ScP+gKZdUeoG4pnmz3DZx1gFzYj/iEvMLear5u/Nj4GXHMzZHsQiQNejLnVSGelNgf2dCjwkol93Ibb3l8ZQpeqojFmG5RiB5ViGS+9HCHYDJawzEV5wgyOPWQGwOIwLQwBhI04W8WTAGLMN8PI5DlwVgkT5MPHBs3ni2w9oPILA9/AdxJfN56y9EiWXDnIS0E+Bj5GuQMIzNLpwipIonbPy1TgyHod4pX8PeKAWfPxXrORxvM8TdhBv6jS+Hjfj6/Ck1KdkLjM+9QIZ0fOL1GZLN3hBZx2xfIpZNPN0br+9RiDYmVG7KgHFhXnwGBSZWpu9kVgCU+EIAULHjMAbcIKPwAEP3m0BCxqDsmZ3XQpaG49bhRWSsLjT8BDKcpgAIxK+hCPgbLMEd5JCAzCaUACcxXOjxAUStlyNAklNSMGMV6Kw5QD0m5gWeM91FhAFqyX3PNenaGCjMZG4FeC1wrv6Z1bZnXHNMq4Ehk6EIgnLdObRRFqbo8rAo/gmfDOezy/AK/g2LJJItCghGHAd6ezd1uGoUujlVXogMU5ICjeRucJCskx4UNhPDgtSmOhCfxIR6kh5xh9oEn5E2uR1ykVyTrBn8lIomY5RxCthYEBR46jHy5DUJHZAz8fM1VhhDl78rCfvKwvbju49w5ayQ1EeqsCtxhwhKGZxYW9wTGhU1uiC3+mfOKSBgfrAlMJZgdmFqwp/HPhJcFuwK/Ra8Dchlec1j5cPeGN8sac5sISsItv4/fyrvPpi4oROwvkVAxz9tHwjXprIN3KLoAiEE/Pze/JJfr2Vjy632RNXhTHNm+8Ofx1mw+F+uBIZcDZN8klRI8tRFzVCOhT+YCLaSW7bzwqqJvej7AH/s2r4t1XDFf3gCsNwK9kDCsViqUhrzlG3qgT87F5wtQ2bN6EGGxM40QK8+FA5xriyODrDhz/x4UbfDN98H+MLVM4d1hc9BDTS2p1MD7R1dMqyKkBaGt6DimIUC2nG0xzcURbGrc3dfe5mPjiYoXBiYv7N+SQZb6ZjApzJ2PS0EW1NUjARA+hAYSjj9vqiFE1YkUKKKKoHVqfzwZgifo/bW1lhJdvxzN74O2+/0NnAhArMLxRdYEY9lXzqyOTHf/zra5vmN0zE0wd+kV89dcS1Iyt1hfyp9LFHmtceNDsfuO/arOqAWF/fsWbagw1ZBZGs8SOHmO84K/yx2iGTKwqr82da/LAa+OERy9fJQk90IWfvRWOAUlMduiZEnJP5yfJk72R/c9ZXAl/FDtGGuKpCI9kGrcE1MvSIsFmSVRuoYxSEYejgBDcdDZei2JHsi4rBBdk4Wy8mTKG9ExcbKl6A2qhchevSFG+tHdudqv1sHPhAaQ+om1pwgFytSZwcPtVQZvGz5FneWf65WVwS/FgrljuQOnk6osFVj8udjq5aRFuNA/d0vGyaqa7r9xjOxOjbk/eunD1zFXcode4R87T5tXnO/Oj65i2k5OnGBVufPfDkE1Q/TYK+14EsBNAfjfFT7c3OZu8c+1znXO8y/+2BjWSj+qr+qv9D/QP/5/zn4ueuzz0Xedcg1yDPGOcYb72/WZ2rCoOd1d5qP7OEW2Jfza2yrw3scG73djkPeCWbxaOhBK33O90JW6VGzwSyE1ZtdyS0Q5hFMtDM6VCQAZciA65DleuBUw+BOWXhXxGfgOlZHEVlGt3Roo0AmIIhIeoOBKcO+3aOT3Jsd/x8d5wmMJKn4ukcItRpDAs0zaQqKF8NrOYo21HXubLCyw4w/2K7qXHushW3NM3yYHf8/Fufm3/B3u6XPyV/rZgw8eGdR7ZcP7/sly/jQsxiARdsp3wzEWh3Q4Zv1hv9nc18s9zsTHPLJmCNi5K0ILstmwxmEupgTyIwhhmhjvGMCGyWJLfFLgrlGsOmCDY7DIXsK7ZphZhyit2Oguso70TFQHhq7eUe0lg75RgLnaRjAZZnB7yizeXnynOdaW7hk83FuCrTQWdlhc8RxVeyCnuDeWnYnmkHzUvmyx334EDKWTbijhvWrJx98+ot1zfjGHg4Nhx4hOg9C3Zee+vTTx18civ0dxj0Nwa84kZZ+OddSAc5qVdqNkuPaRv0Hdx2+bB0WOsMiqIbjyLX8PVyY/YO7QB/IPia/Bv1A/m4elH4StOy7FkeA3SEx7A5EnbPi563PYzH4obsOqu2+aAmDxrgVjubbC02YvM7qTk5EAglcKXTSkOHI+l0dG5xuo73T9f+LKs27KBQ24GkSIdmz3A6gcx7WcXpp+TOVwQUxWWeNBOVZc/Inp+9NZvNtkdFQ7MngOAZfRj/Tl66Gxwxw+03itx1fiPbDgUoYT/V1pYfVZeyHDUnNAKucNLGwEXOjLKmdUffpeczoMq6AcE/nDW00R0+Wu3eK8lDrcNh0ToLdjWfojo0ab3eZgCVbPSlNvp6mwHESgfyrOke4C4C1Ku08D9oC0xZPAKQn/I4YqKWC+dKe2w+8g32D/x8l/mX++Zi97vd2MmnDOaeG66eFmOWTv5ebS3G15U99uT+hz8GXoibr5lHlt0/Cn//jhXDh/+Q6g0/CMBn4Ot7UadRMZDFJWxEjzia2TY/J7Iv+onH6yBup9dhc9mRbnNhpBO3JNoVPEPpVYhCB0LmscPuxb1e7KWH2To89xw8mne5ZamyTmwUm0RGLNLLHDMcxNGJWUOzuQqJewZq9x71Ei/lCYAw3oBvaReZm54hFweV2gOwpCcJTlzgFPKDmNCwCGx1UNRU2OEnY4lclZYXW+ETqEiEcaUnD9Rrnn9LzeZFS39YOHzoVVXvvGOe3sIWNq1aOSH/Fb1mfMPHPQeZ0Zbsm+PZFgtDlOFxxo1LwqvDxKlqCwas0toGsBGcR/KYclxJKhkDDyfDmevtze7mgsnFk2GobrFfdFx0OYdold4hRZX9GrQR3oaiEf3OqSmf/BBYbUXVlBJVi9m8Pk9/TQXX2p9PJWC/JQEWo9scFpPsVdR0XVSSFoC8gnQ9IJEWBMkTskz/DI4qnBx7jFY2uT8luOIR/AG+pFgpDPqp0pECgWBw3QA8AFRQpyGjyvyoM1B+Wfucz+gfvVtPneozVqnzmYhrHwJAVuOsl3fA4Fjsm06aUYhKN4qjMyau1dJb9rnuuQWzi2fF55bx1Mr5OCtnSC3/VZjPy80wsK8KPFrwYiMAFVzub3XZ7XiYGC6afGt1gUtbfvSDZTdi/OKv27AwdMHhdebf/tRzb8vsh9bMmXlvfWyQJzvqHZA3/fHn9q97Hys4+ItHe6554dC82q6HbOTeZ5548qdPtz8BxPoxYPZm0Ote1GHE7TgH19CB1K/GVzv+gL/GksB5uXwy1THHwQHQdrkdThfjJthOiRpmBEmW3R4ZgL8iF4qSEclP7JJwL4DuoDVv1Zubn1jvb/eTBf5zfnLWj/3IXej1WGoLrm334HMe7An46tKEb10Yz0xNgL0LmaO0dwoeXjfQ1GcBLLE2PasVU4CQTTzAynSyUa4N01387JojN2xpDJunI+Ovqr+10jwNsODTraMWrFmXepgM2D6tasTaVam/QqeBt615v1auWkBLupBEs9MOuc6QmiTSJu2WjkrHpLMSlyO1SCukdjjBMbyAwGMDK2ZYOWkGJQET8RwvsDIRwGZavBjNT7ABMdOvb/tRZ4nntwl1EM6FcTodGacnFJuncYA9gFmz59IYtvDSRxSz9f7MHI+3WW30oPuNsV6hUIj4BgoHRK7Nh8GRRB63pqu69I9tYj38DB3rD0l27C4kOoe54DqKhbFPq9RB9gJer+8QuQVFybw90FALFwfGnvKPs0KumShLsq/RdHJj5XdaTtvtAT61kt/VffGXB3GgauOikhsGDXDn2ePVznR31l+69Ob26Xb7OZYrSNzD/J3q1bXAezOsuQ//S/MyH+/VHFbWyVgW6J8QGJ1x8TFpFr9LflH+jfSm/JEsTwCfjWiCX6rnp4iLee6A9Anbzfawf+e5ccI4cRa/jH2AfZzdwj3GPyY8Jso5rJOPs3GuhC8RSsQyrYFt4OTL2XVZYnhW4VgeaGXlzmVGlhW2k/zACHJlYk2OgIWZGlEKcRvCdFpKQK27M+M+WJlz/UKrH3QF9ar7gtPpDB71ofsy47Rrv+mQopnphzTOgBYm03MV+jLMa3EAj8bTzEfxfeZvzb/fyx3quYAXm3elpuOP15rP9c1Pt3hggjWnwiimXMo1caSN280d5Y5xZ9MTKVZw7XCCgy4xADaZQoz6+BEF2H/ixwwHZqazZ+ZNLEeI3wT6PoaHdKFiuDsJ7+J4XvXwXjXBJMSEP5E3gowUR/pH5KkRpqx4gtRS3Fa8tfgpfruwTd3P71d3Fx8rPllsQ8VlxU3wjxeLPynmi41gVqIOjtusf3JClBWCYWoQO2QhatlFVtAdjlgoK6swJoNQ2fVCp8OYVtXiwPNBRDpJvWEPhgrDWXBufhZuycJZcG5fQWFhjGLJDoRiFryS6mhtDIR2x+DSmDEMtlrY8mOJmDH4qkRZ7O3YJzHGHsuJtcUYFIvEymO9MTYWKPpzbZ+DmAkbp61A7QVAMmBsL4ALXvutUrJCT2AcrpgxuTBODS6Ou6Ie0E5eHzW7oOQtJRUr7FNS3+qr5Zi5/+isDeX1P/veop8VgdYKx8YPmVNqns6uGzhsTn/zNFv48DMTJ02aOON7IzalmsmMn5bWjrp/g0lI/ePT+tWv3JzqSc8RYJthzLxoq+EXXD7XNHGOyHayGEZLHyGOsH+uc7yltB2CTeNVRQEQTnChF1lKG+FeOhP93yhtWSlUbZS+mqZe1t0qPkd1yHd0t0Wpf1LfacHow+/F+EplbREJVDjbbJ7OH18z+rY4qEDu/neTjzXmkOznZg5qWtlh5rCFW/YNn7PyznS+7jrA5o9BXzXw5DYao87g0+JXrq887GvkDEecAS4gkWZ9smuyt9m/kWziN4kb1U7pffI77vfS++pp7jR/RtO3i2+S/+J/Jb6qcovEtfxKkXFYfKj4KJHcrOCuEYItoQUhErJF0Xdcr7QDm3ZI+iy7NFefBf7IXD+LqVnHSVfCCR1D6fndpOAKG37dj1Jb/gcnzNf/+mPzqx/hyIZbb3300Vtv3UByH8D8j8zXzv6P+auVqHfHT3fsaN+yYwf0937z++xG6K8OvtdjRukg1ygXcSaYGq3GlQiNYEZro10jQl+HJOq/9/lkF4SvQyJI0JW+uldRdLutz1d3FNts9kJdt5ww5R+99bHdtTCU+ql/8tctu0uxDPXXr/DB6LxgD+V1lHHYqRv2ba/vx3zl8/O6MDF7uqaua4RB9j4068Z7Vt00ew0MbtPN5h/MlHnBPFE/KfU507X32Sf2bv/ZVmDJ1Qgx1VbfdxhFGzks2fAEbha3iGPKnFNtc2wLnKws2dUclaxTe1VSpzaqRO0kS4xiQQAOZwgvFyFJl8qlBRIrBVc4tzrJDOcK5y7nMSfr1FEhDTVD/wlpw+001uyo68JZqC9kcZmhL1DLaEFsoATwd01FmhStqGG3b0LD7iprhnTFoGbrK5U0JSywbcMO3E55evgtI1qap1xz1ZDrytjCjbeMqPp76bCd5v9AH8uBn3XoYwl52TjKO/g8MeZz+PI2OTe5N8YeLZEEd72bOA9rXbbXop/mXdQu5PLF2iRtpvaostG5PbdLFYblGfkjCmfn3ly42rnavSr33nypunAkX6+M0Rrt9dGrc4Xc/FhhtVoVpXmvqnyBlzmHFPVrMTU3NzdPyM81+v1QXeq+3bO4eFHJGs/Kksc8j5bsy92Xp7Xhdb4H/JtLninZ3Y/3Rb1GNC/hNbJyEjle/Am4M5VitKlgXQEpMPzhREGwnzVJBvRuUz9c3g+X9cP9sqPlgEIqcRRldHN6lrVcl7ZMdH5GIL60k5K8B/StFZfL6BBr9jrVxN0oE0WuojFk7MWFuQOj9dGJuNl3M57ru4Bl7CNsMJpLilyaSoqCM1jM1hcpTUEcrHcJ4A/BXzp4nN6SrSGaanyTehPRznSda6Vi8+nxyb05+enjQNA6NkKwc4uGB+bW527SHsl9Jfe9XD6aq2osG0QZfwVVWnFtX/86nHFurePcgnSIOAzWD+F0fpVtwW34HGYQ1q1sK2td6fLClRgbYxGLZ7DnWEK74DXg0d5KnwHP9RnwUJ9RVZ3w0birzygohgKea/flWCFO1jcpaID+tgdxU7A3SDKdtxKu1g+dbZ5spfPOF6YP08TIZEjT3mIr/CTTs0Lze183JMVZZy+CAujw1wNajepWa+huh0pzrl/sUWpQZupcM+jDdPaUfjUUK4zl0+ypZQWvTJ7Sb1/A1yksx0HnrTf9oLrA7RltPnf98o8+/ei9IvMrx4yp88sjWYX4peap58+eSOGy+HWTirLKIh63o2Ho5M0/euGh+wcMvTrHm5ftyZo1pmHVj9/ZbeUfcnrPkIe5J8AqvGUURxA4pnKxfbBtjK3ZLgQ8yM94PcjndLmxz0nc2M9IgiyofkpwO/K1+3b7mBaojvoYHzjgHR5MleZe5OEFK3KlKlKZXIbAB54BeoK66EV+ptDnnOSpc29173IzLe4293r3Mfc5N4fcujviLnez7kBwaXsfoGjYXQ2aYoj15Ym79yhNwfakM7D6ect/77ayDHDpKQtsZ/z3JAZn3W1R1cdnEpuOvKrKqgIHueOoEsuKjfHfeNe1d9Qo0t134yBbeNKceE88K/RRSeX4kQMexW+ffPcpcy3Q50HQMxPYQsAIWwzfFMdsxwaOkfgAX0tqHQ2kwXGaCJZf52AVL5I9brcs8S53oceDqIq0eS2kkA5i/B9IQRIvQwQRnxOx+O/du7SR+QeEkIxawbxSK5Xr/jary4wbfGTuLTuvxYGc6+pGLSzBga2Tbpy+cwNpN/0nZw5pXHQKH6UOE0YS4NdB0E8Vf2wMQAqWEU9kgZNCyEuyWQcXFNxStuxQVSvBm6fUMDX8KGYUv4nZxFtxXGNJv2sSMlJYlmMlRWbVEAqyXs4tBWSPquahIjbG9ZeK5Jg6AFVzQ6V6dA25hhsljJaWoKXsEm6ptFReoq5Ga9jV3BppjbxaPYFOsO9z70sn5PfVL9AX7CnulPSFfEr9Gn3NXuAuChekr+ULav9/zOZKmWyuR6LZXHrUl7flJSR/J2/73aTt2EzS9lqjgiZt/69ELJ9OxMpltjobodlYcZiE6WesPPkBUmAzEINt+yI4oL3ShYNp00gTsZk8bDoNm/wP8rB9qdbWOKLaZZ9iaDXQzYsdGp1wfhFUi2Ko9Mw5UC1MuuLpvA+FHp3sUzSZGbqIZmhD1h+OKhg3m7ux47WD2L7nTewxnzX/dnAfW5gaRTrpdukj8mxqEvCGzRzPXge84cKJfc4iDruobver9oTo1ewJgRY8LTgvnCPpTxIGJ8D5YTXFxusEuXjWRViGwTR41wKGrRPvMpyKXSuzFaGIp9zT4mFoUMPS/IUJK9bhzMpOeOhMjRrG8AcSK6z8dsyQiHVEMKFHTlyDjKyBicwsGvcrGb0RH5sKQAl/mU/f4vHWhWP186eoc16Wpjfu+wLRordgs6JOmcnMyYbdOqidwaB2OlgdHeo9B2D/3B5Gx9a3bpkPVs4YNvC+XborAIXTX8cB+ffCAa074DgzMdplkVuwMXm5ZdhKLdhw3LyI88y1wwuGT1nRNH5c4OqqG6cHgPQ28rce0pW88apcx++1Hzanv8nJBTz3AdBfx2P3OV9nMdi9XmOA7kjIGAoBizL5Cl+USbVyjXyNOhVPJXPxXLLCKX7CHlPPsidVVi5jnxQOk9uQiGQ8EfADcDMuU5+0VJdd15G8jt0KpjNSWJpgO3F8nyRX6vYM9LBbyWCKPey6PWIvtxv2FXbeHgTqHwVESJyCWIna1PUURNLppPAMQfXRIxzvwPjfIBgVEIxj6Z19CIbCxmR8oX4eVB2dr0LPnK/tji+kMpL6+ykou2mNW/siBLj3mGGT/AlsR3I51LIg0tG0kt7NGaAJIp7+uoj0njNkpUbRVdg0SyaaUWUVHljNCxxNBwsDK6OeXPzQjWUDmsy1zK3mvHWLsvDe3+HXF5QxmHz+mtnvcYGmh3t70/NAhRpnIQoh5BDQk3gXnoXChp3oOXhXDs4R0Kg4wTldJIGKKUslW6vofZYPxr0L91Vk7usPD4waLqKHcVO4JXwyzITZCnpvuItUfedeZE6j36jCvZp175csC/cqBwgCOUYGjlel2zbanMbWsEPhuvz0deTBzHWjKzX12+usvJ7VlsJ0W9Df4R85hgNHwo1hEgnjsA96gf+hJda9j8I7zlltcaTfwVxtvQMjv19Rvn3HMLguZrWlKH0dXp9pS3kuy2auo4kt8MN/wR2Cnm02fIrKYZlXOSIwGksEpLFY5lRwT3KNIRrr1jSWK2FZGaslEa2JfscMHjmhkxdkkeUA6iU4ThREKWgnQgTLmroiIpfLRKbzomx9HxGMNUH+098R0C+a4pe/JqCfcCT93QF61t+9ujS+TH8ljSiseKMHWx93CVVP4xgebR4kf7x08XHye/IHM4TdfzO7TddX+Mu7uzN9IlVWnO5xo/qYdlYjbdpu7ajGtEBFcrQVWrvGSDKHRXAroK8K7avCYpGT5U0K61bAJnXivH0snJJhx/AoikgwEkSZ5QbTmKmoyIPFvjiVGFD74lSZzvWk4y0Bqyf/okOY4lXaq2qP4KB9+gkOrF1rnl5LjpEvTO62X97W00uct/0SxtGa927xezDDtwuA33MNFdu1iPai9jb9jKoTG/sov2jfcn0V3GvFWCw+G5C5NwJjnr8HB+lkc0VLRMDbcHT2HrJuDl5mtlbKHHC/NWfUend25v7vw7s9hoxxqVseFcO4/PIL6fWWX2i9rypzvQLv8xgS7ueS6StKL7/Ckitr/o2QA9fnWdd/gfvha1E/w4Xb5XMy2SrvlskKGTfKWAbFuMpqpXyFYLe2pttp6WjrvYPTz0GPw3urDTcud5xzkLOOXgdZ51jvICtoTK736L5IbsIhgg2znui43Kg4jXWm5aK3B+9k55O7EIOi+9PLdXSSZYaESJBDgZ/QFTpO6Z+hsrF0eQ4GlBjL/hDvfOcdK94zl2lmWi3+86HlhszLgtPrsvOYp0uMSMIXyiBkd2InPYq7vvANUhFSkZCP5IUEKIYHoec1V77qXWjTfNqgiFqunlV7VRbEcMhe/9OL08uyAJ9166f0CylqTsd2W9Ol9NSF7qRV4PSX/cBpVyxOcuU+mYoD8UXN1RNH49Vm0berlnCH3rjjgdbIoqybJ+DA5V2g8Vyzk2nFAZeAGhC6NAPJ+xEmPpHSjfaZFhz8WnmJq/cRbFIvpM5wIY41GSQLrIlRQOQ5kzAv4EIk4d3Yj2hXLF1wPhN5A2+ix5pjHs2saYMRi3oizNEeg0OXUIQ9SunbCQN0BujLAXK+8xCpBNRXYcRlzgjkJOxcDke4aeIgniFI4uV1ClYCviAjFfJiocAWYqaQ8IfII0ggjxgqoRP21mEGB2SlE4t7o589S/MKdFLVqVNg9KzfcXofYARNpac+S8aBrvUj6kdgBlqp0EwIxqNx+ajf4wC+g5zBU80dKb+5KrPYCkELmD3MTKu9CrrFSKzmVisXuAsKy3O8MpObqSzmFis84hjMK7IocNBnRjkvigwSI7pcJtfRTxPwnYbMRHKsRQjoEgQb9qpPD8+s0JNMUUPdDYgV9yXyaFy31UUZk6m0yqercEXpeVowe7Dj4kXzbLqk7QMrxI7gjoLe1NAnRo0a0WokNaDG1QnqLeqfVL5bwzzrZQvYIm2Udr22XTuovapJoPmRymsCAHRNQKqqaZ34eSOYnklJP53SGI2wMhIMUL3H4OAwLgIMRPC+AwgMqKqClzZ1H7cOpJsuhuHUha3CiwIjBO11ZAUhJGA7hK/Foyz8fqqVTiCx5v9SPj9fm0rWpicFZlAknejGpvVr3wIi/dWr1LHqW+rHKofSS4cAKonTqcK40kHzydiByfLUDnLXXw8cMM+Zu3DsAvPznulfmSdINv67qVj28fre02wVtw2FsW4Ui7aIWu0c6Rwd2Kz91LbR+ZFNcjpczqgjz3mfk0Ms1mSgg9Ph6CTthtemuW02zSm7I1YQhWnC6y1H/IpFPg5aa3yENJDtaYaWA4NNZLociLzNbS1M4fYmqFtuuBl3J37WcDscOXqZTsr0Or1RZ3R6qU7f5bLbbaxdPykcP+bDhg/7gjm2Thw1nNoS/MIxmmXbinbRxYWy3+3C16DLH6+cP0Vn5tCdWgvr0VVb4ET88oohSfrZMSXuFV8spBVL63eXC4m5gLJCOoRMV+3Jvx771cVjp95x+w23t5xaT06nvuw3/cbDmJ27znyzF+HbwzPmr1u/evUtUXLJ/PrrMvPcif0PvWzlD9EUoHkJ8KMP7MIRY8g8ZZG4WtwY2M5tF5+x7XR12Q44jriOOt52aR5uoGOEfod3P3lHP+YWDqO34XYWC36nHoqESIgSMRuIFNpm13KiZVESpSSLbquTsCEdk3olRurEjXt3YcD1QK7cHLYMBsawRsXD4eNoSfbxRhWrwQL/cWcg/x/WLDqfXu7mfBJImFm9qC+vkswEntOzmihdnFZoPTOn6cpIM2s3z8kThzffqc/dsvuSefHtP5h/wiVfbv9d6snl48fNWTBx/AJ2QvbEpvbUXeb59/5onsPNeC3+Cb75cM/nax+94/5199FvmKeADPuBTxW0is7hPWkMsIOPogSVwewgeRQ3Wdmp/FJ5SzmhyIBZFUZAOUqZQsqUOqVRYRTaY+UQXZ4KP3eQTvEVRBUM5NS9ZdYH3C2GjTSCExjUaE4xQ4VauuYPyGTKUox6t8U8uK/vNEns4WXsiwZx9RTmpSUX7sbm/wjdr7JPYu6/FpljTNfLuJws/ZpmCAFn+GC8/YCby7G2v1wM5yQKwcM2vg87rzlec33IfSiwi/TF7pU6U4hK1IFoiFqPrlVvZW8SZzvmeJbEVsc2apv8T2nP+J8JbsveHtvW75nyruDBbN8S1yrXKvfqGLsRxnEjUCqrdBPsxSW6X8CU0q7XlTaWktJD5CGUBQyje/2JBVltWaQ9C2dl8c4iC+jBZeVFRhEp6iQPGZpTq8ttzAVcDKdz6Zkgz+Ucl5bEj9PlNoIVgePMkoLj3sCAf16Vx1rqioZ347q1AkMcfC+LbHSzeCezIg+is2dxKU5HJPsWMGGtSReJgVdOs2Cu2MejfnDTp+/+9vS8ljtWmKkPf3PfE4u7ZjQ2tcwYN74luKR5ysLbmmfPZHylT7Y89cEHT83aWjLghTvfNOfedXzJa3j8xOkzJjbOaElddds9yxbPXvZQOn81DMbHnZHHY8bUIY4Gx0zlDnGt+Az3jLjNts21H3Ux+22djn2uX6M3HEddjoRrstKszXBc52px8QFuiXez72P9Ezc3x4XT4pkTKgPxNNKiyenRCIgmJbNuiWe5hBulT6RzGfFsT4vnFWsjhdISqvmPNwKQChakJVW9QkLPX15X7N9IaB+JM1qsGnQWqUqgy/kgbFEzPR8xiXV54sgpdzjmbf3FJSy99QnONj84+9x7ZPqy68bNBgmdjydkT2hq77kTKx98gh3mdnOReau55SCTtWbDnQ88dF+bZUsOsztIG/cucPxwwLgRpyeBI9n5iSYGW98QM524GbAyYj5FOo2xkBsO4ltRgP3srr5ltpJ0ga3uJF0jLR6ngY3DP8JDzG52B46b71+xLhxbCO8YZeTRJHsm3860QEVyrHQ7QzD/nybb01+m0WR7ZnoHvOMt9nX8R6sfcSPAINKGwLFYD4zyJTSenMBoF/vWsxlsZ7XX+u6F+jtvYTfcK5sXrOfUmNPwc7DnRdE9Xlcn3mEoKuK8oiKuUW12VFfZXVGHyyr/q7sCAKGNycwN9dCYMgzVwGp8gyvHq+YVO/u7Jw4fdF11qH6IraAk7o721/jtRdmJkbHBy8sByx/CBXgDgHwG+Y8ghrkVUKoA28I9HC7TzyPrq02KNTeY+fj3cK2evof97P9/D/vZN+9x/b69B6P/4D3IPITrv71H/A/uEdFXh8S+ew7jAv0/uEdHZw/rIzP3WHNyWBo1mG4YOm9XsI1RHuLtIiq0G3ajdkTCbgxIQOH2JebbV9jJOvtW+9v2T+xn7dwuO6bhJ8PeZGcFu93lpB7t9Mw3vDjo18d2/xe8dcb0ZN2A8gJrdRxQUtXWPLEq6O82NXB9w+IJCwb0D0zySjgQ3TH03kFl2eekuqA1swb9PyacalkAAAB4nGNgZGBgYDU9/Mm96HU8v81XBnkOBhB4FJi6BUb/X/QvUICB3RLI5WBgAokCAI65DT0AeJxjYGRgYLf8F8jAIMDwf9H/IwIMDEARZMAtAgB+jgU1AAAAeJzt2r8uBFEYBfAzs/OHLUQlmo2ERKWQqKYUGhKNZURUdKKRTLRaEbZYy6LQKOcJZD2AQjzFJiqPQMb5LhWS1TArzi85+e69O/feL5NtNln/CfMgP2cSV3eYOY73WDPWVpAhZa6ZGWYpvAOYNrPJnIYpzoIuzqMEW7bOPcd8boLjS65fRTmaHF/w83V71u1NscjPpjhuxQ3EYVq8cD7CfQusB6yrrCuss+xj1I27OLF+/KSwXg5tHNewz/Ums8wcVWpu7zT3jHHe4J2DnA8FwLjdb89Z/+4e3uF65x1cr/K8qvVp57n+eI7riXuDrHhm3bZE8ODe2dv7uqncYxc98KxJZoNZe0/d7u217z/gO7wtu4d+Yt/rT2s5Hj7Mk9/rSERERPqV1y46ZffwXcHj3+lVRKRMHorOADOMQr+VRURERERERERERERE5MfZf3LL7kFE5Cuvo+5h9AAAeJxjYGDQgcIihh0MHxglGC0YdzH+YbrAXMNixfKOtYeNiS2JbQN7CPs+DiaOIE4LzjSuCdwTeMR46ngN+BL41vDLCNgJ7BJsEeoR5hJeIaIgqia6TGyKuIh4mvgliQyJeZIVku+k0qSeSIfJ/JLtkv0nzyN/RmGKwgaFcwqPFL4piihqKNooLlPiUdJS8lJKUqpSmqd0QumZcoBygvI0MHynYocBz6i2qSmo1an7qX8aeKihMkhgGBxWQeG6UTgKR+Eo1DhBE/hoFI7CQQj/aIppGozCUTgKR+EoHIWjcBSOwlE4CkfhKCQZNozCUTgKR+HggwC1bp19AAAAAAEAAA1gADMAAwBKAAMAAgAQAC8AVQAABzwCwgACAAF4nKWVPWwcRRTH3/rWvr21HUIwUQKEDILCRrGVs5IoccRHPmwikjiRYyIiGvZu93xL9nZW++HjCiqEhJBShI6ChgIpICEiQRkiBA0lNUoBXQoKGjoE/3k3e97bnI0Mlrz72/fevM+ZOSK6UGmRQf2/4xRoNmicvtI8RiZ9p7lCR4xDmk2yjbc1j9OU8YHmCaoZn2uuUn1sRrNFB8be1Vyj5UruZ9p4Y+IxeDbMCmLtqXqaTXqqmjGPQ25Xb2s2aX/1U+YJyCeq32o2aV/1HnMVcqv6s2aTZqq/MFuQT1X/0GzSgerfzDVk8Q5Xp9ggmz7TDD/0jeYKvUk/aIZP43XN43TAuKl5gvYZH2uuUsP4WrNFR8dWNNfoo7HbmqfHvqg0mW1Vu3VQM2q35pgnId9nLWs26VnrBvOUys3qaUY+1vvMeyDfa32i2aRnrC+Z97KfnzQrPw+Yn1A9tP7SjB7WxplnVD61g5qRT62fz5OQz9SWNZskam8x72f79zQr+1vMB9n+jmZlf5/5aTXT2q+aMdPa78yHVD72uGbkY08zH1b29nOaYW/PM7+gZmova8ZM7WvML6r+2B3N6I/dZZ5nP7c0Kz/cK4v7b9/VjPzt75m5LvuBZiXnPKfYfrKmGfJJ7tUUz2XyuGbEnXyF7pCgRTpKdToGWqc2eXhfJkkh/lPqUcSSc/iKwerpQO6zxQI0Z3AyA7zXINvA+pQS/vLw9mC9iacLS7ojFo/Wj4n1ticuy1CmvcgT52QcydhJfRkuiDNBINb8jXaaiDUv8eJNz8WyM/DhI2YAjH0Hr7OIHcAnnZUBnuVklwpLxMB4ia5zOolOXeBKWUDZJ0Cz8OFTE1oJvaQWfM3Bsc5yieMKFW3puhcnSFYcX6ifELOX/WYsE9lK52hkUNpaSSPjLyID2vK5WC/6GfbSd1KM4nOnHfynPBUXATp4x3QTMlXGf5moztlPhCPS2HG9jhPfFLK1/eBo11FoO1+PTlOVkNN5dtKFkxBbTdAVlNjiySntPG87SQ3WC1plTZub6KBVRyC7yknErPG5ddfwzGDv6ukITOQUncRkBvMX6+pxPna6frghrrRaftMT82JNNvxQrPrNtgyc5Ii46qSx3/Qdcc3JQhczFfVTJ+HmBjLI4FeNpod3xgdDDa2tR9jimlOWSTxdlkecd49HrPITkMRcm7Js6jWe/nbYU8RVdGCVsk6tarCPVI8o0P0KB1n0V+R5xAXbiE+Ei4ybHKPf1y7nrTo7uob+t7JtIlrGnXX5qih3Qq0ImGZhP4e32sANnfdo3+H/qH3LuzvYQzFfVPmeyDfoqAry6I/mdbowI1VJv5aU4+VbX/nv1+pC0uXKJR/anXaCMzR1j6cj9bNfVZ8zfEX8FJzt5uBU9P0oywAWO+0hnOMbMhMdpyeyxBNpG1dAS4apSKVw/SQKoHBCV0SxD2ETGg9vJxGRF3f8NPVc0ehhmScCHJBQuYBC+YhZGsXSzZqpwKHptnFqChHw9sNmkLm48UWehAyDnpj154TXacB3wTrcMTqbu+qoxl6ijqS6WLYCqOUDX6e5olkfUVKvo26h2EdUV3bDQDrucBOcfuleLFCRRCg8szTKUuF6m+pOgE3bC6LhDqGtq+jwBu+0FBMdvsTLupQyYxrzeFiyK8pbvB+H9blshT2lJe1AWvmwcq/yY+U+nneHbUqaPC9/h5xz3SVQG7SJ/aRkWcl+lP41PhVJyXJLuoJKA/yQ/YlVDyEt11PW5isTXancxnNRf5152C6XXeDvTe5r2aasuwpvqh8Z//aoM9UrrRhtUexjOd+SzjxsvmyeNs+ZJ8yT5qvmS+ZF89Twim0s1rfZT0X5yogac9lF9W3U1Y/2kL4ov8j7N8I8ylUMaYzH6bfK87gTh2wK0kv8a+M/st+K8t3sy130d1d+/2Xv/gNZuaRPAAAAeJxt2lOwZXfUrvE17R3bdtJzjMnYTsdmp9NxOrZt27Zt27Zt2+fU+b7s8Vycvsj+V3VnvelUjd+6eQbu4P/9+nvPwauD/8+vYqP/+w9n4A68QTbIB+MMxh2MN5hgMOFgosHEgxkHMw1mHswymHUw22D2wRyDOQdzDeYezDMYMSgHMtBBPWgG7aAbzDuYf7DAYPHBEoMlB0sNlh4sM1h2sNxg+cEKg5GDFQcrDVYerDJYdbD6YI3BmoO1BusM1husP3husLvjOt7gH8d3gsEHgw+d0Imc2Emc1MkGNwxuHjzs5E7hDDnjOOM64znjOxM4EzoTORM7kziTOpM5kztTOFM6UzlTO9M40zrTOdM7MzgzOjM5MzuzOLM6szmzO3M4czpzOXM78zgjnNIRR53KqZ3GaZ3O6Z15nfmc+Z0FnAWdhZyFnUWcRZ3FnMWdJZwlnaWcpZ1lnGWd5ZzlnRWckc6KzkrOys4qzqrOas7qzhrOms5aztrOOs66znrO+s4GzobORs4oZ2NntLOJM8bZ1NnM2dzZwtnS2crZ2tnGGets62znbO/s4Ozo7OTs7Ozi7Ors5uzu7OHs6ezl7O3s4+zr7Ofs7xzgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvnOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zvPOA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO+84LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe873zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zv/OD86Pzk/Oz84vzq/Ob87vzh/On85fzt/OP86w5cx3Vdz/XdwA3dyI3dxE3dzM3dwh1yx3HHdcdzx3cncCd0J3IndidxJ3Uncyd3p3CndKdyp3ancad1p3Ond2dwZ3Rncmd2Z3FndWdzZ3fncOd053LndudxR7ilK666lVu7jdu6ndu787rzufO7C7gLugu5C7uLuIu6i7mLu0u4S7pLuUu7y7jLusu5y7sruCPdFd2V3JXdVdxV3dXc1d013DXdtdy13XXcdd313PXdDdwN3Y3cUe7G7mh3E3eMu6m7mbu5u4W7pbuVu7W7jTvW3dbdzt3e3cHd0d3J3dndxd3V3c3d3d3D3dPdy93b3cfd193P3d89wD3QPcg92D3EPdQ9zD3cPcI90j3KPdo9xj3WPc493j3BPdE9yT3ZPcU91T3NPd09wz3TPcs92z3HPdc9zz3fvcC90L3Ivdi9xL3Uvcy93L3CvdK9yr3avca91r3Ovd69wb3Rvcm92b3FvdW9zb3dvcO9073Lvdu9x73Xvc+9333AfdB9yH3YfcR91H3Mfdx9wn3Sfcp92n3GfdZ9zn3efcF90X3Jfdl9xX3Vfc193X3DfdN9y33bfcd9133Pfd/9wP3Q/cj92P3E/dT9zP3c/cL90v3K/dr9xv3W/c793v3B/dH9yf3Z/cX91f3N/d39w/3T/cv92/3H/dcbeI7nep7ne4EXepEXe4mXepmXe4U35I3jjeuN543vTeBN6E3kTexN4k3qTeZN7k3hTelN5U3tTeNN603nTe/N4M3ozeTN7M3izerN5s3uzeHN6c3lze3N443wSk889Sqv9hqv9Tqv9+b15vPm9xbwFvQW8hb2FvEW9RbzFveW8Jb0lvKW9pbxlvWW85b3VvBGeit6K3kre6t4q3qreat7a3hremt5a3vreOt663nrext4G3obeaO8jb3R3ibeGG9TbzNvc28Lb0tvK29rbxtvrLett523vbeDt6O3k7ezt4u3q7ebt7u3h7ent5e3t7ePt6+3n7e/d4B3oHeQd7B3iHeod5h3uHeEd6R3lHe0d4x3rHecd7x3gneid5J3sneKd6p3mne6d4Z3pneWd7Z3jneud553vneBd6F3kXexd4l3qXeZd7l3hXeld5V3tXeNd613nXe9d4N3o3eTd7N3i3erd5t3u3eHd6d3l3e3d493r3efd7/3gPeg95D3sPeI96j3mPe494T3pPeU97T3jPes95z3vPeC96L3kvey94r3qvea97r3hvem95b3tveO9673nve+94H3ofeR97H3ifep95n3ufeF96X3lfe19433rfed9733g/ej95P3s/eL96v3m/e794f3p/eX97f3j/evP/Ad3/U93/cDP/QjP/YTP/UzP/cLf8gfxx/XH88f35/An9CfyJ/Yn8Sf1J/Mn9yfwp/Sn8qf2p/Gn9afzp/en8Gf0Z/Jn9mfxZ/Vn82f3Z/Dn9Ofy5/bn8cf4Ze++OpXfu03fut3fu/P68/nz+8v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lL+0v4y/rL+cv76/gj/RX9FfyV/ZX8Vf1V/NX99fw1/TX8tf21/HX9dfz1/c38Df0N/JH+Rv7o/1N/DH+pv5m/ub+Fv6W/lb+1v42/lh/W387f3t/B39Hfyd/Z38Xf1d/N393fw9/T38vf29/H39ffz9/f/8A/0D/IP9g/xD/UP8w/3D/CP9I/yj/aP8Y/1j/OP94/wT/RP8k/2T/FP9U/zT/dP8M/0z/LP9s/xz/XP88/3z/Av9C/yL/Yv8S/1L/Mv9y/wr/Sv8q/2r/Gv9a/zr/ev8G/0b/Jv9m/xb/Vv82/3b/Dv9O/y7/bv8e/17/Pv9+/wH/Qf8h/2H/Ef9R/zH/cf8J/0n/Kf9p/xn/Wf85/3n/Bf9F/yX/Zf8V/1X/Nf91/w3/Tf8t/23/Hf9d/z3/ff8D/0P/I/9j/xP/U/8z/3P/C/9L/yv/a/8b/1v/O/97/wf/R/8n/2f/F/9X/zf/d/8P/0//L/9v/x//32AQOIEbeIEfBEEYREEcJEEaZEEeFMFQME4wbjBeMH4wQTBhMFEwcTBJMGkwWTB5MEUwZTBVMHUwTTBtMF0wfTBDMGMwUzBzMEswazBbMHswRzBnMFcwdzBPMCIoAwk0qII6aII26II+mDeYL5g/WCBYMFgoWDhYJFg0WCxYPFgiWDJYKlg6WCZYNlguWD5YIRgZrBisFKwcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfbBBsGGwUjAo2DkYHmwRjgk2DzYLNgy2CLYOtgq2DbYKxwbbBdsH2wQ7BjsFOwc7BLsGuwW7B7sEewZ7BXsHewT7BvsF+wf7BAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB8cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH5wQXBhcFFwcXBJcGlwWXB5cEVwZXBVcHVwTXBtcF1wfXBDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B/cEDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8HzwQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wfvBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB98EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wb/hIHRCN/RCPwzCMIzCOEzCNMzCPCzCoXCccNxwvHD8cIJwwnCicOJwknDScLJw8nCKcMpwqnDqcJpw2nC6cPpwhnDGcKZw5nCWcNZwtnD2cI5wznCucO5wnnBEWIYSaliFddiEbdiFfThvOF84f7hAuGC4ULhwuEi4aLhYuHi4RLhkuFS4dLhMuGy4XLh8uEI4MlwxXClcOVwlXDVcLVw9XCNcM1wrXDtcJ1w3XC9cP9wg3DDcKBwVbhyODjcJx4SbhpuFm4dbhFuGW4Vbh9uEY8Ntw+3C7cMdwh3DncKdw13CXcPdwt3DPcI9w73CvcN9wn3D/cL9wwPCA8ODwoPDQ8JDw8PCw8MjwiPDo8Kjw2PCY8PjwuPDE8ITw5PCk8NTwlPD08LTwzPCM8OzwrPDc8Jzw/PC88MLwgvDi8KLw0vCS8PLwsvDK8Irw6vCq8NrwmvD68LrwxvCG8ObwpvDW8Jbw9vC28M7wjvDu8K7w3vCe8P7wvvDB8IHw4fCh8NHwkfDx8LHwyfCJ8OnwqfDZ8Jnw+fC58MXwhfDl8KXw1fCV8PXwtfDN8I3w7fCt8N3wnfD98L3ww/CD8OPwo/DT8JPw8/Cz8Mvwi/Dr8Kvw2/Cb8Pvwu/DH8Ifw5/Cn8Nfwl/D38Lfwz/CP8O/wr/Df8J/o0HkRG7kRX4URGEURXGURGmURXlUREPRONG40XjR+NEE0YTRRNHE0STRpNFk0eTRFNGU0VTR1NE00bTRdNH00QzRjNFM0czRLNGs0WzR7NEc0ZzRXNHc0TzRiKiMJNKoiuqoidqoi/po3mi+aP5ogWjBaKFo4WiRaNFosWjxaIloyWipaOlomWjZaLlo+WiFaGS0YrRStHK0SrRqtFq0erRGtGa0VrR2tE60brRetH60QbRhtFE0Kto4Gh1tEo2JNo02izaPtoi2jLaKto62icZG20bbRdtHO0Q7RjtFO0e7RLtGu0W7R3tEe0Z7RXtH+0T7RvtF+0cHRAdGB0UHR4dEh0aHRYdHR0RHRkdFR0fHRMdGx0XHRydEJ0YnRSdHp0SnRqdFp0dnRGdGZ0VnR+dE50bnRedHF0QXRhdFF0eXRJdGl0WXR1dEV0ZXRVdH10TXRtdF10c3RDdGN0U3R7dEt0a3RbdHd0R3RndFd0f3RPdG90X3Rw9ED0YPRQ9Hj0SPRo9Fj0dPRE9GT0VPR89Ez0bPRc9HL0QvRi9FL0evRK9Gr0WvR29Eb0ZvRW9H70TvRu9F70cfRB9GH0UfR59En0afRZ9HX0RfRl9FX0ffRN9G30XfRz9EP0Y/RT9Hv0S/Rr9Fv0d/RH9Gf0V/R/9E/8aD2Ind2Iv9OIjDOIrjOInTOIvzuIiH4nHicePx4vHjCeIJ44niieNJ4knjyeLJ4yniKeOp4qnjaeJp4+ni6eMZ4hnjmeKZ41niWePZ4tnjOeI547niueN54hFxGUuscRXXcRO3cRf38bzxfPH88QLxgvFC8cLxIvGi8WLx4vES8ZLxUvHS8TLxsvFy8fLxCvHIeMV4pXjleJV41Xi1ePV4jXjNeK147XideN14vXj9eIN4w3ijeFS8cTw63iQeE28abxZvHm8RbxlvFW8dbxOPjbeNt4u3j3eId4x3ineOd4l3jXeLd4/3iPeM94r3jveJ9433i/ePD4gPjA+KD44PiQ+ND4sPj4+Ij4yPio+Oj4mPjY+Lj49PiE+MT4pPjk+JT41Pi0+Pz4jPjM+Kz47Pic+Nz4vPjy+IL4wvii+OL4kvjS+LL4+viK+Mr4qvjq+Jr42vi6+Pb4hvjG+Kb45viW+Nb4tvj++I74zviu+O74nvje+L748fiB+MH4ofjh+JH40fix+Pn4ifjJ+Kn46fiZ+Nn4ufj1+IX4xfil+OX4lfjV+LX4/fiN+M34rfjt+J343fi9+PP4g/jD+KP44/iT+NP4s/j7+Iv4y/ir+Ov4m/jb+Lv49/iH+Mf4p/jn+Jf41/i3+P/4j/jP+K/47/if9NBomTuImX+EmQhEmUxEmSpEmW5EmRDCXjJOMm4yXjJxMkEyYTJRMnkySTJpMlkydTJFMmUyVTJ9Mk0ybTJdMnMyQzJjMlMyezJLMmsyWzJ3MkcyZzJXMn8yQjkjKRRJMqqZMmaZMu6ZN5k/mS+ZMFkgWThZKFk0WSRZPFksWTJZIlk6WSpZNlkmWT5ZLlkxWSkcmKyUrJyskqyarJasnqyRrJmslaydrJOsm6yXrJ+skGyYbJRsmoZONkdLJJMibZNNks2TzZItky2SrZOtkmGZtsm2yXbJ/skOyY7JTsnOyS7Jrsluye7JHsmeyV7J3sk+yb7JfsnxyQHJgclBycHJIcmhyWHJ4ckRyZHJUcnRyTHJsclxyfnJCcmJyUnJyckpyanJacnpyRnJmclZydnJOcm5yXnJ9ckFyYXJRcnFySXJpcllyeXJFcmVyVXJ1ck1ybXJdcn9yQ3JjclNyc3JLcmtyW3J7ckdyZ3JXcndyT3Jvcl9yfPJA8mDyUPJw8kjyaPJY8njyRPJk8lTydPJM8mzyXPJ+8kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n3yQfJh8lHycfJJ8mnyWfJ58kXyZfJV8nXyTfJt8l3yf/JD8mPyU/Jz8kvya/Jb8nvyR/Jn8lfyd/JP8mw5SJ3VTL/XTIA3TKI3TJE3TLM3TIh1Kx0nHTcdLx08nSCdMJ0onTidJJ00nSydPp0inTKdKp06nSadNp0unT2dIZ0xnSmdOZ0lnTWdLZ0/nSOdM50rnTudJR6RlKqmmVVqnTdqmXdqn86bzpfOnC6QLpgulC6eLpIumi6WLp0ukS6ZLpUuny6TLpsuly6crpCPTFdOV0pXTVdJV09XS1dM10jXTtdK103XSddP10vXTDdIN043SUenG6eh0k3RMumm6Wbp5ukW6ZbpVunW6TTo23TbdLt0+3SHdMd0p3TndJd013S3dPd0j3TPdK9073SfdN90v3T89ID0wPSg9OD0kPTQ9LD08PSI9Mj0qPTo9Jj02PS49Pj0hPTE9KT05PSU9NT0tPT09Iz0zPSs9Oz0nPTc9Lz0/vSC9ML0ovTi9JL00vSy9PL0ivTK9Kr06vSa9Nr0uvT69Ib0xvSm9Ob0lvTW9Lb09vSO9M70rvTu9J703vS+9P30gfTB9KH04fSR9NH0sfTx9In0yfSp9On0mfTZ9Ln0+fSF9MX0pfTl9JX01fS19PX0jfTN9K307fSd9N30vfT/9IP0w/Sj9OP0k/TT9LP08/SL9Mv0q/Tr9Jv02/S79Pv0h/TH9Kf05/SX9Nf0t/T39I/0z/Sv9O/0n/TcbZE7mZl7mZ0EWZlEWZ0mWZlmWZ0U2lI2TjZuNl42fTZBNmE2UTZxNkk2aTZZNnk2RTZlNlU2dTZNNm02XTZ/NkM2YzZTNnM2SzZrNls2ezZHNmc2VzZ3Nk43Iykwyzaqszpqszbqsz+bN5svmzxbIFswWyhbOFskWzRbLFs+WyJbMlsqWzpbJls2Wy5bPVshGZitmK2UrZ6tkq2arZatna2RrZmtla2frZOtm62XrZxtkG2YbZaOyjbPR2SbZmGzTbLNs82yLbMtsq2zrbJtsbLZttl22fbZDtmO2U7Zztku2a7Zbtnu2R7Zntle2d7ZPtm+2X7Z/dkB2YHZQdnB2SHZodlh2eHZEdmR2VHZ0dkx2bHZcdnx2QnZidlJ2cnZKdmp2WnZ6dkZ2ZnZWdnZ2TnZudl52fnZBdmF2UXZxdkl2aXZZdnl2RXZldlV2dXZNdm12XXZ9dkN2Y3ZTdnN2S3Zrdlt2e3ZHdmd2V3Z3dk92b3Zfdn/2QPZg9lD2cPZI9mj2WPZ49kT2ZPZU9nT2TPZs9lz2fPZC9mL2UvZy9kr2avZa9nr2RvZm9lb2dvZO9m72XvZ+9kH2YfZR9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n32Q/Zj9lP2c/ZL9mv2W/Z79kf2Z/ZX9nf2T/ZvPsid3M293M+DPMyjPM6TPM2zPM+LfCgfJx83Hy8fP58gnzCfKJ84nySfNJ8snzyfIp8ynyqfOp8mnzafLp8+nyGfMZ8pnzmfJZ81ny2fPZ8jnzOfK587nycfkZe55JpXeZ03eZt3eZ/Pm8+Xz58vkC+YL5QvnC+SL5ovli+eL5EvmS+VL50vky+bL5cvn6+Qj8xXzFfKV85XyVfNV8tXz9fI18zXytfO18nXzdfL1883yDfMN8pH5Rvno/NN8jH5pvlm+eb5FvmW+Vb51vk2+dh823y7fPt8h3zHfKd853yXfNd8t3z3fI98z3yvfO98n3zffL98//yA/MD8oPzg/JD80Pyw/PD8iPzI/Kj86PyY/Nj8uPz4/IT8xPyk/OT8lPzU/LT89PyM/Mz8rPzs/Jz83Py8/Pz8gvzC/KL84vyS/NL8svzy/Ir8yvyq/Or8mvza/Lr8+vyG/Mb8pvzm/Jb81vy2/Pb8jvzO/K787vye/N78vvz+/IH8wfyh/OH8kfzR/LH88fyJ/Mn8qfzp/Jn82fy5/Pn8hfzF/KX85fyV/NX8tfz1/I38zfyt/O38nfzd/L38/fyD/MP8o/zj/JP80/yz/PP8i/zL/Kv86/yb/Nv8u/z7/If8x/yn/Of8l/zX/Lf89/yP/M/8r/zv/J/832JQOIVbeIVfBEVYREVcJEVaZEVeFMVQMU4xbjFeMX4xQTFhMVExcTFJMWkxWTF5MUUxZTFVMXUxTTFtMV0xfTFDMWMxUzFzMUsxazFbMXsxRzFnMVcxdzFPMaIoCym0qIq6aIq26Iq+mLeYr5i/WKBYsFioWLhYpFi0WKxYvFiiWLJYqli6WKZYtliuWL5YoRhZrFisVKxcrFKsWqxWrF6sUaxZrFWsXaxTrFusV6xfbFBsWGxUjCo2LkYXmxRjik2LzYrNiy2KLYutiq2LbYqxxbbFdsX2xQ7FjsVOxc7FLsWuxW7F7sUexZ7FXsXexT7FvsV+xf7FAcWBxUHFwcUhxaHFYcXhxRHFkcVRxdHFMcWxxXHF8cUJxYnFScXJxSnFqcVpxenFGcWZxVnF2cU5xbnFecX5xQXFhcVFxcXFJcWlxWXF5cUVxZXFVcXVxTXFtcV1xfXFDcWNxU3FzcUtxa3FbcXtxR3FncVdxd3FPcW9xX3F/cUDxYPFQ8XDxSPFo8VjxePFE8WTxVPF08UzxbPFc8XzxQvFi8VLxcvFK8WrxWvF68UbxZvFW8XbxTvFu8V7xfvFB8WHxUfFx8UnxafFZ8XnxRfFl8VXxdfFN8W3xXfF98UPxY/FT8XPxS/Fr8Vvxe/FH8WfxV/F38U/xb9DgyFnyB3yhvyhYCgciobioWQoHcqG8qFiaGhonKFxh8YbGn9ogqEJhyYamnhokqFJhyYbmnxoiqEph6YamjpaZNvNth07Zqto1P/+XOJ/f475n5/hyFGjd95pTDj2f36s+j8/dvx/P9J1Ntl2p1GjR48Zu1O6x/AzHjlqmzErjJl7xH+P8r+H/Peo/nvU/z2a/x7tf4/uv0ef/Pc5I4ZfOvyqhl/dfy8Z/l0Z/l2ph1/N8Ksdftm/O7ymw2taDr9k+DW8ocMbOrxRD/+5enijHv7kZvh3m+FPaYY/pRn+lGb4v7QZ/pRu+M91w5/XD//39cO/2w9/Sj/8Kf3wp/TDf9++T4f/746wZ2lPsafas7Jnbc/Gnq09O3vaWmlrpa2VtlbaWmlrpa2VtlbaWmlrpa2JrYlNiE2ITYhNiE2ITYhNiE2oTaj9hdTW1NbU1tTW1NbU1tTW1NYqW6tsrbK1ytYqW6tsrbK1ytYqW6tsrba12tZqW6ttrba12tZqW6ttrba12tYaW2tsrbG1xtYaW2tsrbG1xtYaW2tsrbW11tZaW2ttrbW11tZaW2ttorWJzj63s8/t7HM7+9zOPrezz+3sb9HZRGcTvf0telvrba23td7WelvrbaK3CfNBzAcxH8R8EPNBzAcxH8R8EENBDAUxFMRQEENBDAUxFMRQEENBDAUxFMRQEENBxNbMBzEfxCQQk0BMAjEJxCQQk0BMAjEJxCQQk0BMAjEJxCQQk0BMAjEJxCQQk0BMAjEJxCQQk0BMAjEJxCQQk0Ds/MXOX+z8xc5f7PzFzl/s/MUOXezQxQ5d7KTFTlrspMVOWuykxU5a7KTFTlpa+1y7Y7E7ls4+105a7KTFTlrspMWOV+x4xY5X7HjFjlfseMWOV+x4xY5Xevv/axerdrFqF6t2sWoXq3axaherdrFq3+hqx6t2vGrHq3a8aserdrxqx6t2vGrHq3a8aserdrxqx6t2vGrHq3a8al/ual/uaietdtJqJ6120monrXbSaietdtJqJ6120monrXbSaietdtJqJ6120monrXbSaietdtJqJ6120monrXbSaietdtJqX+5q16123WrXrXbdatetdt1q16325a725a5282o3r3bzal/ual/uahKoSaAmgZoEahKoSaAmgZoEal/ual/uaj6o+aDmg5oPaj6o+aDmg5oPal/5al/5amqoqaGmhpoaamqoqaGmhpoaamqoqaH27a/27a9mSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkllllRmSWWWVGZJZZZUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJbZbUZkltltRmSW2W1GZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWOWNGZJY5Y0ZkljljRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklrlrRmSWuWtGZJa5a0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJZ5Z0ZklnlnRmSWeWdGZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvRmSW+W9GZJb5b0ZklvlvR9n/3vsxwxYgTeJd6Ct+Jd4V3j3eDd4t3hjd0SuyV2S+yW2C2xW2K3xG6J3RK7JXYFu4Jdwa5gV7Ar2BXsCnYFu4Jdxa5iV7Gr2FXsKnYVu4pdxa5it8Juhd0KuxV2K+xW2K2wW2G3wm6F3Rq7NXZr7NbYrbFbY7fGbo3dGrs1dhvsNthtsNtgt8Fug90Guw12G+w22G2x22K3xW6L3Ra7LXZb7LbYbbHbYrfDbofdDrsddjvsdtjtsNtht8Nuh90euz12e+z22O2x22O3x26P3R678KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa9KeFXCqxJelfCqhFclvCrhVQmvSnhVwqsSXpXwqoRXJbwq4VUJr0p4VcKrEl6V8KqEVyW8KuFVCa8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErglcArgVcCrwReCbwSeCXwSuCVwCuBVwKvBF4JvBJ4JfBK4JXAK4FXAq8EXgm8Engl8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKrxReKbxSeKXwSuGVwiuFVwqvFF4pvFJ4pfBK4ZXCK4VXCq8UXim8Unil8ErhlcIrhVcKryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa8aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4RX6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG8X9O2Cvl3Qtwv6dkHfLujbBX27oG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')format("woff");}.ff2{font-family:ff2;line-height:1.432129;font-style:normal;font-weight:normal;visibility:visible;}
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7JVsJnF4eQvglxHHLyIL6CnGaIn/PyPbWeeq72AuyG9DZSt81by6PhFoJQA2FAZCCHZYI0fA5DuM+jR/OJFz2tQ2TBN0JY1vNI9F9A2v4nSK/p3v0BwoE9woe8PfX09zZscRvpI63zvyCofFu/8CxIw6eQ+D8jY3LTS7MyveNJ98ujedzbU3pUoaTva0kE94S3rCewX4iuvJIwjHqS1wMKNRbUmN17/TQN+D6F5RB/GWIjA8KxfvUM4ZQjSHPyvIhPw/7fZ+kAPgDrrezHaYURVUQt0UA0E23EHaKL6CH6iSHiHnGfeADfxJgHc7RCrBGbxA6xRxwQR8QJCySeLD4VR9nTMH/4HMB5iBOQ86/kGHVfBdK/SyEbh4iRvdT5jLwPa43B+9MUn0eh300or6aQFQfvNNOoZ3UA/A77wWsOYWI/BnQTGQYwFd5TXyRNr5GVQCFuouTZvwM1ZLC+DDAR0lAexEctoAlWF5DsJ+NhnmOCOYwJ7g8U8iHCWuQA2QcwFlp4Ci3MpRC3sb8Kav0z5E9Q/QIaQB/ZEsiBvSO/B+WbvJqJA0ijfURxmIFP4yzs7wlpvgw9fbyI7fDqBWRvep8zcG7RTx482kyvaY+GYoj5kE+P4QbNoceTGmFiBtIHkP9t1jqcEfNrpCXB+JjfaP42hSC/NYO4oLjkfv+vgJUbj7Vgv4ElY78JVm4G9sdgj/op7Gvg56exefCTi/0t+PnP2D+BnzySR/KwnyGLyRIsnywlS7GPkOVkOVZAVpAfx36O/AT5Ceznyf9K/lesiPwU+Snso+SnyU9jxWQr+WvYL5A9wH9/EeT4n8c+BizGyS3s9RMDFXz+9givALbKgZXW9/fdAzwdz8Zz8VsY/oOfgm9rYD84vhr+cLXeRY/Yh1q+yFwFCUzAsrFsGMb+DLsb+Mpn2Z/H2Ox+9gDGY/8e+4+wQPafgFWtZH8VrDoN+2vsr2Na9jfZ85ie+0vcSszgz/bnYCb/Kv8qzOz/5/5/jkX6f9X/q5jlA9NL7dpUFkLtHA9BAfsaiOwYiO0YfKtmHZQtUHZB2QeFyl5egPKS2hRB4YICskIcnHdwNSh6UMD+iwNLcbAWcBcoqaCAnRMHey6VVeAFoBSDUgZKJSg1oNSD0gRKKyi3QekE5S4ofaCA7AkfAWWM8q9XLdRIv7rDgAMITiB0FUQ7xK9cQOqtIrZHph7BKgR/xkuf/j3E7yP6lyHOQ2zxokdm4gJCSbi/XhE9Oe/qj33OC9+9IjQwe6AzVppDv2u+CPklkOPwoodvg3iE1EKQzlFoGZSP/5G3RaLH25aHXkHoQm/rKHo0N3vxTOs9DHjBQsZen5zvtYdzsb+m830807u39gv7E8SGI4Se88p43gyD73XR7+vRb+HRfA+n8A3te86rIrqJ3yHuEp8FWdjniF7i80QfyMbod74H6Le+Ofc4f8gZ436Pu8v9//yD/CWYCrRQAQplQR0oVPbZAko7KB2gUOPYC8oAKMOgjGI/TMx6vaqzLiD26i8BSl89AaiDHCnk6F4tIDL11JuU1LvRl2CGlz6dQjhqyJml6p6uQpyCeiD//6T1jK4idD17+NM/zHr26PF5PaPtnlldH9h6vthrD6f58v6e6SPaOx/i1MX17NHwH3Y940fUWiIaIH4SYg2FgP+XVG+p9QywHuIyRLCeiXKPTD3cbah12AnxKcQnEIcgfpdCkKFI30huQs401NDtRQ/fRr1fSrQQAuoEAdaz+/3Kq/EivBSvwKvxOrwRb8Hb8Q68G+/FB/BhfBQfxyfxh/gsvoAv4U/wdXwL38X38UP8Bf4SxJsdP3CW+8GuXxKg/8GvGnKqqdjDcVPIhs8JOf8AUXAB3e+KTs7XIDLJrEGsgwif5fj9BoP+Oi9NWQuQCyLlQ7b0NYKrhrMclH/p1RMGSQHSYh2Dzb/stZnTjCCtIcMH/DXq21GsAFYAhrFELBFYjZEskMmz/zv7f2Ik+3fYv4PJ2H/K/gomZ0+zH2Iq9gx7BuTus+w5kLv/Jfs7mJ5j5lixKG4ZtxyL4X6C+wkszt/P3w+L96/0/wSW4P+O/zuYy/9P/aexRP+H/g+xtB95e27s3+IUgOEToEyBAmIZldXgIGvEl0FZBWUDlG1QnoLyDJTnoByDcgqiHQkKDxQhKHJQQByl7osSZlDsoMSBkgQK6BeRBUoOKPmggMhJgCgM9kGMqAIFxFmwa2ME8IjT/5d9ClbYKIdPrTBOAMC/p/DVV6i7QwD/F/QFHfWmKdkDOX/+mg+w7o3ksgdrEKQ5HQDXIX6F9TcQFyk+xK+QDyHS+iGyNZDzTSj5CNJ/+KaVeeoZ1KsB1g6Up2Q41Du47xsOkFUQJ6B+L36F/FWkvx1v6HmyFOIygvM+I6jL5pBbwMdTqfzp/YiZBEFwCQEhJdSEnjARNsJJuIhUIpO4SeQRBUQxUUZUEjVEPdFEtBK3iU6wN/aBHG4Efvdripgh5ohFYplYJTaIbeIp8Yx4ThwTpyySxWMJWXKWhmVgmVl2VhwrieVmZbFyWPmsQlYJq5xVxaplNbCaWW2sO6wuVg+rnzXEuse6z3rAmmY9Ys2zHrNWWGusTdYOa491wDpinZAYySH5pJhUkjrSSFpIB5lAppDpZDaZS94ii8hSsoKsJuvIRrKFbCc7yG6ylxwgh8lRcpycJB+Ss+QCuUS91QMzi+cQNyDC3AFPggjvjuODXiTgd3wJAmZYI17E6ZzoZ70y+IpXEv+78/LYKdJWGdLi6IW6u16aWqPULoboWfMi/gNvWx5cQVpBNNM0y45cbfAiUYxoGPTKEPCbLQT8rgtRAVGOyPS8jfZY+y9I33PP0/gDxEKE9rRbgdC/+jYaP/ABFy7MtenCXKNzd+q1H/+FCzJwjmB+hmNHSL+S3n1+6Tn11F1DdB4gFv4ZMjJ/hvCrvSNzyXw1IeODzJdnLvoRnZ9E7PzJ835ycUw8SOvsg750z9sX4v9CrhJem4nHSN0+rwzrGTImL99c9T1PV185TxeBTB3s1Vd4yoSBDBbDKK+kznOPQJkHheoRZTc1b9R3w6iVuQcKNXdH9BkMp/r2kVcFAG9dgvVvMAdy/jOkX2PBa8QwOGdREDEGDL7Ip+ui6LnaS2WuVM6u7lQNAryL8VlOTgWnmlPHaeS0cNo5HZxuTi8YP+qJ3ThnkvOQM8tZ4CxxnnDWOVucXc4+55DzgvPSj/Dj+gn8pH5qP72fyc/m5/Rz+aX6Zfrd9MvzK/Ar9ivzq/Sr8av3a/Jr9bvt1+l316/Pb9BvxG/Mb8Jvym/Gb85v0W/Zb9Vvw2/b76nfM7/nfsd+p1ySy+MKuXKuhmvgmrl2bhw3ievmZnFzuPncQm4Jt5xbxa3lNnCbuW3cO9wubg+3nzvEvce9z33AneY+4s5zH3NXuGvcTe4Od497wD3invhj/hx/vr/YX+mv8zf6W/wd/gn+Kf7p/tn+uf63/Iv8S/0r/Kv96/wb/Vv82/07/Lv9e/0H/If9R/3H/SdB1jfrv+C/5P/Ef91/y3/Xf9//0P+F/0sewePyBDwpT83T80w8G8/Jc/FSeZm8m7w8XgGvmFfGq+TV8Op5TbxW3m1eJ+8ur483yBvhjfEmeFO8Gd4cb5G3zFvlbfC2eU95z3jPece80wAygBcgDJAHaAIMAeYAe0BcQFKAOyArICcgP6AwoCSgPKAqoDagIaA5oC3gTkBXQE9Af8BQwL2A+wEPAqYDHgXMBzwOWAlYC9gM2AnYCzgIOAo44WN8Dp/PF/OVfB3fyLfwHfwEfgo/nZ/Nz+Xf4hfxS/kV/Gp+Hb+R38Jv53fwu/m9/AH+MH+UP86f5D/kz/IX+Ev8J/x1/hZ/l7/PP+S/4L8MJAK5gYJAaaA6UB9oCrQFOgNdgamBmYE3A/MCCwKLA8sCKwNrAusDmwJbA28HdgbeDewLHAwcCRwLnAicCpwJnAtcDFwOXA3cCNwOfBr4LPB54HHgqYAU8ARCgVygERgEZoFdECdIErgFWYIcQb6gUFAiKBdUCWoFDYJmQZvgjqBL0CPoFwwJ7gnuCx4IpgWPBPOCx4IVwZpgU7Aj2BMcCI4EJ0FYECeIHyQOUgbpgoxBliBHUEJQSlB6UHZQbtCtoKKg0qCKoOqguqDGoJag9qCOoO6g3qCBoOGg0aDxoMmgh0GzQQtBS0FPgtaDtoJ2g/aDDoNeBL0UEkKuUCCUCtVCvdAktAmdQpcwVZgpvCnMExYIi4VlwkphjbBe2CRsFd4WdgrvCvuEg8IR4ZhwQjglnBHOCReFy8JV4YZwW/hU+Ez4XHgsPBWRIp5IKJKLNCKDyCyyi+JESSK3KEuUI8oXFYpKROWiKlGtqEHULGoT3RF1iXpE/aIh0T3RfdED0bTokWhe9Fi0IloTbYp2RHuiA9GR6ESMiTlivlgsVop1YqPYInaIE8Qp4nRxtjhXfEtcJC4VV4irxXXiRnGLuF3cIe4W94oHxMPiUfG4eFL8UDwrXhAviZ+I18Vb4l3xvvhQ/EL8UkJIuBKBRCpRS/QSk8QmcUpcklRJpuSmJE9SICmWlEkqJTWSekmTpFVyW9IpuSvpkwxKRiRjkgnJlGRGMidZlCxLViUbkm3JU8kzyXPJseRUSkp5UqFULtVIDVKz1C6NkyZJ3dIsaY40X1ooLZGWS6uktdIGabO0TXpH2iXtkfZLh6T3pPelD6TT0kfSeelj6Yp0Tbop3ZHuSQ+kR9ITGSbjyPgysUwp08mMMovMIUuQpcjSZdmyXNktWZGsVFYhq5bVyRplLbJ2WYesW9YrG5ANy0Zl47JJ2UPZrGxBtiR7IluXbcl2ZfuyQ9kL2Us5IefKBXKpXC3Xy01ym9wpd8lT5Znym/I8eYG8WF4mr5TXyOvlTfJW+W15p/yuvE8+KB+Rj8kn5FPyGfmcfFG+LF+Vb8i35U/lz+TP5cfyUwWp4CmECrlCozAozAq7Ik6RpHArshQ5inxFoaJEUa6oUtQqGhTNijbFHUWXokfRrxhS3FPcVzxQTCseKeYVjxUrijXFpmJHsac4UBwpTpSYkqPkK8VKpVKnNCotSocyQZmiTFdmK3OVt5RFylJlhbJaWadsVLYo25Udym5lr3JAOawcVY4rJ5UPlbPKBeWS8olyXbml3FXuKw+VL5QvVYSKqxKopCq1Sq8yqWwqp8qlSlVlqm6q8lQFqmJVmapSVaOqVzWpWlW3VZ3UN/HgHg/3exbMAEgOpKfg3gTf4yAHIOZAPswVwPmIorNhXY2XJl9AGuYWLJi5EnQWS98bpDOSVqh5CNKm01rq3QHIge/VYLzTJuqpOKRrKGQXwbowW6LvJWJmqhYt79EG76/StViztOWUDHHgrcWqhRzPXVCooQbRDPV45Ee9FtK99vQR9oidAq/2ekeD1kkWIHoWKP3UnYPX+ulx9oz2AXWVHmd0VOkxpFt5OxJc2JdWpEUEPW/fXEB0DC+iZ/QuImyRM+K1k232jhL+EdgXpHe0DAe+UcbuReaiFRkHzgWa81bL+y5g9nn0SBYjntnq9UZ0ZokOdKygJ/R6/Kr4tefTnknrJEah/XDM6TVCI+rVnr7D1sk7UH4U8Xmafu6dd49txV4/Z6JpD/H4iRzxOjhr9Eqk1wJK0yOAn9J/s4JC2oc9KyUbmV+URsaKpmlr8SW4KvvO9/TMOCA02kcmGh1nlKZXB017ek2cHwGY87+OGJMM9CacwU6oje47jC10NGO1Q4QnVfyInmvY4oSXz1qFVvVAr0DG/JLxfwJlEK/zabRROg6OQza0gY6isxe8FL4Nh15lotFaZyxHWvTMY8UF7/3h6PeiB913LNRfA/PFf3ynaZ1nfKPxdJY6c1FIzFCIj1PINMu+0O9FD1qXyIQa3u4tPtCoHppG4/BFGp0XdKyY/IdeQR5vh7s8i46WB14OSnvWFF2L3oXpqMiHuOeZKdgW3D3HvTL0+1R0lMBHqKv0HuR5PxTJUtDMgQVl2PSqoffxFe9aZkshPUwhDt/XpeM/WXW6+toqItPrn/i2J5Z64wn9NvInvTo9TzkPvKN6ZvfJpPcFGI3h/R367QpPH2FW4w/v3XCp+xu4H5ThwKe9ZAsVu4ANALkwHrI3YTSDfHoWOPDpNhvel2CKrugosdqhPXC0UZq20xMVYcy8aBWqk0O/s5KCRGw4DoyrnmG1erxu8Tz9LrGXYe+7uCLAbpgNZzCbejJO/VUhvI5CdJdhrXr3bo9/piLWIr0Aa5aSTDwfY8+sLzQHQJ/s0/Pe4ZmFYuxMbuzJTxxeDySSvHys93T4zV5JI31/sBn6Fb2yFqBO2htbod+2ecfnEhzyzDuQZMO3INg8OJvrsHd6ev1COt9rCVtKe6andcpn6PfnaRyH/uOErU96M3bqGdub/kJfwg6hDJ3V50E9CZCf51mb5W9WEz0X9N1P5H0D6o+svNbp+XtO2V7LaU+m44bHtm2oQeNd12gm75mdGa9+uhfg1FD8ZnZmoG0ww8fhnWIOfIefDXvBqYN1h+HVJWq+PFmcy7seWXA1eWIjH/EuOo9a8V4FFs5CPbPQhlXYIypGWWCPls57Gi3vGeFqKL9NIeE47XvDz4V1+89npChNn5LwNaj/y9Dr4N++8pxu6NxyiPYf7FxMuCRzy0Zoml8Kafp8BOMSyLHb4VxT72XXQKTjwCOvjCd7QbI48plnlldf2wDma/V1LkTTRBmFQOfqm8iWBfcReJqjz5hMNJp5emjPKvDOBdFA71kXMi4f6Denj9qz9CXxLYVqC6WBH1L9aoP9RfNP2k/mzvOZZNAdDd+HOjsh3wRllMi40ZGtB/G9BfovokHf6ID8bTqb9c7XmcyEfpsIrh0QcyjNlbBfF7JZz9mwABl/hD6T5SL7LGn3rgWwO7+ZIxo9OfksUpfOeeg8weodc8+9iDjoh53wb7/R9CGWRa1fmC0sw5hp9sSE2nOrmI5Rxd5oQ68pWtLzHmSD11p6HbHp7MWCeAUSq9E7Hp68gt4FWuHfB9NAG3aQXrR59XjmfcTjvRTnmL4Tguwmu8jqyPKeyDyWFEFOhye2175u0XNqg3x6D2VN0fsFkl3QMpneXuA2+lwDEUNq0RkXvZ+uINEDuWNw5pwFZ4pdDiP5Hj0vF0YMuSN0yVm717vKaI5np6DjTChGPQOLwPhYIkZ/r8IOv1eRiNViXVgKqN2LfRT7IjaIFcPvVZRgfwp+SrE/x76GfQybx/4Cq8BWsL/FKrF97AB42iH2z9j/wF7hftiv4zw8CuvEP4P/NjaBfwFfx/4U38b/N/ZPLJxFYv/KSmb1Y69YX2XN4L/I+ibrn/GPsf6F9RLvIXGSh/eRQjINHybTyTz8CVlA/hz+XbKInMa/x5n2+2kinXoyR6xz/xM3m/gr7k9x84i/5p74s4jv+kv904nv+3/ef4Sl9v+a/9dYZv+v+/8FK9J/yX+J5fD/tv+3WTEY9ZeeqL9xC7+3gWGvXmB4nCbWjhFxJurpFP8xf4W/xt/k7/D3+Af8I/5JIBbICeQHigOVgbpAY6Al0BGYEJgSmB6YHZgbeCuwKLA0sCKwOrAusDGwJbA9sCOwO7A3cCBwOHA0cDxwMvBh4GzgQuBS4JPA9cCtwN3A/cDDwBeBLwWEgCsQCKQCtUAvMAlsAqfAJUgVZApuCvIEBYJiQZmgUlAjqBc0CVoFtwWdgruCPsGgYEQwJpgQTAlmBHOCRcGyYFWwIdgWPBU8EzwXHAtOg8ggXpAwSB6kCTIEmYPsQXFBSUHuoKygnKD8oMKgkqDyoKqg2qCGoOagtqA7QV1BPUH9QUNB94LuBz0Img56FDQf9DhoJWgtaDNoJ2gv6CDoKOhEiAk5Qr5QLFQKdUKj0CJ0CBOEKcJ0YbYwV3hLWCQsFVYIq4V1wkZhi7Bd2CHsFvYKB4TDwlHhuHBS+FA4K1wQLgmfCNeFW8Jd4b7wUPhC+FJEiLgigUgqUov0IpPIJnKKXKJUUabopihPVCAqFpWJKkU1onpRk6hVdFvUKbor6hMNikZEY6IJ0ZRoRjQnWhQti1ZFG6Jt0VPRM9Fz0bHoVEyKeWKhWC7WiA1is9gujhMnid3iLHGOOF9cKC4Rl4urxLXiBnGzuE18R9wl7hH3i4fE98T3xQ/E0+JH4nnxY/GKeE28Kd4R74kPxEfiEwkm4Uj4ErFEKdFJjBKLxCFJkKRI0iXZklzJLUmRpFRSIamW1EkaJS2SdkmHpFvSKxmQDEtGJeOSSclDyaxkQbIkeSJZl2xJdiX7kkPJC8lLKSHlSgVSqVQt1UtNUpvUKXVJU6WZ0pvSPGmBtFhaJq2U1kjrpU3SVultaaf0rrRPOigdkY5JJ6RT0hnpnHRRuixdlW5It6VPpc+kz6XH0lMZKePJhDK5TCMzyMwyuyxOliRzy7JkObJ8WaGsRFYuq5LVyhpkzbI22R1Zl6xH1i8bkt2T3Zc9kE3LHsnmZY9lK7I12aZsR7YnO5AdyU7kmJwj58vFcqVcJzfKLXKHPEGeIk+XZ8tz5bfkRfJSeYW8Wl4nb5S3yNvlHfJuea98QD4sH5WPyyflD+Wz8gX5kvyJfF2+Jd+V78sP5S/kLxWEgqsQKKQKtUKvMClsCqfCpUhVZCpuKvIUBYpiRZmiUlGjqFc0KVoVtxWdiruKPsWgYkQxpphQTClmFHOKRcWyYlWxodhWPFU8UzxXHCtOlaSSpxQq5UqN0qA0K+3KOGWS0q3MUuYo85WFyhJlubJKWatsUDYr25R3lF3KHmW/ckh5T3lf+UA5rXyknFc+Vq4o15Sbyh3lnvJAeaQ8UWEqjoqvEquUKp3KqLKoHKoEVYoqXZWtylXdUhWpSlUVqmpVnapR1aJqV3WoulW9qgHVsGpUNa6aVD1UzaoWVEuqJ6p11ZZqV7WvOlS9UL1UE2quWqCWqtVqvdqktqmdapc6VZ2pvqnOUxeoi9Vl6kp1jbpe3aRuVd9Wd6rvqvvUg+oR9Zh6Qj2lnlHPqRfVy+pV9YZ6W/1U/Uz9XH2sPg0mg3nBwmB5sCbYEGwOtgfHBScFu4OzgnOC84MLg0uCy4OrgmuDG4Kbg9uC7wR3BfcE9wcPBd8Lvh/8IHg6+FHwfPDj4JXgteDN4J3gveCD4KPgEw2m4Wj4GrFGqdFpjBqLxqFJ0KRo0jXZmlzNLU2RplRToanW1GkaNS2adk2HplvTqxnQDGtGNeOaSc1DzaxmQbOkeaJZ12xpdjX7mkPNC81LLaHlagVaqVat1WtNWpvWqXVpU7WZ2pvaPG2Btlhbpq3U1mjrtU3aVu1tbaf2rrZPO6gd0Y5pJ7RT2hntnHZRu6xd1W5ot7VPtc+0z7XH2lMdqePphDq5TqMz6Mw6uy5Ol6Rz67J0Obp8XaGuRFeuq9LV6hp0zbo23R1dl65H168b0t3T3dc90E3rHunmdY91K7o13aZuR7enO9Ad6U5CsBBOCD9EHKIM0YUYQywhjpCEkJSQ9JDskNyQWyFFIaUhFSHVIXUhjSEtIe0hHSHdIb0hAyHDIaMh4yGTIQ9DZkMWQpZCnoSsh2yF7IbshxyGvAh5qSf0XL1AL9Wr9Xq9SW/TO/Uufao+U39Tn6cv0Bfry/SV+hp9vb5J36q/re/U39X36Qf1I/ox/YR+Sj+jn9Mv6pf1q/oN/bb+qf6Z/rn+WH8aSobyQoWh8lBNqCHUHGoPjQtNCnWHZoXmhOaHFoaWhJaHVoXWhjaENoe2hd4J7QrtCe0PHQq9F3o/9EHodOij0PnQx6EroWuhm6E7oXuhB6FHoScGzMAx8A1ig9KgMxgNFoPDkGBIMaQbsg25hluGIkOpocJQbagzNBpaDO2GDkO3odcwYBg2jBrGDZOGh4ZZw4JhyfDEsG7YMuwa9g2HhheGl2FEGDdMECYNU4fpw0xhtjBnmCssNSwz7GZYXlhBWHFYWVhlWE1YfVhTWGvY7bDOsLthfWGDYSNhY2ETYVNhM2FzYYthy2GrYRth22FPw56FPQ87Djs1kkaeUWiUGzVGg9FstBvjjElGtzHLmGPMNxYaS4zlxipjrbHB2GxsM94xdhl7jP3GIeM9433jA+O08ZFx3vjYuGJcM24ad4x7xgPjkfEkHAvnhPPDxeHKcF24MdwS7ghPCE8JTw/PDs8NvxVeFF4aXhFeHV4X3hjeEt4e3hHeHd4bPhA+HD4aPh4+Gf4wfDZ8IXwp/En4evhW+G74fvhh+IvwlybCxDUJTFKT2qQ3mUw2k9PkMqWaMk03TXmmAlOxqcxUaaox1ZuaTK2m26ZO011Tn2nQNGIaM02YpkwzpjnTomnZtGraMG2bnpqemZ6bjk2nEWQEL0IYIY/QRBgizBH2iLiIpAh3RFZETkR+RGFESUR5RFVEbURDRHNEW8SdiK6Inoj+iKGIexH3Ix5ETEc8ipiPeByxErEWsRmxE7EXcRBxFHFixswcM98sNivNOrPRbDE7zAnmFHO6Oduca75lLjKXmivM1eY6c6O5xdxu7jB3m3vNA+Zh86h53DxpfmieNS+Yl8xPzOvmLfOued98aH5hfhlJRHIjBZHSSHWkPtIUaYt0RroiUyMzI29G5kUWRBZHlkVWRtZE1kc2RbZG3o7sjLwb2Rc5GDkSORY5ETkVORM5F7kYuRy5GrkRuR35NPJZ5PPI48hTC2nhWYQWuUVjMVjMFrslzpJkcVuyLDmWfEuhpcRSbqmy1FoaLM2WNssdS5elx9JvGbLcs9y3PLBMWx5Z5i2PLSuWNcumZceyZzmwHFlOrJiVY+VbxValVWc1Wi1WhzXBmmJNt2Zbc623rEXWUmuFtdpaZ220tljbrR3WbmuvdcA6bB21jlsnrQ+ts9YF65L1iXXdumXdte5bD60vrC9thI1rE9ikNrVNbzPZbDanzWVLtWXabtrybAW2YluZrdJWY6u3Ndlabbdtnba7tj7boG3ENmabsE3ZZmxztkXbsm3VtmHbtj21PbM9tx3bTqPIKF6UMEoepYkyRJmj7FFxUUlR7qisqJyo/KjCqJKo8qiqqNqohqjmqLaoO1FdUT1R/VFDUfei7kc9iJqOehQ1H/U4aiVqLWozaidqL+og6ijqxI7ZOXa+XWxX2nV2o91id9gT7Cn2dHu2Pdd+y15kL7VX2KvtdfZGe4u93d5h77b32gfsw/ZR+7h90v7QPmtfsC/Zn9jX7Vv2Xfu+/dD+wv4ymojmRguipdHqaH20KdoW7Yx2RadGZ0bfjM6LLoguji6Lroyuia6Pbopujb4d3Rl9N7ovejB6JHoseiJ6Knomei56MXo5ejV6I3o7+mn0s+jn0cfRpw7SwXMIHXKHxmFwmB12R5wjyeF2ZDlyHPmOQkeJo9xR5ah1NDiaHW2OO44uR4+j3zHkuOe473jgmHY8csw7HjtWHGuOTceOY89x4DhynMRgMZwYfow4RhmjizHGWGIcMQkxKTHpMdkxuTG3YopiSmMqYqpj6mIaY1pi2mM6YrpjemMGYoZjRmPGYyZjHsbMxizELMU8iVmP2YrZjdmPOYx5EfPSSTi5ToFT6lQ79U6T0+Z0Ol3OVGem86Yzz1ngLHaWOSudNc56Z5Oz1Xnb2em86+xzDjpHnGPOCeeUc8Y551x0LjtXnRvObedT5zPnc+ex8zSWjOXFCmPlsRpwyingxlEnHArP0N+6nM9J9NJE4rvXReWZdJLfu1zG7zOXy5CfYqCxd5dBbWaSwb91OY3qR/mcMR9sQ20Yu1wnk21sBht86S+TzJl+McljDDYwzBdTW+j4MPkSox8WXNHOK/qzL77qy5z6RPsyXz74rS/0+2azLzTiD1ykj+h4+mkvlz/j5wxzh+pB9Z+JD774wBXpq445xwf6jB8y0IxxAF0LqC9973I+kw8z6WFaaxwGe5jiP5MNvsQKJhsY1zJTW77EEB/iIeG+nM+K9aGPPozhmXkf84HPsG+e8RmU/x0f/IEp1jH41Zn4v4WMCboev+/DnDL4AyPfB9/whc80F1flX3U80TnCGdb7e+Ez5SeMcYNhDeI++DP7L9//MWT0cwbfI3zYr98vPrrXMOaxDOPPVPeqfKa2OC0Ifw3h/zxSV8yg5z2sow/5P578q8aN9ysefuB8Jj//gPlXjRVM6+6D5vuU112V74NfXXV/ZJI/U3cdoeMZZJj4PuScZ859We+uk6xjGJ+/Q2hkb0L7yPoXL+3nf/kY+pJLo/KsQ6Stv7jamHOeI/I/d/mY+3IuO7MvLyF9QfZxxryUgc+RM8zj1xja9SFHPUPLkDH8NYa6SN95SF/8EXu4n7qc5iQh+rsur+vXdbk82u6Zcy5ydr5yfsWUM1xRD9M4oz7py1gx6ecia5D8x3f35x/lHnrVs/8Hcu57D2e3M2utGPHPFh/0FyH8NQaa6f7D+3QuY4w57+X+2xX1sIeRcWtH6GlE/u8RGtmXfbov93GEJhD6H65mJ9O966vSZBsyL2PvTjPa9kcMc61H6OTLZc7sI+8TTWYx0Ig/ED+L0J9E6J9B6MXL55dxrtG9puLydhnvj+kY+B/zwbevSJ9Zg8rL/fmMryI0UXi5TtbnGMaEwQa/dxA6FaHRfKAE0T+B8L+M9AVZR2wD0tbXkbo7CN+FyH/QZzdf7n19APcx/q32U8Z7sAz71Pt1z+394vtypvbpfvgV+b7co34vfF9iuy/0Bz3+H/S9hfeyfq+av135Pv978J8r+5svzxTeA//HIr75MA7v173Z9zL+74nPELt8eQZ3Jm5843L+mWcEHKQt5LzA5iJ8JF9if+Ry2k+E0PzLx8oX+xnHBKX/gKEuw7j5kusy5pzY5TqZ7GcFIPx6xAYkH2PM21Hb0Dzz13ywH/WTtsvtvOp7L0zjwFJezn8vZ7QzY8hwRmNLGcYNnaOfZdCPnp2H3t0/r/oey5mx5V0uf9X9gvX9y/Uw+QzjWmPwkzMxzZs//8f6thCB4dwMLvX/o0hQqP9lQn2jXgc+jdQ3qdhDGP7qoxQC+huQ/sab7xPZP/w+0YffJ/rw+0Qffp/ow+8Tffh9og+/T/Th94k+/D7Rh98n+vD7RB9+n+jf6/eJqP9rQ3z59KfP0d+C9PfO8zmJFM3SUDQBaVzztrqoPJNO8nuQ/uR5Gb/PwLoL52XIT0E68QKNQRp7mwxqM5MMDm3AvneeRvWjfM4YtPMjb7UNtQHK4x85r5PJNnRMzvTRh/4yyZzpF5M8Qp+xgWG+mNpCx4fJlxj9EPUTX+ws4PZ56yI0g++xvwVlPL5K0a991cv3ZU59on2ZLx/81hf6fbPZFxrxBy7sI4mdn18/LaS73raWmeYOnRdU/5n4cMYHUP9h8AcfaAK2+3ps351G7WSiUb9iohnjAGLbGV/6HuR/8q1r1gc9TGsNtZ/JJ8/UZbDhzJpiWAtMNjCtWTatp/Wtaxzt7xkfhvy3xkPCDfuoP89nxUL+F942j76M4Zl5R/YFRj7aF2QdnfEZxB+I70B+1dtsY4x1DH6F8tlbkP8PcEzgesTp9fh9yP/0W+eUwR8Y+Yy+cfn8MvGZ5oKZ741jzOPm9SWmdYfOEepvzHxvbPFFnik/YVqbvuQGjDHkLyG96+tYMY+hVz+jn5/xvct9ntm3Gey/ojy615yNM5fbiY6h32egX12oe1U+U1ucFmhbGuSvQf47kP/zkG+DdcWQ/1vv5zp6b3xkvfxI9X/Q7f7bj9tV4wbzmr1qnHwvfG+/GOVbIP+in79v/MvX0VVjCOfnof4L6+6D5jPmYIz5ng98H/zKl9zGl73gTN11SD+DdDyk+y/IMPHP5JzI3DHkpZwsaE/Y23SSdeh6RMb57yBdD2lkb0L7yPoXuO5ewtjuD/ntb1ubTPOIyrMOofwxbOsvoM6yt/kqag/nOaT/G5T/OW9b6Jgz5t5MucQSpCtgX5B9/GxeevnefWbc5NC2gAvz+DVIb11oFz1LMvFRWgZpHhzDX4M2zF6oi/SdN0b5MBv2xR/aQ0J7uFCGTDxPc5Kg/Vqovwvq/9b5un6Qz/rWeXm0XS5Gtes55yJn56vG6rNrHNIXzua+6GE6C6A+yYPz/vaxYtLPhWuQhGuQ/EfIb3xbDPmg99yzZ3yvrzLxr7r3Xfncd+WzG8NaK4Z8O/RPuN/hX7+oB8kxiqD8H0M+sieeoRnWIPOYIzHkyj58+Tq98v23K+phD0P6/4Hj1g7HbQ7S05DehPJ/D2UaIE3vy/4Xxp+prY9DOhbSBKRxSMP/Pk/8iq92Mt27vipNtkGdN+C8IPdvmWhG2/4I0rcuzLUe1hVCOvnyGHhmH3mfaBLGGSLsAo3eh/9ZKB8J6U9C2gXpn4G0GdKLkC6/GB8Y5hruNYQb0hXIXDPdr0P9UwfpoAv8j0Ha8VbfviJ9Zl9QQj7/vD+f8VWEJgph323ndbI+B/mPfV2Pfu9AG74C6VRI/x6k4fiw6HygBMr/CdQ/AfWvQ/6XIf87sC9wHbHgOmIbIP93YFtfh/Qvwro7sO4/Qr4L8i/mYD7tI0zyDHxf7n35dB/jfeJfed+8Yn+Z7sGi9yoZ7qW/l/s2V71Hd/V7d2g+4KWZ8i7mM9rlfKbYfvbeNUVfvHfNdE/77LNLOM6XxHYm/uX0B+2379s9BF9yDF/4jHma137f8joGeV+e0TCe5VF/84WP+NuZ9YjsZT6c3Xzhv39xzJd8mOFemQ/jyXxvFvq8z/dmr8pnfubiHU+f+Ayxy5fn9WfiyTcgv/T055hzRTYHyvw6bAueF/AoyOdCPrzXgeZL7I9A/th52k8Ex/YOpPmQvn1+jnyxn3FMUPoPIJ1/oS7DuPmS6zLmnEzveDDYzwqAMr8B+fWQnwRtgPkYi39+/Bnf5UDzTDT/9KG/bDr//8Z5O6/63gvTOLBgX/DOt87RezjrMZ3R2FIo03Fh3Bjy/zP60bPzEJSB/6HxjX8WI/55no/Qb3QWI+0WI/YUU98ngmPLPi+P6n8ztuf1IzpZ8Dks/s/n9aBtndHP0BdU5o2fnGuLTefPA4D+j/V9IhzzYy+wv8Ve5FZx3+FW+3MxP/h9Ioz6PhFG/Wcs6r8jJgA6BZR0MEa/Sn2jiGimv2n0agfQH2M/AGP6h5wgDD+9/4r61hH8320/8TJzAWNllWJ84m9EDlGCKEWULsoW5YpuiYpEpaIKUbWoTtQoahG1izpE3aJe0YBoWDQqGhdNih6KZkULoiXRE9G6aEu0K9oXHYpeiF6KCTFXLBBLxWqxXmwS28ROsUucKs4U3xTniQvExeIycaW4RlwvbhK3im+LO8V3xX3iQfGIeEw8IZ4Sz4jnxIviZfGqeEO8LX4qfiZ+Lj4Wn0pICU8ilMglGolBYpbYJXGSJIlbkiXJkeRLCiUlknJJlaRW0iBplrRJ7ki6JD2SfsmQ5J7kvuSBZFrySDIveSxZkaxJNiU7kj3JgeRIciLFpBwpXyqWKqU6qVFqkTqkCdIUabo0W5orvSUtkpZKK6TV0jppo7RF2i7tkHZLe6UD0mHpqHRcOil9KJ2VLkiXpE+k69It6a50X3oofSF9KSNkXJlAJpWpZXqZSWaTOWUuWaosU3ZTlicrkBXLymSVshpZvaxJ1iq7LeuU3ZX1yQZlI7Ix2YRsSjYjm5MtypZlq7IN2bbsqeyZ7LnsWHYqJ+U8uVAul2vkBrlZbpfHyZPkbnmWPEeeLy+Ul8jL5VXyWnmDvFneJr8j75L3yPvlQ/J78vvyB/Jp+SP5vPyxfEW+Jt+U78j35AfyI/mJAlNwFHyFWKFU6BRGhUXhUCQoUhTpimxFruKWokhRqqhQVCvqFI2KFkW7okPRrehVDCiGFaOKccWk4qFiVrGgWFI8UawrthS7in3FoeKF4qWSUHKVAqVUqVbqlSalTelUupSpykzlTWWeskBZrCxTViprlPXKJmWr8rayU3lX2accVI4ox5QTyinljHJOuahcVq4qN5TbyqfKZ8rnymPlqYpU8VRClVylURlUZpVdFadKUrlVWaocVb6qUFWiKldVqWpVDapmVZvqjqpL1aPqVw2p7qnuqx6oplWPVPOqx6oV1ZpqU7Wj2lMdqI5UJ2pMzVHz1WK1Uq1TG9UWtUOdoE5Rp6uz1bnqW+oidam6Ql2trlM3qlvU7eoOdbe6Vz2gHlaPqsfVk+qH6ln1gnpJ/US9rt5S76r31YfqF+qXwUQwN1gQLA1WB+uDTcG2YGewKzg1ODP4ZnBecEFwcXBZcGVwTXB9cFNwa/Dt4M7gu8F9wYPBI8FjwRPBU8EzwXPBi8HLwavBG8HbwU+DnwU/Dz4OPtWQGp5GqJFrNBqDxqyxa+I0SRq3JkuTo8nXFGpKNOWaKk2tpkHTrGnT3NF0aXo0/ZohzT3Nfc0DzbTmkWZe81izolnTbGp2NHuaA82R5kSLaTlavlasVWp1WqPWonVoE7Qp2nRttjZXe0tbpC3VVmirtXXaRm2Ltl3boe3W9moHtMPaUe24dlL7UDurXdAuaZ9o17Vb2l3tvvZQ+0L7UkfouDqBTqpT6/Q6k86mc+pculRdpu6mLk9XoCvWlekqdTW6el2TrlV3W9epu6vr0w3qRnRjugndlG5GN6db1C3rVnUbum3dU90z3XPdse40hAzhhQhD5CGaEEOIOcQeEheSFOIOyQrJCckPKQwpCSkPqQqpDWkIaQ5pC7kT0hXSE9IfMhRyL+R+yIOQ6ZBHIfMhj0NWQtZCNkN2QvZCDkKOQk70mJ6j5+vFeqVepzfqLXqHPkGfok/XZ+tz9bf0RfpSfYW+Wl+nb9S36Nv1Hfpufa9+QD+sH9WP6yf1D/Wz+gX9kv6Jfl2/pd/V7+sP9S/0L0OJUG6oIFQaqg7Vh5pCbaHOUFdoamhm6M3QvNCC0OLQstDK0JrQ+tCm0NbQ26GdoXdD+0IHQ0dCx0InQqdCZ0LnQhdDl0NXQzdCt0Ofhj4LfR56HHpqIA08g9AgN2gMBoPZYDfEGZIMbkOWIceQbyg0lBjKDVWGWkODodnQZrhj6DL0GPoNQ4Z7hvuGB4ZpwyPDvOGxYcWwZtg07Bj2DAeGI8NJGBbGCeOHicOUYbowY5glzBGWEJYSlh6WHZYbdiusKKw0rCKsOqwurDGsJaw9rCOsO6w3bCBsOGw0bDxsMuxh2GzYQthS2JOw9bCtsN2w/bDDsBdhL42EkWsUGKVGtVFvNBltRqfRZUw1ZhpvGvOMBcZiY5mx0lhjrDc2GVuNt42dxrvGPuOgccQ4ZpwwThlnjHPGReOycdW4Ydw2PjU+Mz43HhtPw8lwXrgwXB6uCTeEm8Pt4XHhSeHu8KzwnPD88MLwkvDy8Krw2vCG8ObwtvA74V3hPeH94UPh98Lvhz8Inw5/FD4f/jh8JXwtfDN8J3wv/CD8KPzEhJk4Jr5JbFKadCajyWJymBJMKaZ0U7Yp13TLVGQqNVWYqk11pkZTi6nd1GHqNvWaBkzDplHTuGnS9NA0a1owLZmemNZNW6Zd077p0PTC9DKCiOBGCCKkEeoIfYQpwhbhjHBFpEZkRtyMyIsoiCiOKIuojKiJqI9oimiNuB3RGXE3oi9iMGIkYixiImIqYiZiLmIxYjliNWIjYjviacSziOcRxxGnZtLMMwvNcrPGbDCbzXZznDnJ7DZnmXPM+eZCc4m53FxlrjU3mJvNbeY75i5zj7nfPGS+Z75vfmCeNj8yz5sfm1fMa+ZN8455z3xgPjKfRGKRnEh+pDhSGamLNEZaIh2RCZEpkemR2ZG5kbciiyJLIysiqyPrIhsjWyLbIzsiuyN7IwcihyNHI8cjJyMfRs5GLkQuRT6JXI/cityN3I88jHwR+dJCWLgWgUVqUVv0FpPFZnFaXJZUS6blpiXPUmAptpRZKi01lnpLk6XVctvSablr6bMMWkYsY5YJy5RlxjJnWbQsW1YtG5Zty1PLM8tzy7Hl1EpaeVahVW7VWA1Ws9VujbMmWd3WLGuONd9aaC2xllurrLXWBmuztc16x9pl7bH2W4es96z3rQ+s09ZH1nnrY+uKdc26ad2x7lkPrEfWExtm49j4NrFNadPZjDaLzWFLsKXY0m3ZtlzbLVuRrdRWYau21dkabS22dluHrdvWaxuwDdtGbeO2SdtD26xtwbZke2Jbt23Zdm37tkPbC9vLKCKKGyWIkkapo/RRpihblDPKFZUalRl1MyovqiCqOKosqjKqJqo+qimqNep2VGfU3ai+qMGokaixqImoqaiZqLmoxajlqNWojajtqKdRz6KeRx1HndpJO88utMvtGrvBbrbb7XH2JLvbnmXPsefbC+0l9nJ7lb3W3mBvtrfZ79i77D32fvuQ/Z79vv2Bfdr+yD5vf2xfsa/ZN+079j37gf3IfhKNRXOi+dHiaGW0LtoYbYl2RCdEp0SnR2dH50bfii6KLo2uiK6OrotujG6Jbo/uiO6O7o0eiB6OHo0ej56Mfhg9G70QvRT9JHo9eit6N3o/+jD6RfRLB+HgOgQOqUPt0DtMDpvD6XA5Uh2ZjpuOPEeBo9hR5qh01DjqHU2OVsdtR6fjrqPPMegYcYw5JhxTjhnHnGPRsexYdWw4th1PHc8czx3HjtMYMoYXI4yRx2hiDDHmGHtMXExSjDsmKyYnJj+mMKYkpjymKqY2piGmOaYt5k5MV0xPTH/MUMy9mPsxD2KmYx7FzMc8jlmJWYvZjNmJ2Ys5iDmKOXFiTo6T7xQ7lU6d0+i0OB3OBGeKM92Z7cx13nIWOUudFc5qZ52z0dnibHd2OLudvc4B57Bz1DnunHQ+dM46F5xLzifOdeeWc9e57zx0vnC+jCViubGCWGmsOlYfa4q1xTpjXbGpsZmxN2PzYgtii2PLYitja2LrY5tiW2Nvx3bG3o3tix2MHYkdi52InYqdiZ2LXYxdjl2N3Yjdjn0a+yz2eexx7GkcGceLE8bJ4zRxhjhznD0uLi4pzh2XFZcTlx9XGFcSVx5XFVcb1xDXHNcWdyeuK64nrj9uKO5e3P24B3HTcY/i5uMex63ErcVtxu3E7cUdxB3FncRj8Zx4frw4XhmvizfGW+Id8QnxKfHp8dnxufG34oviS+Mr4qvj6+Ib41vi2+M74rvje+MH4ofjR+PH4yfjH8bPxi/EL8U/iV+P34rfjd+PP4x/Ef8ygUjgJggSpAnqBH2CKcGW4ExwJaQmZCbcTMhLKEgoTihLqEyoSahPaEpoTbid0JlwN6EvYTBhJGEsYSJhKmEmYS5hMWE5YTVhI2E74WnCs4TnCccJp9fIa7xrwmvya5prhmvma/ZrcdeSrrmvZV3LuZZ/rfBaybXya1XXaq81XGu+1nbtzrWuaz3X+q8NXbt37f61B9emrz26Nn/t8bWVa2vXNq/tXNu7dnDt6NqJC3NxXHyX2KV06VxGl8XlcCW4UlzprmxXruuWq8hV6qpwVbvqXI2uFle7q8PV7ep1DbiGXaOucdek66Fr1rXgWnI9ca27tly7rn3XoeuF62UikchNFCRKE9WJ+kRToi3RmehKTE3MTLyZmJdYkFicWJZYmViTWJ/YlNiaeDuxM/FuYl/iYOJI4ljiROJU4kziXOJi4nLiauJG4nbi08Rnic8TjxNPk8gkXpIwSZ6kSTIkmZPsSXFJSUnupKyknKT8pMKkkqTypKqk2qSGpOaktqQ7SV1JPUn9SUNJ95LuJz1Imk56lDSf9DhpJWktaTNpJ2kv6SDpKOkkGUvmJPOTxcnKZF2yMdmS7EhOSE5JTk/OTs5NvpVclFyaXJFcnVyX3Jjcktye3JHcndybPJA8nDyaPJ48mfwweTZ5IXkp+UnyevJW8m7yfvJh8ovklylECjdFkCJNUafoU0wpthRniislNSUz5WZKXkpBSnFKWUplSk1KfUpTSmvK7ZTOlLspfSmDKSMpYykTKVMpMylzKYspyymrKRsp2ylPU56lPE85Tjm9Tl7nXRdel1/XXDdcN1+3X4+7nnTdfT3res71/OuF10uul1+vul57veF68/W263eud13vud5/fej6vev3rz+4Pn390fX564+vr1xfu755fef63vWD60fXT1KxVE4qP1WcqkzVpRpTLamO1ITUlNT01OzU3NRbqUWppakVqdWpdamNqS2p7akdqd2pvakDqcOpo6njqZOpD1NnUxdSl1KfpK6nbqXupu6nHqa+SH2ZRqRx0wRp0jR1mj7NlGZLc6a50lLTMtNupuWlFaQVp5WlVabVpNWnNaW1pt1O60y7m9aXNpg2kjaWNpE2lTaTNpe2mLactpq2kbad9jTtWdrztOO0Uzfp5rmFbrlb4za4zW67O86d5Ha7s9w57nx3obvEXe6ucte6G9zN7jb3HXeXu8fd7x5y33Pfdz9wT7sfuefdj90r7jX3pnvHvec+cB+5T25gNzg3+DfEN5Q3dDeMNyw3HDcSbqTcSL+RfSP3xq0bRTdKb1TcqL5Rd6PxRsuN9hsdN7pv9N4YuDF8Y/TG+I3JGw9vzN5YuLF048mN9RtbN3Zv7N84vPHixst06maHIF2ark7Xp5vSbenOdFd6anpm+s30vPSC9OL0svTK9Jr0+vSm9Nb02+md6XfT+9IH00fSx9In0qfSZ9Ln0hfTl9NX0zfSt9Ofpj9Lf55+nH6aQWbwMoQZ8gxNhiHDnGHPiMtIynBnZGXkZORnFGaUZJRnVGXUZjRkNGe0ZdzJ6MroyejPGMq4l3E/40HGdMajjPmMxxkrGWsZmxk7GXsZBxlHGSeZWCYnk58pzlRm6jKNmZZMR2ZCZkpmemZ2Zm7mrcyizNLMiszqzLrMxsyWzPbMjszuzN7MgczhzNHM8cxJDCfucaQYztqjkBh8dYe6J0zRZA7kfBJyDiBnB0rKIedLkDMBZWYoDktP0WwplEmkOLiBovFfgWiAtb7jlaFr0RzyXyHnOxf06C+0dYBwaAt7EJtpmQakLQzRPEvRftVQ87c9tbSg1ue9PcX/gfwmuDpMIeGAMqFQ/jGUgRz8CMq0IzJixB4TzYEy34YymbBWN91rOBr+Xj2kGsqYfvBXlCTSFtSDfR/Kl1CIfR9yvotwGmEt04Vam1CmGcp8F/Y9jmqFfQKtqoAWciG9RbcO7TlFOA5vL8gAr4V4HZQJppC2B5+GnE9TiO9DjgS2Psf+J8pOpKcB3raIP/baQ/wtlJmDevagnm3Y1hLk/COU4cNaDtjTLbZ3Lv7aW4vI/8EGwJ+EMlPsc/NFEl4ZzxjCGcE2oeYk2iuQWqeQ81mKgx9BGRbkrCKcDsSfO7wcsgVZTajPQz8koLez8qENS5DTgMxgIZwveJUjoCURzRNen2f5ISuF710X7CgoMwo5o0jrX7og8wVkfFxwfNLgyNNz8fdwLk69s0PPIM0hjv0yoc+737QFOSCSeDlI3CC+Q2lm+VF3v0EvGt/EjUSo519hLU8EoDjAZvfrCEDLgLX8RsazKoe983UFzt5bOYGcW2dreUaDXu9c6GOZiLfA1f3DcfBKel6gR9ErhYScNLY3ShjouAc5EQhnhu2Nq9B7SSPbG38urJQfkgNjCxkAOeYLHKStd+FkIhbCvtM+6UfH7Vgk8jd6Iz9LT405Z4SqxSqmewr9kNZTjayLenqvgbPTA58K7UEfo/1wxuOrbzhvfKzxdVt09Pb7MzqS02uQastPAWd/io6Z3l7gRzD2HkA9H4Ga6VUJ36ci1WfaOufzYKWctxDq8ciseDjnauHd9FM5ioPbIOc2wlF6OJlwl3G/4dDvgJkoGezEaw/a9ytwMGjPdzyrkuKUX+AgMhiM8Hg3RAOyCuh8g45so7Cny7DWl+iIBGU+DceZjjafREajGpH59vlo7ImQHRe8LomOmdDCKKjnCwxz6onq7DeR1mPzLL2bwzgG374Dvtr4Jj7Ta1ANawXCKApHHtjZ+KbvPaiFlK/i297YAnY9wGFZoOYsqNkP2hx0nkMozu9x9K7n0Zzm9R/Wv3hHFUQ2b6yjbe7//4u51uCqqit8HvecmwDxEShlIDiWYgCTwVQBacahmTYoYIuMoKLNqAMqqKkD2FLGMhUEbCfSEShS68RIxVrE+orFUktBgVIVB6MC2vCmyKBIoG10CA1J1/7Wunevc3eSyY/OlJm172XlO/u59nrtfQ84LayFsHdq7LrLHFZEp7IWZLZj9Vief4/W32cORpFOTyPOC0rmy5VO4B7iJiRZvXmZ/vjXQVaLIKuHGcMjtdLCHhHPZALzjsKw/9OsMPiFr+zT3UoSFCcYiXpa7ayGw4BZbneByNgwNfNrbD28OqLVGwzGO2b3ewKzzGp1byvLhpLwenCqlfWcfW4tIdvZQ2DPynBIs9mnsDqMCQcAs8xKQmKksHGp0VYby+7WGMxq6kZlv3QPZ4DTy/GIXAx8gGi13ZU+5CS8C2u0l6Uu2me0LvbXSlkvq7F5Nkpy5Yc1rcxqX6UTWhXmMsFUdI4R3XtEyWql2imVVn4SmDIHs93BTMzFiN5YrvRGkbaV2DtValyubmEM28ob2FZiDovVmjLmm+6aoofXgMN2eYetRzA89lYbTfiPYFc2KbvTD389aj0QfybsToPVdd5Z5bdozEaF2ZfryfhD7M5lay4R0BaUY+38pBahni2o5wPUU47ddC1m46gaV5P22VhDgqNjNJ4N7Ydfn9u69xKeSswYOPBJwlaJkhqzMs8+dpP1W9ijzqyg9RxEt5Q4+kdLgsacVPqnXmljjNSfj7bSsCml6M9ux5doU75xgR271vOibUpsHNeBRBWr/hQLprIjjPYGO6hHe568Fo3OPJckotFGsyNMPelHMT/soX2Kp/ZFVp7Pqbbq1NhPisVvzGrsJdZeZGuGzKCeg6j5hI1YBbPAwWxyMF3WE9SLfe+T1X553EOsYLPd7/Ee6xsHZZiNRSpa50hzq5U6iey+a7MQQZ3yvmraxmSjbM54FBtOcFS80z6ZGSPvYj6kZQh9H8keNdrqwfsX9bSo3VRmOGJheyg/oRL1vId6KpUV1hiJxFXmZCb0z4J4Mn0fCMk8Zuqh/T4ks17+QKUlBprWMzsXmYrD6I/OLPVVfeaMRwkw94r/w/O8PNvnA+hzuVi06Taz1DYrWw9nIULUk/GErQbgeo7bscvOZQmvQ38ycfcKLxNpnhF/1a5Fnqqnc0yfbH8Yw9HEaETQ9dZjFNs0XkUKNYgdMvNs/lptPRnxE+bZ2FxiPRXZhZeIPFdkx16cixENuQl9YI9Iz6GOlw8on/agsnrIMQbYfZI/rFH2/RX2lBSm1mIovm43Xpy1cSLPV7LnxpIZP0I77l2WFq7Z9D8aqnZcjXqqnucHHNg+sd0N4AxVrXPMy61X2rGLZivjGBaY/c5Ti8CZoXzRFZDzQWzx0ecW1Tq8i+ghPLUAmMXQJE8BsxirrLNhH6E/peCcirN2OTiDelhHrVF+S387h7Lj4N2xtMhaoMUgD/MzDq2Psq2L1rrBSkJQoPKiU5W3s9RqP8mPvaj04RpkFO9X1pxl7A67gjKH0mfMc73SY/VmL3PGTOfZJC/6I5X7qonHZjEcsVawvFnvQqxnMZ7qjbbmKlmdraIAzIA/31phwZzh3a0kiufnTXB4v78psmpm42ZgZtldybbAb0M97M9zNLEArb+qtRbvC4WZiKeq1WzUiJ+Zs+7+j1HPgxjpHiXPWEHvmHkqD79Q63GL0Ql5IwwmDUuUvwI5Fuy4eILh5CFTHU8BBq3nBRhdheFEt+H7HJYZ9OcFlnb0pwRtYe/nDzdlGvowfgzfYVniIQYTXYUa4H+mPocPwH32rf7hW9DpNabP0UWY51mogfNRD6j9vtruuJysvpHecdCHk6AzeVfyeYHy54NGpTPZDhZLHslwClVb61jmbZ/FflWKV1kNTEU2LkjoZxvj05qamierNfVtf8QznwrNfwdmtcpwetzPa4TVmW3alRVEn+NB5rus4Bz0eYSyF53EMqwh0w1KwlUmx09ZD1bmp0H5CTpzC78ldScwGb/FYsq7jcnEetm2WI8l7JeLacnFiD3lXBxnbvtZeyqR1NhOMJwTHqi8ZW1zOa8Vq0jBtcsao/pM1iprl/mEKByAVT7dCWaZwuDEJ8QvUKJru7Lv3cGIruM5nHturtWZnA83HN4p4otCr3IukTPD/hbI/AAb4weNrOclzs3qKLHCkrOCRE1D63xmV22tg7TFPRyp9GF12y5q8bmEp7fLS3pWdVYStGfF3oXU06B27nvOznU8K4mJuD//BuZytLVSxTLcFnt6BcrnZ7+Oz25uBGci6gmVjpqoLaPyuh/R53HgHFJjZ3+sQM1hpY2yxU/Qvs0VqmbmHFEcrvlJtLW3fVE2KmHO+4pz3HJ4pNKfMsPxDuN7EezOWdWfK63F9z9D68OsfmZOth7Tnxft/PgtKvbcD8zcXBsnesyZwwSnSOUTmjkqgde0miW5Sw7nUlCbf3MnHPbiOHMyRfXnGuVHIScQV2C849hz0BwHc72SKB4FZ07CXI5rPWWe+9tZldOc87hm3hfw2fbxjganJNeas3cRzMCcTGB5Zm8EI51gPRD2AP1lNgcSnMMcnsjl8PwkMZjD0zwinn/UrM+XtfTy/iqw+0tOBwpQ862sw+EJr2KtZT097zQkYRX6v0z5fpxLeTJm7deYib/8vSi/gbZ6Kw4w3MOMPCsP5GW7u/XZeqLPF1tO8Gs89SU4B+3uFu+dn3pXrWlBrg/J5xcJr7KwfXCGIzNWqPag5uy1bfHMc3yhtTGvO3tBsjqfqZkvV5GCOkOUkT6u+vycfYq0DWxl9JDRWmqVeVY5IitRvnqTmnldT7M9zQlqwNlgvRTRh6xteBRvqJGynm+1I2V8egl2x3LLiVn2/gMPljHVghmM6K9PZhQcW5E26Gd0r7WeLF3ROt6t2JXMWc4ry74We8Woh/0xvjPQB6NrUh5Rf9Y5sl5TsnFBETg617RWWT3ONY1HW/jlrFgQvrfD93PeUVZ4ibIyyFkFkxVmPDhzFWYBOPouTTk4dTa3I75fkXqK+6zvS6zFUwkMOBqzEpwyB6OzsvWcJVYYyGqino3KD2dMocVI/LWD/XnlOYx3MBs7wbC/qu+lhOJ5mhXETQPJfUGuwjF6le0+ldyOZJtRT+YUz66X9rUaMBvfUmsxEvmxQU49NV3W0+TUMw0cjTmIkWoM5lnOFPgeWqmywnKrCk9tVP2RM1/Vn0LrxWXkx5Ex5P0SmHoHw/nV2bmjkP7IfS3G4C4NY6qRGyzF6Qmfe37k1FPt1HMC2YwERo19vh17iLfbSU7mJkgCYr04H1KEexeCGeJgpigMc8YCU4VVroLF78cYcAaoXHeTiuNYVsvVujNmO8berOS5RK371VbGEpgyFwNJ0JhyG3endqp159PkA9ZrkjPNrjH1Sn6QCfQX4rvyLuRMijGN6PNC5ZNM4Nx7rswnMLcCgxPn1Gbe72gLmTq5RXAKbXH+cLPVUXKzkTGfsKym67KYP/JaQObZCnM9LqbMwaxU/XmU21L9OSRtGcznVs/7/K4hRN/+TBUPCgb18E2n8ahnOuS5a8woZQsEg3XXmCk25yBxQSPrXszPSeurJzAHHUxxNzChko2rrWzITUL2WzjzVq9klc8C/qK8ixbDkbMkfX+V8+Grrc/G55sZDEsLPATB2PMdyTHWK/l5TXw2U3NTLkb6rDFHOzl3YExeItdk947GhHY3CWYGxs4xPjB+G/pcrDC87s9YTJAHDGsS9lehAfwfQMa2Q8bmiCcz38wGTk/43ulenKectOcpFL8bzhvgcATNN69msM5EPbenjhLmUGqi+Y7Y4SXeodjvhx3OPOUD9LeWOhG1lSodxbqlRmeS7S3BAJk38fQ4y+dwwp9DG0Mnhz+HbEBXxzcBMwg3nZ7FyelxORsd7MkpfzRd7lQY773Z3P9JvRW9jlmt8jq4rUpWZl72fHkunkrcCnZv86L16+PRxNkf7fIy93udu9buzWr3HnV37jZ36yYzIqBwjuJ0526ze0s5HcXU1vkpI4G49epPjnoRpmdqLX1fIj1sIswFqRri7DGYVCFmnjNyyLd4rxiM/zeD8f7RMccdV+Cj5sBgAtyrDM4DZyE4Fe4846nEPKPPiXkGx72vnrh5bjjJm+e4KZdYHTyVWB1uvevVAceVKDfKTtxbtjeZM/eWO5bD5J1/NVJ1Izonjsv2OZvB+7uXk8VSbUkWy32q7VLHFzUYz1rqwOtkpM25MxYMxypXYZWH46kGI4ehBzncrvJR+pcdzq8kgueVFn1eR3/W3yBpuYjquZ/PsqF7nTvt7u8Uwsjs9+hZ7PoI+nk3RnF+6mnPvDVljNfBbz3cfdrBDXb3twNfmNkIf4b98oX1LrTWcn8l0YFmc27dJ3so3o6Zjd9iNtju9DYcfzdrCYwLa5ryeE1RTy20xCxwaokTeFf8X94GM8ZrDyeHU/0wnB7e4+eHD4YP+ReGvwif8L+Ct8R8HW+JuSRsCc/6U8PWsNW/Be+K+T7eFXMn3hXzGN4V8wzeFfNsvCHeHETxlnhHUBA3xB8GX433xJ8EA+Lj6TAoSfdK9w6uSfdNXxZclx6R/l5wN94qswhvlVmMt8o8jLfKLMVbZVaZt8oEfzVvlQk+NG+VCXaZt8oEe81bZYJ9NGsXhD3Dnp4XXhheSGs3LLzUC8LSsNRLRT+JlntR9MvoV15R9ERU630teip6zhscvRSt9y6LNkTbvFHR29Fu7zvx0LjEm5Q3Le9ub0p+lJ/2qvJn5t/r3Zb/av6fveletef59UQbiDYRbfMC/x36bCDaQ7SP6AjRcaImomaisx51jSgm6kVUSNSP6CKiwUSXEpXRyo/yguAqom8TjSOaSPwp9HkL0e1EdxFVE80hmkf0U6LFRDVEy4hWEdUSPU20luhFoj8QvU70BtF2oneJPiD6mOgA1X+U6DOi00RfErXS7AU0a3n0eR599iHqT3Qx/b+YqJTocvr/aKIx9L2SaALRJKIbiaqIphHNJLqP6IdEDxAtIHqYaCnRCqLHieqIniFaR/Qy0WtU50aiLURvEe0k3i76bCQ6RN+PEX1O9C/6/xn6bPO8VIqoB9EFRH2JiogGeUFqKH0Op88Rnt/2UdTm+efWxmR3207FPak8acpzyIe2r0+tQ7mDdr5n9mr7ztRKcP6U4VM5J4vcKeV9qmQOadv2j1GuD/ejfMvwTUm9/dSU7QtRGo1zPkpP+vA6OOvBcct7UI5CuVmV/Ne3US5S9XNZrcpJtp62E/i+lNr9p6mh/cv2Xcl6qD88DyijInC2YkSb8P13mVZ4Trg23ef2banfUFkbHkE9W8Ffkf1r7G/5H5a1qXtQvoy2bLk+9aBaO+MnmX+mD/uSJWMyfzUl9f92lDszZZa/rXulrsd8/S+b3TIgeJxFjLEKwkAQRN9eQgqFI0UQsZKYD/AD/AALS4u0egQFkyCHjV8f91aDLDM7y8wOAixoieThHXs2t9g9aO7dNbLvL6+RA7lmmCalWYnOX6cGOZ2PW92z60IYnnjjShNiuQRHgaeQdJWqk1OTmesVK1OOHY3lM/sptUVY/zq+PaLeEj7vsRXrAAACBD0BkAAFAAgFmgUzAB4BGwWaBTMAWgPRAGYCEggFAgsGBAICAgkCBOAACv8AAHhDAAAAAQAAAABUTUMgAAEAICAeBdP+UQAABdMBr0AAAb/f9wAABCYFugAAACAAKnicnZBZS0JhEIafzzTbN9uso51W2zQTIjIh2ogICoII6qp/EEFE0f9qgSCKaLsqqrtA6CfY9Xk7eMhAwgsHvoH3nXmGbwaowHsWxs0Yy1Umr/15I4ON31U2CZKkmCbNIsussMoaG2yxzQ77HHLECTkTMEETNgtmyeyaUztkRyV3yi89xQzzBXqdzTy9x4FLH/9DRyR96UPvetOrXvSsJz3qQfe6061udK1LXehcZ5pTQnFZzreTcz6dq2wsG/U2Kj9MJYURxucmX3GDd7q/8BPAhYJV1dTUelZdfQONNNFMC4Raoa29o5MwdHn1bisS7bF7+/oHBodiwyOjjI3HE0yQnCz1tVS5O6VhtsjKlOr/AYqcS6wAAAB4nF1Ue0yXVRh+nvec7/tBlEKiQpdZmohDqrnCTO3mZaDIMMMaQ5ctATMvCeoPZ5pS68ZQc7U0vIKgwUTkkiLqLC2TkaauvIY6Mc2GSTZzjd/pZfVH6zw7+97t+77zvO/znuf1GhHrde1y3GPjEAO4n3Vf6XqGprv2rneh2e6iXARQ/+/+ZzVhH4pQi3JFDSJp8SoK8KFiP37BB9iElaxDHhaiTOPd3CNzkIm30Btz8BUepXFHUYU3eRd83I1v0YJJWOmWswciEIuRmItd5pD50bVzDGdBcC9G4Xk0mHacpJURXoyX5xLhIRxfo0VSNe8o9MQQpCANWZpTheZ6EGcY7410rXgQz2CiMhegGKU4zOUyTeZJmTnkZbg1Tln0pDDEYQym61d5WIA1Wsd13sEe3M82E2NLQh2h265MKx+Ax/AsRmOeVnMAzTiFNvzJDGZLgrxg5ljP5rherk5zvh+DMVYxHhl4GYuwRBVbixopNUWhA6FbIIwiUbMegie1/kzVqgWnGcVY9ucAJnMip3MD/5KADJWlUia3jGfiFUmm1NSbc6bV3LDJNmgv+xEu3o1zuS7o1rt97oJq2gfxSNUzszAFU7WqBViKQryn3SpRrMV6bEYDdmIXGnEcrbiADtxiNw7mMA5nNl9nkNtYzy94hMdkskyVTdJi+plM5S6zsKNsus2zx0IIPREqCtWEvnPd3A73jfvVdaqafVTz/qpoIl7CNGV+ByuxWhkrUY3tikacwVlcVeXCFZGMZm8+xIFM5CNMYjonMJM5zGcBl7GYK7iaJdzOWs1mLw/yNK/wN3aoMiqzREh36SN9ZZAkysOSJjnyrqyQKqmXJsVROSEn5Yy0yQ25baJMtKKviTPJZqzJMrNN0BSYxaZS9Ww2563V/nW38XaQfdtuttX2iL1mb3sRXrG3yvvUa/PafPiR/gg/3c/1P/Z3+qcCJjAhkB1YHFgSWBZoCENYv7Aq7FB31Gil/1mShY04zr34ieUmWiqZLhX8hN1MDGaYz/i9Nw7vy3DZzvHSy/zO+ZyPnmYrb+ImGsTKSSbYCm5AkzqpSGZI0Hbni3ar7WS+PWaNXEK5tHfx+NG2QtnmA5zJpzTKwUysk2g0S5l24Q18iXV+uKzQvi9HnCTjcaZ09Uau45q6I4pP4zX1SSdLvXzZyIXmityJSeyUVg7z8pHtR2IpayXNNPOSOq9J78s45spQvoJOXOYmXpYMjJdClNoc7wTPMYFpXq7eP9jzJsVkSw/Zjf+vatSpE1qQag4hix+p+1skASkyG2vNHl5FHRfZHJOrWQbFslC9UIVak2wj8BzqTB32cov5gQmotkHO4io3unMy/vDL7TZT4yXZ+9zh0Flu5lHXKDcwxB02GaEclthY9eUide9cVSgClfp/iU6McoRp1F/9WKz3tafOtnB1+RidXKmYwg51TKGqlMR4pElfzJBnAw/40UBgAD53XU6ehYE8bbfofGj0ov4GrmBwUQAAeJyNVM1vG0UUn1m7ieM4zaZpYsdb6CxTG4htwlfBuCFdsh8KspDq1Ei7UQ/rL+T0lFOlcsqt0ST8D1x6fxs4rDn1H+B/4MCRSlx6Dm/G9jbLAbFazf4+3pt5M/O01jdd6+He17sPWl81v7z/+WeffvLxzkeNem37ww/er1bu8fdMdvfdd+4Y5a1ScXPj9vqtNX315kphOb+UW1y4kc1olNRd7oUMqiFkq/zgoCE576HQuyaEwFDy0jHAQhXG0pEWRv7wr0hrGmklkVRnu2S3UWcuZ/C7w1lMjzo+4p8cHjB4rfB3CmeriqwgMU3MYG5p7DCgIXPBezYWbujgfNFy3ub2KN+okyi/jHAZERT5SUSLe1QBrei2Io3kVrAqKHPHhS3uyBIgU3F7Q3jU8V3HMM2gUQdqD3gfCN+H1ZoKIbZaBhZsWFTLsGO5HXLOovorcRHrpB/WCkM+7D3xIdML5BprNVzXgeKPf5beUpz8lu2/uO4aGeGWjpmkQrxg8HPHv+6acgwCnANztYoXCg+XvpCnWNrBQmT5civTTY24K5XwKYMlvs/H4mmIF1IWQA6fm5flsjW5+oOUXSa6PjfhocGDnnMnuk3E4fNftiy2lXYa9Uhfm55mdHN1Bgor18Eo8RRS4RK1D5PjpLIi/i22AbABw0p8jhtpymHUJGLQxDB8AopZMMRrOIYlOxR6S+oyH25UdM7EG4LXzl//lVZ6M2Whor8hEsrmSBoM/TmGWg22t2VfLNp4kVjjnuL3G/VnsfYFP9EZfvD4yCMf04LWDp65acpbPY8t0kcCpx1/yhnpG5fE2qkFoIXSeTV3Nr6XzuncSdJDju37K6GEkA3IVZN3Vd9cd8ctoJv/YY+mfvsxb3eOfOaKcHa27W6KTf1m4s0QrNt+xtBmSDMyysVOfJIES+IXIFvBd0F18jBezGErKoUyD/TwYDoGedP8n0nx1d8yS33eps3KhFYtzR+keKq8gshgwdmq1u4eCZFPeR7+d4TwOPNEKHrx1WmfM52LifZSeylO3HB+o/HVb+cGeBcBbmJMW9itGtmPOD3rRBY9e3zkT3RC2FnXv9SoZof7QXQPPX/CCLGUqiWqZEwy0qbY6ZdaTlnGxCLkVLlZJSg+iClRWm6uUTKItammKw2fxj+ZnJeXAAAAAAADAAgAAgARAAH//wADeJyVewl4FFXW9r23tq6q7urqfcnS3eksTTrQkG6yYKCLLWyGRSUEsAVlDagQZEcUlVVBRJTFDXUUdBwXCIEOuID7AurMOH4uM+rMRHBmjDgjMjNIN/+5VZ0Q55v/+Z8/kKpKdXd11bnvec97zrkXETQMITKTm4gYJKA++zGK1R0Q2Ms7K/fz3O/rDjAEDtF+hp7m6OkDAv/ChboDmJ6P20K2kpAtNIwEs8V4V3YuN/H8M8PYkwghjJbC5kZ0Eq7rO4SHI4kMx2l8tpUdcMobVc92omRnv77x6riwNHqy4iT9CCJo28XT7HruGLKhYrRQc01yLhPWC4xgw16vxZbw0U04ffGbVtgHYa/F4GCTujZESuUV6uIQk/TGQ7Oczb45Ya4wyHPuoNViTyJfSV5S9JeumOiNjlXPNXSOVc820O+nd4BTqVQUflBLypGwDyLxSrfLKRCBDxeRaqfHHa+srrL3T5SGi3gB/m1bsPHeLY1P/XHs1U/c8tiTf36+98DlzY03r14xY+Tq2gl1cfzHI3jNqdsHnv/2h++yp7bMx8w7Gy5vnraecE88snn0lFsznyDdNssRYm+F5wyhRw+PtY7Nb/YzSvriCa1BsSXMQdiUWYv9Jfm1TJW11q4VDCmcTG6Q5zpm+6fnTc+fUXBd4SqyirmT3Mlsz3uSTzOeQBAV5NlUjuHz/TzLBixBJxcMpDE6FELm4LmwegQjZMNvaTLyFUlJrz+86bkexjjbqZ5CybpMXbLT5qn11GKbvZaaBsySig8i1VX0X84IZYNwvLIQg5F4TsFCSFieP+OJv96dGFPk2Tp3zgOh/f6fjq5+b/ZcLfv2+jtC5J7wHfv3HG2pGjsmXjdry9ZH/K/9ce6LM+/dcNU/522s20ttcTeM+X3cXlSKXm2r9yzzkED64setqi3BpS9+pdWCMSwJ2PjESnWTgynzlATqPTvz3vRwHpvb6YqgEqzKjKrYbW530GF3Ohx2j1/Bo1Ea21pDStKfxvIB+2hbGi/XzA6XO+l0sEIwZIETP2minUmW+MrkZEGarGuNUIQANHV8xHSEgE3UzNlMp5rpAJts4PpEV6uvIzikJqq119ri8Q3K6zqMKIhSjmre5SwECw3CXfZyhIQQQ40GwCJsuKgPvLI1TYbepF313PXblo7bMvCRP5AT4cxvbxx0x/CnPrkvm9lxy6vX4l/Yy0xD1o9Y/MUNq+67/HKZfLc3e1fv3l8cfzr7592L3p4p6f7yDNjuLsBRASpH92uuAfmj84k3aAVr0U1ZueEnX2lBsy2h5q+yrQgvK99QzoVM/Qvq0Ry0Qt3k2RQWPG6Uvvi9ViLbEqikEEWCzDnPaPev/UEHFwpKFs/DJUn+Ybe/ojBp8UXTZP1+3ZHOUuycazib6dBdKXP2XKdulaj6Tpc9wCA49+S6Q/VPVOse5hH64HCRghmn+5Kl8EOX7xy977PHN7996IexdfvfWr3jZctTyvyGCU8snfjAtcN2zds+d/n7zBXJZMfxfx/YjeV//uHbtr/dePQ5ddm8W/6Z+cvNT8/5zdz1j/1N969/gX+9BpiyoElan8XyWpnksZO567nZ8i3c3RxvEq28gJSpHOasFpHjgyaBRWZLMgAffRF/jBQ8GFciioUUoICCQH+yFB1zGPF+fVOpEHgEqg5VhwSeIQzu5R2bwn3aMyVh5qmi7w58cPl9H/6EzxzYu/fX2UPZO7K7YKzuhLFqhrEqRH3Q45rSn6/nyfre2GsCcDMU8jBiBPaaCAeRIAxdiP5VDwdLfIv9K4qX9r6zmMsTKmy1ppGmuab1mMfIZIdBM5UGTEVB+RyA/tf55TBqbDDfgh8OJK0PI1+sNOn2913RjstRT4/PjZr6X4ctmqJIpjAGx1dgqMpKYeiq4pX2Lm4sdXQNnT6S5M5f2uaNmjv5jkFTt4xeP2/z43e9e+j78dMeX/vkruNfb5815r559SsG1S2e0Q+Pt62aO2XtP4cNmLLk83/t35X94dyZv2S/u33eS+T7O5+Y/d78q+4Zpd38GMX2EtgE2FI9LvUC4hqOeW44q4cRcs0BfjiXJhtbTQNugmE613m2m88houi/keiJ8uwaiC3M5JMnL+yjEYZc/B/AxRnuCFxRQY9q9SaeJ7zJJHCiZGZ5k2I2C7zJyomqeacZkyBwZqFgdgqCmZhZtpAhToYhWLCyMOKq+SeCiWgKcXwaH9UUQWBZhkEm89PWO273Rn3qWeRN1qn031lKrHWdGKjVVlu7oU90w+rXN/TxUiaJGixSu0FVXudef32DvhXUug0qcEoYxx1hJsTgEFNaxgu9mOTpf7w8IvP833ASf10bMlVO546cr8d7s1PIQLzw83tveRawz6DJCHED4RntKB9F0O+0EaVBIFMX3dQWNbveyn+rgHVECvIjpS6HzBX3kh2R/IKCQoSd4DlORygSKStDbF5+CE+PsKSwIBSxI5On3JQmOzSLUo6KxxVPL15TzBYXp/HvtMICEWMk5ueLBQWrRCuKwcih+l4iVpGnfoIXsFSHoyvHqt9jbywVXdnwd9jDqVhUpZuV6j/o+QwdvrpoBtUlo2dhC1aJAe/W/ZxvPbVCXZ0RluI4VOkpJC4nL9BQBBCFE1U6GENMqBJYhnJKaDKO4zdvrrtuw+h1m5YtvevrLdnncK/fHR1w7frs25147Lo+qcVDbmvLbuaOSLaJ2yevSPcte7h5xRcrmJEbbx80pddP20W14Zbhc+brnHLk4mnuE+63KA/tad1hwg7gVeqyTsqvCviwSi1so37rpaf6gWOyXqeXlDqTaj2zXGVVxel2+VS7tVa5V8a198A1EWvvLTO+3qyIVgGsr9Wc1lWKu7yvgGMCFhL5ytCCxFDqtqeAiloaOtUuoIOBUh3gvDZAD7bXGuHa8F3gXA+PwkFkUx1VoUpWJ9ugwNuox1axv3316uyjn2d/zL713Uf4sr/gkOdwQdvW7A977/niwK5zhM3LZi/getwXb8bM6fO/te15+Mz72a//9N2b1AZXA7b2A7Zk9Lo2MEp6MQOIJlxHOIkhROZMImuymFlRzIGJh0BjEgTEsKEIOIskhiIyMgmvIh7zaTLtMMexIvMqIXCsFYgsfFBchQBO3TAyGzCa/58w0qHToHZjaSU93aFD6myqowtK+vbnSKJEByAC99JjNsAIYrPxezWOs0XhC49PZ0aGL6TnMQ+GuSP7sjX7smSvodneuniaD8H4B9GJdlQII2yDQR8RwIXlCnUvRR/3b1ph2PPp+A+GA9mZ53TmX+aqVzmEi/xMABVEgoFAjkkChY5a+71KMIJCJIIx7+6tMAW9edFRbiciUZk0HqR5ivzlfSUck7CUYMCKKsOEpAT1K91/6qLqMTzWgMY5+tdHuBsf0TqUgV9QLibgHK6LbXThYngRxUoUV4cYng0Hy0ptqr2YSjsjOrPgXVT9OpgRYXL76hXZd3dkjz2y7i94xqcP/WttwbHAa7v3ZL998rNjr/x+CBmyN/PM5dOP/wIjbML7P2h5aZdr52PPZn/xxR/+dAu+zLAf5fP5gB0G3aeJKodFnOQIaLxjraXlCX3vDet7rczpShCGyaEIbEOYCDIRIjLMozo+kGYPJxGi77X5ixIqXP0RVsfKIzt7YAUeDgDyn2hBSbAK/OYg0a8vfAB8Jw5csQTHX8u+T1kVrjgVsP6djvV/aZPsiMEBHCB5TB4PODVJEscwLGxlAL6cu1MGAgNbyElOjpMEni8UTU54K89JoklgOItZggeQOZY+kBwxCcjEpXG1ZrEswhirBubr23E1xGmK8RQeq6vyOuN2UV2d3WPQoGlDgzGgNIqYYM/lwolgqjPVCaqpbj9Phl7VpMm8F4SfSNUfKIwPNQUwyXvtkYRIN3DqqwOwRzptRCdTUKBFQ69uOshG7N4Ejk4Gm0D0EXFYxMxUXPn6diYfOzOT8A+fZydnT87kjmQGkVczz1x4kJwGQik2xnkmQrwCdnPgGVrzYmYpt0JhapXJymyuWVmjcmXmavNM21JpqbyBbLIIJlGSBMWqqhab3aGqDtXiyFnTDHaVBCe8TFSLpVAgEIiJLEmEcokwxeywqFNIxGI2AzYsljQ+r/nNIiGrsCjLZnpV0Wz+SRQ0YQ1IljRer/VCInyBHq4cjkuxShScEYwkAdAjeOD76n+le1eUblTdwQBMXeHrjxREudB1DPvo7u8pfa+/Qk9eekPu1J9gp48gvVonXFQPdvTiFIKXxEDXaIIKeJ0KAmNjDGWbGpTMCYGOGOxR12jpsHW4PW5PVbUjDlGQCgVmJo6//M+WIaWVeb0OvpJ9/9XsfddWWaNHYLg+u/Crmb9sf4O55nw9M+6rZ7Z+eGGdnkccBW7rA9ymogDaofnLSEQmKxxrnZBMAGQ8dJNPN3rQk9VEIWW4Qoomh5jvduTlsxE80jvJAfzFMK7eFtFfzlOPLq5J6Pu8In2vwY0m1gD7TwjZyvsi8EWMEkFKZ2ON+Ab6lPJSz+y8W4+qKAQxzSlA0gkCtBiycyPPguychIvQUfwGHortePKkwW+27HjqheyX9x+f/9GSlhOPpX48eCr7KJmNN+Kvsw9mP/r48Ka3qkY+hXs/etsnK+e/gj0bPsdsdhm1w3Tw+f8B7HpQMTqj3RaiIb2Aus8kGVsURVbtdqvbW+zJ87odIhcocbiLPZ4cXu1Wa6EiO+FddqvMlCilAdnuEde786Z7Q263y4XCxXoY9FgjVkVBpuJi0ePpincgBdpKxEB5kO8LknRoKeWyrUMNLgOjgGm6tJJBZz3YTAdpHeoZ7jrUr3NMD2wB5K9QVHEGytAlLUXxRX8vaSoqpniO4gmUZ2lZHxzFjCOnp6i2mo7jZM6hF+f/NfvT+F5X1yz8vLl2VOXcJR0bn8bWF2sX3D12wDUt2SLuyMCn1rR+G76s9rY7s99i233Xj4llljDlnDx27eXatCKDJ+4BPTUNMFeNPm1HFYArUE7lFFe0ymOmRl/c5/ZepIqtMtWEGLEKs/TFBM2LqMgS6KYkVtX7PpmxWuTyij68u39BbT6qxQUFboz7h3u7Gb53fxGvQml8mWYpKw/a+9qJ1b7QTuxpEm+tEcv7UVBK8FX93ioo90/Pp3+qRZFEML9vPonlf5j/VT6TnyZ3tda+DYOh/phqAX16NgrBNtXSQ4rZamNqh9pBzZqLrNQ1YeeoFnSUgjQtKy2jBu2f6KqfWHGirA8gV+Ah0HroP936LGD7nmNk7MGbX2jvV/nls8kZ19x8ZkfruQX4Jdl51fapj04eVjMq8dojdeMbt11ET/47+wb+zB6fuKXhgRnDa2umj4kM3n1dy6Hpy9+eKrqsg8IDr4qPrJ5aNbFXQWN9pP/O6cveufFTw/4XAetP6LnQHq0qj+AgCgpVIEsY0YQhp43wgpBDNkdCENkE4FmeFwWBYjaAaRimrh0qSuiB2JxfmIihvugFCPBg8DcOmfSAvLUdE9QVk3MIjtLg9nMQ0xhX1y3Tfi5UUiFM8+wQxr/G1mwgzN4ezoazf+cc+/ad7zSe5c2Lp3gRnsUL7FUpqqItUaYG/VNdza5leLmLB9ctlM1OiAsY8jg3crrdyGLGiESE3nYxAsHjsjalfL0ZmylSRE0eLxMkYzlN5miKHz/Olq9HeCF8z+NuiDOtvsTtNOnsSLWApwFvdcA+mkSdUQjWdRuUXGxWwN84XWAAIiCQ8i4jZQaiZviuQlA13vH6i54jWxYeX9j76ddb++zInnth7w8renFHLqxaWLX0njlvf86UXXji99mLD9746qqGFxFEL4RMt8CzFuKrNW/Eg0eiUb4mNNnXjJp9K9AK30a0yScZUeOwBwcD62Ec6EDJEPZpzdQFB3ka/StPZRD2IpMLkl0qNJJ1FMEUvbrt87QGnz8vz2sSeA7Gn4hWxWJRZbNZtDtdLrWg0JxXWFgomkHkmD2qy1Xo9oBhPYV5oieo5qkiU+h2WcyEFHo9JtcqDUy3+oAa9ICsbfWGVDD1oDZLKI8U4jT+TSsKicEjeC5S8W/a8o6K2wMAHE0vwWTAyJ20AncK/vt9asbv7TTutq5LEtXS2lx3KIVdjthe39DzQP/RD8a84LuyqR3lXfzqkBoUg3CvaHUsdnMM19TUTM5F1hCjB1aXU6iq1mMsLYKCRgzryTjGU6a8VcQIBK+swi+/28/E2PuMCuPH3864f9NPYAf2yrIQbqOJU5rfdsX52czlF/Zt/yA+6xf1zAAIvcsX7b2r4cJIA7uV4IdeGE8X+qU2dJS8G1zPGrERwrAch602mwLJpctlcTnNMuvBVErKnGKzFWLOiTHH2TxYMXPr5RCY2rneFgJrVrW6QBK9RHYgBXzLAxJ6hyZbIbTHwDdfcL/QjvshI+Q2AH5pvnQq8zW439c2w+kMUyJbTm5SQSmoih4uXocEHBLMVLwagzn4cJlV903MC1XxkFDpIF/s6hNNlfQdUJuFCPKD7ULntrIKCxMIb2duSNfEZKCNfbsvTH62gt9H4+2Ui9+wVewgVIb6o+PahKm9cYlUIofNJRUD8GjMx0y1pkmhOSE2UVEus7FIqYWxopLCcCTKOCxSpT8SjVZIFpCIFndxwIM9VzgCfqFUqgwwsqfJ6sYAude0wliQL62yBgtRkxpeGCbhi4WazZ5AhWrhgkKm8EWyHEJQKWz1PDsVbTiXgjybFsky51I6xSc7M6kO6tdKrhhR28VP1Dw50gfCL6GlslLK8NVVxdU653dXzHUkUQ7whEsdIGEUkqMDRr3muRnbD05Yf+1APHG0q09yxaJtocM1P7S/cVOT77J892HrwNJJsx+5fUjztVP2Tl87YcyzGyZvutJuVgpG90sWV85KqY88dU39wokLs/+6ZVzlNQl8yqqKSvSa2suvm/ZLauNhYOORVI+jMLqgzfbTTLWQbtjQuJIlrjttT9vabXwvW6wkWTLC1eia7eJXhjADPl7kgJu0M/nFDB9wEBLGCBAHpIkRUxwI8IIjgiRvwCqLQXsyH6P8WH4yf1z+mXwuPz+NX9HMCOR4l94GVGo+Udd8STQOTUMsQo3FeohonPUf+f2i/yW0dR2tv9YC+UnrwnxcHU1NNnJdGjoyHZcSuu5q0QbD5Q3A6gIn3lWHVxgYqDLBIeg1ke7+zjBc2XZD4+bL739r/NJb1g5sfrR3+Q349mun7Zl927TrnqgGVs6cHTf4i4+2/HXPtNiCRe/gg0Ub716H/cvW37fz4SXgyzeBrd2A5zy0WZNqmWbnnLydPKvXgybS+pt0l41cndes3iyuUHebON7pdvYSh+Im0mTircXKlTIu7gsi9B4aQ1l7QBZ8AVZGTUHcFxP8veIOCqX51iakqApRxhTUjNEruqlcR8uoVl8qDnXkulu0IJRDJk3w3S49v+cNAFYxobZhPz367P/cifGTz7x9AN90zQ2PTl3e1PQYvsPx1vGv3nkOj3/++B7zrEV3Zk/fvnHjej1fuB6e8x3AFCWVp9pRAag3eDw7fc5pgCyR4RW2wMc0m9OWQ4rgVpwFvYSwa4QySeGdHhzDIanC1SjNlrgBuFKqc43BQ6TRLt5rtULS5xTNKC8gClZFcgaIbDmhNJlPqNZp1gXWR62sNY2LD4XUIFcaLG3HJehSJwLIzChq18EvrSACX63WRz+FW+j4l/CGDarAG/VkyWlUuPXRVwijPvj0znf2nFn+5qzlB7Pv78v2rZg3etXM9WtnDp7fPPKBA19+9Coe/Ogr5LLz9filBWsmrvnl+VvuHnDXx9Qe88Aeg2HcfagIHWtHIbCDCAYJ0PzBTa3SRK3CR4ru8t7lY72+EX4ioDbfGz6mlKmQl/k3+FlE34vy/IixY5u1ABWreDqEZazi8XDA4ivZPH+F7R77o6Be7WwwYBY8gA0Qsvdqec6gqTRcELRqnmACWVXrQuuXYKlBxaWDDIBEDYTkav4UHnpfC5SL0cby1L4TpWBZ1ELFGfbwOXViwMUphAztUoVDuS4gM/6F0uyZl5a+MecxjO5/+c/KhX+wm2akDmaLyVV44/zFr+Bm+x3f3vDhuufwiD3fnhh7RcB3/8Mr8cp888Ztj4KfpBBihoL2d6M3tXlhAUdwL7lW+NLxpZPz4lJ7lZ1hgWRYF2N3ud02OEacWTYzsqjY3O4w4kCVcuMUrARF7CQVjAMswjK8G/jIsdjJLFYhzbIvdrlEt7sJiexi0Ko01URp4jzoEd/bDHzTI5vq6KFEO8BzYh05PapX72lTtIVSSxf522vVdwROrYOYaJSjW4D7445wdVxvbnkEaiArjgthJnX88YLHA974TTOG3xG6elD/aqf33YJ3jzMPbN7ZMnNwwSPe/jMWbb4w2+h9989OYtcChopQHBe0o1LDp/qljX0lRVGSsnY/Zz/CemvFiaWzStf050qiffuTEnuJK4nqAiwkmhUejyT5IpaI1+cLSx6Ijh5cjCC1J/D8d2txSyzgFEA48pGAReIDBVavV/T5mkR4H9hL9NzqwQFPzLPG84GHnebBCOJqmpQcFMNBFXT9B1o+CW4FRf6GWpqUMKKFyYhHlTxSQiqdlquc0KpJqgWfgvj5tZqJrvxHKtWySK+S5Kj8Q32nG30lLaMgLwWmbnWaW3V0iWg9EdigqK+bDBrX/TgawLzb6MwncQ+fro4zCjGA63B69LTLnvPtAYdJUUm/sU+MjEXsW/Y89ukz367+dUvx3o/Di95bt6Z96mlX4YJhk1+4Ydv8ITfPr55uGzTI5p5Y+0rj1s5PW3HF7jef++ni0y/NHXLrFT5y5Q3VDRNWY37ZHQ+O2PYu1W/DgKovo7kHdmrLRrC4VMABc8BCRFxiGoXrTZOYDab3bcIcYaVpJcTao6ajNp6VWYU4ZSewjsdLiNcbNjIt0WwOW1QnyGwHxFcaaS2AaREEtrnJIm5VsaqKMUvScqvlAwurWsZZplkWWFiLJU1Wa739EG5FrxcQb8c0PfuPYOsTMVItEG8tnsZBNOLqJaieURfwn/p5XT0Xc3OvqF0D5u0uosJ4dflGV4FBUAy3gJ9FKNXSI+oKTNiRY1ssMDTYLpn13NVr7w3e0bahYOSw6w7MKp8GIfbkdRPvWlSzI7OF3LG5ODFkTutb2RoA70BwkmK9fizgmCbtY95kTjM/MqxIs8/LYzWJceIa8UORCYgxcY/4vPiKeFHkEceymAFTIsxEiCCEWeykZ2ZQ2/IcL0RYCawmCDeyoqpbDZiEXtALF1zDfsgSFqRzgl1Cs1k2Z7ic0aIttL4MeqSN1Rr6JPWPicnSJKsNKtH/ah1TapxVBofgrDMCG3vYeKmgr7HPjxl7T+6topO+taBM/+uAL5SM9vyZ/L/GKEdVdNvZI3sWuB78FG3RO6KQd+Lh0YPR7LAv2r5gO0+e/MnBlv70Ge2LmrKTSFi3rR2d1EZsEnHMOYnmwJKEGbPFQjiWGpC1cbJALJawhJ30Fd2KMi8EbVYwosUSlESERExVviSCHfERrUiUNGvtNKAJVYpJSWmcxEqNouSIYMoZDqmxtQdn6JXWlFEjWNnwlSEBaangP2teoMn1B87RhEHL9LkRcLPK6R0eA4RGP5gGLz3vpqVDMEJrNKMGB/UdMLzky7ZT0Zox60dQe/x77QO2hufZvj89/8GYmXpuVg++fSPtAeCZ7Ui6+L3WS1YTQU7jprLz2LvYXewDnCCy2MqEmcekr6UfJa5ZXMvs5E8ybK4EHxFVsy0hiYyJBRMiljchyWRBgkVmAHgyUeUm0MC0GgF3r0brMlE9CTdyWjqwST0nz9PG87zQ3XiQCctzDGsishzu0XuIG70H0SRKprDAOwWBh3yRh9BoMQPn0NHiWF7vPUhiGqe1qMTOiHGY25zUuYSx0PvR2xGXmKPRDDfYCDEzptciz+qtiYaM/keKis9LXQodht3yu8+l3kTPJkXX7BnBaFWY6iZTam8BbtcVOo6LkGMLTD2OH3yZqGeyl2H7mx/9fjR35MJN+N/ZxZnZJPRy9mEjd64C8BbouM1qE6dzeBy3hvuQY0w4wMW4Pdzz3CvcRU4gDBPu7iUhBhhV7yXd2EWUdvQK+gCRNehDoBlNhtxwrtFNapzWXbkCb19kODvSvPYk6nJ2RJ1d/0vJr4a/wMmN7pReG6s29uDcqMu5EXVu/Sw4N8qxBN0fHkxfDNt/7vHdLv9/71+Bhy+i3asqINRc94raZihC/BrQE+V4lDaw3oYrNFFK7Kk4Gn6l4gPPO+HThN/t2R1+zv1c0fMVRz38cKXRNFGZZJ+t3FrBi7jIVKT0N8WVehNfQW99nEVNML3KCSkvp7bEQbV2Ma1F4YLCwnAg6AzSE0EcCAStdnvY4XQ66QkndjicJQHeFzCb9XjGlwcKadpYkca/0SxOq2hvcqrIoToIZIjzNUugQC1sAqERUAMkQM8EEFHLm36GxygMTVANOFUHpWODHIxfA50GOI3DnkevY1VXdvDTJfAg0QdYAtsoOYD+/PBSNIvScBYFmRcX9GDm+a8hrefx0C/aSmbtSc1Y55rQOmPdOs/WtnsdQ+omPJUKX9+2Qx2caHh6XlEzW/p8S2PzNTNn3LKoX0vmKvJyY0mi7ro9T2Yy5OSoQEK77vnHs1JOY9TCWHrQGW18sdBfIGFSbKoi9aZGMsk8m6wwLbf90vYKSIsTpndsCuP2AEEwxOPRx0pTaxfqY5WTFyqcWKTinMpg0jir2QjBfMTssVhA0VGZAPRw+IC5SYWdBoIDXxIbR8lqyHMIPnLA04QpxTt6jI33krww6ku5CmmmQ1cbuqiuiybrkE/t8OraIWdxqh4Mi1N+oKm7UVTptnhPW8NND/viibL5R669bbt/Q9sW16jhd30an8OWtt8wc/OSy27NrCaPXRfrP+TtH7J2XVvPhPzsCrCfgoJoeTuygZa+ErR0nj7VUsTTixYWEZ7LczkLmcnOKa7GwsbAAtf0AD+Uw4vVpc5V/pWFBxkuP8AKkJTL1iDSescSqDTkCyJBFRYKjHBTUemsHtn4pRYWpTaQv/BsDpVOoeqeBVit139Id/458/DOH4/97b7smZ03vze/7Z4FAxZdN9wV2HbjxM0t/fF2XH3iqe9PHM6+8dS8V7fteDA2fdWIGVPv2TPhoQ9o/P5btpkdCc9nQyF0XisaHmhkr7FOcc23cgNc/QPD2QbrKBdXwvaxRl3VbJ2VU+l8vwkK7erBZrJ3OV7h3YR3on+FeJ+31FyDR+I56lwvbwphu40wBR5is+UoVFWVAkOb8p6AItsiSBGDfuSf5if+NAlpxbTqI9psIEM36uxKu/PochEVRSiloiLpvUE/D/l/70rEfi4xKelSLdCZ05lGoccGef2lOo8x91LPCiDNT0Hw6AIL0aetMblEoCsPcOH4vkBq+xW73r7x0ScaX2levt/mWzTmoWO3TR++dNaQbDP30n3XjvnD+3uzZ/aOfTXzCjNqWZ/B4/G0wxu2j9r2G8MPmalgZys6q60SmfXidtM2keUtbste01vsX9jzDF9KImwNriIj8Qq8CQuKlTAysVq7BH6TiZdz5rMagchqbUKaoib0TqAdqA31peUfyNemo4UQkr4HvzI8jEGNqh6X3mvHdT2aKrpiaqGd+3aEIKA4Q7lwo3ggoljcRpjp7dH3BwpzEWZyTlVF/6uqT3apSdRlZQBxlzMaOa6Mh33xaO8rHr6iatzoWM20t2unsKWfrlpa9lTRR9nObCONQWPB7xiwVwX6R5tcbrUlArmJjnTugeaDg/stD4UeKmKWMit9O+T7zaxMAUnnrLYq+gTIr7RhcLCOucv7hLzXwtYzK+SNMlNuLg4VhWvMbNAsMwUQq2DPYk+x+woHKsa4lz/gELhAL7kgqEHOtBhX0DKJiJuCRs85TZya2ptWjL83BVGJWkJKvnfrs0mKeyWQW3WTr9zYfbxP43HDpVuiDWdTmY4UHC7qBEJr6a6z0TKbXic3ysDISFBxrvl3qfdXrLf+qrrnvtJCsN700yevFZWVTmzre1vj8uXFJdk/RoYOe/vg279m97Nrllwzt3fh6g+rGq99a0P6ttvwfHnsjfXTB8fKy1f5ei0YecvB9p3m6QsbKytL/VVTElcuG7dr6tSpeh3yO3Iv9xTyo41a+WjrbOtS6wbrLmW3Y5/4Qv6x/G8cEFQwg3xWZJcrbGaIz4xs/d4GkeCAuth+BGeRg+S1OptEc5rkHbAsll8keQDWPCSCkeTiCgCrKm4VGTFNtrbm1bTSdlgqerbjLJ2TBtuO3NzppE0vl1D0lFDprc8jpaUSRzVDCyRGXQn/rXDwwOu1vv7bthZsrf5gwoHC/as8JeV12++z9Y8MD99CmjdjbnX2ls2ZtoXuYBE83xrA1VK2FOJQVlviM/nE++VDwiHptOtrrwDqV1xrXu+9X7hfeoZ5mjeVSdXepcJSabF5iZevwDG11jbKxrp8XgiPbp/TDdHwVhhut4+GR87kNPWF8GjCHGdCJp9bNHn4iDVAZJ9X4vwRt8/EqZ4mNw18Vm9T0odV3zjfNN8CH+uDLLw1Dzycxsx8c7Avhz/kvuK+55gYR6c6+Tych/NLNcdz9DeWOm1D51lauKXd5K75JlRHG71Eg+JoiDRm+6SiuoJW1K6idipX09Rzm67+op7phBnfK2+v2lm0pu1u+6gRl29rDrkLprd9se/YJ1tmD/0FmZWZPDFWN3T0LY3Vd+L3IAnEaA/oxWqwqR+7tNKvfdia/2U+6eUb4VvmWM+skdebb3es867x7xR/5zwtfiN941Dy9UQ2lNDb5kMhM1KtimKzmGVZcbk9HqfX5/d7aALCS3oDkef9SHF4nHabTZY9MySJig6HMsPp9PMz/EhyHCEzkZPMOuzP93j89ibbEdyOZDKz9Rikj2nc3kqaMMSYma10vkQaH9dEKwQYX96WzdRNO1oazrWcUjPnUlnfOW/GN3b4rGGnvA3que/AoPq0mzq9pNep1/UwJFh625AWibv6g5dahZc2VPxFUy16QzAPU+EH5nV0TbjJNQOVBc/1dRC2sLxP5o2wiVS2dLRl/v1ihCW9arKn2dJsOHu2cOrsG2aR8kzninfXf4f/9NNnZMGAp+bfnNlBeRJlJ7CrwfZOtEu7MujuK2tmzb1B4kSzbHGLHqlcrrHwJpNoURQBYRdyYBNjVdW4oECOp1gUSVAZiwmsL0kib5KYoAOiiqpg+K9ITSI+Qu5FLszsB0OpHbHOGNCYnkTrpqCW0DOyn6fT+hmVfd1Up4dYW3Wu4qb3RSHdoLwl1/SvLqpIDNh/YLzXhj9/KTP1ul0zktnZv1R9oalz2V6Z03v2MJN+anhhkZGvRUDH+uA5bahdG7+e3GkhvLwE38qulBZavpH54XiMRMyyJFkYglnIQi2YZeNGh09aTBPgcQIW4iYeF1utKqLcHrdJDo9njKgutlHFKlHhuuKAsFh3Qnj9efhWTVYS6Iz9jN4uORvVU4SzHTQ1ONsxVqUwQcmGzhZqjI5kbs/l+smq0j0dC7XouVa8GtPOZ4+2Z6SAXDZwzG012SVBpr83c6zftTtr8OOhzeSOYaMsOxdlVlRPF8G7Ll40dCh3xF6KeiFkE9AD6GWwi0uTCC5irxpZRnCoHf8NXoziKH3/lOwVtD8K78/T3/8NGQDvlw8RNHhIaYmGo/2Rfl2976RftyB33TPGdTEukK8dWYZx/s+uOw+uO1i/bsC4Ls7LXTceZ9ncdcFypSAuR+pzID/VqgKWGI6RmIVF2CSzjMwSgScCgBSbJI6TpLDMOmWZFYhgIndhkxMTjE1CGlcdNJlYidAOYCXGEhdhkRyRJBgjE2cmi/Wym8VM6xYqC+MtixJAVo7J0+QFMiOnyVRNtIisKnvObO7WPH9P6aKlu0uY0rc2vfNFtx3dUgb+6KRnOjeYjIJEV53SCj90QB1CkpbGqq2YCb+8K7Rra9uKR4KP7G4jCyY8NJ68kHnxqgevypQYdtbzMN3OkZyd/wIveFqBhfj0xc8OUkt7L1la/4yugfTPVOQ+80DX2PRxXEM/0ftnY6P7CLcL3t8P3s+jjmXGNzgsaazp32Dv8Q344gX8LruATAV1WNAOUb1WkxDxc8jH7h6i06J6CsUaIBFh+odcLHsTfnfbNj0n+ph5mZnEHUQicoA3lpXwJWo1X6WyAm9THRZJZJDdqjCqZALu5pE6z2oL2IjtKLkdSchCHtBUs0MaDlxP+HlWIQCjTl8CfUweOERENJxgZJTADvCqS43H8zSb65DlefNw+XmpgXmeDMfPA4cPbXUuXEnVw9lMB/ye7ZiszwNSaReAcnb3sVEU657tgdR3DFlB63uQbkPQi3cfYWf0/ZKirdfalpZ9Fn2/NLT1WnVphD198uBj95vHhdq79pA3fZL9hExEJ3UbpKkNisEG1f8/NjDLwx2ShP6LDQgeLiLpP2zgdjX8hw18zjm7jCZmzgSn/n9NEP8vJnDnLLCs9GPjSF1WdrL1sR3yuFC6aw85PNwrB//0NTaj9xN8FPdBPBJI9QHEsWnc5yCDJIEetGHkM/EcfZ0gBoZNnPoyHTa4Obj1uoaMMX9LvQCbfn1DuXWhGFKXC0Hm2AWNQz+hIHuM4u4m2NCaKgdWn6aF6KzqABNgIWmaxBKeiAzLiJiYhvNgRgTKIY1/0NygTZgWcThpifHj+Gk8w/ukARu93TUG6t90oVZM7cS6cQRBz1jySFwmYJSvFyQ/H/bRn6MnongRk48rskcvZLJ3nzwJ/oZdTCsD96OWonob9c96fDX1T/A4HgA65vDIMoQJ6fY3zDKtxK7ff4tWp6EnOLKQwxwwF+YiwHjDWMbJgsNjAlvEYoGw2xh8D4kg7iOGiYD1DgnIx09dqztng1GSQmoGlF+H2olyM0s8tZdaYLXd6zFbsAMehsGsOfF+/2amFdt//DH7HfB0v+wneK6O47GQw9D6kMDTkjPHADKFNLn9gIiYNADWTmGJpBz2GqQbTuWcD1JrCrO6c3QFKNbR9XNsLehGVDd+MCRTiPmYOwbxYaNWOIasxmQyMJA0Eo+SriJNEifJ8hEj8WXpckuFkSIiJ0eQGXSKLKchNEt62jve6M5ObrPo+e0RPFpfrtZF9v913muO32OdPQqhkH+FHDynT7+pjmPc+c2O7PdFG7AwJFLcnD3JXrl0xBNVzw2O1J7X9Pi28OJpdgncfznarSmxMuykyyZFmoJCOnii1ViZd0LzwEG1p7JsOKn3sEWSz2thXFZ9ielEzRYxj7YGJSniCuZzbDBiwfSxzMgXFZIlDwdiPuyli299+J3D9mTAX9G18DZztjPVtda0K5vs1NNJOqeoxwoNYyGeUSUS9E5Gz5W47q41UAgSgYUvODctWP/avauUioDf++C+TTOufdB9oOL8Mwe/XLGicWL205Nv/YjXuB9Yd+zm67ewO9mdN866c8ttxW1vfrZn8bO18XtSb2S//JKywe6Lp9i1YBcfKIAEerytiE5O0Je1KLQnTa1USBflluQS9V76fHA6x8Hl8wH7+3q740yFN9L7hgCTAjtbCoKVNElwi1KistIZDgpcNOi0eJLWskAZKUvj2AF/kknjka39Y0kQcvHDwaTkr+pasZ3JAAF2/nhpeku0U58a2pJbvA0Ztz6ZsipnDz2vRnpmVKUvVOwqyzI9p3zw+P0rrpi+5vPjXyxf01TaL/uXb9r/uvfhFfNufnDFvPHrB2+5bHnD9qkj112/8SWmtPeWCetadn+wY/6v4tWDJlz/RvZExzOPncYV19y088bUktG3ZtDAhUPuvH717Nv1nvAU4KvztCdMGrTkHj+uYqqFarFKHSGMEOvVUfbJzFT79cwNbLNpvthsbrYssDc7FvhX2G/1b2LW2e60P23/xP6lP2+P/0s/MSLIQQn5fRxdYGS20FUyH2p+MLeiyvkJlwYbzqUwCMt2ZDLpkzkhfcxN5owakznbkfXiVweUIP/ixWOIg18WxiNMJxkSXqBKjM5vt6o2m+Jwulx2t8frdW1UTGIwfXFWK2e3BdM4ol3hwiRIOK7Q7nLaOZPdZYJjm+K0ccSmgG4rlBWQgApdOOl1OeEKHPa6phBRWWWKmIB6iNce0bM/8BcEebokgk5f0sbROWKEzr1VIRit8ooul+j1budERaEpZq9oQt+7SvS9VqeoCSUm75Gfl5kF8q3ylyATY/6kn/jfleAmVgG1bBeD3D0cmQ7MzPn8iuzygn70evS1HbnGt09Xiy3G4rEuKfmPlpVqquU4tZqvq/9tTFHIrefwqfo6sx4HlIVUurijax6+vsyjzuDyHDd1rfAw5eYEdx/AF/23pPPSBtXU1OCamsk62hfFczNR6TxUR5UDUk8jA2Wm4Mq/31cgDtxKyI/Z94/v7j8jmcp88dJ2p+jzvsYduTD66K/uyzCbz9eTd/6J41ufvDCY+dVtvzrecmGyrgWbQAfcr8/n8qMHtZqn2H0OUuEY4Fju2GRnFdVvdaiK6spzEJvfas3NCrepIYAM8vn1VQ1WGE8/nfVX5CqP8Ul+PD+dX8iv4Xm+OT+AF0Mu0LXCqfnS8qZzqYbMqVwvpmv1QqaOpl49V9nbutZ9olTXGgWFLkIO0aUJuSXIoSYcJzP37Jk7umXxkC33ZLfdvAcPffGFeTWzt2U3ckdG7b9x6osrB1lDmWfJvyfsTY2cSsU5xlPYfeS83j8crjkbmTlkGWFA3jDbMDjRGnisNBE061ZIUB5g2mNoK9y/DyLZ2P1d2iNzLpVJ6Z2klK5GHRB0przYkT3H7sOObCflgtVgYFVfx/wbzXMVmYlnkhbcQkB30TL7VXgNx3G5ifT6vqAwtxrOb+ydbmNVXLHFmvhZJ5Pv2cmEIPoVrYrAB8oqEj1n5tMLotwF9bKwFUgYoRqjxVmz4+eTL3U2XfT/XDOHjWU5tD3DrKbTCehEAozvZtvJQ9wueNYSyG+GI87j8YPSOII/AyV05f61VGxk9MKMkZPo3fm7Y1/2Zdsh8EDczF6Bt8PIOFBAU2QzwkKZajYhexlmUCzeWZnEsc4TlV+chE92lxMh0PN0DUW8Em/PG69dF80b1m/s2o0+Znws++OacHVR4qqmZNXoJYpCJ1xjOtcBvw/jYUW1WggRErZYnRar1SQYPfCtFtaCrLzFJIGe56woGYfvrUwegxzzRGV8Q+7xjZkEZUZNpNqB3zdmEcwKDup7RcSa9yXYg04i8D9gm1K0hu2L/g9Zs/xLeJxjYGRgYGA1PXxAe2JMPL/NVwZ5DgYQeBSYugNG/+f4F8hRx3qZgYmBA4iBAABxLAz9AHicY2BkYGC9/C+QgYG99z/Hv28cdQwpDKIMSIDDCwCktQcJAHic7dq9SgNBFAXgM8Ps6gv4CmInCgopBMFgmTLoqmCRKlgIg2Ij2AmCQUsr+/ENtHffwNhb6gNYCJOzO1q4gmBj/DkfXObOz72ZCSljn9AG2cBo1bHvPM4ZB4wB44rxzDjh3l7WjcOsi/WsxDXHzbyFMq1jg2s9zm84bnN+5h4Qmd9OnBown2ePgtF2gOe4w+izdovjQrVuSiyZMk5yf5X5Yh6wUp/36DkfH3nHqrbDmqr+iL0vOQdjJp1h/9S7z/rp18/qpP34wvo7G+J9DoP6zem93g7NFBrMsXHNNZ6de8udN7Psv5tyXDTPfobvKvj9rH2l5rezwRTjvsNPw9/T4Ye1YAbv51j+tguJiIiIiIiIiIiIiIiIiPxh1f8Rxn0Hkf9jBIX7RtYAAHicY2Bg0IFCN4ZdjA6M95iymLYw+zCXMb9gmcIqxjqFzYSth12Dg4mjjdOG8w9XEtcN7gM8djwfeJfxSfEt4rfiPyKwQDBEiEmoTzhO+I3IJdEi0Udi08T1xF9JREmySB6SMpPaJnVO6pHUL2k+6WnSG6RPSD+Q/iNTJ/NP1gIMG2RnwOEjGJSDgDp5LiBchR0qMinWDRDcMFigkhocukFhxSgchaNwFI7CUTgKR+EoHIWjcBSOwlE4BOCWUTgKRyF9IABqEHg6AAEAAAn/ADgAAwBKAAMAAgAQAC8AVQAAAoECTQACAAF4nKWWTWgdVRTHz+S95M3LS0vBprRV8YIKibQhCW1sU0RDElBK+pF+QJfz3tyXN2bezOt8JLyKuBV3Il10J4JoVRTRjeimgosuBV11o1uhC5fiQv/3zHkfM/mg0cCb+d1zzj0f99x7J0T0eqlJFmV/Z8kXtmiUvhQeoTH6UbhEC9bLwmWasN4VHgV/JTxGNesX4QrNjawI23R85FPhKq2W1oQPWTfGXoVnq1xCrMOVu8JlOln5mHmU5Q+Ejfxn5jHIJyqPhct0vPI3c8XI7UlhyO3nmW2WvyJs5BeZq8jiTa7OsEXj9JEw7Olb4RJW56Ew5lqB8Cj4rvAYHbN+EK5Q3fpN2KbZkS3hKr038kD40MhnpQ+Yx02NthZGjXbKXIP8qP2+cJmU/QnzBORH7IfCZXrGfsR8GHLb/ku4TEerJeYjxn/1hDD8V6eZn2L5qrCR32A+amqv3hZGvdV3mCfZ/p6wsb/PfIzlPwkb+a/MJ9jPn8LGzz/MTxv78RPCsB/P8nnW2I+vCsN+/BrzcyxvCxv5W8wvsJ+7wsZPtmdeYvkDYSPP9sxp9vNY2PjhPWPz+tcmhWFfe5GZ66otCRv5VcMTmX1b2MjfZua+1O4Joy+1z+k+KZqnWZqjM6Dr1CKN9xqFFOCXUJc6LFnGKAKbpwO5xxYz0Cxh7/l4r0O2gfkJxTzSeGtYb+HpwpLuq/nZuTPqekurtTAIk25Hq+Uw6oSRk3hhMKOWfF+texutJFbrOtbRlnYxbQk+PMT0gZHn4PUGYpixRw0MEsf38C6mvDg0MUtng1KwA6nKuVikm5xoLEUpXDYzWJAF0BT8GpsImhi/JuZNI5jkv8gZIduN1HcileWyeFNHMQpSZ2fmFtTUmteIwjhsJtOUSylXReanV8tu+cwjIxp4np8b9rbTV8/VcESPO+Pgl3AXXYRp84JsQmaK+y87QHL3YuWoJHJc3XaiTRU29240HTgK7eVrZ99NCT1aYSfbcBKg+4ouo8QmL5LRnuZ9EVKd9YousaYFidklMZ2C7AonEbHG46W7hmcKe1d6pNCX83QO/envCnXdPFYiZ9sLNtTlZtNraHVarYd1L1CXvEYr9J34lLriJJHX8Bx1zUkDF51Vc+fPwc0tZJDCr2lNF++UD5JpWkta2OSaE5aFeLos73DeXW6xyU9BEnFtxrIhc7SMHfbU4SrasEpYZ2bV2UciLfJlvYJ+FtmMXh7RkG2Hz4mLjBscI1vXbc7brOzuNWRjY9tAtJRX1uWrpbgSZobPNAX7abzNBq5L3rv7Dv5H7QPvbn8PRXyx9fZEb4PuVkEv+s68Lgz1yFSS1ZJwvN7WN/6zWl1ItrnykA/tfjvByXVdc3dCeWZVZZxi1OGn4my3+qci82MsfVjst4dwjm+FqWo7XZXGWiUtXAHNMEhUEirXizs+FE7gqk7kQdiARuPtxKqjo7aXJNpV9S6maYWbSgfGBRTGR8TSThS6aSNRODTbLZyaoQh4e0HDT118IVQviTDwu2rKm1a6XYfvIetg3+hs7pqjGunYHElzsQwCmOl9Xxe4oikPURLdNrdQ5CGqG24Hfui4+UVwstJ1pFBRiFB4pkknTZSrt8ydAJuW9jv5FcKyLqMz2f2/hY7mL/GibpPHd+jxLrZF3ebQ3N0se5qLe9rlNKUPS9+Xvih9U/qu9HXerqA5SD3DEUI+m+k+OQwsBp/A2xhr2utj29OuWFcxTgp2A2n2IepFKeac1w1q0DiRe9WX6Z5wbfujLs5+cc2KOlPd73JTF3Mt6Mony8vl18pL5XPl+bxlQXNxn31V1D1hTdZsvwubebuC5gqFlsO3UrCjnqIu4H86PfqDKW9b1K0iyh2+eYsV5TUH2a8HWPsD+z3Afv4Xg63IcwAAeJxt2lPUXUnYruFVrppt23bmW5iz2rbt7nQ67U7atm3btm3btm3z/8feu7/3Odg5SGqMrDWf9SWjrrEO7oEcDP79aTD4+8/BKYP/z6/w7//+JgZyoAbjDSYYTDSYdDDZYPLBlIOpBjMOZhrMPJh1MPtgzsHcg3ZAgzwog27QD+YdLDBYfLDEYMnBUoOlB8sMlh0sN1h+sMJgxcFKg5UHqwxWHaw2WGOw5mCtwdqDdQfrDzYY7C7k4B+hBh8KLYywgxsGNw8eFk54EUQjxhBjirHE2GIcMa4YT4wvJhATionExGISMamYTEwuphBTiqnE1GIaMa2YTkwvZhAzipnEzGIWMauYTcwu5hBzirnE3GIeMUy0gkQUSWRRRCd6UcW8Yj4xv1hALCgWEguLRcSiYjGxuFhCLCmWEkuLZcSyYjmxvFhBrChWEiuLVcSqYjWxulhDrCnWEmuLdcS6Yj2xvthAbCg2EhuL4WITMUJsKkaKzcTmYguxpdhKbC22EduKUWK02E5sL3YQO4qdxM5iF7Gr2E3sLvYQe4q9xN5iH7Gv2E/sLw4QB4qDxMHiEHGoOEwcLo4QR4qjxNHiGHGsOE4cL04QJ4qTxMniFHGqOE2cLs4QZ4qzxNniHHGuOE+cLy4QF4qLxMXiEnGpuExcLq4QV4qrxNXiGnGtuE5cL24QN4qbxM3iFnGruE3cLu4Qd4q7xN3iHnGvuE/cLx4QD4qHxMPiEfGoeEw8Lp4QT4qnxNPiGfGseE48L14QL4qXxMviFfGqeE28Lt4Qb4q3xNviHfGueE+8Lz4QH4qPxMfiE/Gp+Ex8Lr4QX4qvxNfiG/Gt+E58L34QP4qfxM/iF/Gr+E38Lv4Qf4q/xN/iH/GvHEghpVRSSyOtdNLLIBs5hhxTjiXHluPIceV4cnw5gZxQTiQnlpPISeVkcnI5hZxSTiWnltPIaeV0cno5g5xRziRnlrPIWeVscnY5h5xTziXnlvPIYbKVJKNMMssiO9nLKueV88n55QJyQbmQXFguIheVi8nF5RJySbmUXFouI5eVy8nl5QpyRbmSXFmuIleVq8nV5RpyTbmWXFuuI9eV68n15QZyQ7mR3FgOl5vIEXJTOVJuJjeXW8gt5VZya7mN3FaOkqPldnJ7uYPcUe4kd5a7yF3lbnJ3uYfcU+4l95b7yH3lfnJ/eYA8UB4kD5aHyEPlYfJweYQ8Uh4lj5bHyGPlcfJ4eYI8UZ4kT5anyFPlafJ0eYY8U54lz5bnyHPlefJ8eYG8UF4kL5aXyEvlZfJyeYW8Ul4lr5bXyGvldfJ6eYO8Ud4kb5a3yFvlbfJ2eYe8U94l75b3yHvlffJ++YB8UD4kH5aPyEflY/Jx+YR8Uj4ln5bPyGflc/J5+YJ8Ub4kX5avyFfla/J1+YZ8U74l35bvyHfle/J9+YH8UH4kP5afyE/lZ/Jz+YX8Un4lv5bfyG/ld/J7+YP8Uf4kf5a/yF/lb/J3+Yf8U/4l/5b/yH/VQAkllVJaGWWVU14F1agx1JhqLDW2GkeNq8ZT46sJ1IRqIjWxmkRNqiZTk6sp1JRqKjW1mkZNq6ZT06sZ1IxqJjWzmkXNqmZTs6s51JxqLjW3mkcNU60iFVVSWRXVqV5VNa+aT82vFlALqoXUwmoRtahaTC2ullBLqqXU0moZtaxaTi2vVlArqpXUymoVtapaTa2u1lBrqrXU2modta5aT62vNlAbqo3Uxmq42kSNUJuqkWoztbnaQm2ptlJbq23UtmqUGq22U9urHdSOaie1s9pF7ap2U7urPdSeai+1t9pH7av2U/urA9SB6iB1sDpEHaoOU4erI9SR6ih1tDpGHauOU8erE9SJ6iR1sjpFnapOU6erM9SZ6ix1tjpHnavOU+erC9SF6iJ1sbpEXaouU5erK9SV6ip1tbpGXauuU9erG9SN6iZ1s7pF3apuU7erO9Sd6i51t7pH3avuU/erB9SD6iH1sHpEPaoeU4+rJ9ST6in1tHpGPaueU8+rF9SL6iX1snpFvapeU6+rN9Sb6i31tnpHvaveU++rD9SH6iP1sfpEfao+U5+rL9SX6iv1tfpGfau+U9+rH9SP6if1s/pF/ap+U7+rP9Sf6i/1t/pH/asHWmipldbaaKud9jroRo+hx9Rj6bH1OHpcPZ4eX0+gJ9QT6Yn1JHpSPZmeXE+hp9RT6an1NHpaPZ2eXs+gZ9Qz6Zn1LHpWPZueXc+h59Rz6bn1PHqYbjXpqJPOuuhO97rqefV8en69gF5QL6QX1ovoRfVienG9hF5SL6WX1svoZfVyenm9gl5Rr6RX1qvoVfVqenW9hl5Tr6XX1uvodfV6en29gd5Qb6Q31sP1JnqE3lSP1JvpzfUWeku9ld5ab6O31aP0aL2d3l7voHfUO+md9S56V72b3l3voffUe+m99T56X72f3l8foA/UB+mD9SH6UH2YPlwfoY/UR+mj9TH6WH2cPl6foE/UJ+mT9Sn6VH2aPl2foc/UZ+mz9Tn6XH2ePl9foC/UF+mL9SX6Un2Zvlxfoa/UV+mr9TX6Wn2dvl7foG/UN+mb9S36Vn2bvl3foe/Ud+m79T36Xn2fvl8/oB/UD+mH9SP6Uf2Yflw/oZ/UT+mn9TP6Wf2cfl6/oF/UL+mX9Sv6Vf2afl2/od/Ub+m39Tv6Xf2efl9/oD/UH+mP9Sf6U/2Z/lx/ob/UX+mv9Tf6W/2d/l7/oH/UP+mf9S/6V/2b/l3/of/Uf+m/9T/6XzMwwkijjDbGWOOMN8E0ZgwzphnLjG3GMeOa8cz4ZgIzoZnITGwmMZOayczkZgozpZnKTG2mMdOa6cz0ZgYzo5nJzGxmMbOa2czsZg4zp5nLzG3mMcNMa8hEk0w2xXSmN9XMa+Yz85sFzIJmIbOwWcQsahYzi5slzJJmKbO0WcYsa5Yzy5sVzIpmJbOyWcWsalYzq5s1zJpmLbO2Wcesa9Yz65sNzIZmI7OxGW42MSPMpmak2cxsbrYwW5qtzNZmG7OtGWVGm+3M9mYHs6PZyexsdjG7mt3M7mYPs6fZy+xt9jH7mv3M/uYAc6A5yBxsDjGHmsPM4eYIc6Q5yhxtjjHHmuPM8eYEc6I5yZxsTjGnmtPM6eYMc6Y5y5xtzjHnmvPM+eYCc6G5yFxsLjGXmsvM5eYKc6W5ylxtrjHXmuvM9eYGc6O5ydxsbjG3mtvM7eYOc6e5y9xt7jH3mvvM/eYB86B5yDxsHjGPmsfM4+YJ86R5yjxtnjHPmufM8+YF86J5ybxsXjGvmtfM6+YN86Z5y7xt3jHvmvfM++YD86H5yHxsPjGfms/M5+YL86X5ynxtvjHfmu/M9+YH86P5yfxsfjG/mt/M7+YP86f5y/xt/jH/2oEVVlpltTXWWme9DbaxY9gx7Vh2bDuOHdeOZ8e3E9gJ7UR2YjuJndROZie3U9gp7VR2ajuNndZOZ6e3M9gZ7Ux2ZjuLndXOZme3c9g57Vx2bjuPHWZbSzbaZLMttrO9rXZeO5+d3y5gF7QL2YXtInZRu5hd3C5hl7RL2aXtMnZZu5xd3q5gV7Qr2ZXtKnZVu5pd3a5h17Rr2bXtOnZdu55d325gN7Qb2Y3tcLuJHWE3tSPtZnZzu4Xd0m5lt7bb2G3tKDvabme3tzvYHe1Odme7i93V7mZ3t3vYPe1edm+7j93X7mf3twfYA+1B9mB7iD3UHmYPt0fYI+1R9mh7jD3WHmePtyfYE+1J9mR7ij3VnmZPt2fYM+1Z9mx7jj3XnmfPtxfYC+1F9mJ7ib3UXmYvt1fYK+1V9mp7jb3WXmevtzfYG+1N9mZ7i73V3mZvt3fYO+1d9m57j73X3mfvtw/YB+1D9mH7iH3UPmYft0/YJ+1T9mn7jH3WPmefty/YF+1L9mX7in3VvmZft2/YN+1b9m37jn3Xvmfftx/YD+1H9mP7if3UfmY/t1/YL+1X9mv7jf3Wfme/tz/YH+1P9mf7i/3V/mZ/t3/YP+1f9m/7j/3XDZxw0imnnXHWOeddcI0bw43pxnJju3HcuG48N76bwE3oJnITu0ncpG4yN7mbwk3ppnJTu2nctG46N72bwc3oZnIzu1ncrG42N7ubw83p5nJzu3ncMNc6ctEll11xnetddfO6+dz8bgG3oFvILewWcYu6xdzibgm3pFvKLe2Wccu65dzybgW3olvJrexWcau61dzqbg23plvLre3Wceu69dz6bgO3odvIbeyGu03cCLepG+k2c5u7LdyWbiu3tdvGbetGudFuO7e928Ht6HZyO7td3K5uN7e728Pt6fZye7t93L5uP7e/O8Ad6A5yB7tD3KHuMHe4O8Id6Y5yR7tj3LHuOHe8O8Gd6E5yJ7tT3KnuNHe6O8Od6c5yZ7tz3LnuPHe+u8Bd6C5yF7tL3KXuMne5u8Jd6a5yV7tr3LXuOne9u8Hd6G5yN7tb3K3uNne7u8Pd6e5yd7t73L3uPne/e8A96B5yD7tH3KPuMfe4e8I96Z5yT7tn3LPuOfe8e8G96F5yL7tX3KvuNfe6e8O96d5yb7t33LvuPfe++8B96D5yH7tP3KfuM/e5+8J96b5yX7tv3LfuO/e9+8H96H5yP7tf3K/uN/e7+8P96f5yf7t/3L9+4IWXXnntjbfeee+Db/wYfkw/lh/bj+PH9eP58f0EfkI/kZ/YT+In9ZP5yf0Ufko/lZ/aT+On9dP56f0MfkY/k5/Zz+Jn9bP52f0cfk4/l5/bz+OH+daTjz757IvvfO+rn9fP5+f3C/gF/UJ+Yb+IX9Qv5hf3S/gl/VJ+ab+MX9Yv55f3K/gV/Up+Zb+KX9Wv5lf3a/g1/Vp+bb+OX9ev59f3G/gN/UZ+Yz/cb+JH+E39SL+Z39xv4bf0W/mt/TZ+Wz/Kj/bb+e39Dn5Hv5Pf2e/id/W7+d39Hn5Pv5ff2+/j9/X7+f39Af5Af5A/2B/iD/WH+cP9Ef5If5Q/2h/jj/XH+eP9Cf5Ef5I/2Z/iT/Wn+dP9Gf5Mf5Y/25/jz/Xn+fP9Bf5Cf5G/2F/iL/WX+cv9Ff5Kf5W/2l/jr/XX+ev9Df5Gf5O/2d/ib/W3+dv9Hf5Of5e/29/j7/X3+fv9A/5B/5B/2D/iH/WP+cf9E/5J/5R/2j/jn/XP+ef9C/5F/5J/2b/iX/Wv+df9G/5N/5Z/27/j3/Xv+ff9B/5D/5H/2H/iP/Wf+c/9F/5L/5X/2n/jv/Xf+e/9D/5H/5P/2f/if/W/+d/9H/5P/5f/2//j/w2DIIIMKuhggg0u+BBCE8YIY4axwthhnDBuGC+MHyYIE4aJwsRhkjBpmCxMHqYIU4apwtRhmjBtmC5MH2YIM4aZwsxhljBrmC3MHuYIc4a5wtxhnjAstIFCDCnkUEIX+lDDvGG+MH9YICwYFgoLh0XComGxsHhYIiwZlgpLh2XCsmG5sHxYIawYVgorh1XCqmG1sHpYI6wZ1gprh3XCumG9sH7YIGwYNgobh+FhkzAibBpGhs3C5mGLsGXYKmwdtgnbhlFhdNgubB92CDuGncLOYZewa9gt7B72CHuGvcLeYZ+wb9gv7B8OCAeGg8LB4ZBwaDgsHB6OCEeGo8LR4ZhwbDguHB9OCCeGk8LJ4ZRwajgtnB7OCGeGs8LZ4ZxwbjgvnB8uCBeGi8LF4ZJwabgsXB6uCFeGq8LV4ZpwbbguXB9uCDeGm8LN4ZZwa7gt3B7uCHeGu8Ld4Z5wb7gv3B8eCA+Gh8LD4ZHwaHgsPB6eCE+Gp8LT4ZnwbHguPB9eCC+Gl8LL4ZXwangtvB7eCG+Gt8Lb4Z3wbngvvB8+CB+Gj8LH4ZPwafgsfB6+CF+Gr8LX4ZvwbfgufB9+CD+Gn8LP4Zfwa/gt/B7+CH+Gv8Lf4Z/wbzNoRCMb1ejGNLZxjW9C0zRjNGM2YzVjN+M04zbjNeM3EzQTNhM1EzeTNJM2kzWTN1M0UzZTNVM30zTTNtM10zczNDM2MzUzN7M0szazNbM3czRzNnM1czfzNMOatqEmNqnJTWm6pm9qM28zXzN/s0CzYLNQs3CzSLNos1izeLNEs2SzVLN0s0yzbLNcs3yzQrNis1KzcrNKs2qzWrN6s0azZrNWs3azTrNus16zfrNBs2GzUbNxM7zZpBnRbNqMbDZrNm+2aLZstmq2brZptm1GNaOb7Zrtmx2aHZudmp2bXZpdm92a3Zs9mj2bvZq9m32afZv9mv2bA5oDm4Oag5tDmkObw5rDmyOaI5ujmqObY5pjm+Oa45sTmhObk5qTm1OaU5vTmtObM5ozm7Oas5tzmnOb85rzmwuaC5uLmoubS5pLm8uay5srmiubq5qrm2uaa5vrmuubG5obm5uam5tbmlub25rbmzuaO5u7mrube5p7m/ua+5sHmgebh5qHm0eaR5vH3PDRm48eNXJrN/L//mlHDR+x804j7Y7/549mj01H7zR8xIiRo3byKw7fduQKI+ce9t+h/e9A/x3Sf4f836H8d+j+O/T/HWr47znDhk7t0ImGTnHolIZOeehUhk79fycaeh4NPYWGnkLdf6c49Lo4tBuH3hGH3hGHduPQbhz69GnovWnoHWnodWloLQ19vjz0jjy0lodel4eeXIY+Xxl6XRnaKEOfqgytlaF/jTL0vH7odf3Qk+vQJ6hDf1uHnlKHnlKHnlKHPn2tzdD/2zA+tnwkPkY+Jj5mPhY+dnzs+chrLa+1vNbyWstrLa+1vNbyWstrLa+1vEa8RjxBPEE8QTxBPEE8QTxBPBF5IvIPFHkt8lrktchrkdcir0Vei7yWeC3xWuK1xGuJ1xKvJV5LvJZ4LfFa5rXMa5nXMq9lXsu8lnkt81rmtcxrhdcKrxVeK7xWeK3wWuG1wmuF1wqvdbzW8VrHax2vdbzW8VrHax1PdDzR83N7fm7Pz+35uT0/t+fn9vxT9DzR80Tln6LyWuW1ymuV1yqvVZ6oPME+EPtA7AOxD8Q+EPtA7AOxD8Q+EPtA7AOxD8Q+EPtA7AOxD8Q+EPtA7AOxD8Q+EPtAxGtMBTEVxFQQ+0DsA7EPxD4Q+0DsA7EPxD4Q+0DsA7EPxD4Q+0DsA7EPxD4Q+0DsA7EPxD4Q+0DsA7EPxD4Q+0DsAzEKxCgQo0CMAjEKxCgQo0CMArEExBIQS0AsAfH1J77+xNef+PoTX3/i6098/YmvP/H1p44n+PoTX3/qeYIlIJaAWAJiCYglIL7+xNef+PoTX3/i6098/YmvP/H1J77+VPn/giUgvv6Rr3/k6x/5+ke+/pGvf+TrH/n6R77+ka9/5Osf+fpHvv6Rr3/k6x/5+ke+/pGvf+TrH/n6R77+ka9/5Osf+fpHvv6Rr3/kbwqRJYgsQWQJIksQWYLIEkSWILIEkSWILEFkCSJLEFmCyBJEliCyBJEliCxBZAkiSxBZgsgSRJYgsgSRJYgsQeRvCpFRiIxCZBQioxAZhcgoREYhMgqRvylE9iGyD5F9iOxD5G8KkamITEVkKiJTEZmKyFREpiIyFZGpiPxNIbIakdWIrEZkNSKrEVmNyGpEViOyGpG/P0QGJDIgkQGJDEhkQCIDEhmQyIBEBiQyIJEBifxVIrIliS1JbEliSxJbktiSxJYktiSxJYktSWxJYksSW5LYksSWJLYksSWJLUlsSWJLEluS2JLEliS2JLEliS1JbEliSxJbktiSxJYktiSxJYktSWxJYksSW5LYksSWJLYksSWJLUlsSWJLEluS2JLEliS2JLEliS1JbEliSxJbktiSxJYktiSxJYktSWxJYksSW5LYksSWJLYksSWJLUlsSWJLEluS2JLEliS2JLEliS1JbEliSxJbktiSxJYktiSxJYktSWxJYksSW5LYksSWJLYksSWJLUlsSWJLEluS2JLEliS2JLEliS1JbEliSxJbktmSzJZktiSzJZktyWxJZksyW5LZksyWZLYksyWZLclsSWZLMluS2ZLMlmS2JLMlmS3JbElmSzJbktmSzJZktiSzJZktyWxJZksyW5LZksyWZLYksyWZLclsSWZLMluS2ZLMlmS2JLMlmS3JbElmSzJbktmSzJZktiSzJZktyWxJZksyW5LZksyWZLYksyWZLclsSWZLMluS2ZLMlmS2JLMlmS3JbElmSzJbktmSzJZktiSzJZktyWxJZksyW5LZksyWZLYksyWZLclsSWZLMluS2ZLMlmS2JLMlmS3JbElmSzJbktmSzJZktiSzJYUtKWxJYUsKW1LYksKWFLaksCWFLSlsSWFLCltS2JLClhS2pLAlhS0pbElhSwpbUtiSwpYUtqSwJYUtKWxJYUsKW1LYksKWFLaksCWFLSlsSWFLCltS2JLClhS2pLAlhS0pbElhSwpbUtiSwpYUtqSwJYUtKWxJYUsKW1LYksKWFLaksCWFLSlsSWFLCltS2JLClhS2pLAlhS0pbElhSwpbUtiSwpYUtqSwJYUtKWxJYUsKW1LYksKWFLaksCWFLSlsSWFLCltS2JLClhS2pLAlhS0pbElhSwpbUtiSwpYUtqSwJYUtKWxJYUsKW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsSUdW9KxJR1b0rElHVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1b0rMlPVvSsyU9W9KzJT1bUtmSypZUtqSyJZUtqWxJZUsqW1LZksqWVLaksiWVLalsSWVLKltS2ZLKllS2pLIllS2pbEllSypbUtmSypZUtqSyJZUtqWxJZUsqW1LZksqWVLaksiWVLalsSWVLKltS2ZLKllS2pLIllS2pbEllSypbUtmSypZUtqSyJZUtqWxJZUsqW1LZksqWVLaksiWVLalsSWVLKltS2ZLKllS2pLIllS2pbEllSypbUtmSypZUtqSyJZUtqWxJZUsqW1LZksqWVLaksiWVLalsSWVLKltS2ZLKllS2pLIllS2pbEllSypbUtmSypZUtqTWOsb/O7bDhg2DcwtngnOEc4JzhnOBcwfnHs6w28JuC7st7Law28JuC7st7Law28JuC7sEuwS7BLsEuwS7BLsEuwS7BLsEuxF2I+xG2I2wG2E3wm6E3Qi7EXYj7CbYTbCbYDfBboLdBLsJdhPsJthNsJthN8Nuht0Muxl2M+xm2M2wm2E3w26B3QK7BXYL7BbYLbBbYLfAboHdArsd7Haw28FuB7sd7Haw28FuB7sd7Haw28NuD7s97Paw28NuD7s97Paw28NuD7sVdivsVtitsFtht8Juhd0KuxV2wasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asGrFrxqwasWvGrBqxa8asErAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisArAq8IvCLwisCrCF5F8CqCVxG8iuBVBK8ieBXBqwheRfAqglcRvIrgVQSvIngVwasIXkXwKoJXEbyK4FUEryJ4FcGrCF5F8CqCVxG8iuBVBK8ieBXBqwheRfAqglcRvIrgVQSvIngVwasIXkXwKoJXEbyK4FUEryJ4FcGrCF5F8CqCVxG8iuBVBK8ieBXBqwheRfAqglcRvIrgVQSvIngVwasIXkXwKoJXEbyK4FUEryJ4FcGrCF5F8CqCVxG8iuBVBK8ieBXBqwheRfAqglcRvIrgVQSvIngVwasIXkXwKoJXEbyK4FUEryJ4FcGrCF5F8CqCVxG8SuBVAq8SeJXAqwReJfAqgVcJvErgVQKvEniVwKsEXiXwKoFXCbxK4FUCrxJ4lcCrBF4l8CqBVwm8SuBVAq8SeJXAqwReJfAqgVcJvErgVQKvEniVwKsEXiXwKoFXCbxK4FUCrxJ4lcCrBF4l8CqBVwm8SuBVAq8SeJXAqwReJfAqgVcJvErgVQKvEniVwKsEXiXwKoFXCbxK4FUCrxJ4lcCrBF4l8CqBVwm8SuBVAq8SeJXAqwReJfAqgVcJvErgVQKvEniVwKsEXiXwKoFXCbxK4FUCrxJ4lcCrBF4l8CqBVwm8SuBVAq8SeJXAqwxeZfAqg1cZvMrgVQavMniVwasMXmXwKoNXGbzK4FUGrzJ4lcGrDF5l8CqDVxm8yuBVBq8yeJXBqwxeZfAqg1cZvMrgVQavMniVwasMXmXwKoNXGbzK4FUGrzJ4lcGrDF5l8CqDVxm8yuBVBq8yeJXBqwxeZfAqg1cZvMrgVQavMniVwasMXmXwKoNXGbzK4FUGrzJ4lcGrDF5l8CqDVxm8yuBVBq8yeJXBqwxeZfAqg1cZvMrgVQavMniVwasMXmXwKoNXGbzK4FUGrzJ4lcGrDF5l8CqDVxm8yuBVBq8yeJXBqwxeZfAqg1cZvCrgVQGvCnhVwKsCXhXwqoBXBbwq4FUBrwp4VcCrAl4V8KqAVwW8KuBVAa8KeFXAqwJeFfCqgFcFvCrgVQGvCnhVwKsCXhXwqoBXBbwq4FUBrwp4VcCrAl4V8KqAVwW8KuBVAa8KeFXAqwJeFfCqgFcFvCrgVQGvCnhVwKsCXhXwqoBXBbwq4FUBrwp4VcCrAl4V8KqAVwW8KuBVAa8KeFXAqwJeFfCqgFcFvCrgVQGvCnhVwKsCXhXwqoBXBbwq4FUBrwp4VcCrAl4V8KqAVwW8KuBVAa8KeFXAqwJeFfCqgFcFvCrgVQGvCnhVwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrDrzqwKsOvOrAqw686sCrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqx686sGrHrzqwasevOrBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglfQtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB307QtxP07QR9O0HfTtC3E/TtBH07Qd9O0LcT9O0EfTtB30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')format("woff");}.ff10{font-family:ff10;line-height:1.383301;font-style:normal;font-weight:normal;visibility:visible;}
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ZxFMZymUNgn3dhUorMwTqPVCs5yzN9k5e/00g8FJZc+cCfldjbRYeftQ6v9aRJzOiNOIeZWHNDvILPl2/7Qcuvu3nVMgP8B7caDbeVVtJIfhhgOMQyXOHkoKZKaV+9u6+++Q3GwPoIOuYfjHqdHULNuByug0/1Cc1Y1iX2jX/A0Ew4nFlzjIBweX5Ah7+0Ob044QqsDXIdEk2TfKsq1dRuFMT4XzVGxh5+DmCnBwYFcIxuWGTyNYziJQZIKdr3aNPrezqPrHQ8X+fIPX4DjAz97mYA4hFGHg22UP6xdWrrOcC2C00kyHMW4SMLBuDGKJCDmQhFkqLQYvO9vkL95Y/+h6Kpg7dNu/pMtDcHax09G/TntvpL7Mdirt6dWP/io4K19/Ov+2hfbQoIY9BI4QWKMyOEYdCKPG17+lJDIbmCBzRC39imgL9PX2qcTSlhRlJgSVxJyp7wpm8qqmUyLprW0rNJatayqm2FTMWNm3EzcpN6U6RsMkI1ut0q2rAf4xm6lMRZrCAUDst9Hi40oBnGSVBtFcYRUJdRTU91JlDgclttzRtzKgY13rqViyjvYFRDGmq3G5Nbu3+RcG0jYSIq4rGbUkrpF3a0eVylVXYC7LNZx63a+GC1aRfxgERbPwaPgNjtxLGrVOpVyHuWNxatLVzvMRRs1ZMAdiAXNTiA2aXZFLIgdoM5d3Z9bWxEMCIUVh0YA2Bo0cibMySi74JTtzjJSvEzd0HLRsIM3hL0OzyNOYA5BhOBJxBERGJIu9vV9tAfDfJ4Gy8e8vtrtZmkcbh5tcHiEJ/GmYzyzec/GJMNSJU9DYdf3B62EFG0J/ej4tKHF/LVb0u073ijnfMm9nbHDPRr2AdzqzzmpHtHj8nFUowyJiIu6XrswlOrM1b5HUa/QrgMDBuGgI5+3BTv3byg0apt27DE/mO2WPEtDydJfLvminQUz8cVLWkZHXjm+/DWexQtgDey1zp/xQgfBEhzgCYEQCa/LT/fqgi72CJZIDAlbxGH/XZlZbpafFY6Jz/iflX+emdPmhTfFd31cB7VbHcvg2z2j7HZulL/Xv1/eG7hfvT9zjbvGL8vL6jWNpQSP7MmU+ZLQK94s9wf61f5Mn1ZqGTAOeg6yB7lD/CHhoucid5H/veAXBEEc4m8RiZyxugOPpL2iJPkDaZWM5AiSNHKreH7EyEmGkVNIk3yRxMkF7MqbYN4ZX4BnLfeLKZjaH6KyTieVXIA9VviByMEIBiIXI9gDERiJrC3mxnLHcss5wpODOVs/XfxXdbtGdrgITNNcHF/kly6P/Pd/R8AWSV04SEt2A1pvmCesjG8b2YYctu59dVOLQGR9LOSwoiEiy0PCWLHC5hUvBHXZ1O3Qa3thAW6IhZnNavBwLppGhLp6QgWC1V7Z0L4+nQiFpaQSxD08L+q1b3p9rkiD7NTu7qNxCvsyEHXsx4ovhL04HUB3Zny05iExsBm29xeiQbU1Joc7Q4JWy74VF7ycFNoLQ5+EGc4J/gN+2VmYAAAAeJxjYGRgYGBKS/N4fs0pnt/mK4M8BwMIPApMPQWj/5/5f51diDWbgYmBA4iBAACJ2A3XAHicY2BkYGDN/n+dgYFt6v8z/3XYhRhSGEQZkEEUAKEfBsUAAHicY3rD4MIABEyrgBhIszFAAIjNeIAhjTmU4R/DEAFsU/+foZXZzA4M0eToY8pmKKK2W0bBKBgFo4AUAAC+bAhJAAAAeJxjYGDQgcIkMHzG6EALyBxBCmQJww1ZQ0bhKByFo3DgIABYX+OzAAABAAACmgCvAAIAAAAAAAIAEAAvADsAAARnAisAAAAAeJzdGUuMHEe1dmcc2+tdJ1ICxAmxyzbBibQ7u2vveu2c2Kx3rfU3xGtMAMmq6a6ZKbuna9JdPZNZboiIGxeEcgUkPgcUKYqQQJwixIELHFCuSBGKIg4cEEK58t6r19M9n7W9icyBXfXM61ev3q9evVevRghxo/KumBL+74Op7zM8JQ5Nf5PhaVGdvs9wRTw3/QuGq+LJ6Y8YPiBmK0cYfkIcrZxn+KCw1RcZPiSOVf/E8GHx5IEKwzPTzx++yvARce7IXxieFSuzbYbnDnzybMLwUVE7/lvQZKpaAd2OHv+E4aqQxz8l+ADiTxxjGPAnXib4CcDPnrjKcFUcP/EGwQcJ32cY8T8g+BDhf8kw4n9D8GFw0PfIGwhPiaemtxieBr8phitiZbrDMMyd/oDhA+LZ6X8x/IT4cuVZhg+Kv1U2GT4kzlZ/zPBhcbz6d4ZnqucPPM3wEdE40mR4VrRmKwzPHfnz7M8YPiq+c/xbBM+QTz5kGH3yMcFHAP+MPMhwVXxVvkDwLOCfkpsMV8UpeYfgo2ij/C7DVfGcfJvgp5C//CnDwF++R/DThP8rw4j3tjyDvj15gGHwz0lv1xeQ/uQ5hoH+5AbBXyS8ZhjxGcHHiM87DCOfnxP8PNH/kWGk97a/QPSfMgz0p7wOJxB/6kWGEe91+AryOXWLYeBzKiB4gejfZhjpf4TwIfLzqfcZRvo/EEz6n/qYYcT/B+FZoj/9JYYBf/oMweT/09sMg/9Pf1tcEkY04XHw7AotQiHhUfCuAAqEFR3RFwlRtQArxXXAxfA4wHdghhQ7BFmgSGBWB+j6Yh7w14AG+S2Li/C/LBYYWhU1wK6LCP5liXdKbxq+NXx3SZvaRImXQQ7KatNIKN4FnKH5qLWjsRAo20R3H3BWND6T7j3AGPBDC2Dk1ofvOs1ETZsk1ZG+3ncG+KPfEIM+9O/3REZ2pkCD3NDbqEkK9olLpmmc2dWhDJVTMrCdfmKaLSev29i6fkfLnX7HNhPVafXn5TUXyuWLF5cX4GO1JtejSBJ1KhOd6qSrw1ox8bJKVNvG4a+kSaWSLlGhbqvkvrSNvbn3WiZoybbqy7oGpk2TOp2AdiaWgU6cgu97WWLS0ATO2DgFE0bXQ+SChXgVUBaWQLxqLXyOr8DChPWUYpu8F5G3xEDVhYFFctupyATjokemjtF/g5Ym5QWQ4iwswYpYggGdpGCOPFtbWRpnO5FpzvP/PED/5+H06F7YBrpgSMey+O04gKENWDYF9oUTV0ZsRCoLC9smSb9EM3rkqya834S1apCfNKe3sxRHqGeL1zmf3YCZns7j6/Ce8lr4CEzgG1cuLs1KaY0ySrh1WtMrgPU0V+g75tl+/ZbFeXh8Yh0eb8A3JloL+nupDnTUlOY17YMmrXMegQ/21nC8tSiKfbxpjiuvs2FrvKQORV+XYipj25DeUdT1SetRSWeGvJiSZB/F8yX+OD8mzLhfUbolnCSpmnXtc/EJWZfr5K+MYt5jcp+uULGSNB6OrcgW6RuTLSmVSrQCd1GDvJ7Hg1/7In3sHQmTVt/rUpaFYwbeA8oluOqrYm2g1evAq8672+uD8+6RhEl+LuelOsWY90QDvqOJcdwja1rsF0k5JBnED+qL1icU0xHR9kfiJuKagHKbBBeZSbGEkHOYoj2nB/xx93fYk2ooT/nMj7Mt5dSUIk+RJwz5M6K3iPXRfADxcuslnfL1jihKm2Rtn3yhxVskA9fNEV8cH86SlxLVM3FT3mw0TKChWJ89W5M7LUiZONxQgAO4rlJIglBvEttWMQ2lMsicrPflFQ2YKyqOYRjS4/L5Zaj0/N6wUWR7MNW1tAx1appxivl3JI1x2m2pENKujokzsMJJnUR3jc1Amo5dlvRrg0lnUtajBxl6nuizJJ4vdHUtm2qZ4RuouR6FwOW6ijNnAEBNVy6uSgXS2ZCtRMWBTgMrLyem0bDoB7CeyuaQEwrzgYufJQOTBEour66uIavXbR2qBfBR8T0bFzr7UlTXCpRoZFHh455xLdBFKpOgf0zcsEkbBLs++yaCA0kqm9ZSLVIwAfwH7Jsa6VWnA0oqX5Lg9CB7NgHyjkqcCbJIJRHw0XD6grl14oR2RzpuulZfOv2Wk6l2DgIBK1qLoqUjXhGL8N+j/xrvwaLS1CiLtIEC6dsQf4vw6YAG96umt1Tc5dj1tDgrpxYt5zqvLC72er1am8OxFtj2Ysu1o8W2i1VbL7bTu6A3YHUN0Z9Ht3IFwYyTY+7Svghptzyqdj6UdYLAXROH+i1W7waU2x3Y2lvwbEDiRvgmYLEMb9FBCPGbgLkFn5jaL0MS3IT/64TdEXNihp6HF+dywbJEkXD62s/xrEgghruajMuQT9F9KoO5THRrt3RAy9h1SUkff4Brl8q0ovRkuJB67oq00HSs9OUVk+IbLA2LdZcTaX1w9CuOBHt5JiWJDoJCEXcJj2HNEjpGGMLjodGn1gYfaSb5y7JdlpJ6waUoKuPyQj7EYmmtU3kql3JLVuyxQvIYWTXsKU0JezwqxiUXpbFLxSyDzzqVBUnF25eBvaIDvX8bMBFJTEsrX6yFX6fh47mjo4QijTrkWcPHzUdZc8mxGA/KUyEXj2shd/uW0spoBz4/oE5Kcevtcw/1FGrXJv55XNkhfkVpdqXiLfnAUKbE42pMOzEjjyP/1sAer1c5uvPWx/u/uLnII25SDD3IoiI+tsn28ZVDDyP/NwGviXduTUDfvsWKR9YgEaM3HjnnlI6rGR1M5eDArEGjIg88yurn/PyexL3a5dUo9ljOb3wdvbe8BY5ywOQ7n3zF1IivG/vStvDyuISAj5d1fitr5O3BCHplwOE25P91wF6AY/uaWIBnGeAFaO2xvV+CEdyNV+FzBf5fAszLQLEmztHheQ0aqFU67l8ccNxiG0ftKGfjPNNjRCo+qI7upw5lAMWzuxRxhvNGvi802CkZr9k2ua9inI8tjuhbFGC0SdLnNb7ti+GzTt70UZrxYTse1CEJFRR3yy6PpRxXLdazMSj1OOcWRaykJqLBPFLObmjnHbIz5QqiH4uF+Lw28GyHsnZKGeDMSHNSNA+je1bxXvKZG+diRcurOXLyTZLPS+VMpofmjeaGQpK/AgqohfWNiOZowd2aEW/E7Q5mpJQbHOO8rxLexY/bm75lzE8Omo97o80e1ql/cxPnPelb1JCzgeUTxj+I3pCGaWk81wL5KMpkxayQoyjgpj6flVEOmx/aV5r8k3s+oRqUDqqe5FjVVPvu8M7zuMflP815pMhkIe1AHxVmJCocRYVvnuXgXJCftAw3nnkcjtuv2AeGLPReHvaDLeUcRZF2hvexl7AL//ax+EPcuLmzvbW9sb6zffOGvLklr21vbN64tSnXL7++uXl988bO3MzczFi37PtW24EWsL/HbSP1X8al2J5iw9i3Gc4MbJeuGzNoKRLi43TSppZZSejwdAzkqplo3YZ2uCbfgGkt1YUesI53k9Rol5VJbcP1VKKlhv4SOIYm0YGDZrABjXyhlwVZtqmJhDrRwbzQpC4x9cz5JtrGumzQh2mulE5rA1cMJlOz21VRpuoRqJ1Ci1meXZO340inKRlPVoBNfNvqLExNOzowDWi+xyyX4MUY21Waq8LQYOur8l8X5hGdkG9BnhtVKjJtgwaBEKKjZtlR9yyh7/ZI24tlJ6tHJm2hHODl3Y13w6A//fKBjis8NCyI/LHdKIxTcV++memUxAQ2DnQSswVJ/qsIEqctm0WhxHsP3aMYGDcf6WAltemCGbRiSDewEdQCAU4FpZ9l0DDFWjcmsyWVBxMCFeMlODMCOcq9ggS3b63LCytrC2vLFxaWVpaWpLx9Va6svLT08vLauTW5dn714upFJNwCibkMH8YY9FmqmnqwTp1IKxjumtRAbOBa6LoEGLRycnLvjW+LzJe67rkZOTdzzezqeLeuQ3BpFjd1jHtI3sjcLryl4KsW8Gxgqx7LWwbYZw2gSCHcEnlH11ONMh9Z4NzMa6hsJ8pSGZ7h2xq6fclXFsJTQnDLMLG4zcMzmTMQSz7ItB/Lo4EmuQS8nOkIBuZlV2cGoF0cSLPIAQRawcqm+1VTJQqTg47BTtYzMO/EErIDXliFEAYWEsYPk7aJAQg5LAKjZJ+GIBGB8/xQltp5v1Zaxqh8YlEjY2HnSh2hIxHaj36gVkRBFppdcIVhVziXqchIzAWYtIxzBn04kK9AAxOBU3IdLEWOiiJYDZywu2sfXY/Pc6308Ery4KukMXXwN6CMf/XDRn7Sr4ajFPfpfVf8c88ZoxT3Sxz2ps/Hrz6Eemi88pPK7yu/rrxf+V3lvUnUI+P7t7YszR90s4dqVdAVP476A++Df5XNaS5NfZ0OtJOoi7ENOl7mEifbMkxR2IbXWA+23lPsay0Gb31qmx9En1Og7R9xME+2YYSi+lx1o/q16nr1QvXsJPqR8asPjdVRin1ZPLU0WLv7k6hHxqH5mlJ0fRHvYe0oxSY1mIoar0n0w+P7j+59+/8zytj3HvgvJwR+SXicbdRT3F9XE8XxZ9YUSWrbVvr8957Z55zaTmozbdOmNlLbdlPbtm3btm29vejac/Oei/PZV+t39Z0+9PX982Nf39+j+jbr+z8fRv37kz70qUBURpPRZQwZUwbIQBkkY8nYMo6MK+PJ+DKBTCgTycQyiUwqk8nkMoVMKVPJ1DKNTCvTyfQyg8woM8nMMovMKrPJ7DKHzClzydwyjwyWeaVfepIki4lLkUZa6WQ+mV8WkAVlIVlYFpFFZTFZXJaQJWUpWVqWkWVlOVleVpAhMlRWlJVkZVlFVpXVZHVZQ9aUtWRtWUfWlfVkfdlANpSNZJhsLJvIpjJcNpPNZYRsIVvKVrK1bCPbynayvewgO8pOsrPsIrvKbrK7jJQ9ZE/ZS/aWfWRf2U/2lwPkQDlIDpZD5FA5TA6XI+RIOUqOlmPkWDlOjpcT5EQ5SU6WU+RUOU1Ol1FyhpwpZ8nZco6cK+fJ+XKBXCgXycVyiVwql8nlcoVcKVfJ1XKNXCvXyfVyg9woN8nNcovcKrfJ7XKH3Cl3yd1yj9wr98n98oA8KA/Jw/KIPCqPyePyhDwpT8nT8ow8K8/J8/KCvCgvycvyirwqr8nr8oa8KW/J2/KOvCvvyfvygXwoH8nH8ol8Kp/J5/KFfClfydfyjXwr38n38oP8KD/Jz/KL/Cq/ye/yh/wpf8nf8g/6IAAUo2F0jIExMQADMQhjYWyMg3ExHsbHBJgQE2FiTIJJMRkmxxSYElNhakyDaTEdpscMmBEzYWbMglkxG2bHHJgTc2FuzIPBmBf96CEhw+AoaNCiw3yYHwtgQSyEhbEIFsViWBxLYEkshaWxDJbFclgeK2AIhmJFrISVsQpWxWpYHWtgTayFtbEO1sV6WB8bYENshGHYGJtgUwzHZtgcI7AFtsRW2BrbYFtsh+2xA3bETtgZu2BX7IbdMRJ7YE/shb2xD/bFftgfB+BAHISDcQgOxWE4HEfgSByFo3EMjsVxOB4n4ESchJNxCk7FaTgdo3AGzsRZOBvn4Fych/NxAS7ERbgYl+BSXIbLcQWuxFW4GtfgWlyH63EDbsRNuBm34FbchttxB+7EXbgb9+Be3If78QAexEN4GI/gUTyGx/EEnsRTeBrP4Fk8h+fxAl7ES3gZr+BVvIbX8QbexFt4G+/gXbyH9/EBPsRH+Bif4FN8hs/xBb7EV/ga3+BbfIfv8QN+xE/4Gb/gV/yG3/EH/sRf+Bv/6L/8Fao6mo6uY+iYOkAH6iAdS8fWcXRcHU/H1wl0Qp1IJ9ZJdFKdTCfXKXRKnUqn1ml0Wp1Op9cZdEadSWfWWXRWnU1n1zl0Tp1L59Z5dLDOq/3a06RZTV2LNtpqp/Pp/LqALqgL6cK6iC6qi+niuoQuqUvp0rqMLqvL6fK6gg7RobqirqQr6yq6qq6mq+sauqaupWvrOrqurqfr6wa6oW6kw3Rj3UQ31eG6mW6uI3QL3VK30q11G91Wt9PtdQfdUXfSnXUX3VV30911pO6he+peurfuo/vqfrq/HqAH6kF6sB6ih+phergeoUfqUXq0HqPH6nF6vJ6gJ+pJerKeoqcOGDpsm+FDhg/u56PHR+LD+HA+Ch8NHy0f3UDu9NdXr75SfeX6svry+ir11dRXW1+1kWoj1UaqjVQbqTZSbaTaSLWRaiPVRq6NXBu5NnJt5NrItZFrI9dGro1cG1YbVhtWG1YbVhtWG1YbVhtWG1YbXhteG14bXhteG14bXhteG14bXhulNkptlNootVFqo9RGqY1SG6U2Sm00tdHURlMbTW00tdHURlMbTW00tdHURlsbbW20tdHWRlsbbW20tdHWRlsbbW10tdHVRlcbXW10tdHVRlcbXW10tdF1g6rB/nj24pnimeNp8fR4lng28WzjGbVe1HpR60WtF7Ve1HpR60WtF7Ve1HpRS1FLUUtRS1FLUUtRS1FLUUtRS1HLUctRy1HLUctRy1HLUctRy1HLUbOoWdQsahY1i5pFzaJmUbOoWdQ8ah41j5pHzaPmUfOoedQ8ah61ErUStRK1ErUStRK1ErUStRK1ErUmak3Umqg1UWui1kStiVoTtSZqTdTaqLVRa6PWRq2NWhu1Nmpt1NqotVHrotZFrYtaF7Uual3Uuqh1UeuiFrckxS1JcUtS3JIUtyTFLUlxS1LckhS3JMUtSXFLUtySFLckxS1JcUtS3JIUtyTFLUlxS1LckhS3JMUtSXFLUtySFLckxS1JcUtS3JIUtyTFLUlxS1LckhS3JMUtSXFLUtySFLckxS1JcUtS3JIUtyTFLUlxS1LckhS3JMUtSXFLUtySFLckxS1JcUtS3JIUtyTFLUlxS1LckuQ+YPOtR24/Innho+Gj5aP771H6+ejxkfjIfBgfXC5cLlwuXC5cbrjccLnhcsPlhssNlxsuN1xuuNxwueVyy+WWyy2XWy63XG653HK55XLL5Y7LHZc7Lndc7rjccbnjcsfljsvdf8u5v5+PHh+Jj8yH8eF8FD4aPlo+uNzjco/LPS73uNzjco/LPS73uNzjco/LicuJy4nLicuJy4nLicuJy4nLicuZy5nLmcuZy5nLmcuZy5nLmcuZy8Zl47Jx2bhsXDYuG5eNy8Zl47Jz2bnsXHYuO5dpMNNgpsFMg5kGMw1mGsw0mGkw02CmwUyDmQYzDWYazDSYaTDTYKbBTIOZBjMNZhrMNJhpMNNgpsFMg5kGMw1mGsw0mGkw02CmwUyDmQYzDWYazDSYaTDTYKbBTIOZBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GjQaNBo0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQadBp0GnQYLDRYaLDRYaLDQYKHBQoOFBgsNFhosNFhosNBgocFCg4UGCw0WGiw0WGiw0GChwUKDhQYLDRYaLDRYaLDQYKHBQoOFBgsNFhosNFhosNBgocFCg4UGCw0WGiw0WGiw0GChwUKDhQYLDRYaLDRYaLDQYKHBQoOFBgsNFhosNFhosNBgocFS0v8AfZmQCAB4nI2Uf2wURRTH5821t3t3PXoUGFsPmGsLorTYBgmiqFyPuyN6ENBrYu/44RWrgIpbt9YoKuZUQMXWRSFYapT4q0g0bucq7tViTYwJJmjEpBqNafnPGC1irPqf+Gb2iEYxernZ75v3Pu/tzJvdjS6c8E5o9BHvIxoN+UMBG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')format("woff");}.ff17{font-family:ff17;line-height:1.330078;font-style:normal;font-weight:normal;visibility:visible;}
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">„<span class="ff2">CZERWON<span class="_ _0"></span>A<span class="_ _1"></span> TOREB<span class="_ _0"></span>KA<span class="ff1">”</span> S<span class="ff1">PÓŁK<span class="_ _0"></span>A<span class="_ _1"></span> <span class="_ _0"></span><span class="ff2">AKCYJN<span class="_ _0"></span>A </span></span></span></div><div class="t m0 x2 h3 y2 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h3 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h4 y4 ff2 fs2 fc0 sc0 ls0 ws0">SPRAWOZD<span class="_ _0"></span>A<span class="_ _1"></span>NIE FI<span class="_ _0"></span>NANSOWE<span class="_ _0"></span> </div><div class="t m0 x4 h4 y5 ff2 fs2 fc0 sc0 ls0 ws0">ZA ROK <span class="ff1">Z<span class="_ _0"></span>AKOŃCZONY DNI<span class="_ _0"></span>A 31 GRUDNIA </span><span class="ls1">20</span>23 R<span class="_ _0"></span>OKU </div><div class="t m0 x5 h4 y6 ff2 fs2 fc0 sc0 ls0 ws0">WRAZ Z S<span class="ls2">PR<span class="_ _0"></span></span><span class="ff1">A<span class="_ _1"></span>WOZD<span class="_ _0"></span>A<span class="_ _1"></span>NI<span class="_ _0"></span>EM NIEZALEŻNEGO B<span class="_ _0"></span>IEGŁEGO REWIDENT<span class="_ _0"></span>A <span class="ff2"> </span></span></div><div class="t m0 x2 h4 y7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h4 y8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h2 y9 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 ya ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yb ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yd ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 ye ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y10 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y11 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y12 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y13 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y14 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y15 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h2 y16 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y17 ff4 fs2 fc0 sc0 ls0 ws0">Poznań<span class="ff3">, 26 </span>k<span class="_ _0"></span>wiecień<span class="ff3"> <span class="ls1">20</span>24 rok<span class="_ _0"></span>u </span></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x8 y18 w2 h7" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">1 </div><div class="t m0 xc h6 y1e ff4 fs2 fc0 sc0 ls0 ws0">Sprawozdanie z ca<span class="_ _0"></span>łkowitych dochodów<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">................................................................................................<span class="ls0">. 4<span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y1f ff4 fs2 fc0 sc0 ls0 ws0">Sprawozdanie z ca<span class="_ _0"></span>łkowitych dochodów (c<span class="_ _0"></span>.d.)<span class="ff8"> <span class="ls3">......................................................................................</span> <span class="_ _1"></span>5<span class="ff9 fs1"> </span></span></div><div class="t m0 xc h6 y20 ff3 fs2 fc0 sc0 ls0 ws0">Sprawozdanie z s<span class="_ _0"></span>ytuacji finansowej<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">.......................................................................................................<span class="ls0"> 6<span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y21 ff4 fs2 fc0 sc0 ls0 ws0">Sprawozdanie z pr<span class="_ _0"></span>zepływów pieniężnych<span class="_ _0"></span><span class="ff8"> <span class="_ _1"></span><span class="ls3">.............................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y22 ff4 fs2 fc0 sc0 ls0 ws0">za rok zakońc<span class="_ _0"></span>zony dnia 31 grudnia 2023 rok<span class="_ _0"></span>u<span class="ff8"> <span class="_ _1"></span><span class="ls3">.....................................................................................<span class="ls0"> 7<span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y23 ff4 fs2 fc0 sc0 ls0 ws0">Sprawozdanie ze zmia<span class="_ _0"></span>n w kapitale własn<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">........................................................................................<span class="ls0"> 8<span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y24 ff4 fs2 fc0 sc0 ls0 ws0">dodatkowe not<span class="_ _0"></span>y objaśniające<span class="ff8"> <span class="ls3">..................................................................................................................</span> 9<span class="ff9 fs1"> </span></span></div><div class="t m0 xc h6 y25 ff3 fs2 fc0 sc0 ls1 ws0">1.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Informacj<span class="_ _0"></span>e ogólne<span class="ff8"> <span class="_ _5"></span><span class="ls3">...............................................................................................................................<span class="ls0"> 9<span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y26 ff3 fs2 fc0 sc0 ls1 ws0">2.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Skład Zarządu Spółk<span class="_ _0"></span>i i Rady Nadzorc<span class="_ _0"></span>z<span class="_ _1"></span>ej<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">........................................................................................<span class="ls0"> 9<span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y27 ff3 fs2 fc0 sc0 ls1 ws0">3.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Zatwierdzenie spra<span class="_ _0"></span>wozdania finansowego<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">.....................................................................................<span class="ls0"> 9<span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xc h6 y28 ff3 fs2 fc0 sc0 ls1 ws0">4.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Zmiana szacunk<span class="_ _0"></span>ów i korekta błędów<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">...............................................................................................<span class="ls0"> 9<span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y29 ff3 fs2 fc0 sc0 ls1 ws0">5.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Sezonowość działaln<span class="_ _0"></span>ości<span class="ff8"> <span class="ls3">................................................................................................................</span> <span class="ls4">10</span></span></span> </span></div><div class="t m0 xc h6 y2a ff3 fs2 fc0 sc0 ls1 ws0">6.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Istotne wartości oparte na <span class="_ _0"></span>profesjonalnym osądzie  i<span class="_ _0"></span> szacunkach<span class="_ _0"></span><span class="ff8"> <span class="_ _1"></span><span class="ls3">...........................................<span class="ls0"> <span class="ls4">10<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y2b ff3 fs2 fc0 sc0 ls1 ws0">6.1.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span></span><span class="ls0">Profesjonaln<span class="_ _0"></span>y <span class="ff4">osąd<span class="ff8"> <span class="_ _2"></span><span class="ls3">................................................................................................................<span class="ls0"> <span class="ls4">10</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y2c ff3 fs2 fc0 sc0 ls1 ws0">6.2.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Niepewność szacunk<span class="_ _0"></span>ów<span class="ff8"> <span class="_ _5"></span><span class="ls3">.......................................................................................................<span class="ls0"> <span class="ls4">10</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y2d ff3 fs2 fc0 sc0 ls1 ws0">7.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Podstawa spor<span class="_ _0"></span>ządzenia <span class="ff3">sprawozdania f<span class="_ _0"></span>inansowego<span class="ff8 ls3">................................................................<span class="_ _0"></span>..<span class="ls0"> <span class="ls4">11<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y2e ff3 fs2 fc0 sc0 ls1 ws0">7.1.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Oświadczenie o zgod<span class="_ _0"></span>ności<span class="ff8"> <span class="ls3">..................................................................................................</span> <span class="ls4">11<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xe h6 y2f ff3 fs2 fc0 sc0 ls1 ws0">7.2.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span></span><span class="ls0">W<span class="_ _0"></span>aluta funkcjonalna i waluta spra<span class="_ _0"></span>wozdania finansowego<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">..............................................<span class="ls0"> <span class="ls4">11</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y30 ff3 fs2 fc0 sc0 ls1 ws0">7.3.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Zmiany dotychc<span class="_ _0"></span>zas stosowanych zasad rachunk<span class="_ _0"></span>owości<span class="_ _0"></span><span class="ff8"> <span class="_ _1"></span><span class="ls3">................................................<span class="ls0"> <span class="ls4">11<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc h6 y31 ff3 fs2 fc0 sc0 ls1 ws0">8.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span><span class="ff4 fs2">Nowe standard<span class="_ _0"></span>y<span class="_ _1"></span> i <span class="_ _0"></span>interpretacje, k<span class="_ _0"></span>tóre z<span class="_ _1"></span>ostał<span class="_ _0"></span>y opublikowane,  a nie wes<span class="_ _0"></span>zły jeszcze w życie<span class="_ _0"></span><span class="ff8"> <span class="_ _8"></span><span class="ls4">12</span><span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y32 ff3 fs2 fc0 sc0 ls1 ws0">9.<span class="ff9 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Istotne zasady <span class="ff4">rac<span class="_ _0"></span>hunkowości<span class="ff8"> <span class="_ _6"></span><span class="ls3">........................................................................................................<span class="ls0"> <span class="ls4">12<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y33 ff3 fs2 fc0 sc0 ls1 ws0">9.1.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span></span><span class="ls0">Przeliczanie poz<span class="_ _0"></span><span class="ff4">ycji wyrażonych w walucie obcej<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">............................................................<span class="ls0"> <span class="ls4">12</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y34 ff3 fs2 fc0 sc0 ls1 ws0">9.2.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Rzeczowe akt<span class="_ _0"></span>ywa trwałe<span class="ff8"> <span class="_ _3"></span><span class="ls3">......................................................................................................<span class="ls0"> <span class="ls4">12</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y35 ff3 fs2 fc0 sc0 ls1 ws0">9.3.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">W<span class="_ _0"></span>artości niematerialne<span class="ff8"> <span class="_ _5"></span><span class="ls3">.........................................................................................................<span class="ls0"> <span class="ls4">13</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y36 ff3 fs2 fc0 sc0 ls1 ws0">9.4.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span></span><span class="ls0">Leasing<span class="ff8"> <span class="ls3">...................................................................................................................................</span> <span class="ls4">14</span><span class="ff9 fs1"> </span></span></span></div><div class="t m0 xe h6 y37 ff3 fs2 fc0 sc0 ls1 ws0">9.5.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Utrata wartości niefina<span class="_ _0"></span>nsowych aktywów tr<span class="_ _0"></span>wałych<span class="ff8"> <span class="_ _6"></span><span class="ls3">...........................................................<span class="ls0"> <span class="ls4">15<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y38 ff3 fs2 fc0 sc0 ls1 ws0">9.6.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Koszty finansowania <span class="_ _0"></span>zewnętrznego<span class="ff8"> <span class="ls3">...................................................................................</span> <span class="ls4">16</span></span></span> </span></div><div class="t m0 xe h6 y39 ff3 fs2 fc0 sc0 ls1 ws0">9.7.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span></span><span class="ls0">Aktywa finanso<span class="_ _0"></span>we<span class="ff8"> <span class="_ _2"></span><span class="ls3">..................................................................................................................<span class="ls0"> <span class="ls4">16</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y3a ff3 fs2 fc0 sc0 ls1 ws0">9.8.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Środki pieniężne i ek<span class="_ _0"></span>wiwalenty środków pieniężn<span class="_ _0"></span>ych<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">......................................................<span class="ls0"> <span class="ls4">18</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y3b ff3 fs2 fc0 sc0 ls1 ws0">9.9.<span class="ff9 fs1 ls0"> <span class="_ _7"> </span><span class="ff4 fs2">Oprocentowane k<span class="_ _0"></span>redyty bankowe, pożyczki i pa<span class="_ _0"></span>piery dłużne<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">........................................<span class="ls0"> <span class="ls4">18</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y3c ff3 fs2 fc0 sc0 ls1 ws0">9.10.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Zobowiązania finanso<span class="_ _0"></span>we<span class="ff8"> <span class="_ _3"></span><span class="ls3">......................................................................................................<span class="ls0"> <span class="ls4">18</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y3d ff3 fs2 fc0 sc0 ls1 ws0">9.11.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Rezerwy, <span class="ff4">zobowią<span class="_ _0"></span>zania i ak<span class="_ _0"></span>ty<span class="_ _1"></span>wa warunk<span class="_ _0"></span>owe<span class="ff8"> <span class="_ _5"></span><span class="ls3">...................................................................<span class="ls0"> <span class="ls4">19</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y3e ff3 fs2 fc0 sc0 ls1 ws0">9.12.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Odprawy emer<span class="_ _0"></span>y<span class="_ _1"></span>talne<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">.............................................................................................................<span class="ls0"> <span class="ls4">19<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y3f ff3 fs2 fc0 sc0 ls1 ws0">9.13.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Płatności w form<span class="_ _0"></span>ie a<span class="ff3">kcji<span class="ff8"> <span class="_ _9"></span><span class="ls3">........................................................................................................<span class="ls0"> <span class="ls4">19</span><span class="ff9 fs1"> </span></span></span></span></span></span></span></div><div class="t m0 xf h6 y40 ff3 fs2 fc0 sc0 ls0 ws0">9.13.1.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">Transakcje ro<span class="_ _0"></span>zliczane w instrumentach k<span class="_ _0"></span>apitałowych<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">......................<span class="ls0"> <span class="_ _3"></span><span class="ls4">19<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y41 ff3 fs2 fc0 sc0 ls1 ws0">9.14.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Przychody<span class="ff8"> <span class="_ _6"></span><span class="ls3">................................<span class="_ _0"></span>...............................................................................................<span class="ls0"> <span class="ls4">20<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h6 y42 ff3 fs2 fc0 sc0 ls0 ws0">9.14.1.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">Przychody ze sprzeda<span class="_ _0"></span>ży<span class="ff8"> <span class="_ _1"></span><span class="ls3">.......................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">20<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h6 y43 ff3 fs2 fc0 sc0 ls0 ws0">9.14.2.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Odsetki<span class="ff8"> <span class="_ _6"></span><span class="ls3">.....................................................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">21<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xf h6 y44 ff3 fs2 fc0 sc0 ls0 ws0">9.14.3.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Dywidend<span class="_ _0"></span>y<span class="ff8"> <span class="_ _6"></span><span class="ls3">...............................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">21<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xf h6 y45 ff3 fs2 fc0 sc0 ls0 ws0">9.14.4.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">Przychody z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu w<span class="_ _0"></span>ynajmu (leasingu operac<span class="_ _0"></span>yjnego)<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">......................<span class="ls0"> <span class="_ _3"></span><span class="ls4">21<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y46 ff3 fs2 fc0 sc0 ls1 ws0">9.15.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Podatki<span class="ff8"> <span class="_ _9"></span><span class="ls3">....................................................................................................................................<span class="ls0"> <span class="ls4">22</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xf h6 y47 ff3 fs2 fc0 sc0 ls0 ws0">9.15.1.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Podatek <span class="ff4">bieżąc<span class="_ _0"></span>y<span class="ff8"> <span class="_ _5"></span><span class="ls3">................................<span class="_ _0"></span>.....................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">22<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h6 y48 ff3 fs2 fc0 sc0 ls0 ws0">9.15.2.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Podatek odroc<span class="_ _0"></span>zony<span class="ff8"> <span class="_ _1"></span><span class="ls3">................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">22<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xf h6 y49 ff3 fs2 fc0 sc0 ls0 ws0">9.15.3.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">Podatek od towaró<span class="_ _0"></span>w i usług<span class="ff8"> <span class="_ _6"></span><span class="ls3">..................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">23<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y4a ff3 fs2 fc0 sc0 ls1 ws0">9.16.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Zysk netto na ak<span class="_ _0"></span>cję<span class="ff8"> <span class="_ _9"></span><span class="ls3">...............................................................................................................<span class="ls0"> <span class="ls4">23</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y4b ff3 fs2 fc0 sc0 ls1 ws0">9.17.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Zmiana dot<span class="_ _0"></span>y<span class="_ _1"></span>chc<span class="_ _0"></span>zas st<span class="ff4">osowanych zasad rach<span class="_ _0"></span>unkowości<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">................................................<span class="ls0"> <span class="ls4">23</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1478.900000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1449.800000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1420.720000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1391.640000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1362.560000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1333.460000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1304.380000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1275.300000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1246.200000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1217.120000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1188.040000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1158.940000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1129.860000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1100.780000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1071.700000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1042.600000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1013.520000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:984.440000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:955.340000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:926.260000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:897.180000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:868.080000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:839.000000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:809.920000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:780.840000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:751.740000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:722.660000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:693.580000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:664.480000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:635.400000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:606.320000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:577.220000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:548.140000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:519.060000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:489.980000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:460.880000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:431.800000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:402.720000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:373.620000px;width:349.800000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:344.540000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:315.460000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:286.380000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:257.280000px;width:349.800000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:228.200000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:199.112000px;width:412.750000px;height:14.544000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:170.026000px;width:412.750000px;height:14.543000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x8 y18 w2 h7" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">2 </div><div class="t m0 xc h6 y4c ff3 fs2 fc0 sc0 ls1 ws0">10.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Segmenty operac<span class="_ _0"></span>y<span class="_ _1"></span>jne<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">......................................................................................................................<span class="ls0"> <span class="ls4">23</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xc h6 y4d ff3 fs2 fc0 sc0 ls1 ws0">11.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Przychody i koszty<span class="ff8"> <span class="_ _6"></span><span class="ls3">............................................................................................................................<span class="ls0"> <span class="ls4">23</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y4e ff3 fs2 fc0 sc0 ls1 ws0">11.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Przychody ze sprzeda<span class="_ _0"></span>ży<span class="ff8"> <span class="ls3">......................................................................................................</span> <span class="_ _1"></span><span class="ls4">23<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xe h6 y4f ff3 fs2 fc0 sc0 ls1 ws0">11.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Pozostałe przychod<span class="_ _0"></span><span class="ff3">y operac<span class="_ _0"></span>y<span class="_ _1"></span>jne<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">........................................................................................<span class="ls0"> <span class="ls4">24</span><span class="ff9 fs1"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y50 ff3 fs2 fc0 sc0 ls1 ws0">11.3.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Pozostałe kos<span class="_ _0"></span>zty<span class="_ _1"></span> op<span class="_ _0"></span>eracyjne<span class="ff8"> <span class="_ _9"></span><span class="ls3">...............................................................................................<span class="ls0"> <span class="ls4">24</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y51 ff3 fs2 fc0 sc0 ls1 ws0">11.4.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Przychody finansowe<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">............................................................................................................<span class="ls0"> <span class="ls4">24</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y52 ff3 fs2 fc0 sc0 ls1 ws0">11.5.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Koszty finansowe<span class="_ _0"></span><span class="ff8"> <span class="ls3">..................................................................................................................</span> <span class="ls4">24</span><span class="ff9 fs1"> </span></span></span></div><div class="t m0 xe h6 y53 ff3 fs2 fc0 sc0 ls1 ws0">11.6.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Koszty według rod<span class="_ _0"></span>zajów<span class="ff8"> <span class="_ _6"></span><span class="ls3">.......................................................................................................<span class="ls0"> <span class="ls4">25</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y54 ff3 fs2 fc0 sc0 ls1 ws0">11.7.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Koszty am<span class="_ _0"></span>ortyzacji i odpisy aktualizujące ujęte <span class="_ _0"></span>w zysku lub stracie<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">..............................<span class="ls0"> <span class="ls4">25</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y55 ff3 fs2 fc0 sc0 ls1 ws0">11.8.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Koszty świadczeń prac<span class="_ _0"></span>owniczych<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">.......................................................................................<span class="ls0"> <span class="ls4">25</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y56 ff3 fs2 fc0 sc0 ls1 ws0">12.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Podatek dochodow<span class="_ _0"></span>y<span class="ff8"> <span class="_ _6"></span><span class="ls3">.........................................................................................................................<span class="ls0"> <span class="ls4">25</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y57 ff3 fs2 fc0 sc0 ls1 ws0">12.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Obciążenie podatk<span class="_ _0"></span>owe<span class="ff8"> <span class="_ _9"></span><span class="ls3">................................................................................................<span class="_ _0"></span>.........<span class="ls0"> <span class="ls4">25<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xe h6 y58 ff3 fs2 fc0 sc0 ls1 ws0">12.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Uzgodnienie efek<span class="_ _0"></span>tywnej stawki podatk<span class="_ _0"></span>owej<span class="ff8"> <span class="_ _9"></span><span class="ls3">......................................................................<span class="ls0"> <span class="ls4">26</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y59 ff3 fs2 fc0 sc0 ls1 ws0">12.3.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Odroczony podatek<span class="_ _0"></span> dochodowy<span class="ff8"> <span class="_ _6"></span><span class="ls3">..........................................................................................<span class="ls0"> <span class="ls4">26</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xc h6 y5a ff3 fs2 fc0 sc0 ls1 ws0">13.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Majątek socjalny oraz zobo<span class="_ _0"></span>wiązania ZFŚS<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">..................................................................................<span class="ls0"> <span class="ls4">27</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y5b ff3 fs2 fc0 sc0 ls1 ws0">14.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Zy<span class="_ _1"></span>sk<span class="_ _0"></span> <span class="ff4">przypadający na jedn<span class="_ _0"></span>ą akcję<span class="ff8"> <span class="_ _5"></span><span class="ls3">................................................................................................<span class="ls0">.<span class="_ _0"></span> <span class="ls4">28<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc h6 y5c ff3 fs2 fc0 sc0 ls1 ws0">15.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Dywidendy wypłacone i zapropo<span class="_ _0"></span>nowane do wypłat<span class="_ _0"></span>y<span class="ff8"> <span class="_ _9"></span><span class="ls3">..................................................................<span class="ls0"> <span class="ls4">28</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y5d ff3 fs2 fc0 sc0 ls1 ws0">16.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Rzeczowe aktywa trwałe<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">.................................................................................................................<span class="ls0"> <span class="ls4">29</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y5e ff3 fs2 fc0 sc0 ls1 ws0">17.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Leasing<span class="ff8"> <span class="_ _c"></span><span class="ls3">...............................................................................................................................................<span class="ls0"> <span class="ls4">30</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y5f ff3 fs2 fc0 sc0 ls1 ws0">17.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Należności z tytułu leasi<span class="_ _0"></span>ngu operac<span class="_ _0"></span><span class="ff3">yjnego </span>–<span class="ff3"> </span>Spółka jak<span class="_ _0"></span>o leasingodawca<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">...................<span class="ls0"> <span class="ls4">30</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y60 ff3 fs2 fc0 sc0 ls1 ws0">17.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Spółka jak<span class="_ _0"></span>o leasigobiorca<span class="ff8"> <span class="ls3">....................................................................................................</span> <span class="ls4">30<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xc h6 y61 ff3 fs2 fc0 sc0 ls1 ws0">18.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Wartości niematerialne<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">....................................................................................................................<span class="ls0"> <span class="ls4">30</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y62 ff3 fs2 fc0 sc0 ls1 ws0">19.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Zapasy<span class="ff8"> <span class="_ _2"></span><span class="ls3">................................................................................................................................................<span class="ls0"> <span class="ls4">31</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xc h6 y63 ff3 fs2 fc0 sc0 ls1 ws0">20.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Połączenia jednostek i nabycia <span class="_ _0"></span>udziałów<span class="ff3"> </span>n<span class="_ _0"></span>iekontrolujących<span class="ff8"> <span class="_ _9"></span><span class="ls3">......................................................<span class="ls0"> <span class="ls4">31</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y64 ff3 fs2 fc0 sc0 ls1 ws0">21.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Inwestycje w jednostkach <span class="_ _0"></span>zależnych<span class="ff8"> <span class="_ _9"></span><span class="ls3">.............................................................................................<span class="ls0"> <span class="ls4">31</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y65 ff3 fs2 fc0 sc0 ls1 ws0">21.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Ocena utraty wartości <span class="_ _0"></span>inwestycji w jednostk<span class="_ _0"></span>ach zależnych<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">................................<span class="_ _0"></span>............<span class="ls0"> <span class="ls4">32<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc h6 y66 ff3 fs2 fc0 sc0 ls1 ws0">22.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Pozostałe długoterm<span class="_ _0"></span>inowe aktywa finansowe<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">................................................................<span class="_ _0"></span>..............<span class="ls0"> <span class="ls4">32<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xc h6 y67 ff3 fs2 fc0 sc0 ls1 ws0">23.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Świadczenia pracownic<span class="_ _0"></span>ze<span class="ff8"> <span class="_ _9"></span><span class="ls3">...............................................................................................................<span class="ls0"> <span class="ls4">32</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y68 ff3 fs2 fc0 sc0 ls1 ws0">23.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Program<span class="_ _0"></span>y<span class="_ _1"></span> ak<span class="_ _0"></span>cji pracowniczych<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">............................................................................................<span class="ls0"> <span class="ls4">32</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y69 ff3 fs2 fc0 sc0 ls1 ws0">23.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Świadczenia em<span class="_ _0"></span>erytalne oraz inne ś<span class="_ _0"></span>wiadczenia po okresie zatru<span class="_ _0"></span>dnienia<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">....................<span class="ls0"> <span class="ls4">32</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y6a ff3 fs2 fc0 sc0 ls1 ws0">24.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Inne aktywa<span class="ff8"> <span class="ls3">.......................................................................................................................................</span> <span class="ls4">33</span><span class="ff9 fs1"> </span></span></span></div><div class="t m0 xc h6 y6b ff3 fs2 fc0 sc0 ls1 ws0">25.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Należności z tytułu dosta<span class="_ _0"></span>w i usług oraz pozostałe nale<span class="_ _0"></span>żności krótkoterm<span class="_ _0"></span>inowe<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">....................<span class="ls0"> <span class="ls4">33</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y6c ff3 fs2 fc0 sc0 ls1 ws0">26.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Należności z tytułu dosta<span class="_ _0"></span>w i usług oraz pozostałe n<span class="_ _0"></span>ależności <span class="_ _0"></span>–<span class="ff3"> </span>długoterminowe<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">..................<span class="ls0"> <span class="ls4">34</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y6d ff3 fs2 fc0 sc0 ls1 ws0">27.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Środki pieniężne i ich ek<span class="_ _0"></span>wiwalenty<span class="ff8"> <span class="_ _c"></span><span class="ls3">................................................................................................<span class="ls0">. <span class="ls4">35</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y6e ff3 fs2 fc0 sc0 ls1 ws0">27.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Struktura środk<span class="_ _0"></span>ów pieniężnych do sprawozdan<span class="_ _0"></span>ia z przepływów pienię<span class="_ _0"></span>żnych<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">.............<span class="ls0"> <span class="ls4">35</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y6f ff3 fs2 fc0 sc0 ls1 ws0">27.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Przyczyny występo<span class="_ _0"></span>wania różnic pomiędzy zmianam<span class="_ _0"></span>i niektórych pozycji w spra<span class="_ _0"></span>wozdaniu z </span></span></div><div class="t m0 x10 hb y10 ff4 fs2 fc0 sc0 ls0 ws0">sytuacji finansowej ora<span class="_ _0"></span>z zmianami wynikając<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span>i ze sprawozdania <span class="_ _0"></span>z<span class="_ _1"></span> pr<span class="_ _0"></span>zepływów </div><div class="t m0 x10 h6 y70 ff4 fs2 fc0 sc0 ls0 ws0">pieniężnych<span class="ff8"> <span class="ls3">............................................................................................................................</span> <span class="ls4">35</span><span class="ff9 fs1"> </span></span></div><div class="t m0 xc h6 y71 ff3 fs2 fc0 sc0 ls1 ws0">28.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Kapitał podstawow<span class="_ _0"></span>y<span class="_ _1"></span> i kapitał<span class="_ _0"></span>y zapasowe<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">......................................................................................<span class="ls0"> <span class="ls4">36</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y72 ff3 fs2 fc0 sc0 ls1 ws0">28.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Kapitał podstawo<span class="_ _0"></span>wy<span class="ff8"> <span class="_ _1"></span><span class="ls3">..............................................................................................................<span class="ls0"> <span class="ls4">36<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><div class="t m0 xf h6 y73 ff3 fs2 fc0 sc0 ls0 ws0">28.1.1.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">W<span class="_ _0"></span>artość no<span class="_ _1"></span>m<span class="_ _0"></span>inalna akcji<span class="ff8"> <span class="_ _1"></span><span class="ls3">.......................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">36<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xf h6 y74 ff3 fs2 fc0 sc0 ls0 ws0">28.1.2.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Prawa akcj<span class="_ _0"></span>onariuszy<span class="ff8"> <span class="_ _6"></span><span class="ls3">..............................................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">36<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xf h6 y75 ff3 fs2 fc0 sc0 ls0 ws0">28.1.3.<span class="ff9 fs1"> <span class="_ _b"> </span></span>Akcjonariusze <span class="ff4">o <span class="_ _0"></span>znaczącym<span class="_ _0"></span> udz<span class="_ _1"></span>iale<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">....................................................<span class="ls0"> <span class="_ _5"></span><span class="ls4">37<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y76 ff3 fs2 fc0 sc0 ls1 ws0">28.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Kapitał zapasow<span class="_ _0"></span>y<span class="ff8"> <span class="ls3">..................................................................................................................</span> <span class="ls4">37</span></span></span> </span></div><div class="t m0 xe h6 y77 ff3 fs2 fc0 sc0 ls1 ws0">28.3.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Niepodzielon<span class="_ _0"></span>y wynik finansowy oraz ogranic<span class="_ _0"></span>zenia w wypłacie d<span class="_ _0"></span>ywidendy<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">..................<span class="ls0"> <span class="ls4">37</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y78 ff3 fs2 fc0 sc0 ls1 ws0">29.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Dłużne papiery wartościo<span class="_ _0"></span>we<span class="ff8"> <span class="_ _9"></span><span class="ls3">...........................................................................................................<span class="ls0"> <span class="ls4">37</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y79 ff3 fs2 fc0 sc0 ls1 ws0">30.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Oprocentowane k<span class="_ _0"></span>redy<span class="_ _1"></span>t<span class="_ _0"></span>y<span class="_ _1"></span> ba<span class="_ _0"></span>nkowe i pożyczki oraz pozo<span class="_ _0"></span>stałe  zobowiązania finanso<span class="_ _0"></span>we<span class="_ _0"></span><span class="ff8"> <span class="_ _1"></span><span class="ls3">.......<span class="ls0"> <span class="ls4">38<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></span></div><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1484.900000px;width:429.750000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1455.800000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1426.720000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1397.640000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1368.560000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1339.460000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1310.380000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1281.300000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1252.200000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1223.120000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1194.040000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1a" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1164.940000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1135.860000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1106.780000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1077.700000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1048.600000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1019.520000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1e" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:990.440000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:961.340000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:932.260000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:903.180000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:874.080000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:845.000000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:815.920000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:786.840000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:757.740000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:728.660000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:699.580000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:670.480000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:641.400000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:612.320000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf22" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:583.220000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:554.140000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:525.060000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:495.980000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:466.980000px;width:458.050000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:443.980000px;width:458.050000px;height:11.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:420.900000px;width:429.750000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:391.800000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:362.720000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:333.640000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:304.540000px;width:349.800000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:275.460000px;width:349.800000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:246.380000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:217.280000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:188.202000px;width:429.750000px;height:14.539000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:159.116000px;width:429.750000px;height:14.543000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x8 y18 w2 h7" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAABCAIAAADIPr02AAAACXBIWXMAABYlAAAWJQFJUiTwAAAAGklEQVRIx+3BMQEAAADCoPVPbQ0PoAAA4NsACrQAAU7/mjgAAAAASUVORK5CYII="/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">3 </div><div class="t m0 xc h6 y4c ff3 fs2 fc0 sc0 ls1 ws0">31.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Rezerwy<span class="ff8"> <span class="_ _9"></span><span class="ls3">.............................................................................................................................................<span class="ls0"> <span class="ls4">38</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xc h6 y4d ff3 fs2 fc0 sc0 ls1 ws0">32.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Zobowiązania z tytułu dost<span class="_ _0"></span>aw i usług, pozostałe zobo<span class="_ _0"></span>wiązania i<span class="_ _0"></span><span class="ff3"> </span>rozliczenia m<span class="_ _0"></span>iędzyokresowe<span class="_ _0"></span><span class="ff8 ls4">39</span></span> </span></div><div class="t m0 xe h6 y7a ff3 fs2 fc0 sc0 ls1 ws0">32.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Zobowiązania z t<span class="_ _0"></span>ytułu dostaw i usług oraz po<span class="_ _0"></span>zostałe zobowiązania  f<span class="_ _0"></span>inansowe </span></span></div><div class="t m0 x10 h6 y7b ff4 fs2 fc0 sc0 ls0 ws0">(krótkoterminowe)<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">..................................................................................................................<span class="ls0"> <span class="ls4">39</span><span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xe h6 y7c ff3 fs2 fc0 sc0 ls1 ws0">32.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Pozostałe zobowią<span class="_ _0"></span>zania<span class="ff8"> <span class="_ _6"></span><span class="ls3">.......................................................................................................<span class="ls0"> <span class="ls4">39</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y7d ff3 fs2 fc0 sc0 ls1 ws0">33.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Poręczenia i gwarancje f<span class="_ _0"></span>inansowe<span class="ff8"> <span class="_ _c"></span><span class="ls3">................................................................................................<span class="ls0">. <span class="ls4">41</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y7e ff3 fs2 fc0 sc0 ls1 ws0">34.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Sprawy sądowe<span class="ff8"> <span class="_ _c"></span><span class="ls3">................................................................................................................................<span class="ls0">. <span class="ls4">42</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y7f ff3 fs2 fc0 sc0 ls1 ws0">35.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Rozliczenia podatkowe<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">....................................................................................................................<span class="_ _0"></span><span class="ls0"> <span class="ls4">43<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y80 ff3 fs2 fc0 sc0 ls1 ws0">36.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Informacje o transak<span class="_ _0"></span>cjach z jednostkami powiązan<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span>i<span class="ff8"> <span class="_ _5"></span><span class="ls3">..............................................................<span class="ls0"> <span class="ls4">43</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y81 ff3 fs2 fc0 sc0 ls1 ws0">36.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Transakcje z podm<span class="_ _0"></span>iotami powiązanymi<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">.............................................................................<span class="ls0"> <span class="ls4">46</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y82 ff3 fs2 fc0 sc0 ls1 ws0">36.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">W<span class="_ _0"></span>yna<span class="_ _1"></span>grodzenie k<span class="_ _0"></span>adry kierowniczej Spółk<span class="_ _0"></span>i<span class="ff8"> <span class="_ _1"></span><span class="ls3">........................................................................<span class="ls0"> <span class="ls4">47</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xf h6 y83 ff3 fs2 fc0 sc0 ls1 ws0">36.2.1.<span class="_ _0"></span><span class="ff9 fs1 ls0"> <span class="_ _b"> </span><span class="ff4 fs2">Wynagrodzenie wypłacone lub nale<span class="_ _0"></span>żne członkom Zarządu ora<span class="_ _0"></span>z członkom Rady </span></span></div><div class="t m0 xf h6 y84 ff4 fs2 fc0 sc0 ls0 ws0">Nadzorczej Spółk<span class="_ _0"></span>i<span class="ff8"> <span class="_ _1"></span><span class="ls3">....................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">47<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xf h6 y85 ff3 fs2 fc0 sc0 ls0 ws0">36.2.2.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">W<span class="_ _0"></span>yna<span class="_ _1"></span>grodzenie w<span class="_ _0"></span>ypłacone lub na<span class="_ _0"></span>leżne pozostałym członk<span class="_ _0"></span>om głównej kadry </span></div><div class="t m0 xf h6 y86 ff3 fs2 fc0 sc0 ls0 ws0">kirowniczej<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">.................................................................................................................<span class="ls0"> <span class="_ _3"></span><span class="ls4">47<span class="ff9 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xc h6 y87 ff3 fs2 fc0 sc0 ls1 ws0">37.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Informacje o wynagrodzeni<span class="_ _0"></span>u biegłego rewidenta lu<span class="_ _0"></span>b podmiotu uprawnione<span class="_ _0"></span>go do badania </span></span></div><div class="t m0 xe h6 y88 ff4 fs2 fc0 sc0 ls0 ws0">sprawozdań finanso<span class="_ _0"></span>wych<span class="ff8"> <span class="_ _1"></span><span class="ls3">................................................................................................................<span class="ls0"> <span class="ls4">47</span><span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xc h6 y89 ff3 fs2 fc0 sc0 ls1 ws0">38.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Cele i zasady zar<span class="ff4">ząd<span class="_ _0"></span>zania ryzy<span class="_ _1"></span>k<span class="_ _0"></span>iem finanso<span class="_ _0"></span>wy<span class="_ _1"></span>m<span class="_ _0"></span><span class="ff8"> <span class="ls3">.......................................................................</span> <span class="ls4">48</span><span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xe h6 y8a ff3 fs2 fc0 sc0 ls1 ws0">38.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Ryzyko stop<span class="_ _0"></span>y procentowej<span class="ff8"> <span class="_ _1"></span><span class="ls3">...................................................................................................<span class="ls0"> <span class="ls4">48</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y8b ff3 fs2 fc0 sc0 ls1 ws0">38.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Ryzyko inflacji<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">........................................................................................................................<span class="ls0"> <span class="ls4">48</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y8c ff3 fs2 fc0 sc0 ls1 ws0">38.3.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Ryzyko kredytowe<span class="_ _0"></span><span class="ff8"> <span class="_ _9"></span><span class="ls3">.................................................................................................................<span class="ls0"> <span class="ls4">49</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y8d ff3 fs2 fc0 sc0 ls1 ws0">38.4.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Ryzyko związane z p<span class="_ _0"></span>łynnością<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">............................................................................................<span class="ls0"> <span class="ls4">49</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y8e ff3 fs2 fc0 sc0 ls1 ws0">39.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Instrumenty finansowe<span class="_ _0"></span><span class="ff8"> <span class="_ _6"></span><span class="ls3">.....................................................................................................................<span class="ls0"> <span class="ls4">50</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y8f ff3 fs2 fc0 sc0 ls1 ws0">39.1.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">W<span class="_ _0"></span>artości godziwe poszczególn<span class="_ _0"></span>y<span class="_ _1"></span>ch k<span class="_ _0"></span>las instrumentów f<span class="_ _0"></span>inansowych<span class="_ _0"></span><span class="ff8"> <span class="_ _5"></span><span class="ls3">.............................<span class="ls0"> <span class="ls4">50</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xe h6 y90 ff3 fs2 fc0 sc0 ls1 ws0">39.2.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span><span class="ff4 fs2">Pozycje przychodów, k<span class="_ _0"></span>osztów, zysków i strat ujęte w s<span class="_ _0"></span>prawozdaniu z cał<span class="_ _0"></span>k<span class="_ _0"></span>owitych dochodów </span></span></div><div class="t m0 x10 h6 y91 ff4 fs2 fc0 sc0 ls0 ws0">w podziale na k<span class="_ _0"></span>ategorie instrumentów finanso<span class="_ _0"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _0"></span><span class="ff8"> <span class="_ _3"></span><span class="ls3">........................................................<span class="ls0"> <span class="ls4">50</span><span class="ff9 fs1"> </span></span></span></span></div><div class="t m0 xe h6 y92 ff3 fs2 fc0 sc0 ls1 ws0">39.3.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Ryzyko stop<span class="_ _0"></span>y procentowej<span class="ff8"> <span class="_ _1"></span><span class="ls3">...................................................................................................<span class="ls0"> <span class="ls4">51</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xe h6 y93 ff3 fs2 fc0 sc0 ls1 ws0">39.4.<span class="ff9 fs1 ls0"> <span class="_ _a"> </span></span><span class="ls0">Zabezpieczenia<span class="_ _0"></span><span class="ff8"> <span class="_ _2"></span><span class="ls3">......................................................................................................................<span class="ls0"> <span class="ls4">51</span><span class="ff9 fs1"> </span></span></span></span></span></div><div class="t m0 xf h6 y94 ff3 fs2 fc0 sc0 ls0 ws0">39.4.1.<span class="ff9 fs1"> <span class="_ _b"> </span></span><span class="ff4">Zabezpieczenia pr<span class="_ _0"></span>zepływów środków pieniężn<span class="_ _0"></span>ych<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">...........................<span class="ls0"> <span class="_ _3"></span><span class="ls4">51<span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y95 ff3 fs2 fc0 sc0 ls1 ws0">40.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Zarządzanie kapitałem<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">.....................................................................................................................<span class="ls0"> <span class="ls4">51</span><span class="ff9 fs1"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y96 ff3 fs2 fc0 sc0 ls1 ws0">41.<span class="ff9 fs1 ls0"> <span class="_ _8"></span></span><span class="ls0">Struktura zatrudnienia<span class="_ _0"></span><span class="ff8"> <span class="_ _c"></span><span class="ls3">................................<span class="_ _0"></span>......................................................................................<span class="ls0"> <span class="ls4">52<span class="_ _1"></span><span class="ff9 fs1 ls0"> </span></span></span></span></span></span></div><div class="t m0 xc h6 y97 ff3 fs2 fc0 sc0 ls1 ws0">42.<span class="ff9 fs1 ls0"> <span class="_ _8"></span><span class="ff4 fs2">Zdarzenia następujące po dni<span class="_ _0"></span>u bilansowym<span class="_ _0"></span><span class="ff8 ls3">.................................................................................<span class="ls0"> <span class="ls4">52</span></span></span></span> </span></div><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1484.900000px;width:429.750000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1455.800000px;width:437.820000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1426.800000px;width:458.050000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1403.720000px;width:429.750000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1374.640000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1345.560000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1316.460000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1287.380000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1258.300000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1229.200000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:1200.120000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1171.120000px;width:458.050000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1148.040000px;width:400.850000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1119.040000px;width:458.050000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1095.960000px;width:400.850000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1066.960000px;width:458.050000px;height:14.500000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1043.880000px;width:429.750000px;height:11.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:1014.780000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:985.700000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:956.620000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:927.520000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:898.440000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:869.360000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:840.260000px;width:412.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:811.280000px;width:460.030000px;height:14.490000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:788.180000px;width:429.750000px;height:11.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:759.100000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:171.300000px;bottom:730.020000px;width:412.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:239.400000px;bottom:700.920000px;width:349.800000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:671.840000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:642.760000px;width:429.750000px;height:14.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf35" ><span class="d m1" style="border-style:none;position:absolute;left:137.300000px;bottom:613.660000px;width:429.750000px;height:14.550000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x8 y98 w2 hc" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hd y99 ff4 fs3 fc0 sc0 ls0 ws0">Zasady (polityki) rachunkowości oraz dodatkowe noty objaśniające do sprawoz<span class="_ _1"></span>dania<span class="_ _0"></span> finansow<span class="_ _1"></span>ego załączone na </div><div class="t m0 x12 h9 y9a ff3 fs3 fc0 sc0 ls0 ws0">stronach <span class="ls5">od </span>9 <span class="ls5">do 52</span> <span class="_ _1"></span><span class="ff4">stanowią<span class="ff3"> </span>jego integralną część.<span class="ff3"> </span></span></div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">4 </div><div class="t m0 xc he y9b ff1 fs4 fc0 sc0 ls0 ws0">SPRA<span class="_ _5"></span>WOZDANIE Z CAŁKOW<span class="_ _1"></span>ITYCH DOCHODÓW<span class="ff2"> </span></div><div class="t m0 xc hf y9c ff1 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia <span class="ff2">31 grudnia <span class="ls6">20</span>23 roku </span></div><div class="c x13 y9d w3 h10"><div class="t m2 x14 h11 y9e ff4 fs6 fc0 sc0 ls0 ws0">Spra<span class="_ _1"></span>wo<span class="_ _1"></span>z<span class="_ _0"></span>da<span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span> z c<span class="_ _0"></span>a<span class="_ _1"></span>łk<span class="_ _1"></span>o<span class="_ _1"></span>wit<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _1"></span> d<span class="_ _1"></span>ocho<span class="_ _1"></span>d<span class="_ _1"></span>ów</div></div><div class="c x13 y9f w3 h12"><div class="t m2 x15 h13 ya0 ffa fs7 fc0 sc0 ls0 ws0">Nota</div></div><div class="c x16 y9f w4 h12"><div class="t m2 x17 h14 ya1 ffb fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t m2 x18 h14 ya2 ffb fs7 fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>023 </div><div class="t m2 x18 h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>023</div></div><div class="c x19 y9f w5 h12"><div class="t m2 x17 h14 ya1 ffb fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t m2 x18 h14 ya2 ffb fs7 fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>022 </div><div class="t m2 x18 h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>022</div></div><div class="c x13 ya3 w3 h15"><div class="t m2 x1a h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _d"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 ya4 w3 h15"><div class="t m2 x1b h13 ya0 ffc fs7 fc0 sc0 ls0 ws0">Dzi<span class="_ _1"></span>ałal<span class="_ _1"></span>noś<span class="_ _1"></span>ć k<span class="_ _1"></span>ontynuow<span class="_ _9"></span>a<span class="_ _0"></span>na</div></div><div class="c x13 ya5 w3 h15"><div class="t m2 x1b h16 ya6 ffd fs7 fc0 sc0 ls0 ws0">Prz<span class="_ _1"></span>ych<span class="_ _0"></span>o<span class="_ _0"></span>dy<span class="_ _0"></span> z<span class="_ _1"></span>e sp<span class="_ _0"></span>rz<span class="_ _1"></span>ed<span class="_ _0"></span>aży<span class="_ _e"> </span><span class="ffb">11.1<span class="_ _f"> </span><span class="ffe ls7">996<span class="_ _10"> </span>839</span></span></div></div><div class="c x13 ya7 w3 h17"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody<span class="_ _0"></span> z wy<span class="_ _0"></span>najm<span class="_ _9"></span>u i s<span class="_ _1"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>edaży<span class="_ _0"></span> inny<span class="_ _0"></span>c<span class="_ _1"></span>h usł<span class="_ _1"></span>ug<span class="_ _11"> </span><span class="ffb ls7">996<span class="_ _10"> </span>839</span></div></div><div class="c x13 ya8 w3 h15"><div class="t m2 x1b h16 ya0 ffd fs7 fc0 sc0 ls0 ws0">Ko<span class="_ _0"></span>szt<span class="_ _0"></span>y w<span class="_ _1"></span>łasn<span class="_ _0"></span>e sp<span class="_ _0"></span>rzedaży<span class="_ _12"> </span><span class="ffe">-<span class="_ _13"> </span>-</span></div></div><div class="c x13 ya9 w3 h15"><div class="t m2 x1b h16 ya0 ffd fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ysk (<span class="_ _0"></span>st<span class="_ _0"></span>rata)<span class="_ _0"></span> b<span class="_ _0"></span>ru<span class="_ _0"></span>t<span class="_ _0"></span>t<span class="_ _0"></span>o ze sp<span class="_ _0"></span>rz<span class="_ _1"></span>ed<span class="_ _0"></span>aży<span class="_ _14"> </span><span class="ffe ls7">996<span class="_ _10"> </span>839</span></div></div><div class="c x13 yaa w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> ogólnego zarządu<span class="_ _15"> </span><span class="ffb">(<span class="_ _0"></span>1 048)<span class="_ _16"> </span>(<span class="_ _0"></span>1 024)</span></div></div><div class="c x13 yab w3 h15"><div class="t m2 x1b h14 ya6 fff fs7 fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> sprzedaż<span class="_ _1"></span>y<span class="_ _17"> </span><span class="ffb">(<span class="_ _0"></span>7)<span class="_ _18"> </span>(<span class="_ _0"></span>7)</span></div></div><div class="c x13 yac w3 h17"><div class="t m2 x1b h16 ya0 ffd fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ysk (<span class="_ _0"></span>st<span class="_ _0"></span>rata)<span class="_ _0"></span> ze sp<span class="_ _0"></span>rz<span class="_ _1"></span>ed<span class="_ _0"></span>aży<span class="_ _19"> </span><span class="ffe">(<span class="_ _0"></span>59)<span class="_ _1a"> </span>(<span class="_ _0"></span>192)</span></div></div><div class="c x13 yad w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e pr<span class="_ _0"></span>zy<span class="_ _0"></span>c<span class="_ _1"></span>hody<span class="_ _8"></span> operacy<span class="_ _0"></span>jne<span class="_ _1b"> </span><span class="ffa">11.2<span class="_ _1c"> </span><span class="ffb ls7">38<span class="_ _1d"> </span><span class="ls0">9</span></span></span></div></div><div class="c x13 yae w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e kos<span class="_ _1"></span>zt<span class="_ _5"></span>y<span class="_ _8"></span> opera<span class="_ _0"></span>c<span class="_ _1"></span>y<span class="_ _0"></span>jne<span class="_ _1e"> </span><span class="ffa">11.3<span class="_ _1f"> </span><span class="ffb">(<span class="_ _0"></span>14 900)<span class="_ _1a"> </span>(<span class="_ _0"></span>132)</span></span></div></div><div class="c x13 yaf w3 h15"><div class="t m2 x1b h16 ya0 ffd fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ysk (<span class="_ _0"></span>st<span class="_ _0"></span>rata)<span class="_ _0"></span> z d<span class="_ _0"></span>z<span class="_ _1"></span>iałaln<span class="_ _0"></span>o<span class="_ _0"></span>ści o<span class="_ _0"></span>p<span class="_ _0"></span>eracyjn<span class="_ _0"></span>ej<span class="_ _20"> </span><span class="ffe">(<span class="_ _0"></span>14 921)<span class="_ _1a"> </span>(<span class="_ _0"></span>315)</span></div></div><div class="c x13 yb0 w3 h17"><div class="t m2 x1b h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody<span class="_ _0"></span> f<span class="_ _9"></span>inans<span class="_ _1"></span>ow<span class="_ _0"></span>e<span class="_ _21"> </span><span class="ffa">11.4<span class="_ _10"> </span></span>4 465<span class="_ _22"> </span>1 236</div></div><div class="c x13 yb1 w3 h17"><div class="t m2 x1b h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> f<span class="_ _9"></span>inans<span class="_ _1"></span>ow<span class="_ _0"></span>e<span class="_ _23"> </span><span class="ffa">11.5<span class="_ _24"> </span></span>(<span class="_ _0"></span>4 576)<span class="_ _16"> </span>(<span class="_ _0"></span>3 247)</div></div><div class="c x13 yb2 w3 h15"><div class="t m2 x1b h16 ya0 ffe fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ysk (<span class="_ _0"></span>st<span class="_ _0"></span>rata)<span class="_ _0"></span> p<span class="_ _0"></span>rzed o<span class="_ _0"></span>p<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>at<span class="_ _0"></span>ko<span class="_ _0"></span>waniem<span class="_ _25"> </span>(<span class="_ _0"></span>15 032)<span class="_ _16"> </span>(<span class="_ _0"></span>2 326)</div></div><div class="c x13 yb3 w3 h15"><div class="t m2 x1b h14 yb4 ffb fs7 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ek doc<span class="_ _1"></span>hodow<span class="_ _0"></span>y<span class="_ _26"> </span><span class="ffa">12.1<span class="_ _27"> </span></span>(<span class="_ _0"></span>434)<span class="_ _28"> </span><span class="ls7">90</span></div></div><div class="c x13 yb5 w3 h18"><div class="t m2 x1b h16 yb6 ffe fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ysk (<span class="_ _0"></span>st<span class="_ _0"></span>rata)<span class="_ _0"></span> n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> </div><div class="t m2 x1c h16 yb7 ffe fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>15 466)<span class="_ _16"> </span>(<span class="_ _0"></span>2 236)</div></div><div class="c x13 yb8 w3 h17"><div class="t m2 x1b h14 ya0 ffb fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>a<span class="_ _0"></span>) n<span class="_ _0"></span>et<span class="_ _9"></span>t<span class="_ _9"></span>o za r<span class="_ _0"></span>ok<span class="_ _1"></span> obr<span class="_ _0"></span>ot<span class="_ _1"></span>owy<span class="_ _29"> </span>(<span class="_ _0"></span>15 466)<span class="_ _16"> </span>(<span class="_ _0"></span>2 236)</div></div><div class="c x13 yb9 w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>padając<span class="_ _1"></span>y<span class="_ _0"></span>:</div></div><div class="c x13 yba w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>onar<span class="_ _0"></span>i<span class="_ _1"></span>usz<span class="_ _1"></span>om<span class="_ _9"></span> jednos<span class="_ _1"></span>t<span class="_ _9"></span>ki<span class="_ _1"></span> dom<span class="_ _1"></span>i<span class="_ _1"></span>nując<span class="_ _1"></span>ej<span class="_ _21"> </span><span class="ffb">(15 4<span class="_ _0"></span>66)<span class="_ _16"> </span>(2 2<span class="_ _0"></span>36)</span></div></div><div class="c x13 ybb w3 h17"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>onar<span class="_ _0"></span>i<span class="_ _1"></span>usz<span class="_ _1"></span>om<span class="_ _9"></span> niek<span class="_ _1"></span>ont<span class="_ _9"></span>r<span class="_ _0"></span>oluj<span class="_ _1"></span>ący<span class="_ _0"></span>m<span class="_ _2a"> </span><span class="ffb">-<span class="_ _13"> </span>-</span></div></div><div class="c x13 ybc w3 h15"><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> na jedną ak<span class="_ _1"></span>cj<span class="_ _1"></span>ę:</div></div><div class="c x13 ybd w6 h19"><div class="t m2 x1b h14 ybe fff fs7 fc0 sc0 ls0 ws0"> – podst<span class="_ _9"></span>aw<span class="_ _0"></span>owy<span class="_ _0"></span> z zysk<span class="_ _1"></span>u za okres przy<span class="_ _0"></span>padając<span class="_ _1"></span>y<span class="_ _0"></span> </div><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">    akc<span class="_ _1"></span>j<span class="_ _1"></span>onar<span class="_ _0"></span>ius<span class="_ _1"></span>z<span class="_ _1"></span>om<span class="_ _1"></span> j<span class="_ _1"></span>ednost<span class="_ _9"></span>k<span class="_ _1"></span>i dom<span class="_ _9"></span>inuj<span class="_ _1"></span>ąc<span class="_ _1"></span>ej</div></div><div class="c x13 y9d w3 h10"><div class="t m2 x1d h14 ybf ffb fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>0,21)<span class="_ _2b"> </span>(<span class="_ _0"></span>0,03)</div></div><div class="c x13 yc0 w6 h1a"><div class="t m2 x1b h14 ybe fff fs7 fc0 sc0 ls0 ws0"> – podst<span class="_ _9"></span>aw<span class="_ _0"></span>owy<span class="_ _0"></span> z zysk<span class="_ _1"></span>u z dz<span class="_ _1"></span>iał<span class="_ _1"></span>al<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _1"></span> kont<span class="_ _9"></span>y<span class="_ _0"></span>nuow<span class="_ _0"></span>anej z<span class="_ _1"></span>a okres </div><div class="t m2 x1b h14 ya0 fff fs7 fc0 sc0 ls0 ws0">    pr<span class="_ _0"></span>zyp<span class="_ _0"></span>adaj<span class="_ _1"></span>ący<span class="_ _0"></span> akc<span class="_ _1"></span>j<span class="_ _1"></span>onar<span class="_ _0"></span>ius<span class="_ _1"></span>z<span class="_ _1"></span>om<span class="_ _9"></span> jednost<span class="_ _9"></span>k<span class="_ _1"></span>i dom<span class="_ _9"></span>inuj<span class="_ _1"></span>ącej</div></div><div class="c x13 y9d w3 h10"><div class="t m2 x1d h14 yc1 ffb fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>0,21)<span class="_ _2b"> </span>(<span class="_ _0"></span>0,03)</div></div><div class="c x13 yc2 w6 h1a"><div class="t m2 x1b h14 ybe fff fs7 fc0 sc0 ls0 ws0"> – r<span class="_ _0"></span>ozwodniony<span class="_ _0"></span> z<span class="_ _1"></span> zy<span class="_ _0"></span>s<span class="_ _1"></span>ku z<span class="_ _1"></span>a okres pr<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>pad<span class="_ _0"></span>aj<span class="_ _1"></span>ący<span class="_ _0"></span> </div><div class="t m2 x1b h14 yc3 fff fs7 fc0 sc0 ls0 ws0">    akc<span class="_ _1"></span>j<span class="_ _1"></span>onar<span class="_ _0"></span>ius<span class="_ _1"></span>z<span class="_ _1"></span>om<span class="_ _1"></span> j<span class="_ _1"></span>ednost<span class="_ _9"></span>k<span class="_ _1"></span>i dom<span class="_ _9"></span>inuj<span class="_ _1"></span>ąc<span class="_ _1"></span>ej</div></div><div class="c x13 y9d w3 h10"><div class="t m2 x1d h14 yc4 ffb fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>0,21)<span class="_ _2b"> </span>(<span class="_ _0"></span>0,03)</div></div><div class="c x13 yc5 w6 h19"><div class="t m2 x1b h14 yc6 fff fs7 fc0 sc0 ls0 ws0"> – r<span class="_ _0"></span>ozwodniony<span class="_ _0"></span> z<span class="_ _1"></span> zy<span class="_ _0"></span>s<span class="_ _1"></span>ku z<span class="_ _1"></span> dzi<span class="_ _1"></span>ał<span class="_ _1"></span>alnoś<span class="_ _1"></span>ci<span class="_ _1"></span> k<span class="_ _1"></span>ont<span class="_ _9"></span>y<span class="_ _8"></span>nuowanej z<span class="_ _1"></span>a okres </div><div class="t m2 x1b h14 yc7 fff fs7 fc0 sc0 ls0 ws0">    pr<span class="_ _0"></span>zyp<span class="_ _0"></span>adaj<span class="_ _1"></span>ący<span class="_ _0"></span> akc<span class="_ _1"></span>j<span class="_ _1"></span>onar<span class="_ _0"></span>ius<span class="_ _1"></span>z<span class="_ _1"></span>om<span class="_ _9"></span> jednost<span class="_ _9"></span>k<span class="_ _1"></span>i dom<span class="_ _9"></span>inuj<span class="_ _1"></span>ącej</div></div><div class="c x13 y9d w3 h10"><div class="t m2 x1d h14 yc8 ffb fs7 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>0,21)<span class="_ _2b"> </span>(<span class="_ _0"></span>0,03)</div></div><div class="t m0 x1e hf yc9 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf yca ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x8 y98 w2 hc" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hd y99 ff4 fs3 fc0 sc0 ls0 ws0">Zasady (polityki) rachunkowości oraz dodatkowe noty objaśniające do sprawoz<span class="_ _1"></span>dania<span class="_ _0"></span> finansow<span class="_ _1"></span>ego załączone na </div><div class="t m0 x12 h9 y9a ff3 fs3 fc0 sc0 ls0 ws0">stronach <span class="ls5">od </span>9 <span class="ls5">do 52</span> <span class="_ _1"></span><span class="ff4">stanowią<span class="ff3"> </span>jego integralną część.<span class="ff3"> </span></span></div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">5 </div><div class="t m0 xc he y9b ff1 fs4 fc0 sc0 ls0 ws0">SPRA<span class="_ _5"></span>WOZDANIE Z CA<span class="_ _1"></span>ŁKOWITYCH DOCHODÓW<span class="_ _1"></span> (c.d.)<span class="ff2"> </span></div><div class="t m0 xc hf y9c ff1 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia 31 grudnia 20<span class="ff2">23 roku </span></div><div class="t m0 xc hf ycb ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x1f ycc w7 h1b"><div class="t m3 x20 h1c ycd ffb fs8 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t m3 x18 h1c yce ffb fs8 fc0 sc0 ls0 ws0">od 01.10.2<span class="_ _0"></span>023 </div><div class="t m3 x18 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>023</div></div><div class="c x21 ycc w8 h1b"><div class="t m3 x20 h1c ycd ffb fs8 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres </div><div class="t m3 x18 h1c yce ffb fs8 fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>023 </div><div class="t m3 x18 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>023</div></div><div class="c x22 ycc w7 h1b"><div class="t m3 x20 h1c ycd ffb fs8 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres </div><div class="t m3 x18 h1c yce ffb fs8 fc0 sc0 ls0 ws0">od 01.10.2<span class="_ _0"></span>022 </div><div class="t m3 x18 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>022</div></div><div class="c x23 ycc w7 h1b"><div class="t m3 x20 h1c ycd ffb fs8 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres </div><div class="t m3 x18 h1c yce ffb fs8 fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>022 </div><div class="t m3 x18 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>022</div></div><div class="c x13 yd0 w9 h1d"><div class="t m3 x24 h1c yd1 ffb fs8 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)</div></div><div class="c x13 yd2 w9 h1e"><div class="t m3 x25 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _2c"> </span>(<span class="_ _0"></span>badane)<span class="_ _2c"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 yd0 w9 h1d"><div class="t m3 x14 h1c yd3 ffb fs8 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> / (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _1"></span>a) net<span class="_ _1"></span>t<span class="_ _9"></span>o okresu spraw<span class="_ _0"></span>ozdawcz<span class="_ _1"></span>ego</div></div><div class="c x13 yd4 w9 h1e"><div class="t m3 x26 h1c yd5 ffb fs8 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>14 886)<span class="_ _2d"> </span>(<span class="_ _0"></span>15 466)<span class="_ _2e"> </span>(<span class="_ _0"></span>1 996)<span class="_ _2e"> </span>(<span class="_ _0"></span>2 236)</div></div><div class="c x13 yd0 w9 h1d"><div class="t m3 x14 h1f yd6 ffd fs8 fc0 sc0 ls0 ws0">I<span class="_ _8"></span>nn<span class="_ _0"></span>e całk<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>it<span class="_ _0"></span>e d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>dy</div></div><div class="c x13 yd7 w9 h1e"><div class="t m3 x27 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">-<span class="_ _2f"> </span>-</div></div><div class="c x13 yd8 wa h20"><div class="t m3 x14 h21 yd9 ffc fs8 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>yc<span class="_ _1"></span>j<span class="_ _1"></span>e podlegaj<span class="_ _1"></span>ące pr<span class="_ _0"></span>z<span class="_ _1"></span>ekl<span class="_ _1"></span>as<span class="_ _1"></span>yfi<span class="_ _1"></span>k<span class="_ _1"></span>ow<span class="_ _1"></span>aniu do z<span class="_ _1"></span>ys<span class="_ _1"></span>k<span class="_ _1"></span>u/(<span class="_ _0"></span>straty) w<span class="_ _1"></span> </div><div class="t m3 x14 h21 ycf ffa fs8 fc0 sc0 ls0 ws0">kol<span class="_ _1"></span>ej<span class="_ _1"></span>nyc<span class="_ _1"></span>h okresac<span class="_ _1"></span>h spraw<span class="_ _1"></span>ozdaw<span class="_ _9"></span>cz<span class="_ _1"></span>yc<span class="_ _1"></span>h</div></div><div class="c x13 yd8 w9 h20"><div class="t m3 x27 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">-<span class="_ _2f"> </span>-</div></div><div class="c x13 yda wa h22"><div class="t m3 x14 h1f ydb ffd fs8 fc0 sc0 ls0 ws0">I<span class="_ _8"></span>nn<span class="_ _0"></span>e całk<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>it<span class="_ _0"></span>e d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>dy<span class="_ _0"></span> ne<span class="_ _0"></span>tt<span class="_ _0"></span>o<span class="_ _0"></span> p<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>leg<span class="_ _0"></span>ające </div><div class="t m3 x14 h1f ydc ffe fs8 fc0 sc0 ls0 ws0">p<span class="_ _0"></span>rz<span class="_ _1"></span>eklasyf<span class="_ _0"></span>iko<span class="_ _0"></span>waniu<span class="_ _0"></span> d<span class="_ _0"></span>o<span class="_ _0"></span> zysku<span class="_ _0"></span>/(<span class="_ _0"></span>strat<span class="_ _0"></span>y)<span class="_ _0"></span> w kole<span class="_ _0"></span>jn<span class="_ _0"></span>ych<span class="_ _0"></span> </div><div class="t m3 x14 h1f yd5 ffe fs8 fc0 sc0 ls0 ws0">o<span class="_ _0"></span>kresach<span class="_ _0"></span> sp<span class="_ _0"></span>raw<span class="_ _1"></span>o<span class="_ _0"></span>z<span class="_ _1"></span>d<span class="_ _0"></span>awcz<span class="_ _1"></span>ych</div></div><div class="c x13 yda w9 h22"><div class="t m3 x28 h1c ydd ffb fs8 fc0 sc0 ls0 ws0">-<span class="_ _2f"> </span>-</div></div><div class="c x13 yde wa h23"><div class="t m3 x14 h21 yd9 ffc fs8 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>yc<span class="_ _1"></span>j<span class="_ _1"></span>e nie podl<span class="_ _1"></span>egając<span class="_ _1"></span>e pr<span class="_ _0"></span>zek<span class="_ _1"></span>las<span class="_ _1"></span>y<span class="_ _1"></span>fik<span class="_ _1"></span>ow<span class="_ _1"></span>ani<span class="_ _1"></span>u do zy<span class="_ _1"></span>s<span class="_ _1"></span>ku/(str<span class="_ _0"></span>aty<span class="_ _1"></span>)<span class="_ _0"></span> w<span class="_ _1"></span> </div><div class="t m3 x14 h21 ycf ffa fs8 fc0 sc0 ls0 ws0">kol<span class="_ _1"></span>ej<span class="_ _1"></span>nyc<span class="_ _1"></span>h okresac<span class="_ _1"></span>h spraw<span class="_ _1"></span>ozdaw<span class="_ _9"></span>cz<span class="_ _1"></span>yc<span class="_ _1"></span>h:</div></div><div class="c x13 yde w9 h23"><div class="t m3 x27 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">-<span class="_ _2f"> </span>-</div></div><div class="c x13 ydf wa h24"><div class="t m3 x14 h1f ycd ffd fs8 fc0 sc0 ls0 ws0">I<span class="_ _8"></span>nn<span class="_ _0"></span>e całk<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>it<span class="_ _0"></span>e d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>dy<span class="_ _0"></span> ne<span class="_ _0"></span>tt<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>ie p<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>leg<span class="_ _0"></span>ające </div><div class="t m3 x14 h1f yd9 ffe fs8 fc0 sc0 ls0 ws0">p<span class="_ _0"></span>rz<span class="_ _1"></span>eklasyf<span class="_ _0"></span>iko<span class="_ _0"></span>waniu<span class="_ _0"></span> d<span class="_ _0"></span>o<span class="_ _0"></span> zysku<span class="_ _0"></span>/(<span class="_ _0"></span>strat<span class="_ _0"></span>y)<span class="_ _0"></span> w kole<span class="_ _0"></span>jn<span class="_ _0"></span>ych<span class="_ _0"></span> </div><div class="t m3 x14 h1f ycf ffe fs8 fc0 sc0 ls0 ws0">o<span class="_ _0"></span>kresach<span class="_ _0"></span> sp<span class="_ _0"></span>raw<span class="_ _1"></span>o<span class="_ _0"></span>z<span class="_ _1"></span>d<span class="_ _0"></span>awcz<span class="_ _1"></span>ych</div></div><div class="c x13 ydf w9 h24"><div class="t m3 x27 h1c ycf ffb fs8 fc0 sc0 ls0 ws0">-<span class="_ _30"> </span>-<span class="_ _30"> </span>-<span class="_ _30"> </span>-</div></div><div class="c x13 ye0 w9 h1e"><div class="t m3 x14 h1f ycf ffd fs8 fc0 sc0 ls0 ws0">I<span class="_ _8"></span>nn<span class="_ _0"></span>e całk<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>it<span class="_ _0"></span>e d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>dy<span class="_ _0"></span> ne<span class="_ _0"></span>tt<span class="_ _0"></span>o<span class="_ _31"> </span><span class="ffb">-<span class="_ _30"> </span>-<span class="_ _30"> </span>-<span class="_ _30"> </span>-</span></div></div><div class="c x13 yd0 w9 h1d"><div class="t m3 x14 h1f ye1 ffd fs8 fc0 sc0 ls0 ws0">Całk<span class="_ _0"></span>owit<span class="_ _0"></span>y d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>ód<span class="_ _0"></span> za o<span class="_ _0"></span>kres</div></div><div class="c x13 ye2 w9 h25"><div class="t m3 x26 h1f ye3 ffe fs8 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>14 886)<span class="_ _2d"> </span>(<span class="_ _0"></span>15 466)<span class="_ _2e"> </span>(<span class="_ _0"></span>1 996)<span class="_ _2e"> </span>(<span class="_ _0"></span>2 236)</div></div><div class="c x13 ye4 w9 h26"><div class="t m3 x14 h1c ycf fff fs8 fc0 sc0 ls0 ws0">Całk<span class="_ _1"></span>ow<span class="_ _0"></span>i<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span> doc<span class="_ _1"></span>hód pr<span class="_ _0"></span>zy<span class="_ _0"></span>padaj<span class="_ _1"></span>ący<span class="_ _0"></span>:</div></div><div class="c x13 ye5 w9 h26"><div class="t m3 x14 h1c ycf fff fs8 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>onar<span class="_ _0"></span>i<span class="_ _1"></span>usz<span class="_ _1"></span>om<span class="_ _9"></span> jednost<span class="_ _5"></span>ki<span class="_ _1"></span> dom<span class="_ _1"></span>i<span class="_ _1"></span>nując<span class="_ _1"></span>ej<span class="_ _32"> </span><span class="ffb">(<span class="_ _0"></span>14 886)<span class="_ _2d"> </span>(<span class="_ _0"></span>15 466)<span class="_ _2e"> </span>(<span class="_ _0"></span>1 996)<span class="_ _2e"> </span>(<span class="_ _0"></span>2 236)</span></div></div><div class="c x13 ye6 w9 h26"><div class="t m3 x14 h1c ye7 fff fs8 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>onar<span class="_ _0"></span>i<span class="_ _1"></span>usz<span class="_ _1"></span>om<span class="_ _9"></span> niek<span class="_ _1"></span>ont<span class="_ _1"></span>roluj<span class="_ _1"></span>ący<span class="_ _0"></span>m<span class="_ _33"> </span><span class="ffb">-<span class="_ _30"> </span>-<span class="_ _30"> </span>-<span class="_ _30"> </span>-</span></div></div><div class="c x13 ye8 wb h27"><div class="t m3 x14 h28 ye9 ff4 fs9 fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>rawo<span class="_ _1"></span>z<span class="_ _0"></span>da<span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span> z c<span class="_ _0"></span>a<span class="_ _1"></span>łk<span class="_ _1"></span>o<span class="_ _1"></span>wit<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _1"></span>d<span class="_ _1"></span>ocho<span class="_ _1"></span>dó<span class="_ _1"></span>w</div></div><div class="t m0 x29 hf yea ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf yeb ff10 fs5 fc0 sc0 ls0 ws0"> <span class="_ _34"> </span><span class="ff2"> </span></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x8 y98 w2 hc" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hd y99 ff4 fs3 fc0 sc0 ls0 ws0">Zasady (polityki) rachunkowości oraz dodatkowe noty objaśniające do sprawoz<span class="_ _1"></span>dania<span class="_ _0"></span> finansow<span class="_ _1"></span>ego załączone na </div><div class="t m0 x12 h9 y9a ff3 fs3 fc0 sc0 ls0 ws0">stronach <span class="ls5">od </span>9 <span class="ls5">do 52</span> <span class="_ _1"></span><span class="ff4">stanowią<span class="ff3"> </span>jego integralną część.<span class="ff3"> </span></span></div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">6 </div><div class="t m0 xc he y9b ff1 fs4 fc0 sc0 ls0 ws0">SPRA<span class="_ _5"></span>WOZDANIE Z SYTUA<span class="_ _1"></span>CJI FINANSOWEJ <span class="ff2"> </span></div><div class="t m0 xc hf y9c ff2 fs5 fc0 sc0 ls0 ws0">Na <span class="ff1">dzień 31 grudnia 20</span>23 roku  </div><div class="t m0 xc hf ycb ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x13 yec wc h29"><div class="t m4 x2a h2a yed ffa fsa fc0 sc0 ls0 ws0">Nota</div></div><div class="c x2b yec wd h29"><div class="t m4 x2c h2b yee fff fsa fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień </div><div class="t m4 x2d h2b yed ffb fsa fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x2e yec we h29"><div class="t m4 x2f h2b yee fff fsa fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień </div><div class="t m4 x30 h2b yed ffb fsa fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 yef wc h2c"><div class="t m4 x14 h2a yf0 ffa fsa fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>tyw<span class="_ _9"></span>a</div></div><div class="c x13 yf1 wc h2d"><div class="t m4 x31 h2b yed ffb fsa fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _35"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 yf2 wc h2d"><div class="t m4 x2d h2e yf3 ffd fsa fc0 sc0 ls0 ws0">A<span class="_ _1"></span>ktywa t<span class="_ _0"></span>rw<span class="_ _1"></span>ałe (<span class="_ _0"></span>d<span class="_ _0"></span>łu<span class="_ _0"></span>g<span class="_ _0"></span>o<span class="_ _0"></span>te<span class="_ _0"></span>rm<span class="_ _1"></span>ino<span class="_ _0"></span>we)<span class="_ _36"> </span><span class="ffe">165 316<span class="_ _37"> </span>183 024</span></div></div><div class="c x13 yf4 wc h2f"><div class="t m4 x1b h2b yf5 fff fsa fc0 sc0 ls0 ws0">Inw<span class="_ _0"></span>es<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>c<span class="_ _1"></span>j<span class="_ _1"></span>e w jednost<span class="_ _9"></span>k<span class="_ _1"></span>ach z<span class="_ _1"></span>ależ<span class="_ _1"></span>ny<span class="_ _0"></span>ch<span class="_ _38"> </span><span class="ffa ls8">21<span class="_ _39"> </span></span><span class="ffb">99 850<span class="_ _3a"> </span>99 850</span></div></div><div class="c x13 yf6 wc h2f"><div class="t m4 x1b h2b yf5 ffb fsa fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>a f<span class="_ _1"></span>i<span class="_ _1"></span>nans<span class="_ _1"></span>ow<span class="_ _0"></span>e wy<span class="_ _8"></span>c<span class="_ _1"></span>eni<span class="_ _1"></span>ane w<span class="_ _0"></span> zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>zowany<span class="_ _8"></span>m<span class="_ _9"></span> kos<span class="_ _1"></span>z<span class="_ _1"></span>ci<span class="_ _1"></span>e<span class="_ _3b"> </span><span class="ffa ls8">22<span class="_ _3c"> </span></span>4 603<span class="_ _3d"> </span>4 867</div></div><div class="c x13 yf7 wc h2d"><div class="t m4 x1b h2b yf5 fff fsa fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw i us<span class="_ _1"></span>ług ora<span class="_ _0"></span>z<span class="_ _1"></span> pozos<span class="_ _1"></span>t<span class="_ _9"></span>ałe nal<span class="_ _1"></span>eżnoś<span class="_ _1"></span>ci<span class="_ _3e"> </span><span class="ffa ls8">26<span class="_ _39"> </span></span><span class="ffb">60 654<span class="_ _3a"> </span>77 664</span></div></div><div class="c x13 yf8 wc h2d"><div class="t m4 x1b h2b yf5 fff fsa fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>a z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>u<span class="_ _0"></span>ł<span class="_ _1"></span>u odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego podat<span class="_ _1"></span>k<span class="_ _1"></span>u dochodoweg<span class="_ _0"></span>o<span class="_ _34"> </span><span class="ffb ls8">209<span class="_ _3f"> </span>643</span></div></div><div class="c x13 yf9 wc h2d"><div class="t m4 x2d h2e yf5 ffd fsa fc0 sc0 ls0 ws0">A<span class="_ _1"></span>ktywa o<span class="_ _0"></span>b<span class="_ _0"></span>rot<span class="_ _0"></span>o<span class="_ _0"></span>we (kró<span class="_ _0"></span>t<span class="_ _0"></span>ko<span class="_ _0"></span>t<span class="_ _0"></span>erm<span class="_ _1"></span>in<span class="_ _0"></span>owe)<span class="_ _40"> </span><span class="ffe">2 315<span class="_ _3d"> </span>3 041</span></div></div><div class="c x13 yfa wc h2d"><div class="t m4 x1b h2b yf5 fff fsa fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw i us<span class="_ _1"></span>ług<span class="_ _41"> </span><span class="ffa ls8">25<span class="_ _42"> </span><span class="ffb">185<span class="_ _3d"> </span><span class="ls0">2 972</span></span></span></div></div><div class="c x13 yfb wc h2d"><div class="t m4 x1b h2b yf5 fff fsa fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e akt<span class="_ _9"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>a nief<span class="_ _9"></span>i<span class="_ _1"></span>nansowe<span class="_ _43"> </span><span class="ffa ls8">24<span class="_ _44"> </span></span><span class="ffb">1<span class="_ _45"> </span>4</span></div></div><div class="c x13 yfc wc h2d"><div class="t m4 x1b h2b yfd fff fsa fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>k<span class="_ _1"></span>i pi<span class="_ _1"></span>eni<span class="_ _1"></span>ężne i<span class="_ _1"></span> ic<span class="_ _1"></span>h ekwi<span class="_ _1"></span>wa<span class="_ _0"></span>l<span class="_ _1"></span>ent<span class="_ _9"></span>y<span class="_ _46"> </span><span class="ffa">27.1<span class="_ _47"> </span><span class="ffb ls8">19<span class="_ _45"> </span><span class="ls0">1</span></span></span></div></div><div class="c x13 yfe wc h2d"><div class="t m4 x1b h2b yfd fff fsa fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _1"></span> krót<span class="_ _1"></span>k<span class="_ _1"></span>ot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe<span class="_ _23"> </span><span class="ffb">2 110<span class="_ _48"> </span><span class="ls8">64</span></span></div></div><div class="c x13 yff wc h30"><div class="t m4 x2d h2e y100 ffe fsa fc0 sc0 ls0 ws0">A<span class="_ _1"></span>ktywa raz<span class="_ _1"></span>em</div><div class="t m4 x32 h2e y101 ffe fsa fc0 sc0 ls0 ws0">167 631<span class="_ _37"> </span>186 065</div></div><div class="t m0 x33 hf y102 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf y103 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x13 y104 wf h31"><div class="t m5 x34 h32 y105 ffa fsb fc0 sc0 ls0 ws0">Nota</div></div><div class="c x16 y104 w10 h31"><div class="t m5 x2c h33 y106 fff fsb fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień </div><div class="t m5 x2d h33 y105 ffb fsb fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x35 y104 w11 h31"><div class="t m5 x2f h33 y106 fff fsb fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień </div><div class="t m5 x30 h33 y105 ffb fsb fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y107 wf h34"><div class="t m5 x14 h32 y108 ffa fsb fc0 sc0 ls0 ws0">Pas<span class="_ _1"></span>yw<span class="_ _9"></span>a</div></div><div class="c x13 y109 wf h35"><div class="t m5 x1d h33 y105 ffb fsb fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _49"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 y10a wf h35"><div class="t m5 x2d h36 y105 ffd fsb fc0 sc0 ls0 ws0">Kap<span class="_ _0"></span>it<span class="_ _0"></span>ał własn<span class="_ _0"></span>y<span class="_ _4a"> </span><span class="ffe">139 157<span class="_ _2b"> </span>1<span class="_ _0"></span>54 623</span></div></div><div class="c x13 y10b wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał podst<span class="_ _5"></span>aw<span class="_ _0"></span>ow<span class="_ _0"></span>y<span class="_ _4b"> </span><span class="ffa">28.1<span class="_ _4c"> </span><span class="ffb">15 005<span class="_ _24"> </span>15 005</span></span></div></div><div class="c x13 y10c wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał z<span class="_ _1"></span>apasowy<span class="_ _4d"> </span><span class="ffa">28.2<span class="_ _4e"> </span><span class="ffb">414 863<span class="_ _2b"> </span>4<span class="_ _0"></span>14 863</span></span></div></div><div class="c x13 y10d wf h37"><div class="t m5 x1b h36 y10e ffb fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span>i<span class="_ _1"></span> zat<span class="_ _9"></span>r<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>m<span class="_ _1"></span>ane (N<span class="_ _0"></span>iepok<span class="_ _1"></span>r<span class="_ _0"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>e st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>y<span class="_ _8"></span>)<span class="_ _4f"> </span><span class="ffe">(<span class="_ _0"></span>290 711)<span class="_ _50"> </span>(<span class="_ _0"></span>275 245)</span></div></div><div class="c x13 y10f wf h35"><div class="t m5 x36 h33 y110 fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>a<span class="_ _0"></span>) z l<span class="_ _1"></span>at<span class="_ _9"></span> u<span class="_ _0"></span>bi<span class="_ _1"></span>egły<span class="_ _0"></span>c<span class="_ _1"></span>h<span class="_ _51"> </span><span class="ffb">(<span class="_ _0"></span>275 245)<span class="_ _50"> </span>(<span class="_ _0"></span>273 009)</span></div></div><div class="c x13 y111 wf h35"><div class="t m5 x36 h33 y105 fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>a<span class="_ _0"></span>) n<span class="_ _0"></span>et<span class="_ _9"></span>t<span class="_ _9"></span>o bież<span class="_ _1"></span>ącego r<span class="_ _0"></span>ok<span class="_ _1"></span>u<span class="_ _52"> </span><span class="ffb">(<span class="_ _0"></span>15 466)<span class="_ _53"> </span>(<span class="_ _0"></span>2 236)</span></div></div><div class="c x13 y112 wf h35"><div class="t m5 x2d h36 y10e ffd fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>o<span class="_ _0"></span>b<span class="_ _0"></span>owiązania<span class="_ _54"> </span><span class="ffe">28 474<span class="_ _24"> </span>31 442</span></div></div><div class="c x13 y113 wf h35"><div class="t m5 x1b h36 y105 ffd fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>o<span class="_ _0"></span>b<span class="_ _0"></span>owiązania d<span class="_ _0"></span>łu<span class="_ _0"></span>g<span class="_ _0"></span>o<span class="_ _0"></span>t<span class="_ _0"></span>erm<span class="_ _1"></span>in<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>e<span class="_ _55"> </span><span class="ffe">1 393<span class="_ _56"> </span>1 765</span></div></div><div class="c x13 y114 wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a weks<span class="_ _1"></span>lowe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>z<span class="_ _1"></span>ow<span class="_ _0"></span>any<span class="_ _0"></span>m<span class="_ _9"></span> kosz<span class="_ _1"></span>c<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _57"> </span><span class="ffa ls9">30<span class="_ _47"> </span><span class="ffb">935<span class="_ _3b"> </span>586</span></span></div></div><div class="c x13 y115 wf h38"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wy<span class="_ _8"></span> na z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _8"></span>t<span class="_ _9"></span>uł<span class="_ _1"></span>u świadc<span class="_ _1"></span>z<span class="_ _1"></span>eń pr<span class="_ _0"></span>acownic<span class="_ _1"></span>zy<span class="_ _0"></span>c<span class="_ _1"></span>h<span class="_ _4e"> </span><span class="ffa ls9">31<span class="_ _58"> </span></span><span class="ffb">8<span class="_ _42"> </span>8</span></div></div><div class="c x13 y116 wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e r<span class="_ _0"></span>ezerw<span class="_ _0"></span>y<span class="_ _0"></span> długot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe<span class="_ _59"> </span><span class="ffa ls9">31<span class="_ _47"> </span><span class="ffb">450<span class="_ _3b"> </span>450</span></span></div></div><div class="c x13 y117 wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e zobowiąz<span class="_ _1"></span>ania dł<span class="_ _1"></span>ugot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe<span class="_ _4d"> </span><span class="ffb">-<span class="_ _5a"> </span><span class="ls9">721</span></span></div></div><div class="c x13 y118 wf h37"><div class="t m5 x1b h36 y110 ffd fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>o<span class="_ _0"></span>b<span class="_ _0"></span>owiązania k<span class="_ _0"></span>rót<span class="_ _0"></span>ko<span class="_ _0"></span>t<span class="_ _0"></span>erm<span class="_ _1"></span>in<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>e<span class="_ _5b"> </span><span class="ffe">27 081<span class="_ _24"> </span>29 677</span></div></div><div class="c x13 y119 wf h35"><div class="t m5 x1b h33 y11a fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _8"></span>t<span class="_ _9"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw<span class="_ _0"></span> i<span class="_ _1"></span> usł<span class="_ _1"></span>ug<span class="_ _5c"> </span><span class="ffa">32.1<span class="_ _5a"> </span><span class="ffb ls9">389<span class="_ _5d"> </span><span class="ls0">1 614</span></span></span></div></div><div class="c x13 y11b wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a weks<span class="_ _1"></span>lowe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>z<span class="_ _1"></span>ow<span class="_ _0"></span>any<span class="_ _0"></span>m<span class="_ _9"></span> kosz<span class="_ _1"></span>c<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _57"> </span><span class="ffa ls9">30<span class="_ _5e"> </span></span><span class="ffb">23 886<span class="_ _24"> </span>20 492</span></div></div><div class="c x13 y11c wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _8"></span>t<span class="_ _9"></span>uł<span class="_ _1"></span>u podat<span class="_ _1"></span>k<span class="_ _1"></span>u VAT<span class="_ _5f"> </span><span class="ffa">32.2<span class="_ _60"> </span><span class="ffb">1<span class="_ _61"> </span><span class="ls9">10</span></span></span></div></div><div class="c x13 y11d wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e zobowiąz<span class="_ _1"></span>ania podat<span class="_ _9"></span>kowe<span class="_ _62"> </span><span class="ffa">32.2<span class="_ _63"> </span><span class="ffb ls9">18<span class="_ _61"> </span>33</span></span></div></div><div class="c x13 y11e wf h35"><div class="t m5 x1b h33 y105 fff fsb fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wy<span class="_ _8"></span> k<span class="_ _1"></span>rót<span class="_ _1"></span>k<span class="_ _1"></span>ot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe<span class="_ _64"> </span><span class="ffa ls9">31<span class="_ _65"> </span><span class="ffb">29<span class="_ _61"> </span>51</span></span></div></div><div class="c x13 y11f wf h35"><div class="t m5 x1b h33 y105 ffb fsb fc0 sc0 ls0 ws0">Ot<span class="_ _5"></span>r<span class="_ _0"></span>zy<span class="_ _0"></span>m<span class="_ _9"></span>ane<span class="_ _0"></span> z<span class="_ _1"></span>ali<span class="_ _1"></span>c<span class="_ _1"></span>zk<span class="_ _1"></span>i<span class="_ _66"> </span><span class="ls9">51<span class="_ _61"> </span></span>-</div></div><div class="c x13 y120 wf h37"><div class="t m5 x1b h33 y121 fff fsb fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e zobowiąz<span class="_ _1"></span>ania k<span class="_ _1"></span>r<span class="_ _0"></span>ót<span class="_ _9"></span>kot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe<span class="_ _67"> </span><span class="ffa">32.2<span class="_ _3f"> </span><span class="ffb">2 707<span class="_ _5d"> </span>7<span class="_ _0"></span> 477</span></span></div></div><div class="c x13 y122 wf h39"><div class="t m5 x2d h36 y123 ffe fsb fc0 sc0 ls0 ws0">Pasywa r<span class="_ _1"></span>azem</div><div class="t m5 x37 h36 y124 ffe fsb fc0 sc0 ls0 ws0">167 631<span class="_ _2b"> </span>1<span class="_ _0"></span>86 065</div></div><div class="t m0 x38 hf y125 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h3a y48 ff11 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h3a y126 ff11 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc he y127 ff2 fs4 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x8 y98 w2 hc" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hd y99 ff4 fs3 fc0 sc0 ls0 ws0">Zasady (polityki) rachunkowości oraz dodatkowe noty objaśniające do sprawoz<span class="_ _1"></span>dania<span class="_ _0"></span> finansow<span class="_ _1"></span>ego załączone na </div><div class="t m0 x12 h9 y9a ff3 fs3 fc0 sc0 ls0 ws0">stronach <span class="ls5">od </span>9 <span class="ls5">do 52</span> <span class="_ _1"></span><span class="ff4">stanowią<span class="ff3"> </span>jego integralną część.<span class="ff3"> </span></span></div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">7 </div><div class="t m0 xc he y128 ff1 fs4 fc0 sc0 ls0 ws0">SPRA<span class="_ _5"></span>WOZDANIE Z PRZEPŁYWÓW<span class="_ _1"></span> PIENIĘŻNYCH<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xc he y129 ff1 fs4 fc0 sc0 ls0 ws0">ZA<span class="_ _9"></span> ROK ZAKOŃCZONY<span class="_ _1"></span> DNIA<span class="_ _9"></span> 31 GRUDNIA<span class="_ _9"></span> 2023 ROKU<span class="ff2"> </span></div><div class="t m0 xc h3b y12a ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h3b y12b ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x13 y12c w12 h3c"><div class="t m6 x39 h3d y12d ffa fsc fc0 sc0 ls0 ws0">Nota</div></div><div class="c x3a y12c w13 h3c"><div class="t m6 x3b h3e y12e fff fsc fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>re<span class="_ _0"></span>s<span class="_ _1"></span> zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m6 x3c h3e y12d ffb fsc fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x3d y12c w14 h3c"><div class="t m6 x3e h3e y12e fff fsc fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>re<span class="_ _0"></span>s<span class="_ _1"></span> zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m6 x3f h3e y12d ffb fsc fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y12f w12 h3f"><div class="t m6 x40 h3e y130 ffb fsc fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _2e"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 y131 w12 h3f"><div class="t m6 x14 h3e y12d ffb fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> / (st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _1"></span>a) br<span class="_ _0"></span>ut<span class="_ _1"></span>t<span class="_ _9"></span>o<span class="_ _68"> </span>(<span class="_ _0"></span>15 032)<span class="_ _69"> </span>(<span class="_ _0"></span>2 326)</div></div><div class="c x13 y132 w12 h3f"><div class="t m6 x14 h3e y12d ffb fsc fc0 sc0 ls0 ws0">Korekt<span class="_ _9"></span>y<span class="_ _8"></span> o poz<span class="_ _1"></span>y<span class="_ _0"></span>cj<span class="_ _1"></span>e<span class="_ _6a"> </span><span class="lsa">11<span class="_ _4e"> </span></span>2 015</div></div><div class="c x13 y133 w12 h3f"><div class="t m6 x3c h3d y12d ffa fsc fc0 sc0 ls0 ws0">Amor<span class="_ _0"></span>ty<span class="_ _1"></span>zac<span class="_ _1"></span>ja<span class="_ _6b"> </span>-<span class="_ _47"> </span>4</div></div><div class="c x13 y134 w12 h3f"><div class="t m6 x3c h3d y12d ffc fsc fc0 sc0 ls0 ws0">Przyc<span class="_ _1"></span>hody z<span class="_ _1"></span> ty<span class="_ _1"></span>tułu odsetek<span class="_ _6c"> </span><span class="ffa">11.4<span class="_ _22"> </span>(<span class="_ _0"></span>4 465)<span class="_ _69"> </span>(<span class="_ _0"></span>1 236)</span></div></div><div class="c x13 y135 w12 h3f"><div class="t m6 x3c h3d y136 ffc fsc fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zty<span class="_ _1"></span> z ty<span class="_ _1"></span>tułu ods<span class="_ _1"></span>etek i<span class="_ _1"></span> pr<span class="_ _0"></span>ow<span class="_ _1"></span>i<span class="_ _1"></span>zj<span class="_ _1"></span>i <span class="_ _6d"> </span><span class="ffa">11.5<span class="_ _3a"> </span>4 476<span class="_ _4e"> </span>3 247</span></div></div><div class="c x13 y137 w12 h40"><div class="t m6 x14 h3e y12d fff fsc fc0 sc0 ls0 ws0">Korekt<span class="_ _9"></span>y<span class="_ _8"></span> k<span class="_ _1"></span>api<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span>u obr<span class="_ _0"></span>ot<span class="_ _9"></span>o<span class="_ _0"></span>wego<span class="_ _6e"> </span><span class="ffb">13 859<span class="_ _6f"> </span><span class="lsa">311</span></span></div></div><div class="c x13 y138 w12 h3f"><div class="t m6 x3c h3d y12d ffa fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>mi<span class="_ _1"></span>ana stanu r<span class="_ _0"></span>ezerw<span class="_ _68"> </span>(<span class="_ _0"></span>23)<span class="_ _28"> </span><span class="lsa">111</span></div></div><div class="c x13 y139 w12 h3f"><div class="t m6 x3c h3d y12d ffc fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>mi<span class="_ _1"></span>ana stanu należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _70"> </span><span class="ffa">17 751<span class="_ _53"> </span>(<span class="_ _0"></span>1 482)</span></div></div><div class="c x13 y13a w12 h3f"><div class="t m6 x3c h3d y12d ffc fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>mi<span class="_ _1"></span>ana stanu zobow<span class="_ _1"></span>i<span class="_ _1"></span>ązań k<span class="_ _1"></span>r<span class="_ _0"></span>ótkoter., z w<span class="_ _1"></span>y<span class="_ _1"></span>jątk<span class="_ _1"></span>i<span class="_ _1"></span>em pożyc<span class="_ _1"></span>z<span class="_ _1"></span>ek i<span class="_ _1"></span> kredytów<span class="_ _71"> </span><span class="ffa">(<span class="_ _0"></span>4 393)<span class="_ _53"> </span>1 2<span class="_ _0"></span>15</span></div></div><div class="c x13 y13b w12 h41"><div class="t m6 x3c h3d y13c ffc fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>mi<span class="_ _1"></span>ana stanu inny<span class="_ _1"></span>ch ak<span class="_ _1"></span>tyw<span class="_ _9"></span>ó<span class="_ _0"></span>w<span class="_ _72"> </span><span class="ffa lsa">471<span class="_ _6f"> </span>471</span></div><div class="t m6 x3c h3d y13d ffa fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>al<span class="_ _1"></span>ic<span class="_ _1"></span>zk<span class="_ _1"></span>i<span class="_ _1"></span> otr<span class="_ _0"></span>zy<span class="_ _1"></span>mane<span class="_ _73"> </span><span class="lsa">51<span class="_ _74"> </span></span>-</div><div class="t m6 x3c h3d y13e ffa fsc fc0 sc0 ls0 ws0">Inne korekty<span class="_ _75"> </span>2<span class="_ _30"> </span>(4)</div></div><div class="c x13 y13f w12 h3f"><div class="t m6 x14 h3e y12d fff fsc fc0 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>enięż<span class="_ _1"></span>ne wy<span class="_ _0"></span>kor<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>st<span class="_ _9"></span>ane w<span class="_ _0"></span> dzi<span class="_ _1"></span>ałal<span class="_ _1"></span>noś<span class="_ _1"></span>ci<span class="_ _1"></span> Spółk<span class="_ _1"></span>i<span class="_ _76"> </span><span class="ffb">(<span class="_ _0"></span>1 162)<span class="_ _39"> </span>-</span></div></div><div class="c x13 y140 w12 h3f"><div class="t m6 x14 h3e y12d fff fsc fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ek dochodowy<span class="_ _0"></span> zapłac<span class="_ _1"></span>ony<span class="_ _70"> </span><span class="ffb">-<span class="_ _47"> </span>-</span></div></div><div class="c x13 y141 w12 h42"><div class="t m6 x14 h43 y12d ffd fsc fc0 sc0 ls0 ws0">Ś<span class="_ _0"></span>ro<span class="_ _0"></span>d<span class="_ _0"></span>ki p<span class="_ _0"></span>ien<span class="_ _0"></span>ięż<span class="_ _1"></span>n<span class="_ _0"></span>e n<span class="_ _0"></span>et<span class="_ _0"></span>to<span class="_ _0"></span> z d<span class="_ _0"></span>z<span class="_ _1"></span>iałaln<span class="_ _0"></span>o<span class="_ _0"></span>ści o<span class="_ _0"></span>p<span class="_ _0"></span>eracyjn<span class="_ _0"></span>ej<span class="_ _26"> </span><span class="ffe">(<span class="_ _0"></span>1 162)<span class="_ _39"> </span>-</span></div></div><div class="c x13 y142 w12 h40"><div class="t m6 x14 h43 y12d ffd fsc fc0 sc0 ls0 ws0">Prz<span class="_ _1"></span>ep<span class="_ _0"></span>ływy śr<span class="_ _1"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>kó<span class="_ _0"></span>w<span class="_ _1"></span> p<span class="_ _0"></span>ien<span class="_ _0"></span>iężnych<span class="_ _0"></span> z działaln<span class="_ _0"></span>o<span class="_ _0"></span>ści in<span class="_ _0"></span>westycyjn<span class="_ _0"></span>ej</div></div><div class="c x13 y143 w12 h40"><div class="t m6 x14 h3e y12d fff fsc fc0 sc0 ls0 ws0">W<span class="_ _9"></span>pły<span class="_ _0"></span>wy<span class="_ _0"></span> z akt<span class="_ _9"></span>y<span class="_ _0"></span>wów<span class="_ _0"></span> f<span class="_ _1"></span>i<span class="_ _1"></span>nansowy<span class="_ _0"></span>ch (w<span class="_ _0"></span>eks<span class="_ _1"></span>l<span class="_ _1"></span>e)<span class="_ _77"> </span><span class="ffb">1 515<span class="_ _74"> </span>-</span></div></div><div class="c x13 y144 w12 h3f"><div class="t m6 x14 h43 y12d ffd fsc fc0 sc0 ls0 ws0">Ś<span class="_ _0"></span>ro<span class="_ _0"></span>d<span class="_ _0"></span>ki p<span class="_ _0"></span>ien<span class="_ _0"></span>ięż<span class="_ _1"></span>n<span class="_ _0"></span>e n<span class="_ _0"></span>et<span class="_ _0"></span>to<span class="_ _0"></span> z d<span class="_ _0"></span>z<span class="_ _1"></span>iałaln<span class="_ _0"></span>o<span class="_ _0"></span>ści in<span class="_ _0"></span>westycyjn<span class="_ _0"></span>ej<span class="_ _78"> </span><span class="ffe">1 515<span class="_ _74"> </span>-</span></div></div><div class="c x13 y13b w12 h41"><div class="t m6 x14 h43 y145 ffd fsc fc0 sc0 ls0 ws0">Prz<span class="_ _1"></span>ep<span class="_ _0"></span>ływy śr<span class="_ _1"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>kó<span class="_ _0"></span>w<span class="_ _1"></span> p<span class="_ _0"></span>ien<span class="_ _0"></span>iężnych<span class="_ _0"></span> z działaln<span class="_ _0"></span>o<span class="_ _0"></span>ści f<span class="_ _0"></span>in<span class="_ _0"></span>ans<span class="_ _0"></span>owej</div></div><div class="c x13 y146 w12 h3f"><div class="t m6 x14 h3e y12d fff fsc fc0 sc0 ls0 ws0">W<span class="_ _9"></span>pły<span class="_ _0"></span>wy<span class="_ _0"></span> z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>ułu k<span class="_ _1"></span>re<span class="_ _0"></span>dy<span class="_ _0"></span>t<span class="_ _9"></span>ów<span class="_ _0"></span> i poż<span class="_ _1"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>ek <span class="_ _79"> </span><span class="ffb">-<span class="_ _47"> </span>-</span></div></div><div class="c x13 y13b w12 h41"><div class="t m6 x14 h3e y147 fff fsc fc0 sc0 ls0 ws0">Spł<span class="_ _1"></span>at<span class="_ _1"></span>y z t<span class="_ _1"></span>yt<span class="_ _1"></span>. dłuż<span class="_ _1"></span>ny<span class="_ _0"></span>ch papi<span class="_ _1"></span>er<span class="_ _0"></span>ów w<span class="_ _0"></span>ar<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>iowy<span class="_ _0"></span>ch<span class="_ _7a"> </span><span class="ffb">(<span class="_ _0"></span>335)<span class="_ _39"> </span>-</span></div><div class="t m6 x14 h43 y148 ffd fsc fc0 sc0 ls0 ws0">Ś<span class="_ _0"></span>ro<span class="_ _0"></span>d<span class="_ _0"></span>ki p<span class="_ _0"></span>ien<span class="_ _0"></span>ięż<span class="_ _1"></span>n<span class="_ _0"></span>e n<span class="_ _0"></span>et<span class="_ _0"></span>to<span class="_ _0"></span> z d<span class="_ _0"></span>z<span class="_ _1"></span>iałaln<span class="_ _0"></span>o<span class="_ _0"></span>ści f<span class="_ _0"></span>in<span class="_ _0"></span>an<span class="_ _0"></span>sowej<span class="_ _7b"> </span><span class="ffe">(<span class="_ _0"></span>335)<span class="_ _39"> </span>-</span></div><div class="t m6 x14 h3e y149 fff fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>m<span class="_ _9"></span>iana st<span class="_ _9"></span>anu środków pienięż<span class="_ _1"></span>ny<span class="_ _0"></span>ch i<span class="_ _1"></span> ic<span class="_ _1"></span>h ekwi<span class="_ _1"></span>w<span class="_ _0"></span>al<span class="_ _1"></span>ent<span class="_ _1"></span>ów pr<span class="_ _0"></span>zed s<span class="_ _1"></span>kut<span class="_ _9"></span>kam<span class="_ _9"></span>i z<span class="_ _1"></span>m<span class="_ _9"></span>ian kursów w<span class="_ _0"></span>y<span class="_ _0"></span>m<span class="_ _9"></span>iany<span class="_ _7c"> </span><span class="ffb lsa">18<span class="_ _74"> </span><span class="ls0">-</span></span></div><div class="t m6 x14 h3e y14a fff fsc fc0 sc0 ls0 ws0">W<span class="_ _9"></span>pły<span class="_ _0"></span>w zm<span class="_ _9"></span>ian kursów w<span class="_ _0"></span>al<span class="_ _1"></span>ut<span class="_ _1"></span> na s<span class="_ _1"></span>aldo ś<span class="_ _1"></span>r<span class="_ _0"></span>odków pieni<span class="_ _1"></span>ężnych w w<span class="_ _0"></span>alut<span class="_ _9"></span>ach obc<span class="_ _1"></span>y<span class="_ _0"></span>ch<span class="_ _7d"> </span><span class="ffb">-<span class="_ _7e"> </span>-</span></div><div class="t m6 x14 h3e y14b fff fsc fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>m<span class="_ _9"></span>iana st<span class="_ _9"></span>anu środków pienięż<span class="_ _1"></span>ny<span class="_ _0"></span>ch i<span class="_ _1"></span> ic<span class="_ _1"></span>h ekwi<span class="_ _1"></span>w<span class="_ _0"></span>al<span class="_ _1"></span>ent<span class="_ _1"></span>ów<span class="_ _7f"> </span><span class="ffb lsa">18<span class="_ _74"> </span><span class="ls0">-</span></span></div><div class="t m6 x14 h43 y14c ffd fsc fc0 sc0 ls0 ws0">Ś<span class="_ _0"></span>ro<span class="_ _0"></span>d<span class="_ _0"></span>ki p<span class="_ _0"></span>ien<span class="_ _0"></span>ięż<span class="_ _1"></span>n<span class="_ _0"></span>e n<span class="_ _0"></span>a p<span class="_ _0"></span>o<span class="_ _0"></span>cz<span class="_ _1"></span>ąt<span class="_ _0"></span>ek o<span class="_ _0"></span>kresu<span class="_ _80"> </span><span class="ffe">1<span class="_ _81"> </span>1</span></div><div class="t m6 x14 h43 y14d ffd fsc fc0 sc0 ls0 ws0">Ś<span class="_ _0"></span>ro<span class="_ _0"></span>d<span class="_ _0"></span>ki p<span class="_ _0"></span>ien<span class="_ _0"></span>ięż<span class="_ _1"></span>n<span class="_ _0"></span>e n<span class="_ _0"></span>a ko<span class="_ _0"></span>n<span class="_ _0"></span>iec o<span class="_ _0"></span>kresu<span class="_ _82"> </span><span class="ffe lsa">19<span class="_ _81"> </span><span class="ls0">1</span></span></div></div><div class="c x13 y14e w15 h44"><div class="t m6 x14 h45 y12d ff4 fsd fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>rawozda<span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span> z przep<span class="_ _1"></span>ły<span class="_ _1"></span>wów p<span class="_ _1"></span>i<span class="_ _1"></span>en<span class="_ _1"></span>i<span class="_ _1"></span>ężny<span class="_ _1"></span>c<span class="_ _0"></span>h</div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x8 y98 w2 hc" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x11 hd y99 ff4 fs3 fc0 sc0 ls0 ws0">Zasady (polityki) rachunkowości oraz dodatkowe noty objaśniające do sprawoz<span class="_ _1"></span>dania<span class="_ _0"></span> finansow<span class="_ _1"></span>ego załączone na </div><div class="t m0 x12 h9 y9a ff3 fs3 fc0 sc0 ls0 ws0">stronach <span class="ls5">od </span>9 <span class="ls5">do 52</span> <span class="_ _1"></span><span class="ff4">stanowią<span class="ff3"> </span>jego integralną część.<span class="ff3"> </span></span></div><div class="t m0 xd h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">8 </div><div class="t m0 xc he y9b ff1 fs4 fc0 sc0 ls0 ws0">SPRA<span class="_ _5"></span>WOZDANIE ZE ZMIAN<span class="_ _1"></span> W KAPIT<span class="_ _9"></span>A<span class="_ _1"></span>LE WŁASNYM<span class="ff2"> </span></div><div class="t m0 xc hf y9c ff1 fs5 fc0 sc0 ls0 ws0">za rok zakończony dnia 31<span class="ff2"> grudnia 2023 roku </span></div><div class="t m0 xc hf ycb ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x41 y14f w16 h46"><div class="t m7 x42 h47 y150 fff fse fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał </div><div class="t m7 x43 h47 y151 ffb fse fc0 sc0 ls0 ws0">podst<span class="_ _5"></span>a<span class="_ _0"></span>wow<span class="_ _0"></span>y</div></div><div class="c x13 y14f w17 h46"><div class="t m7 x44 h47 y150 fff fse fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał </div><div class="t m7 x45 h47 y151 ffb fse fc0 sc0 ls0 ws0">z<span class="_ _1"></span>apasowy</div></div><div class="c x46 y14f w18 h46"><div class="t m7 x3f h47 y150 ffb fse fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span>i<span class="_ _1"></span> zat<span class="_ _5"></span>r<span class="_ _0"></span>zy<span class="_ _0"></span>m<span class="_ _9"></span>ane </div><div class="t m7 x47 h47 y151 ffb fse fc0 sc0 ls0 ws0">(<span class="_ _0"></span>Niepok<span class="_ _1"></span>r<span class="_ _0"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>e st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>y<span class="_ _0"></span>)</div></div><div class="c x13 y14f w17 h46"><div class="t m7 x48 h47 y151 ffb fse fc0 sc0 ls0 ws0">Razem</div></div><div class="c x13 y152 w17 h48"><div class="t m7 x14 h49 y153 ffd fse fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycz<span class="_ _1"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>ada<span class="_ _0"></span>ne)</div></div><div class="c x13 y154 w17 h4a"><div class="t m7 x49 h49 y151 ffe fse fc0 sc0 ls0 ws0">15 005 <span class="_ _83"> </span>414 863 <span class="_ _49"> </span>(27<span class="_ _0"></span>3 009)<span class="_ _37"> </span>156 859<span class="_ _0"></span> </div></div><div class="c x13 y152 w17 h48"><div class="t m7 x14 h47 y155 fff fse fc0 sc0 ls0 ws0">Całk<span class="_ _1"></span>owit<span class="_ _9"></span>e dochody<span class="_ _0"></span> ogółem</div></div><div class="c x13 y156 w17 h4b"><div class="t m7 x4a h47 y157 ffb fse fc0 sc0 lsb ws0">- <span class="_ _84"> </span>- <span class="_ _24"> </span><span class="ls0">(<span class="_ _0"></span>2 236)<span class="_ _85"> </span>(<span class="_ _0"></span>2 236)</span></div></div><div class="c x13 y152 w17 h48"><div class="t m7 x14 h49 y158 ffd fse fc0 sc0 ls0 ws0">S<span class="_ _0"></span>u<span class="_ _0"></span>ma z<span class="_ _1"></span>m<span class="_ _1"></span>ian<span class="_ _0"></span> w<span class="_ _1"></span> kap<span class="_ _0"></span>it<span class="_ _0"></span>ale własn<span class="_ _0"></span>ym</div></div><div class="c x13 y159 w17 h4a"><div class="t m7 x4a h49 y157 ffe fse fc0 sc0 lsb ws0">- <span class="_ _84"> </span>- <span class="_ _24"> </span><span class="ls0">(<span class="_ _0"></span>2 236)<span class="_ _85"> </span>(<span class="_ _0"></span>2 236)</span></div></div><div class="c x13 y152 w17 h48"><div class="t m7 x14 h49 y15a ffd fse fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>adan<span class="_ _0"></span>e)</div></div><div class="c x13 y15b w17 h4b"><div class="t m7 x49 h49 y15c ffe fse fc0 sc0 ls0 ws0">15 005 <span class="_ _83"> </span>414 863 <span class="_ _49"> </span>(27<span class="_ _0"></span>5 245)<span class="_ _37"> </span>154 623<span class="_ _0"></span> </div></div><div class="c x13 y15d w19 h4c"><div class="t m7 x14 h4d y15e ff4 fsf fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>rawo<span class="_ _1"></span>z<span class="_ _0"></span>d<span class="_ _1"></span>an<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _1"></span> z<span class="_ _0"></span>e<span class="_ _1"></span> zm<span class="_ _0"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span> w k<span class="_ _1"></span>a<span class="_ _1"></span>p<span class="_ _1"></span>it<span class="_ _1"></span>al<span class="_ _1"></span>e<span class="_ _1"></span> wł<span class="_ _1"></span>asny<span class="_ _1"></span>m</div></div><div class="t m0 xc h4e y15f ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h4e y160 ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="c x41 y161 w1a h4f"><div class="t m8 x42 h50 y162 fff fs11 fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał </div><div class="t m8 x43 h50 y163 ffb fs11 fc0 sc0 ls0 ws0">podst<span class="_ _5"></span>a<span class="_ _0"></span>wow<span class="_ _0"></span>y</div></div><div class="c x13 y161 w1b h4f"><div class="t m8 x4b h50 y162 fff fs11 fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał </div><div class="t m8 x4c h50 y163 ffb fs11 fc0 sc0 ls0 ws0">z<span class="_ _1"></span>apasowy</div></div><div class="c x4d y161 w1c h4f"><div class="t m8 x3f h50 y162 ffb fs11 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span>i<span class="_ _1"></span> zat<span class="_ _5"></span>r<span class="_ _0"></span>zy<span class="_ _0"></span>m<span class="_ _9"></span>ane </div><div class="t m8 x47 h50 y163 ffb fs11 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>Niepok<span class="_ _1"></span>r<span class="_ _0"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>e st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>y<span class="_ _0"></span>)</div></div><div class="c x13 y161 w1b h4f"><div class="t m8 x2e h50 y163 ffb fs11 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x13 y164 w1b h51"><div class="t m8 x14 h52 y165 ffd fs11 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycz<span class="_ _1"></span>n<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>ada<span class="_ _0"></span>ne)</div></div><div class="c x13 y166 w1b h53"><div class="t m8 x49 h52 y167 ffe fs11 fc0 sc0 ls0 ws0">15 005 <span class="_ _83"> </span>414 863 <span class="_ _49"> </span>(275 2<span class="_ _0"></span>45)<span class="_ _37"> </span>154 623 </div></div><div class="c x13 y164 w1b h51"><div class="t m8 x14 h50 y168 fff fs11 fc0 sc0 ls0 ws0">Całk<span class="_ _1"></span>owit<span class="_ _9"></span>e dochody<span class="_ _0"></span> ogółem</div></div><div class="c x13 y169 w1b h54"><div class="t m8 x24 h50 y167 ffb fs11 fc0 sc0 lsc ws0">- <span class="_ _84"> </span>- <span class="_ _1f"> </span><span class="ls0">(<span class="_ _0"></span>15 466)<span class="_ _86"> </span>(<span class="_ _0"></span>15 466)</span></div></div><div class="c x13 y164 w1b h51"><div class="t m8 x14 h52 y16a ffd fs11 fc0 sc0 ls0 ws0">S<span class="_ _0"></span>u<span class="_ _0"></span>ma z<span class="_ _1"></span>m<span class="_ _1"></span>ian<span class="_ _0"></span> w<span class="_ _1"></span> kap<span class="_ _0"></span>it<span class="_ _0"></span>ale własn<span class="_ _0"></span>ym</div></div><div class="c x13 y16b w1b h53"><div class="t m8 x24 h52 y167 ffe fs11 fc0 sc0 lsc ws0">- <span class="_ _84"> </span>- <span class="_ _1f"> </span><span class="ls0">(<span class="_ _0"></span>15 466)<span class="_ _86"> </span>(<span class="_ _0"></span>15 466)</span></div></div><div class="c x13 y164 w1b h51"><div class="t m8 x14 h52 y16c ffd fs11 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>adan<span class="_ _0"></span>e)</div></div><div class="c x13 y16d w1b h53"><div class="t m8 x49 h52 y16e ffe fs11 fc0 sc0 ls0 ws0">15 005 <span class="_ _83"> </span>414 863 <span class="_ _49"> </span>(290 7<span class="_ _0"></span>11)<span class="_ _37"> </span>139 157 </div></div><div class="c x13 y16f w1d h55"><div class="t m8 x14 h56 y170 ff4 fs12 fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>rawo<span class="_ _1"></span>z<span class="_ _0"></span>d<span class="_ _1"></span>an<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _1"></span> z<span class="_ _0"></span>e<span class="_ _1"></span> zm<span class="_ _0"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span> w k<span class="_ _1"></span>a<span class="_ _1"></span>p<span class="_ _1"></span>it<span class="_ _1"></span>al<span class="_ _1"></span>e<span class="_ _1"></span> wł<span class="_ _1"></span>asny<span class="_ _1"></span>m</div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4e h9 y1d ff8 fs3 fc0 sc0 ls0 ws0">9 </div><div class="t m0 xc he y128 ff1 fs4 fc0 sc0 ls0 ws0">DODA<span class="_ _3"></span>TKOWE NOTY OBJA<span class="_ _1"></span>ŚNIAJĄCE<span class="ff2"> </span></div><div class="t m0 x4f he y172 ff2 fs4 fc0 sc0 lsd ws0">1.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Informacje<span class="_ _1"></span> ogólne<span class="ff2"> </span></span></span></div><div class="t m0 xc h6 y173 ff3 fs2 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _88"></span>finansowe <span class="_ _88"></span><span class="ff4">Spółk<span class="_ _0"></span>i <span class="_ _8"></span>„Czerwon</span>a <span class="_ _88"></span>Toreb<span class="ff4">k<span class="_ _0"></span>a” <span class="_ _8"></span>Spółka <span class="_ _88"></span>Akc<span class="_ _0"></span>y<span class="_ _1"></span>jna<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>obejm<span class="_ _0"></span>uje <span class="_ _8"></span>rok <span class="_ _8"></span>zak<span class="_ _0"></span>ończony <span class="_ _8"></span>dnia </span></div><div class="t m0 xc h6 y174 ff3 fs2 fc0 sc0 ls0 ws0">31 grudnia <span class="lse">20</span>23 <span class="ff4">roku ora<span class="_ _0"></span>z zawiera dane porówna<span class="_ _0"></span>wcze za rok zakończon<span class="_ _0"></span>y </span>dnia 31 grud<span class="_ _0"></span>nia 2022 roku<span class="lsf">. <span class="_ _0"></span></span><span class="ff6"> </span></div><div class="t m0 xc hb y175 ff4 fs2 fc0 sc0 ls0 ws0">„Czerwona <span class="_ _89"> </span>Torebk<span class="_ _0"></span>a” <span class="_ _89"> </span>Spółka <span class="_ _89"> </span>Akcyjna <span class="_ _89"> </span>(„Spółka”, <span class="_ _89"> </span>„jednostka”) <span class="_ _89"> </span>została <span class="_ _89"> </span>utworzona <span class="_ _89"> </span>Aktem<span class="_ _0"></span> <span class="_ _89"> </span>Notarialny<span class="_ _1"></span>m </div><div class="t m0 xc h6 y176 ff3 fs2 fc0 sc0 ls0 ws0">z dnia 22 <span class="ff4">pa<span class="_ _0"></span>ździernika 2007 <span class="_ _0"></span>roku. Z <span class="_ _0"></span>dniem 28 grudnia <span class="_ _0"></span>2010 roku <span class="_ _0"></span>Spółka zmieniła <span class="_ _0"></span>nazwę z „Świtalsk<span class="_ _0"></span>i &amp; </span></div><div class="t m0 xc h6 y177 ff4 fs2 fc0 sc0 ls0 ws0">Synowie” S.A. na „C<span class="_ _0"></span>zerwona Torebk<span class="_ _0"></span>a” S.A.<span class="ff3"> </span></div><div class="t m0 xc h6 y178 ff4 fs2 fc0 sc0 ls0 ws0">Siedziba Spółk<span class="_ _0"></span>i mieści się w Poznaniu<span class="_ _0"></span><span class="ff3"> przy ulicy Ogro<span class="_ _0"></span>dowej 12. </span></div><div class="t m0 xc hb y179 ff4 fs2 fc0 sc0 ls0 ws0">Spółka jest wpisana do<span class="_ _0"></span> rejestru pr<span class="_ _0"></span>z<span class="_ _1"></span>edsiębiorcó<span class="_ _0"></span>w Krajowego Reje<span class="_ _0"></span>stru Sąd<span class="_ _0"></span>owego prowadzonego pr<span class="_ _0"></span>zez </div><div class="t m0 xc h6 y17a ff4 fs2 fc0 sc0 ls0 ws0">Sąd Rejonowy Poznań <span class="_ _0"></span><span class="ff3">- </span>Nowe Miasto i W<span class="_ _0"></span>ilda, VIII W<span class="_ _0"></span>ydział Gospodarczy Krajowego Rejes<span class="_ _0"></span>tru Sąd<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y17b ff3 fs2 fc0 sc0 ls0 ws0">wego, pod num<span class="_ _0"></span>erem KRS 0000292312. <span class="_ _0"></span><span class="ff4">Państwem rejes<span class="_ _0"></span>tracji jednostki jest<span class="_ _0"></span></span> Polska. Podstawo<span class="_ _0"></span>wy a<span class="ls1">d-</span></div><div class="t m0 xc h6 y17c ff3 fs2 fc0 sc0 ls0 ws0">res <span class="ff4">prowadzenia d<span class="_ _0"></span>ziałalności gospodarc<span class="_ _0"></span>zej</span> <span class="ff4">przez Spółk<span class="_ _0"></span>ę to ul. Ogrodowa 12, 61<span class="_ _0"></span></span>-<span class="ff4">821 Poznań.<span class="_ _0"></span></span> </div><div class="t m0 xc h6 y17d ff4 fs2 fc0 sc0 ls0 ws0">Spółce nadano num<span class="_ _0"></span>er statystyczn<span class="_ _0"></span>y<span class="_ _1"></span> REGON 30<span class="_ _0"></span>0709350. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y17e ff4 fs2 fc0 sc0 ls0 ws0">Czas trwania Spółk<span class="_ _0"></span>i jest nieoznaczony.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y17f ff4 fs2 fc0 sc0 ls0 ws0">Podstawow<span class="_ _0"></span>y<span class="_ _1"></span>m pr<span class="_ _0"></span>zedmiotem<span class="_ _0"></span> dz<span class="_ _1"></span>iałalnośc<span class="_ _0"></span>i Spółki jest: <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y180 ff3 fs2 fc0 sc0 ls0 ws0">- <span class="ff4">pozostałe dorad<span class="_ _0"></span>ztwo w zakresie prowad<span class="_ _0"></span>zenia działalności gospodar<span class="_ _0"></span>czej i <span class="_ _0"></span>zarządzania,<span class="_ _0"></span></span> </div><div class="t m0 xc h6 y181 ff3 fs2 fc0 sc0 ls0 ws0">- <span class="ff4">pośrednictwo w obroci<span class="_ _0"></span>e nieruchom<span class="_ _0"></span>ościami.</span> </div><div class="t m0 xc h6 y182 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y183 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _8"></span>grudnia <span class="_ _0"></span>20<span class="ff3">2<span class="_ _0"></span>3 <span class="_ _0"></span></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>m<span class="_ _0"></span>a <span class="_ _0"></span>podm<span class="_ _0"></span>iotu <span class="_ _0"></span>bezpośrednio <span class="_ _8"></span>dominującego. <span class="_ _0"></span>W<span class="_ _0"></span>ięks<span class="_ _0"></span>z<span class="_ _1"></span>ościow<span class="_ _0"></span>y </div><div class="t m0 xc h6 y184 ff4 fs2 fc0 sc0 ls0 ws0">pakiet <span class="_ _0"></span>ak<span class="_ _0"></span>cji <span class="_ _0"></span>Spółki <span class="_ _0"></span>(be<span class="_ _0"></span>zpośrednio <span class="_ _0"></span>i <span class="_ _0"></span>pośred<span class="_ _0"></span>nio) <span class="_ _0"></span>znajduje <span class="_ _8"></span>się <span class="_ _0"></span>w <span class="_ _0"></span>posiadan<span class="_ _0"></span>iu<span class="ff3"> <span class="_ _8"></span></span>Rodziny <span class="_ _0"></span>Świtalsk<span class="_ _0"></span>ich<span class="ff3"> <span class="_ _0"></span>(str<span class="_ _0"></span>ukt<span class="ls1">u-</span></span></div><div class="t m0 xc h6 y185 ff3 fs2 fc0 sc0 ls0 ws0">ra akcjonariatu opisan<span class="_ _0"></span>a jest w noci<span class="_ _0"></span>e 28.1.3). </div><div class="t m0 x4f he y186 ff2 fs4 fc0 sc0 lsd ws0">2.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Skład Zarząd<span class="_ _1"></span>u Spółki<span class="ff2"> i Rady<span class="_ _1"></span> Nadzorczej </span></span></span></div><div class="t m0 xc h6 y187 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> skład Zarządu Spółki na dzień <span class="ff3">26 k<span class="_ _0"></span>wietnia <span class="ls1">20</span>24 rok<span class="_ _0"></span>u wchodzili: </span></div><div class="t m0 xc h6 y188 ff4 fs2 fc0 sc0 ls0 ws0">Pan Mateusz Świta<span class="_ _0"></span>lski –<span class="ff3"> </span>Prezes Zar<span class="_ _0"></span>ządu<span class="ff3"> </span></div><div class="t m0 xc h6 y189 ff3 fs2 fc0 sc0 ls0 ws0">Natomiast <span class="ff4">w sk<span class="_ _0"></span>ład Rady Nadzorc<span class="_ _0"></span>z<span class="_ _1"></span>ej Em<span class="_ _0"></span>itenta<span class="ff3"> </span>na dzie<span class="_ _0"></span>ń <span class="ff3">publikacji niniejszego s<span class="_ _0"></span>prawozdania wchodz<span class="_ _0"></span>ili<span class="lsf">: </span> </span></span></div><div class="t m0 xc h6 y18a ff4 fs2 fc0 sc0 ls0 ws0">Przewodnicząc<span class="_ _0"></span>y<span class="_ _1"></span> Rad<span class="_ _0"></span>y Nadzorczej –<span class="_ _0"></span><span class="ff3"> </span>Mariusz Świtalsk<span class="_ _0"></span>i <span class="ff3"> </span></div><div class="t m0 xc h6 y18b ff4 fs2 fc0 sc0 ls0 ws0">Członek Rad<span class="_ _0"></span>y Nadzorczej –<span class="ff3"> </span>Marcin Ś<span class="_ _0"></span>witalski <span class="ff3"> </span></div><div class="t m0 xc h6 y18c ff4 fs2 fc0 sc0 ls0 ws0">Członek Rad<span class="_ _0"></span>y Nadzorczej –<span class="ff3"> Gr<span class="_ _0"></span>zegorz <span class="_ _1"></span>W<span class="_ _0"></span>ierzbicki  </span></div><div class="t m0 xc h6 y18d ff4 fs2 fc0 sc0 ls0 ws0">Członek Rad<span class="_ _0"></span>y Nadzorczej –<span class="ff3"> </span>Mikołaj <span class="_ _0"></span>Świtalski <span class="ff3"> </span></div><div class="t m0 xc h6 y18e ff3 fs2 fc0 sc0 ls0 ws0">Sekretarz Rady Nadzor<span class="_ _0"></span>czej <span class="ff4">–</span> <span class="ff4">W<span class="_ _0"></span>iesław Michalski</span>  </div><div class="t m0 x4f he y18f ff2 fs4 fc0 sc0 lsd ws0">3.<span class="ls0"> <span class="_ _87"> </span>Zatwierdzenie<span class="_ _1"></span> sprawozdania finan<span class="_ _1"></span>sowego  </span></div><div class="t m0 xc h6 y190 ff4 fs2 fc0 sc0 ls0 ws0">Niniejsze spra<span class="_ _0"></span>wozdanie finanso<span class="_ _0"></span>we zostało zatwierd<span class="_ _0"></span>zone do pub<span class="_ _0"></span>likacji przez Zar<span class="_ _0"></span>ząd w <span class="_ _0"></span><span class="ff3">dn<span class="_ _0"></span>iu 26 k<span class="_ _0"></span>wietnia </span></div><div class="t m0 xc h6 y191 ff3 fs2 fc0 sc0 ls1 ws0">20<span class="ls0">24 <span class="_ _8"></span><span class="ff4">roku. <span class="_ _0"></span>Spółk<span class="_ _0"></span>a <span class="_ _0"></span>spor<span class="_ _0"></span>ządziła <span class="_ _0"></span>równi<span class="_ _0"></span>eż <span class="_ _0"></span>sk<span class="_ _0"></span>onsolidowane <span class="_ _8"></span>sprawozdanie <span class="_ _0"></span>f<span class="_ _0"></span>inansowe <span class="_ _8"></span>z<span class="_ _1"></span>a <span class="_ _8"></span>okres <span class="_ _8"></span>12 <span class="_ _0"></span>miesi<span class="_ _0"></span><span class="ls1">ę-</span></span></span></div><div class="t m0 xc h6 y192 ff4 fs2 fc0 sc0 ls0 ws0">cy <span class="_ _0"></span>zak<span class="_ _0"></span>ończony <span class="_ _0"></span>31 <span class="_ _8"></span>grudnia <span class="_ _0"></span>20<span class="ff3">23<span class="_ _0"></span> <span class="_ _0"></span></span>roku, <span class="_ _8"></span>które <span class="_ _0"></span>dnia <span class="_ _8"></span><span class="ff3">26 <span class="_ _0"></span>kwietnia <span class="_ _8"></span><span class="lse">20<span class="_ _1"></span><span class="ls0">24 <span class="_ _8"></span><span class="ff4">roku <span class="_ _0"></span>zostało <span class="_ _8"></span>przez <span class="_ _0"></span>Zarząd <span class="_ _8"></span>zatwie</span><span class="ls10">r-</span></span></span></span></div><div class="t m0 xc h6 y193 ff3 fs2 fc0 sc0 ls0 ws0">dzone do publik<span class="_ _0"></span>acji. </div><div class="t m0 x4f he y194 ff2 fs4 fc0 sc0 lsd ws0">4.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Zmiana szacun<span class="_ _1"></span>ków<span class="ff2"> </span>i korekta błędów<span class="ff2"> </span></span></span></div><div class="t m0 xc h6 y195 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>okresie <span class="_ _8"></span>spra<span class="ff4">wozdawczym<span class="_ _0"></span> <span class="_ _0"></span>nie <span class="_ _8"></span>wystąpiły <span class="_ _8"></span>z<span class="_ _1"></span>mia<span class="_ _0"></span>ny <span class="_ _0"></span>me<span class="_ _0"></span>tody <span class="_ _0"></span>ust<span class="_ _0"></span>alania <span class="_ _0"></span>s<span class="_ _0"></span>zacunków <span class="_ _8"></span>w <span class="_ _0"></span>por<span class="_ _0"></span>ównaniu <span class="_ _8"></span>do <span class="_ _0"></span>z<span class="_ _8"></span><span class="ff3 ls1">a-</span></span></div><div class="t m0 xc h6 y196 ff4 fs2 fc0 sc0 ls0 ws0">łożeń prezentowan<span class="_ _0"></span>ych w sprawozdaniu finansow<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _0"></span>za rok zakońc<span class="_ _0"></span>zony 31 grudnia 20<span class="_ _0"></span><span class="ff3">22 rok<span class="_ _0"></span>u. </span></div><div class="t m0 xc h6 y197 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">10<span class="ls0"> </span></div><div class="t m0 x4f he y128 ff2 fs4 fc0 sc0 lsd ws0">5.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Sezono<span class="_ _1"></span>w<span class="_ _0"></span>ość dz<span class="_ _1"></span>iałalności<span class="ff2"> </span></span></span></div><div class="t m0 xc hb y198 ff4 fs2 fc0 sc0 ls0 ws0">Działalność Spółk<span class="_ _0"></span>i nie ma charak<span class="_ _0"></span>teru sezonowego, <span class="_ _0"></span>zatem <span class="_ _0"></span>przedstawiane w<span class="_ _0"></span>yniki Spółki nie odnot<span class="_ _0"></span>owują </div><div class="t m0 xc h6 y199 ff4 fs2 fc0 sc0 ls0 ws0">istotnych wahań <span class="_ _0"></span>w trakcie roku.<span class="ff3"> </span></div><div class="t m0 x4f he y19a ff2 fs4 fc0 sc0 lsd ws0">6.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Istotne <span class="_ _8a"> </span>wartości <span class="_ _8a"> </span>oparte <span class="_ _8b"> </span>na <span class="_ _8a"> </span>profesjonalny<span class="_ _1"></span>m <span class="_ _8b"> </span>osądzie <span class="ff2"> </span></span></span></div><div class="t m0 x51 he y19b ff2 fs4 fc0 sc0 ls0 ws0">i szacunkach </div><div class="t m0 x52 hf y19c ff2 fs5 fc0 sc0 ls0 ws0">6.1. <span class="_ _8c"> </span>Profesjonalny <span class="ff1">osąd</span> </div><div class="t m0 xc h6 y27 ff3 fs2 fc0 sc0 ls0 ws0">Przygotowanie <span class="_ _8d"></span>sprawo<span class="_ _0"></span>zdania <span class="_ _8d"></span>finansowego <span class="_ _8d"> </span><span class="ff4">Sp<span class="_ _0"></span>ółki <span class="_ _8d"> </span>wymaga <span class="_ _8d"> </span>od <span class="_ _8d"> </span>kierownictwa <span class="_ _8d"> </span>w<span class="_ _0"></span>ydania <span class="_ _8d"> </span>opinii, <span class="_ _8d"> </span>oszac</span><span class="ls1">o-</span></div><div class="t m0 xc h6 y19d ff4 fs2 fc0 sc0 ls0 ws0">wań <span class="_ _0"></span>i <span class="_ _0"></span>założeń, które <span class="_ _0"></span>wpł<span class="_ _0"></span>ywają na <span class="_ _0"></span>sum<span class="_ _0"></span>ę dochodów, <span class="_ _0"></span>wydatk<span class="_ _0"></span>ów, ak<span class="_ _0"></span>tywów i <span class="_ _0"></span>zobowiązań <span class="_ _0"></span>a tak<span class="_ _0"></span>że uj<span class="_ _0"></span>awni<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y19e ff4 fs2 fc0 sc0 ls0 ws0">nie <span class="_ _8d"> </span>zobowiązań <span class="_ _8d"> </span>warunkowych <span class="_ _8d"> </span>na <span class="_ _88"> </span>d<span class="_ _0"></span>zień <span class="_ _8d"> </span>przygotowania <span class="_ _8d"> </span>sprawozdania. <span class="_ _8d"> </span>Jednakże, <span class="_ _8d"> </span>niepewność<span class="_ _8"></span><span class="ff3"> <span class="_ _88"></span>co <span class="_ _8d"></span>do </span></div><div class="t m0 xc hb y19f ff4 fs2 fc0 sc0 ls0 ws0">tych <span class="_ _8"></span>założeń <span class="_ _88"></span>i <span class="_ _8"></span>ocen<span class="_ _0"></span> <span class="_ _8"></span>może <span class="_ _88"></span>prowadzić <span class="_ _8"></span>do<span class="_ _0"></span> <span class="_ _8"></span>wprowadzeni<span class="_ _0"></span>a <span class="_ _8"></span>istotn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>k<span class="_ _0"></span>orekt <span class="_ _88"></span>aktywów <span class="_ _8"></span>l<span class="_ _0"></span>u<span class="_ _0"></span>b/i <span class="_ _8"></span>zobowiązań <span class="_ _88"></span>w </div><div class="t m0 xc h6 y1a0 ff4 fs2 fc0 sc0 ls0 ws0">przyszłych okresac<span class="_ _0"></span>h.<span class="ff3">  </span></div><div class="t m0 xc h4 y1a1 ff1 fs2 fc0 sc0 ls0 ws0">Opinie inne niż oszacow<span class="_ _0"></span>ania<span class="ff2"> </span></div><div class="t m0 xc hb y1a2 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>procesie <span class="_ _0"></span>stosowania <span class="_ _8"></span>polity<span class="_ _1"></span>ki <span class="_ _8"></span>księgowej <span class="_ _0"></span>Spółk<span class="_ _0"></span>i, <span class="_ _0"></span>kierownict<span class="_ _0"></span>wo <span class="_ _0"></span>dokonało <span class="_ _8"></span>następujących <span class="_ _0"></span>oce<span class="_ _0"></span>n, <span class="_ _0"></span>które <span class="_ _8"></span>w </div><div class="t m0 xc h6 y1a3 ff4 fs2 fc0 sc0 ls0 ws0">najbardziej znac<span class="_ _0"></span>zący sposób wpłynęły na sum<span class="_ _0"></span>y ujęte w sprawozdaniu finanso<span class="_ _0"></span>wy<span class="_ _1"></span>m<span class="_ _8"></span><span class="ff3">: </span></div><div class="t m0 xc h58 y1a4 ff12 fs2 fc0 sc0 ls0 ws0">Leasing operacyjny <span class="_ _0"></span><span class="ff13">–</span> <span class="ff13">Spółka jako wynaj<span class="_ _0"></span>mujący</span> </div><div class="t m0 xc hb y1a5 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>dokonuje <span class="_ _0"></span>klas<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>acji <span class="_ _0"></span>leasingu <span class="_ _8"></span>jako <span class="_ _8"></span>op<span class="_ _1"></span>erac<span class="_ _0"></span>y<span class="_ _1"></span>jnego <span class="_ _8"></span>lub <span class="_ _0"></span>finanso<span class="_ _0"></span>wego <span class="_ _0"></span>w <span class="_ _8"></span>oparciu <span class="_ _0"></span>o <span class="_ _8"></span>ocenę, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>jakim </div><div class="t m0 xc hb y1a6 ff4 fs2 fc0 sc0 ls0 ws0">zakresie ryzyko <span class="_ _0"></span>i pożytki z tytułu posi<span class="_ _0"></span>adania przedm<span class="_ _0"></span>iotu leasingu przypadają <span class="_ _0"></span>w udziale leasi<span class="_ _0"></span>ngodawcy, </div><div class="t m0 xc h6 y1a7 ff3 fs2 fc0 sc0 ls0 ws0">a w jakim leasingo<span class="ff4">b<span class="_ _0"></span>iorcy. Ocena ta opiera s<span class="_ _0"></span>ię na treści ekonom<span class="_ _0"></span>icznej każdej transak<span class="_ _0"></span>cji.</span> </div><div class="t m0 xc h6 y1a8 ff3 fs2 fc0 sc0 ls0 ws0">  </div><div class="t m0 x52 hf y1a9 ff2 fs5 fc0 sc0 ls0 ws0">6.2. <span class="_ _8c"> </span><span class="ff1">Niepewność szacunków</span> </div><div class="t m0 xc hb y1aa ff4 fs2 fc0 sc0 ls0 ws0">Poniżej <span class="_ _88"></span>omówiono <span class="_ _88"></span>podsta<span class="_ _0"></span>wowe <span class="_ _8"></span>zało<span class="_ _0"></span>żenia <span class="_ _8"></span>d<span class="_ _0"></span>otyczące <span class="_ _8"></span>pr<span class="_ _0"></span>zyszłości <span class="_ _88"></span>i <span class="_ _88"></span>inne <span class="_ _8"></span>k<span class="_ _0"></span>luczowe <span class="_ _88"></span>źródła <span class="_ _88"></span>niepewnoś<span class="_ _0"></span>ci </div><div class="t m0 xc hb y1ab ff4 fs2 fc0 sc0 ls0 ws0">występujące <span class="_ _8d"> </span>na <span class="_ _88"></span>d<span class="_ _0"></span>zień <span class="_ _88"></span>b<span class="_ _0"></span>ilansowy, <span class="_ _8d"> </span>z<span class="_ _1"></span> <span class="_ _8d"> </span>którymi <span class="_ _8d"> </span>związane <span class="_ _8e"> </span>jest <span class="_ _8e"> </span>istotne <span class="_ _8e"> </span>r<span class="_ _0"></span>yzyko<span class="_ _0"></span> <span class="_ _8e"> </span>znaczącej<span class="_ _0"></span> <span class="_ _88"></span>korek<span class="_ _0"></span>ty<span class="_ _1"></span> <span class="_ _8e"> </span>war<span class="_ _0"></span>tości </div><div class="t m0 xc h6 y1ac ff4 fs2 fc0 sc0 ls0 ws0">bilansowych akt<span class="_ _0"></span>ywów i<span class="ff3"> </span>zobowiąza<span class="_ _0"></span>ń w następnym rok<span class="_ _0"></span>u finansowym.<span class="ff3"> </span></div><div class="t m0 xc h59 y1ad ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h59 y1ae ff5 fs2 fc0 sc0 ls0 ws0">Utrata wartości aktywów<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xc h6 y1af ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>ocen<span class="_ _0"></span>iła <span class="_ _8"></span>na<span class="_ _0"></span> <span class="_ _8"></span>dzień <span class="_ _8"></span>bi<span class="_ _0"></span>lansowy <span class="_ _88"></span><span class="ff3">ryzyko <span class="_ _88"></span>potencjal<span class="_ _0"></span>nej <span class="_ _8"></span></span>utrat<span class="_ _0"></span>y <span class="_ _8"></span>wartości <span class="_ _88"></span>posiadanych <span class="_ _88"></span>inwest<span class="_ _0"></span>y<span class="_ _1"></span>cji <span class="_ _88"></span>w <span class="_ _8"></span>je<span class="_ _0"></span><span class="ff3 ls1">d-</span></div><div class="t m0 xc h6 y1b0 ff4 fs2 fc0 sc0 ls0 ws0">nostki zależne.<span class="ff3"> </span>Pr<span class="_ _0"></span>zyjęte za<span class="ff3">sad<span class="_ _0"></span>y<span class="_ _1"></span> ocen<span class="_ _0"></span>y opisano w noc<span class="_ _0"></span>ie <span class="ls1">9.</span>5 oraz 21<span class="lsf">.1.<span class="_ _0"></span></span> </span></div><div class="t m0 xc h6 y1b1 ff6 fs2 fc0 sc0 ls0 ws0">Podatki<span class="ff3"> </span></div><div class="t m0 xc hb y1b2 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _8d"> </span>przypadku <span class="_ _89"> </span>po<span class="_ _1"></span>datków <span class="_ _89"> </span>pojawiają <span class="_ _8d"> </span>się <span class="_ _89"> </span>wątpliwośc<span class="_ _0"></span>i, <span class="_ _8d"> </span>jeśli <span class="_ _89"> </span>chodzi <span class="_ _8d"> </span>o <span class="_ _89"> </span>i<span class="_ _1"></span>nterpret<span class="_ _0"></span>ację <span class="_ _8d"> </span>złożo<span class="_ _0"></span>nych <span class="_ _8d"> </span>przepisó<span class="_ _0"></span>w </div><div class="t m0 xc h6 y1b3 ff4 fs2 fc0 sc0 ls0 ws0">podatkowych, <span class="_ _8e"> </span>zmian <span class="_ _88"> </span>w <span class="_ _8e"> </span>prawie <span class="_ _88"></span>po<span class="_ _0"></span>datkowym <span class="_ _88"></span>oraz <span class="_ _88"></span>k<span class="_ _0"></span>wot <span class="_ _88"></span>i <span class="_ _88"> </span>term<span class="_ _0"></span>inów <span class="_ _88"></span>pr<span class="_ _0"></span>zysz<span class="_ _0"></span>łego <span class="_ _88"></span>dochodu <span class="_ _8e"> </span>do <span class="_ _88"></span>opod<span class="_ _0"></span>atk<span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y1b4 ff4 fs2 fc0 sc0 ls0 ws0">wania. S<span class="_ _0"></span>półka<span class="ff3"> <span class="_ _0"></span></span>tworzy rezer<span class="_ _0"></span>wy oparte <span class="_ _0"></span>na <span class="_ _0"></span>sensownych <span class="_ _0"></span>szacunkach <span class="_ _0"></span>dla m<span class="_ _0"></span>ożliwych <span class="_ _0"></span>konsekwencji <span class="_ _8"></span><span class="ff3">kontr<span class="ls1">o-</span></span></div><div class="t m0 xc h6 y1b5 ff3 fs2 fc0 sc0 ls11 ws0">li/<span class="ff4 ls0">aud<span class="_ _0"></span>ytów <span class="_ _89"> </span>pr<span class="_ _0"></span>zeprowadzonych  przez <span class="_ _8f"> </span>organ<span class="_ _0"></span>y <span class="_ _89"> </span>sk<span class="_ _0"></span>arbowe. <span class="_ _89"> </span>K<span class="_ _0"></span>wota <span class="_ _8f"> </span>tych  rezerw <span class="_ _89"> </span>o<span class="_ _0"></span>parta <span class="_ _89"> </span>j<span class="_ _0"></span>est <span class="_ _89"> </span>n<span class="_ _0"></span>a <span class="_ _89"> </span>r<span class="_ _0"></span>óżnych </span></div><div class="t m0 xc h6 y1b6 ff3 fs2 fc0 sc0 ls0 ws0">czynnikach <span class="_ _8"></span>tak<span class="_ _0"></span>ich <span class="_ _8"></span>jak <span class="_ _88"></span>doradztwo <span class="_ _8"></span>renom<span class="_ _0"></span>owanych <span class="_ _8"></span>firm <span class="_ _8"></span>k<span class="_ _0"></span>onsultingowych,<span class="_ _0"></span> <span class="_ _8"></span><span class="ff4">doświadczenie <span class="_ _88"></span>z <span class="_ _8"></span></span>popr<span class="_ _0"></span>zednich </div><div class="t m0 xc h6 y1b7 ff3 fs2 fc0 sc0 ls0 ws0">kontroli <span class="_ _88"></span>podatk<span class="_ _0"></span>owy<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="lsf">, <span class="_ _8"></span></span><span class="ff4">ró<span class="_ _0"></span>żniących <span class="_ _8"></span>s<span class="_ _0"></span>ię <span class="_ _8"></span>interpret<span class="_ _0"></span>acji <span class="_ _88"></span></span>w<span class="_ _0"></span>ydanych <span class="_ _8"></span>pr<span class="_ _0"></span>zez <span class="_ _8"></span>org<span class="_ _0"></span>any <span class="_ _8"></span>pod<span class="_ _0"></span>atkowe. <span class="_ _88"></span>R<span class="ff4">ó<span class="_ _0"></span>żnice <span class="_ _8"></span>w <span class="_ _88"></span>i</span><span class="ls1">n-</span></div><div class="t m0 xc hb y1b8 ff4 fs2 fc0 sc0 ls0 ws0">terpretacji <span class="_ _0"></span>mogą <span class="_ _0"></span>powstawać<span class="_ _0"></span> <span class="_ _0"></span>na wie<span class="_ _0"></span>lu płas<span class="_ _0"></span>z<span class="_ _1"></span>c<span class="_ _0"></span>zyznach <span class="_ _0"></span>i <span class="_ _0"></span>przy wi<span class="_ _0"></span>elu spra<span class="_ _0"></span>wach <span class="_ _0"></span>w zależności<span class="_ _0"></span> od <span class="_ _0"></span>warunk<span class="_ _0"></span>ów </div><div class="t m0 xc h6 y1b9 ff4 fs2 fc0 sc0 ls0 ws0">dominując<span class="_ _0"></span>y<span class="_ _1"></span>ch w odn<span class="_ _0"></span>iesieniu<span class="ff3"> </span>do siedzib<span class="_ _0"></span>y Spółki<span class="ff3">. </span></div><div class="t m0 xc h59 y1ba ff6 fs2 fc0 sc0 ls0 ws0">Stawki amorty<span class="_ _0"></span>zacyjne </div><div class="t m0 xc h6 y1bb ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>yso<span class="_ _1"></span>kość<span class="_ _0"></span><span class="ff3"> s<span class="_ _0"></span>tawek amort<span class="_ _0"></span>yzacy<span class="_ _1"></span>jn<span class="_ _0"></span>ych ustalan<span class="_ _0"></span>a jest <span class="_ _0"></span>na <span class="_ _0"></span>podstawie <span class="_ _0"></span>przewid<span class="_ _0"></span>y<span class="_ _1"></span>wane<span class="_ _0"></span>go ok<span class="_ _0"></span>resu <span class="_ _0"></span>ekonomicznej </span></div><div class="t m0 xc h6 y1bc ff4 fs2 fc0 sc0 ls0 ws0">użyteczności <span class="_ _0"></span>sk<span class="_ _0"></span>ładników <span class="_ _0"></span>rzec<span class="_ _0"></span>zowego <span class="_ _0"></span>majątk<span class="_ _0"></span>u <span class="_ _0"></span>trwałego <span class="_ _0"></span>oraz <span class="_ _0"></span>wartośc<span class="_ _0"></span>i <span class="_ _0"></span>niematerialn<span class="_ _0"></span>y<span class="_ _1"></span>ch. <span class="_ _88"></span>Spółka<span class="ff3"> <span class="_ _8"></span>coroc<span class="ls12">z-</span></span></div><div class="t m0 xc h6 y1bd ff4 fs2 fc0 sc0 ls0 ws0">nie <span class="_ _0"></span>dok<span class="_ _0"></span>onuje <span class="_ _0"></span>wer<span class="_ _0"></span>y<span class="_ _1"></span>f<span class="_ _0"></span>ikacji <span class="_ _8"></span>pr<span class="_ _1"></span>zyjętych <span class="_ _8"></span>okresów <span class="_ _0"></span>e<span class="_ _0"></span>konom<span class="_ _0"></span>icznej <span class="_ _0"></span>użytec<span class="_ _0"></span>z<span class="_ _1"></span>nośc<span class="_ _0"></span>i <span class="_ _0"></span>na <span class="_ _8"></span>podstawie <span class="_ _0"></span>bieżąc<span class="_ _0"></span>ych <span class="_ _0"></span>s<span class="_ _0"></span>z<span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y1be ff4 fs2 fc0 sc0 ls0 ws0">cunków.<span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAWQCAIAAABMPFd3AAAACXBIWXMAABYlAAAWJQFJUiTwAAAWkklEQVR42u3WQQ0AAAjEMMC/58MGIa2EvVYFAAC3dRIVAAC4bCQAAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsEgAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYJAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8qwQAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAJ5VAgAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAzyoBAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAIBnlQAAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAwLNKAACAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWSUAAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsEgAA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAOBZAQDwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAAPCsAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYJAADwrAAA4FkBAPCsAADgWQEAwLMCAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQAAzwoAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAAA8KwAAnhUAADwrAACeFQAAPCsAAHhWAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAA4FkBAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgCAZwUAwLMCAIBnBQDAswIAgGcFAADPCgCAZwUAAM8KAACeFQAAzwoAAJ4VAADPCgAAnhUAADwrAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAA8KwAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDAswIA4FkBAMCzAgDgWQEAwLMCAIBnBQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAAJ4VAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAeFYAADwrAAB4VgAAPCsAAHhWAADwrAAAeFYAAPCsAADgWQEA8KwAAOBZAQDwrAAA4FkBAMCzAgDgWQEAwLMCAOBZAQDAswIAgGcFAMCzAgCAZwUAAM8KAIBnBQAAzwoAgGcFAADPCgAAnhUAAM8KAACeFQAAPCsAAJ4VAAA8KwAAnhUAADwrAAB4VgAAPCsAAHhWAAA8qwQAAHhWAAAAAIDXFtL4DhngWN4eAAAAAElFTkSuQmCC"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div><div class="t m0 x4f he y128 ff2 fs4 fc0 sc0 lsd ws0">7.<span class="ls0"> <span class="_ _87"> </span><span class="ff1">Podstawa spor<span class="_ _1"></span>ządzenia <span class="ff2">spra<span class="_ _1"></span>w<span class="_ _0"></span>ozd<span class="_ _1"></span>ania finanso<span class="_ _1"></span>w<span class="_ _0"></span>ego </span></span></span></div><div class="t m0 xc h6 y1bf ff4 fs2 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _0"></span>s<span class="_ _0"></span>prawozdanie <span class="_ _8"></span>finansowe <span class="_ _0"></span>zosta<span class="_ _0"></span>ło <span class="_ _0"></span>sporząd<span class="_ _0"></span>zone <span class="_ _0"></span>zgodnie <span class="_ _8"></span>z <span class="_ _0"></span>zasadą <span class="_ _8"></span>kosztu <span class="_ _8"></span>hi<span class="_ _1"></span>stor<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>zneg<span class="_ _0"></span><span class="ff3">o <span class="_ _8"></span>i <span class="_ _0"></span>jest </span></div><div class="t m0 xc h6 y1c0 ff4 fs2 fc0 sc0 ls0 ws0">przedstawione <span class="_ _0"></span>w <span class="_ _0"></span>złotych („<span class="_ _0"></span>PLN”), a <span class="_ _0"></span>wsz<span class="_ _0"></span>y<span class="_ _1"></span>stk<span class="_ _0"></span>ie wartośc<span class="_ _0"></span>i, o<span class="_ _0"></span><span class="ff3"> </span>ile <span class="_ _0"></span>nie <span class="_ _0"></span>wskazano <span class="_ _0"></span>inaczej, <span class="_ _0"></span>podane <span class="_ _0"></span>są <span class="_ _0"></span>w t<span class="_ _0"></span>y<span class="_ _1"></span>si<span class="_ _0"></span><span class="ls1">ą-</span></div><div class="t m0 xc h6 y1c1 ff3 fs2 fc0 sc0 ls0 ws0">cach PLN. </div><div class="t m0 xc hb y1c2 ff4 fs2 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _8d"> </span>s<span class="_ _0"></span>prawozdanie <span class="_ _89"> </span>finansowe <span class="_ _89"> </span>zostało <span class="_ _8d"> </span>spor<span class="_ _0"></span>ządzone <span class="_ _8d"> </span>pr<span class="_ _0"></span>zy <span class="_ _8d"> </span>zało<span class="_ _0"></span>żeniu <span class="_ _8d"> </span>k<span class="_ _0"></span>ontynuowania <span class="_ _89"> </span>działalności </div><div class="t m0 xc h6 y1c3 ff4 fs2 fc0 sc0 ls0 ws0">gospodarc<span class="_ _0"></span>z<span class="_ _1"></span>ej <span class="_ _88"></span>przez <span class="_ _8"></span>S<span class="_ _0"></span>półkę <span class="_ _88"></span>w <span class="_ _8"></span>dającej <span class="_ _88"></span>się <span class="_ _88"></span>przew<span class="_ _0"></span>idzieć <span class="_ _88"></span>przyszłości<span class="ff3"> <span class="_ _88"></span></span>(prze<span class="_ _0"></span>z<span class="_ _1"></span> <span class="_ _88"></span>co <span class="_ _88"></span>najm<span class="_ _0"></span>niej <span class="_ _8"></span>12 <span class="_ _88"></span>najbliższych </div><div class="t m0 xc h6 y1c4 ff4 fs2 fc0 sc0 ls0 ws0">miesięc<span class="_ _0"></span>y<span class="_ _1"></span> od dat<span class="_ _0"></span>y bilansowej)<span class="ff3">. </span></div><div class="t m0 xc h6 y1c5 ff4 fs2 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>wsk<span class="_ _0"></span>azuje, <span class="_ _0"></span>że spra<span class="_ _0"></span>wozdanie <span class="_ _0"></span>z <span class="_ _0"></span>sytuacji <span class="_ _0"></span>finans<span class="_ _0"></span>owej <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>31.12.20<span class="_ _0"></span><span class="ff3">2<span class="_ _0"></span>3 <span class="_ _0"></span>roku <span class="_ _0"></span>wykazuje<span class="_ _0"></span> <span class="_ _0"></span>nadwy</span><span class="ls13">ż-</span></div><div class="t m0 xc h6 y1c6 ff4 fs2 fc0 sc0 ls0 ws0">kę <span class="_ _89"> </span>zobowiązań <span class="_ _89"> </span>krótkoterm<span class="_ _0"></span>inowy<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _89"> </span>nad <span class="_ _89"> </span>aktywami <span class="_ _89"> </span>obrotowymi <span class="_ _89"> </span>w <span class="_ _89"> </span>wysokości  <span class="ff3">24.766 <span class="_ _89"> </span></span>tys. <span class="_ _89"> </span>PLN, <span class="_ _89"> </span>która </div><div class="t m0 xc h6 y1c7 ff4 fs2 fc0 sc0 ls0 ws0">wynika <span class="_ _8d"> </span>w <span class="_ _8e"> </span>głównej <span class="_ _8e"> </span>m<span class="_ _0"></span>ierze <span class="_ _8e"> </span>z <span class="_ _8e"> </span>kr<span class="_ _0"></span>ótkoterminowych <span class="_ _8e"> </span>płatnoś<span class="_ _0"></span>ci <span class="_ _8e"> </span>z <span class="_ _8e"> </span>tytułu <span class="_ _8d"> </span>weks<span class="_ _0"></span>li <span class="_ _88"></span>wobec <span class="_ _8e"> </span>j<span class="_ _0"></span>ednostek <span class="_ _89"> </span><span class="ff3">w <span class="_ _88"></span>ram<span class="_ _0"></span>ach </span></div><div class="t m0 xc h6 y1c8 ff3 fs2 fc0 sc0 ls0 ws0">Grupy <span class="_ _89"> </span><span class="ff4">K<span class="_ _0"></span>apitał</span>owej <span class="_ _89"> </span>23.<span class="_ _0"></span>886 <span class="_ _89"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>s.  PLN, <span class="_ _89"> </span><span class="ff4">pozostał<span class="_ _0"></span>y<span class="_ _1"></span>ch  zobowiązań <span class="_ _89"> </span>k<span class="_ _0"></span>rótkoterminowych  w<span class="_ _1"></span>obec <span class="_ _8f"> </span>jednostek </span></div><div class="t m0 xc h6 y1c9 ff4 fs2 fc0 sc0 ls0 ws0">wchodzących  w <span class="_ _89"> </span>sk<span class="_ _0"></span>ład <span class="_ _89"> </span>Grup<span class="_ _0"></span>y <span class="_ _89"> </span>Czer<span class="_ _0"></span>wona  <span class="ff3">Torebka  2.7<span class="ls1">32</span> <span class="_ _89"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>s.  PLN.  <span class="ff4">Zobowiązania</span>  wobec <span class="_ _89"> </span>jednos<span class="_ _0"></span>tek </span></div><div class="t m0 xc h6 y1ca ff4 fs2 fc0 sc0 ls0 ws0">wchodzących w sk<span class="_ _0"></span>ład Grupy Czerwona Torebk<span class="_ _0"></span>a m<span class="_ _0"></span>ogą zostać spłacone<span class="_ _0"></span><span class="ff3"> w dowolnym mom<span class="_ _0"></span>encie. </span></div><div class="t m0 xc hb y1cb ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _89"> </span>z <span class="_ _8d"> </span>racji <span class="_ _89"> </span>charakteru <span class="_ _89"> </span>spółki <span class="_ _8d"> </span>holdingowej<span class="_ _0"></span> <span class="_ _8d"> </span>pro<span class="_ _0"></span>wadzi <span class="_ _8d"> </span>d<span class="_ _0"></span>ziałalność <span class="_ _8d"> </span>op<span class="_ _0"></span>eracyjną <span class="_ _89"> </span>wyłącznie <span class="_ _8d"> </span>w <span class="_ _89"> </span>ramach </div><div class="t m0 xc h6 y1cc ff4 fs2 fc0 sc0 ls0 ws0">Grupy <span class="_ _0"></span>Kapitało<span class="_ _0"></span>wej. <span class="_ _0"></span><span class="ff3">Podobnie <span class="_ _8"></span>jak <span class="_ _0"></span>w <span class="_ _0"></span></span>latach <span class="_ _8"></span>poprzednich <span class="_ _0"></span>ważne <span class="_ _8"></span>ź<span class="_ _1"></span>ródł<span class="_ _0"></span>o <span class="_ _0"></span>finansowani<span class="_ _0"></span>a <span class="_ _0"></span>działalności <span class="_ _0"></span>Grup<span class="_ _0"></span>y </div><div class="t m0 xc hb y1cd ff4 fs2 fc0 sc0 ls0 ws0">będzie <span class="_ _8e"> </span>stan<span class="_ _0"></span>owiła <span class="_ _8e"> </span>regularn<span class="_ _0"></span>a <span class="_ _8e"> </span>spr<span class="_ _0"></span>zedaż <span class="_ _8e"> </span>nieruchom<span class="_ _0"></span>ości. <span class="_ _8e"> </span>W<span class="_ _0"></span> <span class="_ _8e"> </span>ocenie <span class="_ _8e"> </span>Zar<span class="_ _0"></span>ządu, <span class="_ _8e"> </span>podobnie <span class="_ _8e"> </span>j<span class="_ _0"></span>ak <span class="_ _8e"> </span>w <span class="_ _8d"> </span>m<span class="_ _0"></span>iniony<span class="_ _1"></span>c<span class="_ _0"></span>h </div><div class="t m0 xc h6 y1ce ff4 fs2 fc0 sc0 ls0 ws0">okresach, <span class="_ _0"></span>transak<span class="_ _0"></span>cje sprzedaży <span class="_ _0"></span>nieruchom<span class="_ _0"></span>ości, k<span class="_ _0"></span>tóre są <span class="_ _0"></span>jedn<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _0"></span>z <span class="_ _0"></span>największych <span class="_ _0"></span>pod <span class="_ _0"></span>względem <span class="_ _0"></span>wart<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y2d ff4 fs2 fc0 sc0 ls4 ws0">ści<span class="ff3 ls0"> <span class="ff4">ak<span class="_ _0"></span>ty<span class="_ _1"></span>wem<span class="_ _0"></span> Grup<span class="_ _0"></span>y<span class="_ _1"></span>, b<span class="_ _0"></span>ędą m<span class="_ _0"></span>iały<span class="_ _1"></span> <span class="_ _0"></span>pozytywn<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>wpływ <span class="_ _0"></span>na pr<span class="_ _0"></span>zepływy pienię<span class="_ _0"></span>żne. Zdaniem<span class="_ _0"></span> Zarządu <span class="_ _0"></span>należące </span></span></div><div class="t m0 xc hb y5c ff4 fs2 fc0 sc0 ls0 ws0">do <span class="_ _8e"> </span>G<span class="_ _0"></span>rupy <span class="_ _8d"> </span>nieruchom<span class="_ _0"></span>ości <span class="_ _8d"> </span>(w <span class="_ _8d"> </span>tym <span class="_ _8d"> </span>m.in. <span class="_ _8d"> </span>zgr<span class="_ _0"></span>omadzon<span class="_ _0"></span>y <span class="_ _8e"> </span>w <span class="_ _8d"> </span>popr<span class="_ _0"></span>zednich <span class="_ _8d"> </span>latach <span class="_ _8d"> </span>zna<span class="_ _0"></span>czący <span class="_ _8e"> </span>ba<span class="_ _0"></span>nk <span class="_ _8d"> </span>ziemsk<span class="_ _0"></span>i) </div><div class="t m0 xc h6 y1cf ff4 fs2 fc0 sc0 ls0 ws0">stanowią w<span class="_ _0"></span>y<span class="_ _1"></span>starc<span class="_ _0"></span>zające zaplecze m<span class="_ _0"></span>ajątku możliwego do spr<span class="_ _0"></span>zedaży i zapewni<span class="_ _0"></span>ającego pł<span class="_ _0"></span>ynność Grupy.<span class="ff3"> <span class="_ _0"></span> </span></div><div class="t m0 xc h6 y1d0 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hb y1d1 ff4 fs2 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>Spółk<span class="_ _0"></span>i <span class="_ _8"></span>przeprowadził <span class="_ _8"></span>an<span class="_ _0"></span>alizę <span class="_ _8"></span>ryzyk <span class="_ _8"></span>i <span class="_ _88"></span>zagrożeń <span class="_ _8"></span>natur<span class="_ _0"></span>y <span class="_ _8"></span>finansowej <span class="_ _8"></span>i <span class="_ _8"></span>oper<span class="_ _0"></span>acyjnej, <span class="_ _8"></span>k<span class="_ _0"></span>tóre <span class="_ _8"></span>mogłyby </div><div class="t m0 xc h6 y8c ff4 fs2 fc0 sc0 ls0 ws0">ujemnie wpł<span class="_ _0"></span>ywać na zdolność j<span class="_ _0"></span>ednostki do kontynuacji d<span class="_ _0"></span>ziałalności. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y1d2 ff4 fs2 fc0 sc0 ls0 ws0">Strata <span class="_ _8"></span>Spółk<span class="_ _0"></span>i <span class="_ _8"></span>wynika <span class="_ _8"></span>przede <span class="_ _8"></span>wszystk<span class="_ _0"></span>i<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>z <span class="_ _8"></span>naliczonych <span class="_ _8"></span>k<span class="_ _0"></span>osztów <span class="_ _8"></span>od<span class="_ _0"></span>setek <span class="_ _8"></span>od <span class="_ _8"></span>zobowiązań <span class="_ _8"></span>(k<span class="_ _0"></span>oszty <span class="_ _8"></span>fina<span class="ff3 ls1">n-</span></div><div class="t m0 xc hb y1d3 ff4 fs2 fc0 sc0 ls0 ws0">sowe). <span class="_ _8"></span>Nie <span class="_ _8"></span>m<span class="_ _0"></span>a <span class="_ _8"></span>to <span class="_ _8"></span>wpływu <span class="_ _8"></span>na <span class="_ _8"></span>kont<span class="_ _0"></span>ynuację <span class="_ _8"></span>działalności <span class="_ _8"></span>Spó<span class="_ _0"></span>łki, <span class="_ _8"></span>z <span class="_ _8"></span>uwagi <span class="_ _8"></span>na <span class="_ _8"></span>to, <span class="_ _88"></span>iż <span class="_ _8"></span>są <span class="_ _8"></span>to <span class="_ _8"></span>w <span class="_ _88"></span>w <span class="_ _8"></span>większości </div><div class="t m0 xc h6 y1d4 ff4 fs2 fc0 sc0 ls0 ws0">zobowiązania wobec <span class="_ _0"></span>podmiotów powiązan<span class="_ _0"></span>ych. <span class="ff3"> </span></div><div class="t m0 xc h6 y1d5 ff4 fs2 fc0 sc0 ls0 ws0">Biorąc <span class="_ _8"></span>pod <span class="_ _8"></span>u<span class="_ _0"></span>wagę <span class="_ _8"></span>powyższe <span class="_ _8"></span>Zarząd <span class="_ _8"></span>Spółk<span class="_ _0"></span>i <span class="_ _8"></span>nie <span class="_ _8"></span>stwierdza <span class="_ _8"></span>istnienia <span class="_ _8"></span>okolic<span class="_ _0"></span>zności <span class="_ _8"></span>wska<span class="_ _8"></span>zujących <span class="_ _8"></span>na <span class="_ _8"></span>z<span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y1d6 ff4 fs2 fc0 sc0 ls0 ws0">grożenie <span class="_ _88"></span>k<span class="_ _0"></span>ontynuowania <span class="_ _88"></span>działalności <span class="_ _88"></span>pr<span class="_ _0"></span>zez <span class="_ _88"></span>Spółkę, <span class="_ _88"></span>w <span class="_ _88"></span>zwią<span class="_ _0"></span>z<span class="_ _1"></span>k<span class="_ _0"></span>u <span class="_ _88"></span>z <span class="_ _8"></span>c<span class="_ _0"></span>zym <span class="_ _88"></span>sporządził <span class="_ _88"></span>niniej<span class="_ _0"></span>sze <span class="_ _8"></span>s<span class="_ _0"></span>prawo<span class="_ _0"></span><span class="ff3 ls13">z-</span></div><div class="t m0 xc h6 y1d7 ff4 fs2 fc0 sc0 ls0 ws0">danie <span class="_ _8"></span>finansowe <span class="_ _8"></span>przy <span class="_ _8"></span>założeniu <span class="_ _0"></span>k<span class="_ _0"></span>ontynuowania <span class="_ _8"></span>działalności <span class="_ _8"></span>gospodarczej <span class="_ _8"></span>przez <span class="_ _8"></span>Spółkę <span class="_ _8"></span>przez <span class="_ _0"></span>c<span class="_ _0"></span>o <span class="_ _8"></span>na<span class="_ _0"></span><span class="ff3 ls14">j-</span></div><div class="t m0 xc h6 y1d8 ff4 fs2 fc0 sc0 ls0 ws0">mniej 12 najbli<span class="_ _0"></span>ż<span class="_ _1"></span>s<span class="_ _0"></span>zych miesięcy.<span class="ff3"> <span class="_ _0"></span> </span></div><div class="t m0 x52 hf y1d9 ff2 fs5 fc0 sc0 ls0 ws0">7.1. <span class="_ _8c"> </span><span class="ff1">Oświadczenie o zgodności</span> </div><div class="t m0 xc h6 y1da ff4 fs2 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _88"></span>sprawozdanie <span class="_ _88"></span>fin<span class="_ _0"></span>ansowe <span class="_ _88"></span>zostało <span class="_ _8"></span>s<span class="_ _0"></span>porządzone <span class="_ _88"></span>zgodnie <span class="_ _88"></span>z <span class="_ _8d"> </span>zatwierdzon<span class="_ _0"></span>ymi <span class="_ _88"></span>przez <span class="_ _8"></span>Un<span class="_ _0"></span>ię <span class="_ _8"></span>Eur<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y1db ff4 fs2 fc0 sc0 ls0 ws0">pejską <span class="_ _a"> </span>Między<span class="_ _1"></span>narodo<span class="_ _0"></span>wy<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _90"> </span>Standardam<span class="_ _0"></span>i <span class="_ _90"> </span>S<span class="_ _1"></span>prawozdawc<span class="_ _0"></span>zości <span class="_ _90"> </span>Finansowej <span class="_ _90"> </span>(„MSSF”) <span class="_ _a"> </span>które<span class="ff3"> <span class="_ _90"> </span></span>obejmują </div><div class="t m0 xc hb y1dc ff4 fs2 fc0 sc0 ls0 ws0">standardy <span class="_ _0"></span>i <span class="_ _0"></span>interpret<span class="_ _0"></span>acje <span class="_ _0"></span>zaak<span class="_ _0"></span>ceptowane <span class="_ _0"></span>przez <span class="_ _0"></span>Radę <span class="_ _8"></span>Mi<span class="_ _1"></span>ęd<span class="_ _0"></span>zynarodowy<span class="_ _0"></span>ch <span class="_ _0"></span>Standa<span class="_ _0"></span>rdów R<span class="_ _0"></span>achunkowości </div><div class="t m0 xc h6 y1dd ff4 fs2 fc0 sc0 ls0 ws0">(„RMSR”) oraz Kom<span class="_ _0"></span>itet ds. Interpretacji Międ<span class="_ _0"></span>zynarodowej Sprawo<span class="_ _0"></span>zdawczości Finansowej („KI<span class="_ _0"></span>MSF”). <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y1de ff2 fs5 fc0 sc0 ls0 ws0">7.2. <span class="_ _8c"> </span>Waluta funkcjonalna i waluta sprawozdania finansowego </div><div class="t m0 xc hb y1df ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>alutą <span class="_ _0"></span>funkcjonalną <span class="_ _0"></span>Spó<span class="_ _0"></span>łki <span class="_ _0"></span>i <span class="_ _0"></span>wal<span class="_ _0"></span>utą <span class="_ _0"></span>sprawozdawc<span class="_ _0"></span>zą <span class="_ _0"></span>niniejs<span class="_ _0"></span>zego <span class="_ _0"></span>sprawozdania <span class="_ _8"></span>fin<span class="_ _0"></span>ansowego <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _0"></span>złoty </div><div class="t m0 xc h6 y1e0 ff3 fs2 fc0 sc0 ls0 ws0">polski.  </div><div class="t m0 x52 hf y1e1 ff2 fs5 fc0 sc0 ls0 ws0">7.3. <span class="_ _8c"> </span>Zmiany <span class="ff1">dotychczas stosowanych zasad rachunkowości</span> </div><div class="t m0 xc h6 y1e2 ff4 fs2 fc0 sc0 ls0 ws0">Zasady (polityka)<span class="_ _0"></span> rachunkowości zastoso<span class="_ _0"></span>wane do sporządzeni<span class="_ _0"></span>a niniejszego <span class="_ _0"></span><span class="ff3">spra<span class="_ _0"></span>wozdania </span>s<span class="_ _0"></span>ą spójne z<span class="_ _0"></span> </div><div class="t m0 xc hb y1e3 ff4 fs2 fc0 sc0 ls0 ws0">tymi, <span class="_ _0"></span>k<span class="_ _0"></span>tóre <span class="_ _8"></span>z<span class="_ _1"></span>astoso<span class="_ _0"></span>wano <span class="_ _8"></span>przy<span class="_ _1"></span> <span class="_ _8"></span>sporządzaniu <span class="_ _8"></span>sprawozdania <span class="_ _8"></span>finansowego <span class="_ _8"></span>za <span class="_ _0"></span>rok<span class="_ _0"></span> <span class="_ _8"></span>zak<span class="_ _0"></span>ończony <span class="_ _0"></span>w <span class="_ _8"></span>dniu <span class="_ _8"></span>31 </div><div class="t m0 xc h6 y1e4 ff3 fs2 fc0 sc0 ls0 ws0">grudnia <span class="_ _8"></span>2<span class="_ _0"></span>022 <span class="_ _8"></span>r<span class="_ _0"></span>oku<span class="ff4">, <span class="_ _88"></span>za <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>jątk<span class="_ _0"></span>iem <span class="_ _8"></span>zastoso<span class="_ _0"></span>wania <span class="_ _8"></span>zmian <span class="_ _88"></span>do <span class="_ _88"></span>standardó<span class="_ _0"></span>w <span class="_ _8"></span>oraz <span class="_ _88"></span>nowych <span class="_ _88"></span>interpret<span class="_ _0"></span>acji <span class="_ _8"></span>ob<span class="_ _8"></span><span class="ff3 ls1">o-</span></span></div><div class="t m0 xc h6 y1e5 ff4 fs2 fc0 sc0 ls0 ws0">wiązujących dla ok<span class="_ _0"></span>resów rocznych rozpoczynając<span class="_ _0"></span>ych się w dniu lub po 1 st<span class="_ _0"></span>ycznia 20<span class="_ _0"></span><span class="ff3">23 rok<span class="_ _0"></span>u: </span></div><div class="t m0 xc h6 y1e6 ff3 fs2 fc0 sc0 ls0 ws0">Nowy standard<span class="_ _0"></span> </div><div class="t m0 xc h6 y1e7 ff3 fs2 fc0 sc0 ls0 ws0">MSSF 17 Um<span class="_ _0"></span>owy ubezpieczeniowe (z <span class="_ _0"></span><span class="ff4">późniejsz<span class="_ _0"></span>y<span class="_ _1"></span>mi zm<span class="_ _0"></span>ianami do MSSF 17)<span class="ff3">. <span class="_ _0"></span>Nie dotyczy. </span></span></div><div class="t m0 xc h6 y1e8 ff4 fs2 fc0 sc0 ls0 ws0">MSR 1 Ujawnianie i<span class="_ _0"></span>nformacji dotycząc<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>zasad (polityki) rachunk<span class="_ _0"></span>owości<span class="_ _0"></span><span class="ff3">  </span></div><div class="t m0 xc h6 y1e9 ff4 fs2 fc0 sc0 ls0 ws0">MSR 8 Definicja <span class="_ _0"></span>wartości szacunkowych.<span class="_ _0"></span> Nie wystąpiły<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x53 y171 w1e h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">12<span class="ls0"> </span></div><div class="t m0 xc h6 y1ea ff4 fs2 fc0 sc0 ls0 ws0">MSR <span class="_ _8e"> </span>1<span class="_ _0"></span>2 <span class="_ _8e"> </span>Podatek<span class="_ _0"></span> <span class="_ _8e"> </span>odroc<span class="_ _0"></span>zony <span class="_ _8e"> </span>dot<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>zący <span class="_ _8e"> </span>akt<span class="_ _0"></span>ywów <span class="_ _8e"> </span>i <span class="_ _8d"> </span>zobowiązań <span class="_ _8d"> </span>z <span class="_ _8d"> </span>pojed<span class="_ _0"></span>ynczej <span class="_ _8e"> </span>tr<span class="_ _0"></span>ansakcji<span class="_ _0"></span><span class="ff3">. <span class="_ _8d"> </span>S</span>półka <span class="_ _8d"> </span>nie </div><div class="t m0 xc h6 y1eb ff4 fs2 fc0 sc0 ls0 ws0">odnotowała tak<span class="_ _0"></span>iej sytuacji.<span class="ff3">  </span></div><div class="t m0 xc h6 y1ec ff4 fs2 fc0 sc0 ls0 ws0">MSR 12 Międz<span class="_ _0"></span>y<span class="_ _1"></span>narod<span class="_ _0"></span>owa Reforma Podatk<span class="_ _0"></span>owa –<span class="ff3"> Mod<span class="_ _0"></span>elowe Zasady Filaru II.<span class="_ _0"></span> Nie dot<span class="_ _0"></span>y<span class="_ _1"></span>czy.<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y1ed ff4 fs2 fc0 sc0 ls0 ws0">MSR <span class="_ _0"></span>16 Zo<span class="_ _0"></span>bowiązanie <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>leasingu <span class="_ _0"></span>w <span class="_ _0"></span>transakcjach <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>i <span class="_ _0"></span>leasingu <span class="_ _0"></span>zwrotnego<span class="_ _8"></span><span class="ff3">. Ni<span class="_ _0"></span>e w<span class="_ _0"></span>yst</span><span class="lse">ęp<span class="ff3 ls1">u-</span></span></div><div class="t m0 xc h6 y6 ff3 fs2 fc0 sc0 ls0 ws0">je. </div><div class="t m0 x4f he y1ee ff2 fs4 fc0 sc0 lsd ws0">8.<span class="ls0"> <span class="_ _87"> </span>Nowe <span class="_ _91"> </span>standardy<span class="_ _1"></span> <span class="_ _91"> </span>i <span class="_ _91"> </span>interpretacje, <span class="_ _91"> </span><span class="ff1">które <span class="_ _91"> </span>zostały<span class="_ _1"></span> <span class="_ _91"> </span>opubli<span class="ff2">kowane,  </span></span></span></div><div class="t m0 x51 he y1ef ff1 fs4 fc0 sc0 ls0 ws0">a nie <span class="_ _1"></span>w<span class="_ _0"></span>eszły<span class="_ _1"></span> jeszcze w ży<span class="_ _1"></span>cie<span class="ff2"> </span></div><div class="t m0 xc hb y1f0 ff4 fs2 fc0 sc0 ls0 ws0">Następujące standard<span class="_ _0"></span>y i interpretacje został<span class="_ _0"></span>y wydane przez Radę Międ<span class="_ _0"></span>zynarodowych Standard<span class="_ _0"></span>ów </div><div class="t m0 xc hb y1f1 ff4 fs2 fc0 sc0 ls0 ws0">Rachunkowości lub <span class="_ _0"></span>Komitet ds. Interpretacj<span class="_ _0"></span>i Międzynarodowej Spra<span class="_ _0"></span>wozdawczości Finanso<span class="_ _0"></span>wej, a nie </div><div class="t m0 xc h6 y1f2 ff4 fs2 fc0 sc0 ls0 ws0">weszły jeszcze w <span class="_ _0"></span>życie:<span class="ff3"> </span></div><div class="t m0 xc h6 y1cc ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y1f3 ff4 fs2 fc0 sc0 ls0 ws0">MSR <span class="_ _8"></span>1 <span class="_ _8"></span>Klasyfik<span class="_ _0"></span>acja <span class="_ _8"></span>zobowiązań <span class="_ _8"></span>jak<span class="_ _0"></span>o <span class="_ _8"></span>krótkoterminowe <span class="_ _8"></span>lub <span class="_ _8"></span>dł<span class="_ _0"></span>ugoterminowe <span class="_ _8"></span>ora<span class="_ _0"></span>z <span class="_ _8"></span>zobowiązania <span class="_ _8"></span>dług<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y1f4 ff4 fs2 fc0 sc0 ls0 ws0">terminowe zawieraj<span class="_ _0"></span>ące kowenanty<span class="ff3"> - <span class="_ _0"></span>po 1 stycznia 2024<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y1f5 ff4 fs2 fc0 sc0 ls0 ws0">MSR <span class="_ _88"></span>7 <span class="_ _8e"> </span>i <span class="_ _88"></span>M<span class="_ _0"></span>SSF <span class="_ _88"></span>7 <span class="_ _88"></span>Uj<span class="_ _0"></span>awnianie <span class="_ _8e"> </span>inform<span class="_ _0"></span>acji: <span class="_ _88"></span>Umowy <span class="_ _88"></span>fina<span class="_ _0"></span>nsowania <span class="_ _8e"> </span>zobowiązań <span class="_ _8e"> </span>wobec <span class="_ _8e"> </span>dostawców<span class="_ _0"></span><span class="ff3">- <span class="_ _8e"></span>po <span class="_ _8e"></span>1 </span></div><div class="t m0 xc h6 y1f6 ff3 fs2 fc0 sc0 ls0 ws0">stycznia 2024<span class="_ _0"></span> </div><div class="t m0 xc h6 y1f7 ff4 fs2 fc0 sc0 ls0 ws0">MSR 21 Brak m<span class="_ _0"></span>ożliwości wy<span class="_ _1"></span>m<span class="_ _0"></span>iany walut<span class="_ _0"></span><span class="ff3"> - po 1 st<span class="_ _0"></span>y<span class="_ _1"></span>czni<span class="_ _0"></span>a 2025 </span></div><div class="t m0 xc h6 y1f8 ff4 fs2 fc0 sc0 ls0 ws0">MSR <span class="_ _8"></span>28 <span class="_ _8"></span>i <span class="_ _8"></span>MSSF <span class="_ _8"></span>10 <span class="_ _8"></span>T<span class="_ _0"></span>ransakcje <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>lub<span class="_ _0"></span> <span class="_ _8"></span>wniesienia <span class="_ _8"></span>akt<span class="_ _0"></span>ywów <span class="_ _8"></span>pomiędzy <span class="_ _8"></span>inwestorem<span class="_ _0"></span> <span class="_ _8"></span>a <span class="_ _8"></span>jego <span class="_ _8"></span>je<span class="_ _8"></span><span class="ff3 ls1">d-</span></div><div class="t m0 xc h6 y1f9 ff4 fs2 fc0 sc0 ls0 ws0">nostką stowarzyszo<span class="_ _0"></span>ną lub wspólnym przedsię<span class="_ _0"></span>wzięciem<span class="_ _0"></span><span class="ff3"> - po 1 stycznia 2025<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y1fa ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y1fb ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8e"> </span>nie <span class="_ _88"></span>zdec<span class="_ _0"></span>ydowała <span class="_ _88"></span>s<span class="_ _0"></span>ię<span class="ff3"> <span class="_ _8e"></span></span>na <span class="_ _8e"> </span>wcześniejs<span class="_ _0"></span>z<span class="_ _1"></span>e <span class="_ _8e"> </span>zastoso<span class="_ _0"></span>wanie <span class="_ _88"></span>żadneg<span class="_ _0"></span>o <span class="_ _88"></span>innego <span class="_ _8e"> </span>sta<span class="_ _0"></span>ndardu, <span class="_ _88"></span>interpre<span class="_ _0"></span>tacji </div><div class="t m0 xc hb y1fc ff4 fs2 fc0 sc0 ls0 ws0">lub <span class="_ _0"></span>zm<span class="_ _0"></span>iany, <span class="_ _0"></span>która <span class="_ _8"></span>została <span class="_ _0"></span>opublikowana,<span class="_ _0"></span> <span class="_ _0"></span>lecz <span class="_ _8"></span>nie <span class="_ _0"></span>weszła <span class="_ _8"></span>do<span class="_ _1"></span>t<span class="_ _0"></span>ychczas <span class="_ _0"></span>w <span class="_ _0"></span>ż<span class="_ _0"></span>ycie <span class="_ _0"></span>w <span class="_ _0"></span>ś<span class="_ _0"></span>wietle <span class="_ _0"></span>pr<span class="_ _0"></span>zepisów <span class="_ _0"></span>Unii </div><div class="t m0 xc h6 y1fd ff3 fs2 fc0 sc0 ls0 ws0">Europejsk<span class="_ _0"></span>iej. </div><div class="t m0 x4f he y1fe ff2 fs4 fc0 sc0 lsd ws0">9.<span class="ls0"> <span class="_ _87"> </span>Istotne zasady<span class="_ _1"></span> <span class="ff1">rachunko<span class="_ _1"></span>w<span class="_ _0"></span>ości<span class="ff2"> </span></span></span></div><div class="t m0 x52 hf y1ff ff2 fs5 fc0 sc0 ls0 ws0">9.1. <span class="_ _8c"> </span><span class="ff1">Przeliczanie pozycji wyrażony<span class="_ _1"></span>ch w<span class="_ _0"></span> walucie o<span class="ff2">bcej </span></span></div><div class="t m0 xc h6 y200 ff4 fs2 fc0 sc0 ls0 ws0">Transakcje <span class="_ _8"></span>wy<span class="_ _1"></span>rażone <span class="_ _8"></span>w <span class="_ _0"></span>walutach <span class="_ _8"></span>innych <span class="_ _0"></span>niż <span class="_ _8"></span>pol<span class="_ _1"></span>sk<span class="_ _0"></span>i <span class="_ _0"></span>złoty <span class="_ _0"></span>są<span class="_ _0"></span> <span class="_ _0"></span>przeliczane <span class="_ _8"></span>na <span class="_ _0"></span>złote <span class="_ _8"></span>polskie <span class="_ _0"></span>przy <span class="_ _8"></span>z<span class="_ _1"></span>astos<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y18a ff4 fs2 fc0 sc0 ls0 ws0">waniu kursu obo<span class="_ _0"></span>wiązującego w dniu zawarcia<span class="_ _0"></span> transakcji.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y18b ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _8"></span>dzień <span class="_ _0"></span>bi<span class="_ _0"></span>lansowy <span class="_ _0"></span>ak<span class="_ _0"></span>tywa <span class="_ _8"></span>i <span class="_ _8"></span>z<span class="_ _1"></span>obowiązania <span class="_ _8"></span>pieniężne <span class="_ _8"></span>wyrażone <span class="_ _8"></span>w <span class="_ _8"></span>w<span class="_ _1"></span>alutach <span class="_ _8"></span>innych <span class="_ _8"></span>niż <span class="_ _0"></span>p<span class="_ _0"></span>olski <span class="_ _8"></span>złoty <span class="_ _0"></span>s<span class="_ _0"></span>ą<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y201 ff4 fs2 fc0 sc0 ls0 ws0">przeliczane <span class="_ _8"></span>na <span class="_ _8"></span>złote <span class="_ _8"></span>polsk<span class="_ _0"></span>ie <span class="_ _8"></span>przy <span class="_ _8"></span>zastosowaniu <span class="_ _8"></span>odpowiednio <span class="_ _8"></span>obo<span class="_ _0"></span>wiązującego <span class="_ _8"></span>na <span class="_ _8"></span>koniec <span class="_ _8"></span>okresu <span class="_ _8"></span>spr<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y202 ff4 fs2 fc0 sc0 ls0 ws0">wozdawczego <span class="_ _8e"> </span>średniego <span class="_ _8e"> </span>kursu <span class="_ _8e"> </span>ustalonego <span class="_ _8e"> </span>dla <span class="_ _8e"> </span>danej <span class="_ _8e"> </span>waluty <span class="_ _8e"> </span>przez <span class="_ _88"></span>N<span class="_ _0"></span>arodowy <span class="_ _8e"> </span>Bank <span class="_ _8e"> </span>Polski. <span class="_ _8e"> </span>Powstałe<span class="_ _0"></span> </div><div class="t m0 xc h6 y203 ff3 fs2 fc0 sc0 ls0 ws0">z <span class="ff4">przeliczenia <span class="_ _8e"> </span>ró<span class="_ _0"></span>żnice <span class="_ _88"></span>kurso<span class="_ _0"></span>we <span class="_ _88"></span>ujm<span class="_ _0"></span>owane <span class="_ _88"></span>są <span class="_ _8e"> </span>odpowi<span class="_ _0"></span>ednio <span class="_ _8e"> </span>w <span class="_ _88"> </span>po<span class="_ _0"></span>zycji <span class="_ _88"></span>pr<span class="_ _8"></span>zy<span class="_ _1"></span>chodó<span class="_ _0"></span>w <span class="_ _88"></span>(k<span class="_ _0"></span>osztów) <span class="_ _8e"> </span><span class="ff3">finans<span class="ls1">o-</span></span></span></div><div class="t m0 xc h6 y204 ff3 fs2 fc0 sc0 ls0 ws0">wych <span class="_ _8"></span>lub, <span class="_ _8"></span>w <span class="ff4">pr<span class="_ _0"></span>zypadkach <span class="_ _8"></span>określon<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>zasadami <span class="_ _8"></span>(polityką) <span class="_ _8"></span>rachunk<span class="_ _0"></span>owości, <span class="_ _8"></span>kapitalizowane<span class="_ _0"></span> <span class="_ _8"></span>w <span class="_ _8"></span>wartości </span></div><div class="t m0 xc h6 y205 ff4 fs2 fc0 sc0 ls0 ws0">aktywów. <span class="_ _8d"> </span>Ak<span class="_ _0"></span>tywa <span class="_ _8e"> </span>i<span class="ff3"> <span class="_ _0"></span></span>zobowiązania <span class="_ _8d"> </span>nie<span class="_ _0"></span>pieniężne <span class="_ _8d"> </span>ujm<span class="_ _0"></span>owane <span class="_ _8d"> </span>wedłu<span class="_ _0"></span>g <span class="_ _8e"> </span>k<span class="_ _0"></span>osztu <span class="_ _8d"> </span>historycznego<span class="_ _0"></span> <span class="_ _8d"> </span>wyrażone<span class="_ _0"></span><span class="ff3"> <span class="_ _8d"> </span><span class="ls15">w </span></span></div><div class="t m0 xc h6 y206 ff3 fs2 fc0 sc0 ls0 ws0">walucie <span class="_ _0"></span><span class="ff4">obcej <span class="_ _0"></span>są w<span class="_ _0"></span>y<span class="_ _1"></span>kaz<span class="_ _0"></span>ywane po <span class="_ _0"></span>kursie <span class="_ _0"></span>hist<span class="_ _0"></span>orycznym <span class="_ _0"></span>z dnia <span class="_ _0"></span>transak<span class="_ _0"></span>cji. Akt<span class="_ _0"></span>ywa i <span class="_ _0"></span>zobowiązania n<span class="_ _0"></span>iepi<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></div><div class="t m0 xc h6 y207 ff4 fs2 fc0 sc0 ls0 ws0">niężne <span class="_ _8d"> </span>ujm<span class="_ _0"></span>owane <span class="_ _8d"> </span>według <span class="_ _89"> </span>wartości <span class="_ _8d"> </span>godziwej <span class="_ _89"> </span>wyrażonej <span class="_ _8d"> </span>w<span class="_ _0"></span><span class="ff3"> </span>walucie <span class="_ _89"> </span>obcej <span class="_ _8d"> </span>są <span class="_ _92"> </span>przeliczane <span class="_ _8d"> </span>p<span class="_ _0"></span>o <span class="_ _8d"> </span>kurs<span class="_ _0"></span>ie <span class="_ _8d"> </span>z </div><div class="t m0 xc h6 y208 ff4 fs2 fc0 sc0 ls0 ws0">dnia dokonania <span class="_ _0"></span>wyceny do wartości godziwej. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y209 ff4 fs2 fc0 sc0 ls0 ws0">Następujące kurs<span class="_ _0"></span>y zostały przyjęte dla potr<span class="_ _0"></span>zeb wyceny bilans<span class="_ _0"></span><span class="ff3">owej: </span></div><div class="c x54 y20a w1f h5a"><div class="t m0 x42 h5b y20b ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x55 y20a w20 h5a"><div class="t m0 x52 h5b y20b ffb fs2 fc0 sc0 ls0 ws0">31 grudnia 202<span class="_ _0"></span>3 </div></div><div class="c x56 y20a w21 h5a"><div class="t m0 x52 h5b y20b ffb fs2 fc0 sc0 ls0 ws0">31 grudnia 2022 </div></div><div class="c x4d y20a w22 h5a"><div class="t m0 x42 h5b y20b ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y20a w22 h5a"><div class="t m0 x42 h5b y20b ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y20c w1f h5a"><div class="t m0 x47 h5b y20b ffb fs2 fc0 sc0 ls0 ws0">USD </div></div><div class="c x55 y20c w20 h5a"><div class="t m0 x58 h5b y20b ffb fs2 fc0 sc0 ls16 ws0">3,9350<span class="ls0"> </span></div></div><div class="c x56 y20c w21 h5a"><div class="t m0 x58 h5b y20b ffb fs2 fc0 sc0 ls16 ws0">4,4018<span class="ls0"> </span></div></div><div class="c x4d y20c w22 h5a"><div class="t m0 x42 h5b y20b ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y20c w22 h5a"><div class="t m0 x42 h5b y20b ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x54 y20d w1f h5c"><div class="t m0 x47 h5b y20e ffb fs2 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x55 y20d w20 h5c"><div class="t m0 x58 h5b y20e ffb fs2 fc0 sc0 ls16 ws0">4,3480<span class="ls0"> </span></div></div><div class="c x56 y20d w21 h5c"><div class="t m0 x58 h5b y20e ffb fs2 fc0 sc0 ls16 ws0">4,6899<span class="ls0"> </span></div></div><div class="c x4d y20d w22 h5c"><div class="t m0 x42 h5b y20e ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x57 y20d w22 h5c"><div class="t m0 x42 h5b y20e ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 hf y20f ff2 fs5 fc0 sc0 ls0 ws0">9.2. <span class="_ _8c"> </span><span class="ff1">Rzeczowe aktywa trwałe</span> </div><div class="t m0 xc h6 y210 ff4 fs2 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _8"></span>akt<span class="_ _0"></span>ywa <span class="_ _8"></span>trwałe <span class="_ _8"></span>wykazywane <span class="_ _8"></span>są <span class="_ _88"></span>według <span class="_ _8"></span>ceny <span class="_ _8"></span>nab<span class="_ _0"></span>ycia/ <span class="_ _8"></span>kosztu <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>tworz<span class="_ _0"></span>enia <span class="_ _88"></span><span class="ff3">pom<span class="_ _0"></span>niejszonych </span></div><div class="t m0 xc h6 y211 ff3 fs2 fc0 sc0 ls0 ws0">o <span class="ff4">umorzenie <span class="_ _0"></span>ora<span class="_ _0"></span>z <span class="_ _0"></span>odpis<span class="_ _0"></span>y a<span class="_ _0"></span>ktualizujące <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _0"></span>utraty <span class="_ _8"></span>wartości. W<span class="_ _0"></span>artość <span class="_ _8"></span>po<span class="_ _1"></span>czątkowa <span class="_ _8"></span>środków <span class="_ _0"></span>trwałych </span></div><div class="t m0 xc hb y212 ff4 fs2 fc0 sc0 ls0 ws0">obejmuje <span class="_ _8f"> </span>ich <span class="_ _89"> </span>cenę <span class="_ _89"> </span>nabycia <span class="_ _89"> </span>powięk<span class="_ _0"></span>szoną <span class="_ _92"> </span>o  w<span class="_ _1"></span>sz<span class="_ _0"></span>y<span class="_ _1"></span>stk<span class="_ _0"></span>ie <span class="_ _92"> </span>k<span class="_ _0"></span>oszty <span class="_ _92"> </span>be<span class="_ _0"></span>zpośrednio <span class="_ _89"> </span>związane  z<span class="_ _1"></span> <span class="_ _89"> </span>zakupem<span class="_ _0"></span> <span class="_ _92"> </span>i </div><div class="t m0 xc h6 y213 ff4 fs2 fc0 sc0 ls0 ws0">przystosowaniem<span class="_ _0"></span> składnika <span class="_ _0"></span>majątku <span class="_ _0"></span>do stanu <span class="_ _0"></span>zdatnego do <span class="_ _0"></span>używania.<span class="_ _0"></span><span class="ff3"> </span>W<span class="_ _0"></span> sk<span class="_ _0"></span>ład kosztu wchodzi <span class="_ _0"></span>również </div><div class="t m0 xc hb y214 ff4 fs2 fc0 sc0 ls0 ws0">koszt <span class="_ _92"> </span>wymian<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _92"> </span>częśc<span class="_ _0"></span>i <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładowych <span class="_ _8d"> </span>m<span class="_ _0"></span>aszyn <span class="_ _92"> </span>i <span class="_ _92"> </span>urządze<span class="_ _0"></span>ń <span class="_ _8d"> </span>w <span class="_ _92"> </span>m<span class="_ _0"></span>omencie <span class="_ _8d"> </span>p<span class="_ _0"></span>oniesienia, <span class="_ _8d"> </span>j<span class="_ _0"></span>eśli <span class="_ _8d"> </span>spe<span class="_ _0"></span>łnione <span class="_ _8d"> </span>s<span class="_ _0"></span>ą </div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div><div class="t m0 xc h6 y215 ff3 fs2 fc0 sc0 ls0 ws0">kryteria <span class="_ _92"> </span>rozpoznan<span class="_ _0"></span>ia. <span class="_ _92"> </span><span class="ff4">Kos<span class="_ _0"></span>zty <span class="_ _8d"> </span>ponies<span class="_ _0"></span>ione <span class="_ _8d"> </span>po <span class="_ _89"> </span>dacie <span class="_ _92"> </span>oddan<span class="_ _0"></span>ia <span class="_ _8d"> </span>ś<span class="_ _0"></span>rodka <span class="_ _92"> </span>trwałego <span class="_ _92"> </span>do <span class="_ _89"> </span>uż<span class="_ _0"></span>y<span class="_ _1"></span>wania, <span class="_ _89"> </span>takie <span class="_ _92"> </span>jak<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y216 ff4 fs2 fc0 sc0 ls0 ws0">koszty konserwacji i na<span class="_ _0"></span>praw, obciąż<span class="_ _0"></span>ają zysk lub stratę w<span class="ff3"> m<span class="_ _0"></span>omencie ich ponies<span class="_ _0"></span>ienia.  </span></div><div class="t m0 xc hb y217 ff4 fs2 fc0 sc0 ls0 ws0">Środki <span class="_ _89"> </span>trwałe <span class="_ _8f"> </span>w <span class="_ _92"> </span>m<span class="_ _0"></span>omencie <span class="_ _89"> </span>ich <span class="_ _89"> </span>nab<span class="_ _0"></span>ycia <span class="_ _92"> </span>zostają <span class="_ _8f"> </span>podzielone <span class="_ _89"> </span>na <span class="_ _89"> </span>c<span class="_ _0"></span>zęści <span class="_ _89"> </span>sk<span class="_ _0"></span>ładowe <span class="_ _92"> </span>będące <span class="_ _89"> </span>po<span class="_ _0"></span>zycjami </div><div class="t m0 xc h6 y1c0 ff3 fs2 fc0 sc0 ls0 ws0">o <span class="ff4">istotnej <span class="_ _92"> </span>wartości, <span class="_ _8d"> </span>d</span>o <span class="_ _92"> </span><span class="ff4">k<span class="_ _0"></span>tóry<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _8d"> </span>można <span class="_ _8d"> </span>pr<span class="_ _0"></span>zyporządkować <span class="_ _92"> </span>odrębny <span class="_ _8d"> </span>ok<span class="_ _0"></span>res <span class="_ _8d"> </span>ekonom<span class="_ _0"></span>icznej <span class="_ _8e"> </span>u<span class="_ _0"></span>żyteczności. </span></div><div class="t m0 xc h6 y218 ff4 fs2 fc0 sc0 ls0 ws0">Częścią sk<span class="_ _0"></span>ładową są również koszty generaln<span class="_ _0"></span>y<span class="_ _1"></span>ch rem<span class="_ _0"></span>ontów. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc hb y219 ff4 fs2 fc0 sc0 ls0 ws0">Amort<span class="_ _0"></span>yz<span class="_ _1"></span>acja <span class="_ _92"> </span>j<span class="_ _0"></span>est <span class="_ _92"> </span>naliczana<span class="_ _0"></span> <span class="_ _92"> </span>metodą <span class="_ _92"> </span>l<span class="_ _0"></span>iniową <span class="_ _92"> </span>przez <span class="_ _89"> </span>szacowan<span class="_ _0"></span>y <span class="_ _8d"> </span>ok<span class="_ _0"></span>res <span class="_ _92"> </span>użytkowan<span class="_ _0"></span>ia <span class="_ _8d"> </span>d<span class="_ _0"></span>anego <span class="_ _92"> </span>sk<span class="_ _0"></span>ładnika </div><div class="t m0 xc h6 y21a ff4 fs2 fc0 sc0 ls0 ws0">aktywów, w<span class="_ _0"></span>y<span class="_ _1"></span>nosząc<span class="_ _0"></span>y:<span class="ff3"> </span></div><div class="t m0 xc h6 y21b ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x59 y21c w23 h5d"><div class="t m0 x5a h5e y21d ff2 fs3 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>y<span class="_ _1"></span>p </div></div><div class="c x5b y21c w24 h5d"><div class="t m0 x5c h5e y21d ff2 fs3 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x59 y21e w23 h5f"><div class="t m0 x5a h9 y21f ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5b y21e w24 h5f"><div class="t m0 x36 h9 y21f ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x59 y178 w23 h5f"><div class="t m0 x5a h9 y21f ff3 fs3 fc0 sc0 ls0 ws0">Budynki i budowle </div></div><div class="c x5b y178 w24 h5f"><div class="t m0 x5a h9 y21f ff3 fs3 fc0 sc0 ls5 ws0">10 <span class="ff4 ls0">–<span class="ff3"> 32 lata </span></span></div></div><div class="c x59 y220 w23 h5d"><div class="t m0 x3e h9 y221 ff4 fs3 fc0 sc0 ls0 ws0">Maszyny i urządzenia techniczne<span class="ff3"> </span></div></div><div class="c x5b y220 w24 h5d"><div class="t m0 x5d h9 y221 ff3 fs3 fc0 sc0 ls5 ws0">5 <span class="ff4 ls0">–<span class="ff3"> 10 <span class="ls17">lat</span> </span></span></div></div><div class="c x59 y222 w23 h5f"><div class="t m0 x5a h9 y21f ff4 fs3 fc0 sc0 ls0 ws0">Urządzenia biurowe<span class="ff3"> </span></div></div><div class="c x5b y222 w24 h5f"><div class="t m0 x5e h9 y21f ff3 fs3 fc0 sc0 ls5 ws0">5 <span class="ls17">lat<span class="ls0"> </span></span></div></div><div class="c x59 y223 w23 h5f"><div class="t m0 x5a h9 y21f ff4 fs3 fc0 sc0 ls0 ws0">Środki transportu<span class="ff3"> </span></div></div><div class="c x5b y223 w24 h5f"><div class="t m0 x30 h9 y21f ff3 fs3 fc0 sc0 ls0 ws0">2,55 <span class="ff4">–</span> <span class="ls5">5 </span>lat </div></div><div class="c x59 y1f2 w23 h60"><div class="t m0 x5a h9 y221 ff3 fs3 fc0 sc0 ls0 ws0">Komputery </div></div><div class="c x5b y1f2 w24 h60"><div class="t m0 x5f h9 y221 ff3 fs3 fc0 sc0 ls0 ws0">3,33 <span class="ls17">lat</span> </div></div><div class="c x59 y224 w23 h61"><div class="t m0 x5a h9 y21f ff4 fs3 fc0 sc0 ls0 ws0">Inwestycje w obcych środkach trwałych<span class="ff3"> </span></div></div><div class="c x5b y224 w24 h61"><div class="t m0 x5d h9 y21f ff3 fs3 fc0 sc0 ls5 ws0">5 <span class="ff4 ls0">–<span class="ff3"> 10 lat </span></span></div></div><div class="t m0 xc h6 y1a1 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hb y225 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artość <span class="_ _8d"> </span>końcową, <span class="_ _92"> </span>ok<span class="_ _0"></span>res <span class="_ _8d"> </span>u<span class="_ _0"></span>żytkowania <span class="_ _8d"> </span>ora<span class="_ _0"></span>z <span class="_ _8d"> </span>m<span class="_ _0"></span>etodę <span class="_ _92"> </span>am<span class="_ _0"></span>ortyzacji <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładni<span class="_ _1"></span>k<span class="_ _0"></span>ów <span class="_ _8d"> </span>ak<span class="_ _0"></span>tywów <span class="_ _92"> </span>weryfikuje <span class="_ _92"> </span>się </div><div class="t m0 xc h6 y226 ff3 fs2 fc0 sc0 ls0 ws0">corocznie, i <span class="_ _0"></span><span class="ff4">w razie konieczności –</span> k<span class="_ _0"></span>oryguje z efek<span class="_ _0"></span>te<span class="_ _1"></span>m<span class="_ _0"></span> od <span class="ff4">początku następne<span class="_ _0"></span>go </span>roku obrotowego<span class="_ _0"></span>. </div><div class="t m0 xc h6 y227 ff4 fs2 fc0 sc0 ls0 ws0">Dana <span class="_ _8"></span>pozycja <span class="_ _8"></span>rzeczowych <span class="_ _8"></span>aktywów <span class="_ _8"></span>trwałych <span class="_ _0"></span>m<span class="_ _0"></span>oże <span class="_ _8"></span>zostać <span class="_ _8"></span>usuni<span class="_ _1"></span>ęta <span class="_ _88"></span><span class="ff3">ze <span class="_ _8"></span>sprawozd<span class="_ _0"></span>ania <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>sytuacji <span class="_ _8"></span>fina<span class="ls1">n-</span></span></div><div class="t m0 xc h6 y228 ff3 fs2 fc0 sc0 ls0 ws0">sowej <span class="_ _0"></span>po <span class="_ _0"></span>dokonaniu j<span class="_ _0"></span>ej <span class="_ _0"></span>zbycia l<span class="_ _0"></span>ub w<span class="_ _0"></span> <span class="ff4">przypadk<span class="_ _0"></span>u, gd<span class="_ _0"></span>y nie <span class="_ _0"></span>są s<span class="_ _0"></span>podziewane <span class="_ _0"></span>żadne <span class="_ _0"></span>ekonomiczne <span class="_ _0"></span>korzyści </span></div><div class="t m0 xc h6 y229 ff4 fs2 fc0 sc0 ls0 ws0">wynikające <span class="_ _88"> </span>z<span class="ff3"> </span>da<span class="_ _0"></span>lszego <span class="_ _8"></span>u<span class="_ _0"></span>żytkowania <span class="_ _88"></span>takiego <span class="_ _88"></span>s<span class="_ _0"></span>kładnika <span class="_ _88"></span>akt<span class="_ _0"></span>yw<span class="_ _1"></span>ów. <span class="_ _8"></span>W<span class="_ _8"></span>sz<span class="_ _1"></span>elkie <span class="_ _88"></span>z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>i <span class="_ _8"></span>lub <span class="_ _88"></span>strat<span class="_ _0"></span>y <span class="_ _8e"> </span>wynik<span class="_ _0"></span>łe <span class="_ _88"></span>ze </div><div class="t m0 xc h6 y22a ff4 fs2 fc0 sc0 ls0 ws0">sprzedaży, <span class="_ _8d"> </span>likwidacji <span class="_ _8d"> </span>lub <span class="_ _8d"> </span>zaprzestan<span class="_ _0"></span>ia <span class="_ _8e"> </span>użytkowani<span class="_ _0"></span>a <span class="_ _8e"> </span>środk<span class="_ _0"></span>ów <span class="_ _8e"> </span>trwał<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8d"> </span>są <span class="_ _8e"> </span>ok<span class="_ _0"></span>reślane <span class="_ _8e"> </span>jak<span class="_ _0"></span>o <span class="_ _8e"> </span>róznica <span class="_ _8d"> </span>p<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y22b ff4 fs2 fc0 sc0 ls0 ws0">między <span class="_ _8"></span>pr<span class="_ _0"></span>zychodami <span class="_ _88"></span>ze <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>a<span class="_ _0"></span> <span class="_ _8"></span>wartoscią<span class="_ _0"></span> <span class="_ _8"></span>netto <span class="_ _88"></span>tych <span class="_ _8"></span>środk<span class="_ _0"></span>ów. <span class="_ _8"></span>Te <span class="_ _88"></span>zyski <span class="_ _8"></span>i <span class="_ _88"></span>strat<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>ujm<span class="_ _0"></span>owan<span class="_ _1"></span>e <span class="_ _88"></span>sa <span class="_ _8"></span>w </div><div class="t m0 xc hb y22c ff4 fs2 fc0 sc0 ls0 ws0">wyniku <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>pozostałych <span class="_ _8"></span>przychodach <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _8"></span>kosztach <span class="_ _0"></span>o<span class="_ _0"></span>peracyjnych <span class="_ _8"></span>w <span class="_ _0"></span>m<span class="_ _0"></span>omencie <span class="_ _0"></span>pr<span class="_ _0"></span>zejęcia <span class="_ _8"></span>przez <span class="_ _0"></span>nabywcę </div><div class="t m0 xc h6 y22d ff3 fs2 fc0 sc0 ls0 ws0">kontr<span class="ff4">oli <span class="_ _8d"> </span>nad <span class="_ _8d"> </span>zbywan<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładnikiem <span class="_ _8d"> </span>rzeczowych <span class="_ _8d"> </span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów <span class="_ _8d"> </span>trwał<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8d"> </span>zgodni<span class="_ _0"></span>e <span class="_ _8d"> </span>z <span class="_ _8e"> </span>wymogam<span class="_ _0"></span>i <span class="_ _8e"> </span>MSSF <span class="_ _8d"> </span>15.<span class="_ _8"></span><span class="ff3"> </span></span></div><div class="t m0 xc hb y22e ff4 fs2 fc0 sc0 ls0 ws0">Kwotę <span class="_ _8"></span>wynagrodzenia <span class="_ _8"></span>w <span class="_ _8"></span>ram<span class="_ _0"></span>ach <span class="_ _0"></span>transak<span class="_ _0"></span>cji <span class="_ _8"></span>zby<span class="_ _1"></span>cia <span class="_ _8"></span>składnik<span class="_ _0"></span>a <span class="_ _8"></span>rzeczowych <span class="_ _8"></span>aktywów <span class="_ _8"></span>trwałych <span class="_ _8"></span>ustala <span class="_ _8"></span>się </div><div class="t m0 xc h6 y22f ff4 fs2 fc0 sc0 ls0 ws0">zgodnie z w<span class="_ _0"></span>y<span class="_ _1"></span>mogam<span class="_ _0"></span>i MSSF 15 dotycząc<span class="_ _0"></span>y<span class="_ _1"></span>mi us<span class="_ _0"></span>talania ceny transakc<span class="_ _0"></span>y<span class="_ _1"></span>jnej.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y230 ff3 fs2 fc0 sc0 ls0 ws0">Inwest<span class="_ _0"></span><span class="ff4">y<span class="_ _1"></span>cje <span class="_ _8"></span>rozpoczęte <span class="_ _8"></span>dotyczą <span class="_ _8"></span>środków <span class="_ _8"></span>trwałych <span class="_ _8"></span>będąc<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>w <span class="_ _8"></span>toku <span class="_ _8"></span>budowy <span class="_ _8"></span>lub <span class="_ _0"></span>m<span class="_ _0"></span>ontażu <span class="_ _8"></span>i <span class="_ _0"></span>są <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>kaz<span class="_ _8"></span><span class="ff3 ls12">y-</span></span></div><div class="t m0 xc h6 y231 ff4 fs2 fc0 sc0 ls0 ws0">wane <span class="_ _0"></span>według <span class="_ _0"></span>cen <span class="_ _0"></span>nab<span class="_ _0"></span>ycia <span class="_ _0"></span>lub <span class="_ _0"></span>kosztu <span class="_ _0"></span>wytwor<span class="_ _0"></span>zenia, p<span class="_ _0"></span>omniejs<span class="_ _0"></span>z<span class="_ _1"></span>on<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>o <span class="_ _0"></span>e<span class="_ _0"></span>wentualne <span class="_ _0"></span>odpisy <span class="_ _0"></span>z<span class="_ _8"></span><span class="ff3"> </span>tytułu utr<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y232 ff4 fs2 fc0 sc0 ls0 ws0">ty <span class="_ _8"></span>w<span class="_ _1"></span>artości. <span class="_ _8"></span>Środki <span class="_ _8"></span>trwałe <span class="_ _0"></span>w <span class="_ _8"></span>budowie <span class="_ _0"></span>n<span class="_ _0"></span>ie <span class="_ _0"></span>podleg<span class="_ _0"></span>ają <span class="_ _0"></span>am<span class="_ _0"></span>ortyzacji <span class="_ _0"></span>do <span class="_ _8"></span>czasu <span class="_ _8"></span>zak<span class="_ _0"></span>ończenia <span class="_ _0"></span>b<span class="_ _0"></span>udowy <span class="_ _0"></span>i <span class="_ _8"></span>prz<span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y233 ff4 fs2 fc0 sc0 ls0 ws0">kazania środk<span class="_ _0"></span>a trwałego do używania. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y234 ff2 fs5 fc0 sc0 ls0 ws0">9.3. <span class="_ _8c"> </span><span class="ff1">Wartości niematerialne</span> </div><div class="t m0 xc h6 y235 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artości <span class="_ _0"></span>niematerialne <span class="_ _8"></span>nabyte <span class="_ _8"></span>w <span class="_ _0"></span>oddzielnej <span class="_ _8"></span>transakcji <span class="_ _8"></span>lub <span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>twor<span class="_ _0"></span>zone <span class="_ _0"></span>(j<span class="_ _0"></span>eżeli <span class="_ _0"></span>spełniają <span class="_ _8"></span>kryteria <span class="_ _8"></span>rozp<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y236 ff4 fs2 fc0 sc0 ls0 ws0">znania <span class="_ _8d"> </span>dla <span class="_ _8e"> </span>k<span class="_ _0"></span>osztów <span class="_ _8e"> </span>prac<span class="_ _0"></span> <span class="_ _8e"> </span>ro<span class="_ _0"></span>zwojowych) <span class="_ _8d"> </span>wycenia <span class="_ _8e"> </span>s<span class="_ _0"></span>ię <span class="_ _8e"> </span>pr<span class="_ _0"></span>zy <span class="_ _8e"> </span>poc<span class="_ _0"></span>z<span class="_ _1"></span>ątk<span class="_ _0"></span>owym <span class="_ _8d"> </span>ujęc<span class="_ _0"></span><span class="ff3">iu <span class="_ _8d"></span>odpowiednio <span class="_ _8d"> </span>w <span class="_ _8d"> </span>cenie </span></div><div class="t m0 xc h6 y237 ff4 fs2 fc0 sc0 ls0 ws0">nabycia <span class="_ _8"></span>lub <span class="_ _0"></span>k<span class="_ _0"></span>oszcie <span class="_ _0"></span>w<span class="_ _0"></span>ytworzenia. <span class="_ _8"></span>Cena <span class="_ _0"></span>n<span class="_ _0"></span>abycia <span class="_ _8"></span>wartości <span class="_ _0"></span>ni<span class="_ _0"></span>ematerialnych <span class="_ _8"></span>nabytych <span class="_ _8"></span>w<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>transakcji <span class="_ _8"></span>po<span class="_ _1"></span>ł<span class="ls1">ą-</span></div><div class="t m0 xc h6 y238 ff4 fs2 fc0 sc0 ls0 ws0">czenia <span class="_ _0"></span>j<span class="_ _0"></span>ednostek <span class="_ _8"></span>jest <span class="_ _0"></span>równa <span class="_ _8"></span>ich <span class="_ _0"></span>wartośc<span class="_ _0"></span>i <span class="_ _0"></span>godziwej<span class="_ _0"></span> <span class="_ _0"></span>na <span class="_ _8"></span>dzień <span class="_ _0"></span>po<span class="_ _0"></span>łączenia. <span class="_ _8"></span>P<span class="_ _1"></span>o <span class="_ _8"></span>ujęciu <span class="_ _8"></span>po<span class="_ _1"></span>c<span class="_ _0"></span>zątkowym, <span class="_ _8"></span>w<span class="_ _1"></span>a<span class="_ _0"></span><span class="ff3 ls10">r-</span></div><div class="t m0 xc h6 y239 ff4 fs2 fc0 sc0 ls0 ws0">tości <span class="_ _0"></span>ni<span class="_ _0"></span>ematerialne <span class="_ _8"></span>są <span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>k<span class="_ _0"></span>azywane <span class="_ _0"></span>w <span class="_ _8"></span><span class="ff3">cenie <span class="_ _8"></span>nabycia <span class="_ _8"></span>lub <span class="_ _0"></span>k<span class="_ _0"></span>oszcie <span class="_ _0"></span>w<span class="_ _0"></span>ytworzenia <span class="_ _0"></span>po<span class="_ _0"></span>mniejszonym <span class="_ _8"></span>o <span class="_ _0"></span>um<span class="_ _0"></span><span class="ls1">o-</span></span></div><div class="t m0 xc hb y23a ff4 fs2 fc0 sc0 ls0 ws0">rzenie <span class="_ _8e"> </span>i <span class="_ _8d"> </span>odpisy <span class="_ _8e"> </span>ak<span class="_ _0"></span>tualizujące <span class="_ _8d"> </span>z <span class="_ _8e"> </span>tytułu <span class="_ _8d"> </span>utraty <span class="_ _8d"> </span>wartości. <span class="_ _8d"> </span>Nakłady <span class="_ _8e"> </span>p<span class="_ _0"></span>oniesione <span class="_ _8e"> </span>na <span class="_ _8d"> </span>wartośc<span class="_ _0"></span>i <span class="_ _88"> </span>ni<span class="_ _0"></span>ematerialne </div><div class="t m0 xc h6 y23b ff4 fs2 fc0 sc0 ls0 ws0">wytworzone <span class="_ _88"></span>we <span class="_ _8"></span>własn<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>zakres<span class="_ _0"></span>ie, <span class="_ _8"></span>z <span class="_ _8"></span>wyjątkiem<span class="_ _0"></span> <span class="_ _8"></span>aktywowanych <span class="_ _8"></span>nak<span class="_ _0"></span>ładów <span class="_ _8"></span>poniesion<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>na <span class="_ _8"></span>prac<span class="_ _0"></span>e <span class="_ _8"></span>ro<span class="_ _0"></span><span class="ff3 ls13">z-</span></div><div class="t m0 xc h6 y23c ff3 fs2 fc0 sc0 ls0 ws0">wojowe, <span class="ff4">nie są ak<span class="_ _0"></span>tywowane i są ujm<span class="_ _0"></span>owane w kosztach okresu, w któr<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> zostały <span class="_ _0"></span><span class="ff3">poniesione.<span class="_ _0"></span> </span></span></div><div class="t m0 xc h6 y23d ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8"></span></span>ustala, <span class="_ _8"></span>czy <span class="_ _0"></span>ok<span class="_ _0"></span>res <span class="_ _8"></span>użytkowania <span class="_ _8"></span>wartości <span class="_ _0"></span>n<span class="_ _0"></span>iematerialn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>jest <span class="_ _8"></span>określony <span class="_ _8"></span>czy <span class="_ _8"></span>nieokreślony. <span class="_ _0"></span>W<span class="_ _8"></span>a<span class="_ _0"></span><span class="ff3 ls18">r-</span></div><div class="t m0 xc h6 y23e ff4 fs2 fc0 sc0 ls0 ws0">tości <span class="_ _92"> </span>ni<span class="_ _0"></span>ematerialne<span class="ff3"> <span class="_ _89"> </span><span class="lse">o <span class="_ _92"> </span></span></span>ok<span class="_ _0"></span>reślonym<span class="ff3"> <span class="_ _89"> </span></span>ok<span class="_ _0"></span>resie <span class="_ _92"> </span>uż<span class="_ _0"></span>y<span class="_ _1"></span>tkowan<span class="_ _0"></span>ia <span class="_ _92"> </span>są <span class="_ _89"> </span>am<span class="_ _0"></span>ortyzowane <span class="_ _89"> </span>przez <span class="_ _89"> </span>ok<span class="_ _0"></span>res <span class="_ _89"> </span>użytkowania<span class="_ _0"></span> </div><div class="t m0 xc hb y23f ff4 fs2 fc0 sc0 ls0 ws0">oraz <span class="_ _0"></span>poddawane <span class="_ _0"></span>testom<span class="_ _0"></span> na <span class="_ _0"></span>utratę <span class="_ _0"></span>wartości <span class="_ _0"></span>każdorazowo, <span class="_ _0"></span>gd<span class="_ _0"></span>y istnieją <span class="_ _0"></span>przesłank<span class="_ _0"></span>i wsk<span class="_ _0"></span>azujące na <span class="_ _0"></span>utratę<span class="_ _0"></span> </div><div class="t m0 xc hb y240 ff4 fs2 fc0 sc0 ls0 ws0">ich <span class="_ _8"></span>wartości. <span class="_ _0"></span>Ok<span class="_ _0"></span>res <span class="_ _8"></span>i <span class="_ _0"></span>m<span class="_ _0"></span>etoda <span class="_ _0"></span>am<span class="_ _0"></span>ortyzacji <span class="_ _0"></span>wartośc<span class="_ _0"></span>i <span class="_ _0"></span>nie<span class="_ _0"></span>materialnych <span class="_ _8"></span>o <span class="_ _8"></span>określon<span class="_ _0"></span>ym <span class="_ _8"></span>okresie <span class="_ _0"></span>u<span class="_ _0"></span>żytkowania </div><div class="t m0 xc h6 y241 ff4 fs2 fc0 sc0 ls0 ws0">są <span class="_ _8"></span>wer<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>owane <span class="_ _8"></span>prz<span class="_ _0"></span>y<span class="_ _1"></span>najm<span class="_ _0"></span>niej <span class="_ _8"></span>na <span class="_ _88"></span>koniec <span class="_ _8"></span>k<span class="_ _0"></span>aż<span class="ff3">dego<span class="_ _0"></span> <span class="_ _8"></span>roku <span class="_ _8"></span>o<span class="_ _0"></span>brotowego. <span class="_ _8"></span>Zm<span class="_ _0"></span>iany <span class="_ _8"></span>w <span class="_ _88"></span>oczekiwan<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _88"></span>ok<span class="_ _0"></span>resie </span></div><div class="t m0 xc hb y242 ff4 fs2 fc0 sc0 ls0 ws0">użytkowania  lub  oc<span class="_ _0"></span>zekiwanym  sposobie  k<span class="_ _0"></span>onsumowania  korzyści  ek<span class="_ _0"></span>onomicznych  pochodząc<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _91"> </span>z </div><div class="t m0 xc h6 y243 ff4 fs2 fc0 sc0 ls0 ws0">danego <span class="_ _8"></span>składnika <span class="_ _8"></span>ak<span class="_ _0"></span>tywów <span class="_ _8"></span>są <span class="_ _8"></span>ujmowane <span class="_ _8"></span>poprzez <span class="_ _8"></span>zmianę <span class="_ _8"></span>odpowiednio <span class="_ _8"></span>o<span class="_ _0"></span><span class="ff3">kr<span class="_ _0"></span>esu <span class="_ _8"></span>lub <span class="_ _8"></span>metody <span class="_ _8"></span>amortyz<span class="ls1">a-</span></span></div><div class="t m0 xc h6 y244 ff3 fs2 fc0 sc0 ls0 ws0">cji, <span class="_ _0"></span><span class="ls14">i <span class="_ _0"></span></span>traktowane <span class="_ _0"></span>jak<span class="_ _0"></span> <span class="_ _0"></span>zmian<span class="_ _0"></span><span class="ff4">y <span class="_ _0"></span>wartości <span class="_ _0"></span>szacunkow<span class="_ _0"></span>y<span class="_ _1"></span>ch. <span class="_ _0"></span>O<span class="_ _0"></span>dpis <span class="_ _0"></span>amort<span class="_ _0"></span>yz<span class="_ _1"></span>ac<span class="_ _0"></span>y<span class="_ _1"></span>jn<span class="_ _0"></span>y sk<span class="_ _0"></span>ładników <span class="_ _0"></span>wartośc<span class="_ _0"></span>i n<span class="_ _0"></span>iem<span class="_ _0"></span><span class="ff3 ls1">a-</span></span></div><div class="t m0 xc h6 y245 ff3 fs2 fc0 sc0 ls0 ws0">terialnych o <span class="ff4">ok<span class="_ _0"></span>reślonym okresie użytkowani<span class="_ _0"></span>a ujmuje się w z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>u lub stracie w ciężar tej <span class="_ _0"></span>k<span class="_ _0"></span>ategorii, która </span></div><div class="t m0 xc h6 y246 ff4 fs2 fc0 sc0 ls0 ws0">odpowiada funk<span class="_ _0"></span>cji danego składnika wartości <span class="_ _0"></span>niematerialnych.<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x53 y171 w1e h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">14<span class="ls0"> </span></div><div class="t m0 xc h6 y215 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artości<span class="ff3"> <span class="_ _8d"></span>niematerial</span>ne <span class="_ _8d"> </span>o <span class="_ _92"> </span>nieokr<span class="_ _0"></span>eślony<span class="_ _1"></span>m <span class="_ _92"> </span>okres<span class="_ _0"></span>ie <span class="_ _8e"> </span>u<span class="_ _0"></span>żytkowania <span class="_ _8e"> </span>ora<span class="_ _0"></span>z <span class="_ _8d"> </span>te, <span class="_ _8d"> </span>k<span class="_ _0"></span>tóre <span class="_ _8d"> </span>nie <span class="_ _8d"> </span>są <span class="_ _92"> </span>użytkowane, <span class="_ _8d"> </span>s<span class="_ _0"></span>ą </div><div class="t m0 xc h6 y216 ff3 fs2 fc0 sc0 ls0 ws0">corocznie <span class="_ _88"></span>po<span class="_ _0"></span>ddawane <span class="_ _8e"></span>testowi <span class="_ _8e"></span><span class="lse">na</span> <span class="_ _88"></span>utrat<span class="ff4">ę</span> <span class="_ _8e"></span><span class="ff4">wartości, <span class="_ _8e"> </span>w <span class="_ _8e"> </span>odn<span class="_ _0"></span>iesieniu <span class="_ _88"></span>do <span class="_ _8e"> </span>poszczególn<span class="_ _0"></span>ych <span class="_ _88"></span>aktywów <span class="_ _8e"> </span>lub <span class="_ _8d"> </span></span>na </div><div class="t m0 xc h6 y247 ff4 fs2 fc0 sc0 ls0 ws0">poziomie ośrodk<span class="_ _0"></span>a wypracowującego środk<span class="_ _0"></span>i pieniężne.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y1c0 ff4 fs2 fc0 sc0 ls0 ws0">Okres<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>użytkowania<span class="ff3"> <span class="_ _8"></span></span>są <span class="_ _8"></span>poddawane <span class="_ _8"></span>co<span class="_ _0"></span><span class="ff3">rocznej <span class="_ _8"></span>weryfikacj<span class="_ _0"></span>i, <span class="_ _8"></span>a <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>razie <span class="_ _8"></span>potrzeb<span class="_ _0"></span>y, <span class="_ _0"></span>k<span class="_ _0"></span>orygowane <span class="_ _8"></span>z <span class="_ _8"></span>efektem </span></div><div class="t m0 xc h6 y218 ff4 fs2 fc0 sc0 ls0 ws0">od początku następne<span class="_ _0"></span>go roku obrotowego.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y219 ff4 fs2 fc0 sc0 ls0 ws0">Podsumowanie <span class="_ _8"></span>z<span class="_ _1"></span>asad <span class="_ _0"></span>stos<span class="_ _0"></span>owanych <span class="_ _0"></span>w <span class="_ _0"></span>odniesie<span class="_ _0"></span>niu <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="_ _0"></span>niem<span class="_ _0"></span>aterialnych <span class="_ _8"></span>Spółki<span class="ff3"> <span class="_ _0"></span></span>pr<span class="_ _0"></span>zedstawia <span class="_ _0"></span>się </div><div class="t m0 xc h6 y21a ff3 fs2 fc0 sc0 ls1 ws0">na<span class="ff4 ls0">stępująco:<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xc h6 y248 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x54 y249 w25 h62"><div class="t m0 x47 h63 y24a ffe fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y249 w26 h62"><div class="t m0 x47 h63 y24a ffe fs2 fc0 sc0 ls0 ws0">Patenty i licencje<span class="_ _0"></span> </div></div><div class="c x61 y249 w27 h62"><div class="t m0 x62 h63 y24a ffe fs2 fc0 sc0 ls0 ws0">Koszty prac </div><div class="t m0 x3f h63 y24b ffe fs2 fc0 sc0 ls0 ws0">rozwojowych </div></div><div class="c x63 y249 w28 h62"><div class="t m0 x18 h63 y24a ffe fs2 fc0 sc0 ls0 ws0">Oprogramowanie ko<span class="_ _0"></span>mp<span class="ls19">u-</span></div><div class="t m0 x64 h63 y24b ffe fs2 fc0 sc0 ls0 ws0">terowe </div></div><div class="c x54 y24c w25 h64"><div class="t m0 x47 h5b y24d ffb fs2 fc0 sc0 ls0 ws0">Okresy  </div><div class="t m0 x47 h5b y24e fff fs2 fc0 sc0 ls0 ws0">użytkowania<span class="ffb"> </span></div></div><div class="c x60 y24c w26 h64"><div class="t m0 x47 h5b y24d fff fs2 fc0 sc0 ls0 ws0">Nieokreślone. Dla patentó<span class="_ _0"></span>w i licencji uży<span class="ffb ls1a">t-</span></div><div class="t m0 x47 h5b y24e ffb fs2 fc0 sc0 ls0 ws0">kowanych na podstawie u<span class="_ _0"></span>mowy zawartej na </div><div class="t m0 x47 h5b y24f fff fs2 fc0 sc0 ls0 ws0">czas określony, przyjmuje <span class="_ _0"></span>się ten okres </div><div class="t m0 x47 h5b y250 fff fs2 fc0 sc0 ls0 ws0">uwzględniając dodatkowy okr<span class="_ _0"></span>es, na który </div><div class="t m0 x47 h5b y251 fff fs2 fc0 sc0 ls0 ws0">użytkowanie może być pr<span class="_ _0"></span>zedłużone. <span class="ffb"> </span></div><div class="t m0 x47 h5b y252 ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y24c w27 h64"><div class="t m0 x65 h5b y24d ffb fs2 fc0 sc0 ls16 ws0">n/d<span class="ls0"> </span></div></div><div class="c x63 y24c w28 h64"><div class="t m0 x64 h5b y24d ffb fs2 fc0 sc0 ls16 ws0">3,33 <span class="ls0">lat </span></div></div><div class="c x54 y253 w25 h65"><div class="t m0 x47 h5b y254 ffb fs2 fc0 sc0 ls0 ws0">Wykorzystana </div><div class="t m0 x47 h5b y255 ffb fs2 fc0 sc0 ls0 ws0">metoda  </div><div class="t m0 x47 h5b y24f ffb fs2 fc0 sc0 ls0 ws0">amortyzacji </div></div><div class="c x60 y253 w26 h65"><div class="t m0 x5a h5b y254 fff fs2 fc0 sc0 ls0 ws0">Wartości o nieokreślon<span class="_ _0"></span>ym okresie użytk<span class="ffb ls16">o-</span></div><div class="t m0 x47 h5b y255 fff fs2 fc0 sc0 ls0 ws0">wania nie są amortyzowane an<span class="_ _0"></span>i przeszac<span class="_ _0"></span><span class="ffb ls16">o-</span></div><div class="t m0 x47 h5b y24f ffb fs2 fc0 sc0 ls0 ws0">wywane. <span class="fff">Natomiast te <span class="_ _0"></span>które wynikają z </span></div><div class="t m0 x47 h5b y250 fff fs2 fc0 sc0 ls0 ws0">umowy są amortyzowane lin<span class="_ _0"></span>iowo przez </div><div class="t m0 x47 h5b y256 fff fs2 fc0 sc0 ls0 ws0">okres jej obowiązywania.<span class="_ _0"></span><span class="ffb"> </span></div><div class="t m0 x42 h5b y252 ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x61 y253 w27 h65"><div class="t m0 x66 h5b y254 ffb fs2 fc0 sc0 ls16 ws0">n/d<span class="ls0"> </span></div></div><div class="c x63 y253 w28 h65"><div class="t m0 x67 h5b y254 fff fs2 fc0 sc0 ls0 ws0">3,33 lat metodą liniową<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x54 y257 w25 h66"><div class="t m0 x47 h5b y258 fff fs2 fc0 sc0 ls0 ws0">Wewnętrznie<span class="ffb"> </span></div><div class="t m0 x47 h5b y250 ffb fs2 fc0 sc0 ls0 ws0">wytworzone lub </div><div class="t m0 x47 h5b y251 ffb fs2 fc0 sc0 ls0 ws0">nabyte </div><div class="t m0 x42 h5b y252 ffb fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 y257 w26 h66"><div class="t m0 x5a h5b y258 ffb fs2 fc0 sc0 ls0 ws0">Nabyte </div></div><div class="c x61 y257 w27 h66"><div class="t m0 x66 h5b y258 ffb fs2 fc0 sc0 ls16 ws0">n/d<span class="ls0"> </span></div></div><div class="c x63 y257 w28 h66"><div class="t m0 x64 h5b y258 ffb fs2 fc0 sc0 ls0 ws0">Nabyte </div></div><div class="c x54 y259 w25 h67"><div class="t m0 x47 h5b y25a fff fs2 fc0 sc0 ls0 ws0">Test na utratę </div><div class="t m0 x47 h5b y25b fff fs2 fc0 sc0 ls0 ws0">wartości<span class="ffb"> </span></div></div><div class="c x60 y259 w26 h67"><div class="t m0 x47 h5b y25a fff fs2 fc0 sc0 ls0 ws0">Nieokreślony okres użytkowan<span class="_ _0"></span>ia <span class="ffb">- corocznie<span class="_ _0"></span> </span></div><div class="t m0 x47 h5b y25b fff fs2 fc0 sc0 ls0 ws0">oraz w przypadku istnienia przes<span class="_ _0"></span>łanki wsk<span class="ffb ls16">a-</span></div><div class="t m0 x47 h5b y25c fff fs2 fc0 sc0 ls0 ws0">zującej na utratę wartości.<span class="_ _0"></span><span class="ffb"> </span></div><div class="t m0 x47 h5b y25d fff fs2 fc0 sc0 ls0 ws0">Dla pozostałych –<span class="ffb"> <span class="_ _0"></span>coroczna ocena czy </span></div><div class="t m0 x47 h5b y25e fff fs2 fc0 sc0 ls0 ws0">wystąpiły przesłanki św<span class="_ _0"></span>iadczące o wyst<span class="ls16">ą-</span></div><div class="t m0 x47 h5b y25f fff fs2 fc0 sc0 ls0 ws0">pieniu utraty wartości.<span class="_ _0"></span><span class="ffb"> </span></div></div><div class="c x61 y259 w27 h67"><div class="t m0 x66 h5b y25a ffb fs2 fc0 sc0 ls16 ws0">n/d<span class="ls0"> </span></div></div><div class="c x63 y259 w28 h67"><div class="t m0 x62 h5b y25a ffb fs2 fc0 sc0 ls0 ws0">Coroczna ocena czy w<span class="_ _0"></span><span class="ls1b">y-</span></div><div class="t m0 x62 h5b y25b fff fs2 fc0 sc0 ls0 ws0">stąpiły przesłanki świa<span class="ffb ls16">d-</span></div><div class="t m0 x68 h5b y25c fff fs2 fc0 sc0 ls0 ws0">czące o wystąpieniu utraty </div><div class="t m0 x69 h5b y260 fff fs2 fc0 sc0 ls0 ws0">wartości.<span class="ffb"> </span></div></div><div class="t m0 xc h6 y261 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y262 ff4 fs2 fc0 sc0 ls0 ws0">Zyski <span class="_ _0"></span>lub <span class="_ _8"></span>straty <span class="_ _8"></span>wy<span class="_ _1"></span>nik<span class="_ _0"></span>łe <span class="_ _0"></span>ze <span class="_ _8"></span>zby<span class="_ _1"></span>cia <span class="_ _8"></span>wartości <span class="_ _8"></span>niematerialnych <span class="_ _0"></span>są <span class="_ _8"></span>określane <span class="_ _0"></span>j<span class="_ _0"></span>ako <span class="_ _8"></span>róż<span class="_ _1"></span>nica <span class="_ _8"></span>pomiędzy <span class="_ _0"></span>wpł<span class="_ _8"></span><span class="ff3 ls12">y-</span></div><div class="t m0 xc hb y263 ff4 fs2 fc0 sc0 ls0 ws0">wami <span class="_ _88"></span>netto <span class="_ _8e"> </span>ze <span class="_ _88"></span>sprzedaży, <span class="_ _88"></span>a <span class="_ _88"></span>wartośc<span class="_ _0"></span>ią <span class="_ _88"></span>bilanso<span class="_ _0"></span>wą <span class="_ _88"></span>zbywanego <span class="_ _88"></span>sk<span class="_ _0"></span>ładnika <span class="_ _88"></span>wartości <span class="_ _88"></span>niem<span class="_ _0"></span>aterialnych. <span class="_ _88"></span>Te </div><div class="t m0 xc h6 y264 ff4 fs2 fc0 sc0 ls0 ws0">zyski <span class="_ _8e"> </span>i <span class="_ _8e"> </span>strat<span class="_ _0"></span>y <span class="_ _88"></span>ujm<span class="_ _0"></span>owane <span class="_ _88"></span>s<span class="_ _0"></span>ą <span class="_ _8e"> </span>w<span class="ff3"> <span class="_ _0"></span></span>wyniku <span class="_ _8e"> </span>w <span class="_ _8e"> </span>pozosta<span class="_ _0"></span>łych <span class="_ _8e"> </span>przychodach <span class="_ _8e"> </span>l<span class="_ _0"></span>ub <span class="_ _88"></span>k<span class="_ _0"></span>osztach <span class="_ _8e"> </span>operac<span class="_ _0"></span>yjnych <span class="_ _8e"> </span>w <span class="_ _8e"> </span>m<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y265 ff4 fs2 fc0 sc0 ls0 ws0">mencie <span class="_ _8"></span>przejęc<span class="_ _0"></span>ia <span class="_ _8"></span>przez <span class="_ _8"></span>na<span class="_ _0"></span>bywcę <span class="_ _8"></span>kontroli <span class="_ _8"></span>n<span class="_ _0"></span>ad <span class="_ _8"></span>zbywanym <span class="_ _8"></span>s<span class="_ _0"></span>kładnikiem<span class="_ _0"></span> <span class="_ _8"></span>wartości <span class="_ _8"></span>niem<span class="_ _0"></span>aterialny<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _8e"> </span><span class="ff3">zgo<span class="ls1">d-</span></span></div><div class="t m0 xc h6 y266 ff3 fs2 fc0 sc0 ls0 ws0">nie <span class="_ _8e"></span>z <span class="_ _8e"></span>wymogami <span class="_ _8e"></span>MSSF<span class="_ _0"></span>15. <span class="_ _88"></span><span class="ff4">K<span class="_ _0"></span>wotę <span class="_ _88"> </span>w<span class="_ _0"></span>ynagrodzenia <span class="_ _8e"> </span>w <span class="_ _88"></span>r<span class="_ _0"></span>amach <span class="_ _8e"> </span>transakcji <span class="_ _8e"> </span>zbycia <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _88"></span>r<span class="_ _0"></span>z<span class="_ _1"></span>eczo<span class="_ _0"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>h </span></div><div class="t m0 xc h6 y267 ff4 fs2 fc0 sc0 ls0 ws0">aktywów trwałych usta<span class="_ _0"></span>la się zgodnie z wymogam<span class="_ _0"></span>i MSSF 15 dotycząc<span class="_ _0"></span>y<span class="_ _1"></span>mi ust<span class="_ _0"></span>alania ceny transakc<span class="_ _0"></span>y<span class="_ _1"></span>jnej<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y268 ff2 fs5 fc0 sc0 ls0 ws0">9.4. <span class="_ _8c"> </span>Leasing </div><div class="t m0 xc h68 y269 ff13 fs3 fc0 sc0 ls0 ws0">Spółka<span class="ff12"> jako leasingobiorca </span></div><div class="t m0 xc h68 y26a ff12 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hb y26b ff4 fs2 fc0 sc0 ls0 ws0">Dla <span class="_ _8"></span>każdej <span class="_ _8"></span>zawartej <span class="_ _8"></span>um<span class="_ _0"></span>owy <span class="_ _8"></span>Spółka <span class="_ _8"></span>podejmuj<span class="_ _0"></span>e <span class="_ _8"></span>decyzję, <span class="_ _8"></span>c<span class="_ _0"></span>zy <span class="_ _0"></span>um<span class="_ _0"></span>owa <span class="_ _8"></span>jest <span class="_ _8"></span>lub <span class="_ _8"></span>zawiera <span class="_ _8"></span>l<span class="_ _0"></span>easing. <span class="_ _8"></span>Leasing </div><div class="t m0 xc hb y26c ff4 fs2 fc0 sc0 ls0 ws0">został <span class="_ _8e"> </span>zdefiniowan<span class="_ _0"></span>y <span class="_ _8"></span>j<span class="_ _0"></span>ako <span class="_ _88"></span>u<span class="_ _0"></span>mowa <span class="_ _88"></span>lub <span class="_ _8e"> </span>część <span class="_ _8e"> </span>um<span class="_ _0"></span>owy, <span class="_ _88"></span>która <span class="_ _8e"> </span>pr<span class="_ _0"></span>zekazuje <span class="_ _88"></span>pra<span class="_ _0"></span>wo <span class="_ _88"></span>do <span class="_ _8e"> </span>k<span class="_ _0"></span>ontroli <span class="_ _88"></span>użytkowania </div><div class="t m0 xc h6 y26d ff4 fs2 fc0 sc0 ls0 ws0">zidentyfikowanego <span class="_ _8"></span>sk<span class="_ _0"></span>ładni<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _0"></span>ak<span class="_ _0"></span>tywów <span class="_ _8"></span>(bazowy <span class="_ _8"></span>składnik <span class="_ _8"></span>aktywów) <span class="_ _8"></span>na <span class="_ _8"></span>dany <span class="_ _8"></span>okres <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>zamian <span class="_ _8"></span>za <span class="_ _8"></span>wyn<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y26e ff3 fs2 fc0 sc0 ls0 ws0">grodzenie. W<span class="_ _0"></span> tym <span class="ff4">celu analizuje się trz<span class="_ _0"></span>y<span class="_ _1"></span> pods<span class="_ _0"></span>tawowe aspekt<span class="_ _0"></span>y<span class="_ _1"></span>:<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 x6a h6 y26f ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">czy <span class="_ _0"></span>um<span class="_ _0"></span>owa <span class="_ _0"></span>dotyczy <span class="_ _0"></span>zide<span class="_ _0"></span>ntyfikowanego <span class="_ _0"></span>s<span class="_ _0"></span>kładnika <span class="_ _0"></span>ak<span class="_ _0"></span>tywów, <span class="_ _0"></span>k<span class="_ _0"></span>tóry <span class="_ _0"></span>albo <span class="_ _0"></span>jest<span class="_ _0"></span> <span class="_ _0"></span>wyraźnie <span class="_ _8"></span>określony </span></span></div><div class="t m0 x6b hb y270 ff4 fs2 fc0 sc0 ls0 ws0">w <span class="_ _89"> </span>um<span class="_ _0"></span>owie <span class="_ _89"> </span>lub  też <span class="_ _89"> </span>w <span class="_ _89"> </span>sp<span class="_ _0"></span>osób <span class="_ _89"> </span>doro<span class="_ _0"></span>zumiany <span class="_ _8f"> </span>w <span class="_ _89"> </span>m<span class="_ _0"></span>o<span class="_ _1"></span>m<span class="_ _0"></span>encie <span class="_ _89"> </span>udostęp<span class="_ _0"></span>nienia <span class="_ _89"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _8f"> </span>aktywów </div><div class="t m0 x6b h6 y271 ff4 fs2 fc0 sc0 ls0 ws0">Spółce,<span class="ff3"> </span></div><div class="t m0 x6a h6 y272 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">czy <span class="_ _0"></span>Spółka <span class="_ _0"></span>m<span class="_ _0"></span>a pra<span class="_ _0"></span>wo <span class="_ _0"></span>do <span class="_ _0"></span>uzysk<span class="_ _0"></span>ania</span> <span class="_ _8"></span><span class="ff4">z<span class="_ _1"></span>asadnic<span class="_ _0"></span>zo <span class="_ _0"></span>wszystkich <span class="_ _0"></span>k<span class="_ _0"></span>orzy<span class="_ _1"></span>ści<span class="_ _0"></span> ek<span class="_ _0"></span>onomicznych <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _0"></span>użytk<span class="_ _0"></span><span class="ff3 ls1">o-</span></span></span></div><div class="t m0 x6b h6 y273 ff4 fs2 fc0 sc0 ls0 ws0">wania składnika ak<span class="_ _0"></span>tywów przez cał<span class="_ _0"></span>y okres użytkowania w zakres<span class="_ _0"></span>ie określonym um<span class="_ _0"></span>ową,<span class="ff3"> </span></div><div class="t m0 x6a h6 y274 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">czy <span class="_ _89"> </span>Spółk<span class="_ _0"></span>a <span class="_ _92"> </span>m<span class="_ _0"></span>a <span class="_ _8f"> </span>prawo <span class="_ _89"> </span>do <span class="_ _8f"> </span>kierowania <span class="_ _8f"> </span>użytkowaniem<span class="_ _0"></span> <span class="_ _89"> </span>zident<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>owanego <span class="_ _89"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _89"> </span>akt<span class="_ _0"></span>ywów </span></span></div><div class="t m0 x6b h6 y275 ff4 fs2 fc0 sc0 ls0 ws0">przez cały ok<span class="_ _0"></span>res użytkowania.<span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">15<span class="ls0"> </span></div><div class="t m0 xc h6 y1ea ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> dacie <span class="ff4">r<span class="_ _0"></span>ozpoczęcia <span class="_ _0"></span>Spółka ujm<span class="_ _0"></span>uje <span class="_ _0"></span>składnik <span class="_ _0"></span>aktywów z <span class="_ _0"></span>tytułu <span class="_ _0"></span>prawa <span class="_ _0"></span>do uż<span class="_ _0"></span>y<span class="_ _1"></span>tk<span class="_ _0"></span>owania <span class="_ _0"></span>i <span class="_ _0"></span>zobowiązanie <span class="_ _0"></span>z </span></div><div class="t m0 xc hb y276 ff4 fs2 fc0 sc0 ls0 ws0">tytułu <span class="_ _88"></span>l<span class="_ _0"></span>easingu. <span class="_ _88"></span>Pr<span class="_ _0"></span>awo <span class="_ _88"></span>do <span class="_ _8e"> </span>u<span class="_ _0"></span>żytkowania <span class="_ _88"></span>jest <span class="_ _8e"> </span>pi<span class="_ _0"></span>erwotnie <span class="_ _8e"> </span>wyceniane <span class="_ _8e"> </span>w <span class="_ _8e"> </span>cenie <span class="_ _8e"> </span>nab<span class="_ _0"></span>ycia <span class="_ _88"></span>składającej <span class="_ _8e"> </span>się <span class="_ _8e"> </span>z<span class="_ _0"></span> </div><div class="t m0 xc h6 y277 ff4 fs2 fc0 sc0 ls0 ws0">wartości <span class="_ _8"></span>początkowej <span class="_ _8"></span>zobowiązania <span class="_ _8"></span>z <span class="_ _0"></span>tytułu <span class="_ _8"></span>leasingu, <span class="_ _8"></span>pocz<span class="_ _1"></span>ątk<span class="_ _0"></span>owych <span class="_ _0"></span>k<span class="_ _8"></span>osztów <span class="_ _0"></span>bezpośredn<span class="_ _0"></span>ich, <span class="_ _0"></span>s<span class="_ _0"></span>zacu<span class="ff3 ls1">n-</span></div><div class="t m0 xc h6 y1ec ff4 fs2 fc0 sc0 ls0 ws0">ku <span class="_ _0"></span>kosztów <span class="_ _0"></span>prze<span class="_ _0"></span>widywanych <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _8"></span>z dem<span class="_ _0"></span>ontażem <span class="_ _0"></span>bazowego <span class="_ _0"></span>sk<span class="_ _0"></span>ładnika ak<span class="_ _0"></span>tywów <span class="_ _0"></span>i <span class="_ _0"></span>opłat <span class="_ _0"></span>leas<span class="_ _0"></span>ing<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y278 ff4 fs2 fc0 sc0 ls0 ws0">wych zapłaconych w d<span class="_ _0"></span>acie rozpoczęcia lub pr<span class="_ _0"></span>zed nią, pomniejszon<span class="_ _0"></span>y<span class="_ _1"></span>ch o zach<span class="_ _0"></span>ęty leasingowe.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y279 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>amortyzuje <span class="_ _0"></span>pra<span class="_ _0"></span>wa <span class="_ _0"></span>do <span class="_ _8"></span>użytkowania <span class="_ _8"></span>metodą <span class="_ _0"></span>l<span class="_ _0"></span>iniową <span class="_ _8"></span>od <span class="_ _0"></span>dat<span class="_ _0"></span>y <span class="_ _0"></span>rozpoc<span class="_ _0"></span>zęcia <span class="_ _0"></span>do<span class="_ _0"></span> <span class="_ _0"></span>k<span class="_ _0"></span>ońca <span class="_ _0"></span>okres<span class="_ _0"></span>u <span class="_ _0"></span>uży<span class="_ _0"></span><span class="ff3 lsf">t-</span></div><div class="t m0 xc hb y6 ff4 fs2 fc0 sc0 ls0 ws0">kowania <span class="_ _8"></span>prawa <span class="_ _8"></span>do <span class="_ _8"></span>uży<span class="_ _1"></span>tkowani<span class="_ _0"></span>a <span class="_ _0"></span>lu<span class="_ _0"></span>b <span class="_ _0"></span>do <span class="_ _8"></span>końca <span class="_ _8"></span>okresu <span class="_ _8"></span>leasingu, <span class="_ _8"></span>w <span class="_ _8"></span>zależności <span class="_ _8"></span>od <span class="_ _0"></span>tego, <span class="_ _8"></span>która <span class="_ _8"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ych <span class="_ _8"></span>dat </div><div class="t m0 xc hb y27a ff4 fs2 fc0 sc0 ls0 ws0">jest <span class="_ _8"></span>wcześniejs<span class="_ _0"></span>za. <span class="_ _8"></span>Jeśli <span class="_ _88"></span>występują <span class="_ _8"></span>ku <span class="_ _88"></span>temu <span class="_ _8"></span>przesłank<span class="_ _0"></span>i, <span class="_ _8"></span>prawa <span class="_ _8"></span>do <span class="_ _8"></span>u<span class="_ _0"></span>żytkowania <span class="_ _8"></span>poddaje <span class="_ _88"></span>się <span class="_ _8"></span>testom<span class="_ _0"></span> <span class="_ _8"></span>na </div><div class="t m0 xc h6 y27b ff4 fs2 fc0 sc0 ls0 ws0">utratę wartoś<span class="ff3">ci zgo<span class="_ _0"></span>dnie z MSR 36.<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y27c ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _88"></span>dzień <span class="_ _88"></span>rozpoc<span class="_ _0"></span>zęcia <span class="_ _8"></span>Spó<span class="_ _0"></span>łka <span class="_ _88"></span>wycenia <span class="_ _88"></span>zobowią<span class="_ _0"></span>zanie <span class="_ _88"></span>z <span class="_ _88"></span>tytułu <span class="_ _88"></span>leasingu <span class="_ _8e"> </span>w <span class="_ _88"></span>wartości <span class="_ _88"></span>bieżącej <span class="_ _88"> </span>op<span class="_ _0"></span>łat <span class="_ _8"></span>l<span class="_ _0"></span>e<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y27d ff4 fs2 fc0 sc0 ls0 ws0">singowych <span class="_ _92"> </span>pozostając<span class="_ _0"></span>ych <span class="_ _92"> </span>do <span class="_ _92"> </span>zapłaty <span class="_ _92"> </span>z <span class="_ _92"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>kor<span class="_ _0"></span>zystaniem <span class="_ _92"> </span>stop<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _92"> </span>procento<span class="_ _0"></span>wej <span class="_ _8d"> </span>leasingu, <span class="_ _92"> </span>j<span class="_ _0"></span>eśli <span class="_ _8d"> </span>m<span class="_ _0"></span>ożna <span class="_ _8d"> </span>ją </div><div class="t m0 xc h6 y27e ff4 fs2 fc0 sc0 ls0 ws0">łatwo ustalić. W<span class="_ _0"></span> przeciwnym<span class="_ _0"></span> wypa<span class="_ _1"></span>dku stos<span class="_ _0"></span>uje się k<span class="_ _0"></span>rańcową stopę procentową le<span class="_ _0"></span>asingobiorcy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc hb y27f ff4 fs2 fc0 sc0 ls0 ws0">Opłaty <span class="_ _8e"> </span>leasingo<span class="_ _0"></span>we <span class="_ _8e"> </span>uwzględni<span class="_ _0"></span>ane <span class="_ _8e"> </span>w <span class="_ _8d"> </span>wartości <span class="_ _8d"> </span>zobowiązania <span class="_ _8d"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _8d"> </span>leasingu <span class="_ _8d"> </span>składają <span class="_ _8d"> </span>się <span class="_ _8d"> </span>ze <span class="_ _88"></span>s<span class="_ _0"></span>tałych </div><div class="t m0 xc h6 y280 ff4 fs2 fc0 sc0 ls0 ws0">opłat <span class="_ _8"></span>leasingo<span class="_ _0"></span>wy<span class="_ _1"></span>ch, <span class="_ _88"></span>zmienn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>op<span class="_ _0"></span>łat <span class="_ _8"></span>leasingow<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>zależnych <span class="_ _8"></span>od <span class="_ _88"></span>indeks<span class="_ _0"></span>u <span class="_ _8"></span>lub <span class="_ _8"></span>stawki, <span class="_ _8"></span>kwot <span class="_ _8"></span>oc<span class="_ _0"></span>zekiw<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y281 ff4 fs2 fc0 sc0 ls0 ws0">nych <span class="_ _8"></span>do <span class="_ _8"></span>zapłaty <span class="_ _8"></span>jak<span class="_ _0"></span>o <span class="_ _8"></span>gwarantowana <span class="_ _8"></span>wartość <span class="_ _8"></span>końcowa <span class="_ _8"></span>oraz <span class="_ _8"></span>płatności <span class="_ _8"></span>z <span class="_ _8"></span>t<span class="_ _0"></span>ytułu <span class="_ _8"></span>opcji <span class="_ _8"></span>wy<span class="_ _1"></span>kona<span class="_ _0"></span>nia <span class="_ _8"></span>kupna, </div><div class="t m0 xc h6 y282 ff4 fs2 fc0 sc0 ls0 ws0">jeśli ich wykonanie jest rac<span class="_ _0"></span>jonalnie pewne.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y283 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>kolejn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>okresach <span class="_ _8"></span>zobowiązanie <span class="_ _8"></span>z <span class="_ _8"></span>tytułu <span class="_ _8"></span>leasingu <span class="_ _8"></span>jest <span class="_ _8"></span>pomniejszane <span class="_ _8"></span>o <span class="_ _0"></span>dok<span class="_ _0"></span>onane <span class="_ _8"></span>spłaty <span class="_ _8"></span>i <span class="_ _0"></span>po<span class="_ _0"></span>wię<span class="_ _0"></span><span class="ff3 ls1c">k-</span></div><div class="t m0 xc h6 y284 ff3 fs2 fc0 sc0 ls0 ws0">szane <span class="_ _0"></span>o na<span class="_ _0"></span>liczone odse<span class="_ _0"></span>tki. <span class="_ _0"></span>W<span class="_ _0"></span>y<span class="_ _1"></span>cena <span class="_ _0"></span>zob<span class="ff4">owią<span class="_ _0"></span>zania <span class="_ _0"></span>z tytułu <span class="_ _0"></span>leasingu <span class="_ _0"></span>jest <span class="_ _0"></span>aktualizowana <span class="_ _0"></span>w <span class="_ _0"></span>celu <span class="_ _0"></span>odzwie<span class="_ _0"></span></span><span class="ls10">r-</span></div><div class="t m0 xc h6 y285 ff3 fs2 fc0 sc0 ls0 ws0">ciedlenia zm<span class="_ _0"></span>ian umowy or<span class="_ _0"></span>az ponownej <span class="_ _0"></span>oceny ok<span class="_ _0"></span>resu leasingu, w<span class="_ _0"></span>y<span class="_ _1"></span>kon<span class="_ _0"></span>ania opcji k<span class="_ _0"></span>upna, gwarantowan<span class="_ _0"></span>ej </div><div class="t m0 xc h6 y286 ff4 fs2 fc0 sc0 ls0 ws0">wartości k<span class="_ _0"></span>ońcowej lub <span class="_ _0"></span>opłat <span class="_ _0"></span>leasingowych <span class="_ _0"></span>zależnych o<span class="_ _0"></span>d indeksu <span class="_ _0"></span>lub sta<span class="_ _0"></span>wki. Co d<span class="_ _0"></span>o <span class="_ _0"></span>zasady aktualizacja<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y287 ff4 fs2 fc0 sc0 ls0 ws0">wartości zobowią<span class="_ _0"></span>zania jest ujmowana jak<span class="_ _0"></span>o korekta składnika ak<span class="_ _0"></span>tywów<span class="_ _1"></span> z t<span class="_ _0"></span>ytułu prawa do użytko<span class="_ _0"></span>wania.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y288 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8d"> </span></span>stosuj<span class="_ _0"></span>e <span class="_ _8e"> </span>dop<span class="_ _0"></span>uszczone <span class="_ _8d"> </span>standardem<span class="_ _0"></span> <span class="_ _8d"> </span>prak<span class="_ _0"></span>ty<span class="_ _1"></span>czne <span class="_ _8d"> </span>r<span class="_ _0"></span>ozwiązania <span class="_ _8d"> </span>dot<span class="_ _0"></span>y<span class="_ _1"></span>cząc<span class="_ _0"></span>e <span class="_ _8d"> </span>leasingów <span class="_ _8d"> </span>kr<span class="_ _0"></span>ótkoterm<span class="_ _8"></span><span class="ff3 ls11">i-</span></div><div class="t m0 xc hb y289 ff4 fs2 fc0 sc0 ls0 ws0">nowych <span class="_ _88"></span>oraz <span class="_ _88"></span>leas<span class="_ _0"></span>ingów, <span class="_ _88"></span>w <span class="_ _8"></span>k<span class="_ _0"></span>tórych <span class="_ _88"></span>bazow<span class="_ _0"></span>y <span class="_ _8"></span>sk<span class="_ _0"></span>ładnik <span class="_ _8"></span>ak<span class="_ _0"></span>tyw<span class="_ _1"></span>ów <span class="_ _88"></span>jest <span class="_ _88"> </span>n<span class="_ _0"></span>is<span class="_ _0"></span>kiej <span class="_ _88"></span>wartośc<span class="_ _0"></span>i. <span class="_ _8"></span>W<span class="_ _0"></span> <span class="_ _88"></span>odniesieniu <span class="_ _8"></span>do<span class="_ _0"></span> </div><div class="t m0 xc hb y28a ff4 fs2 fc0 sc0 ls0 ws0">takich <span class="_ _0"></span>umów <span class="_ _0"></span>zamiast ujm<span class="_ _0"></span>ować ak<span class="_ _0"></span>tyw<span class="_ _1"></span>a <span class="_ _0"></span>z t<span class="_ _0"></span>ytułu prawa <span class="_ _0"></span>do u<span class="_ _0"></span>żytkowania i <span class="_ _0"></span>zobowią<span class="_ _0"></span>zania <span class="_ _0"></span>z tytułu l<span class="_ _0"></span>easingu, </div><div class="t m0 xc h6 y28b ff4 fs2 fc0 sc0 ls0 ws0">opłaty leasingowe ujm<span class="_ _0"></span>uje się w w<span class="_ _0"></span>y<span class="_ _1"></span>nik<span class="_ _0"></span>u metodą liniową w trak<span class="_ _0"></span>cie okresu leasingu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y28c ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y28d ff2 fs5 fc0 sc0 ls0 ws0">9.5. <span class="_ _8c"> </span><span class="ff1">Utrata wartości niefinansowych akty<span class="_ _1"></span>w<span class="_ _0"></span>ów tr<span class="_ _1"></span>wa<span class="_ _0"></span>ł<span class="_ _0"></span><span class="ff2">y<span class="_ _1"></span>ch </span></span></div><div class="t m0 xc hb y28e ff4 fs2 fc0 sc0 ls0 ws0">Przy <span class="_ _92"> </span>sp<span class="_ _0"></span>orządzeniu <span class="_ _89"> </span>spra<span class="_ _0"></span>wozdania <span class="_ _89"> </span>finansowego <span class="_ _89"> </span>Spó<span class="_ _0"></span>łka <span class="_ _92"> </span>ujm<span class="_ _0"></span>uje <span class="_ _89"> </span>inwestycje <span class="_ _89"> </span>w <span class="_ _89"> </span>jednos<span class="_ _0"></span>tkach <span class="_ _89"> </span>zależnych<span class="_ _0"></span> </div><div class="t m0 xc h6 y28f ff4 fs2 fc0 sc0 ls0 ws0">według poniesionego k<span class="_ _0"></span>osztu. Utrata wartoś<span class="_ _0"></span>ci tych aktywów podlega zasadom<span class="_ _0"></span> określonym <span class="_ _0"></span>w MSR 36.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y290 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _8e"> </span>każd<span class="_ _0"></span>y <span class="_ _88"></span>dzień <span class="_ _8e"> </span>bi<span class="_ _0"></span>lansowy <span class="_ _8e"> </span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _8e"></span></span>ocenia, <span class="_ _8e"> </span>cz<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>istn<span class="_ _0"></span>ieją <span class="_ _8e"> </span>jak<span class="_ _0"></span>iekolwiek <span class="_ _8e"> </span>przesłanki <span class="_ _8e"> </span>wsk<span class="_ _0"></span>azujące <span class="_ _88"></span>n<span class="_ _0"></span>a <span class="_ _88"></span>t<span class="_ _0"></span>o, <span class="_ _8e"> </span>że </div><div class="t m0 xc hb y291 ff4 fs2 fc0 sc0 ls0 ws0">mogła <span class="_ _92"> </span>nastąpić <span class="_ _92"> </span>utrata <span class="_ _89"> </span>wartości <span class="_ _92"> </span>któregoś <span class="_ _89"> </span>ze <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładników <span class="_ _92"> </span>niefinanso<span class="_ _0"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _8d"> </span>ak<span class="_ _0"></span>tywów <span class="_ _8d"> </span>trwał<span class="_ _0"></span>ych. <span class="_ _8e"> </span>W<span class="_ _8"></span> <span class="_ _8d"> </span>razie </div><div class="t m0 xc h6 y292 ff4 fs2 fc0 sc0 ls0 ws0">stwierdzenia, <span class="_ _92"> </span>że <span class="_ _8d"> </span>pr<span class="_ _0"></span>zesłanki <span class="_ _8d"> </span>takie <span class="_ _92"> </span>zachodzą, <span class="_ _92"> </span>lub <span class="_ _8d"> </span>w <span class="_ _8d"> </span>r<span class="_ _0"></span>azie <span class="_ _8d"> </span>k<span class="_ _0"></span>onieczności <span class="_ _8d"> </span>przeprowadzen<span class="_ _0"></span>ia <span class="_ _8e"> </span>coroc<span class="_ _0"></span>zneg<span class="_ _0"></span><span class="ff3 lse">o </span></div><div class="t m0 xc h6 y293 ff4 fs2 fc0 sc0 ls0 ws0">testu <span class="_ _8d"> </span>s<span class="_ _0"></span>prawdzającego, <span class="_ _92"> </span>czy <span class="_ _92"> </span>nastąpiła <span class="_ _92"> </span>utrata <span class="_ _89"> </span>wartości, <span class="_ _89"> </span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _8d"> </span></span>dok<span class="_ _0"></span>onuje <span class="_ _8d"> </span>oszacowani<span class="_ _0"></span>a <span class="_ _8d"> </span>wartości <span class="_ _92"> </span>od<span class="_ _0"></span>z<span class="ff3 ls12">y-</span></div><div class="t m0 xc h6 y294 ff4 fs2 fc0 sc0 ls0 ws0">skiwalnej <span class="_ _0"></span>danego sk<span class="_ _0"></span>ładnika ak<span class="_ _0"></span>tywów lub <span class="_ _0"></span>ośrodka <span class="_ _0"></span>wypracowującego <span class="_ _0"></span>środki <span class="_ _0"></span>pieniężne, <span class="_ _0"></span>do k<span class="_ _0"></span>tórego <span class="_ _8"></span><span class="ff3">dany </span></div><div class="t m0 xc h6 y295 ff4 fs2 fc0 sc0 ls0 ws0">składnik ak<span class="_ _0"></span>tywów należy.<span class="ff3"> </span></div><div class="t m0 xc h6 y296 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artość <span class="_ _0"></span>odzyskiwalna <span class="_ _8"></span>składnika <span class="_ _8"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów<span class="ff3"> <span class="_ _8"></span></span>lub <span class="_ _8"></span>ośrodka <span class="_ _8"></span>wypracowującego <span class="_ _8"></span>środki <span class="_ _8"></span>pieniężne <span class="_ _8"></span>odpowiada </div><div class="t m0 xc h6 y297 ff4 fs2 fc0 sc0 ls0 ws0">wartości <span class="_ _8"></span>godziwej <span class="_ _0"></span>pom<span class="_ _0"></span>niejszonej <span class="_ _8"></span>o <span class="_ _0"></span>koszty <span class="_ _8"></span>sprzedaży <span class="_ _0"></span>t<span class="_ _0"></span>ego <span class="_ _0"></span>sk<span class="_ _0"></span>ładnika <span class="_ _8"></span>aktywów <span class="_ _0"></span>lub <span class="_ _8"></span>odpowiednio <span class="_ _8"></span>ośro<span class="_ _0"></span><span class="ff3 ls1">d-</span></div><div class="t m0 xc hb y298 ff4 fs2 fc0 sc0 ls0 ws0">ka <span class="_ _0"></span>wypracowujące<span class="_ _0"></span>go śr<span class="_ _0"></span>odki <span class="_ _0"></span>pieniężne, <span class="_ _0"></span>lu<span class="_ _0"></span>b j<span class="_ _0"></span>ego <span class="_ _0"></span>wartośc<span class="_ _0"></span>i u<span class="_ _0"></span>żytkowej, <span class="_ _0"></span>zależnie <span class="_ _0"></span>od<span class="_ _0"></span> te<span class="_ _0"></span>go, <span class="_ _0"></span>która <span class="_ _0"></span>z <span class="_ _0"></span>nich <span class="_ _0"></span>jest<span class="_ _0"></span> </div><div class="t m0 xc h6 y299 ff4 fs2 fc0 sc0 ls0 ws0">wyższa. <span class="_ _0"></span>W<span class="_ _0"></span>artość <span class="_ _8"></span>odzy<span class="_ _1"></span>sk<span class="_ _0"></span>iwalną <span class="_ _0"></span>ustala <span class="_ _8"></span>się <span class="_ _0"></span>dla <span class="_ _8"></span>poszczególn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>aktywów, <span class="_ _0"></span>c<span class="_ _0"></span>hyba <span class="_ _0"></span>że <span class="_ _8"></span>dany <span class="_ _0"></span>sk<span class="_ _0"></span>ładnik <span class="_ _0"></span>ak<span class="_ _0"></span>t<span class="_ _0"></span><span class="ff3 ls1d">y-</span></div><div class="t m0 xc hb y29a ff4 fs2 fc0 sc0 ls0 ws0">wów <span class="_ _8d"> </span>nie <span class="_ _8d"> </span>w<span class="_ _0"></span>ypracowywuje <span class="_ _8d"> </span>sam<span class="_ _0"></span>odzielnie <span class="_ _8d"> </span>wpływów <span class="_ _8d"> </span>pie<span class="_ _0"></span>niężnych, <span class="_ _8d"> </span>które <span class="_ _92"> </span>w <span class="_ _8d"> </span>więk<span class="_ _0"></span>szości <span class="_ _8e"> </span>są <span class="_ _92"> </span>niezależne <span class="_ _8d"> </span>od </div><div class="t m0 xc h6 y1b5 ff4 fs2 fc0 sc0 ls0 ws0">tych, k<span class="_ _0"></span>tóre są <span class="_ _0"></span>wypracow<span class="_ _0"></span>ywane pr<span class="_ _0"></span>zez inne <span class="_ _0"></span>akt<span class="_ _0"></span>ywa lub <span class="_ _0"></span>grupy <span class="_ _0"></span>aktywów. Jeśl<span class="_ _0"></span>i <span class="_ _8"></span>w<span class="_ _1"></span>arto<span class="_ _0"></span>ść bilansowa <span class="_ _0"></span>sk<span class="_ _0"></span>ładn<span class="ff3 ls11">i-</span></div><div class="t m0 xc hb y29b ff4 fs2 fc0 sc0 ls0 ws0">ka <span class="_ _8d"> </span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów <span class="_ _8d"> </span>jest <span class="_ _92"> </span>wyższa <span class="_ _8e"> </span>n<span class="_ _0"></span>iż <span class="_ _8e"> </span>jego <span class="_ _92"> </span>wartość <span class="_ _8d"> </span>odz<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>iwalna, <span class="_ _8e"> </span>m<span class="_ _0"></span>a <span class="_ _8e"> </span>m<span class="_ _0"></span>iejsce <span class="_ _8d"> </span>utrata <span class="_ _8d"> </span>wartości <span class="_ _8d"> </span>i <span class="_ _8d"> </span>dok<span class="_ _0"></span>onu<span class="_ _0"></span>je <span class="_ _8d"> </span>się </div><div class="t m0 xc h6 y29c ff4 fs2 fc0 sc0 ls0 ws0">wówczas <span class="_ _0"></span>o<span class="_ _0"></span>dpis<span class="ff3">u <span class="_ _8"></span></span>do <span class="_ _0"></span>ustalonej <span class="_ _8"></span>wartości <span class="_ _0"></span>odzysk<span class="_ _0"></span>iwalnej. <span class="_ _0"></span>Pr<span class="_ _0"></span>zy <span class="_ _0"></span>szacowaniu <span class="_ _8"></span>wartości <span class="_ _8"></span>użytkowej <span class="_ _0"></span>prognoz<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y29d ff4 fs2 fc0 sc0 ls0 ws0">wane <span class="_ _88"></span>przep<span class="_ _0"></span>ływy <span class="_ _88"></span>pieniężne<span class="_ _0"></span> <span class="_ _8"></span>s<span class="_ _0"></span>ą <span class="_ _88"></span>dyskontowane<span class="_ _0"></span><span class="ff3"> <span class="_ _88"></span></span>do<span class="_ _0"></span> <span class="_ _8"></span>ich<span class="_ _0"></span> <span class="_ _88"></span>wartości <span class="_ _8e"> </span>bieżącej <span class="_ _88"> </span>pr<span class="_ _0"></span>zy <span class="_ _88"></span>zastosowaniu <span class="_ _8e"> </span>stop<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"> </span>d<span class="_ _0"></span>y<span class="ff3 ls4">s-</span></div><div class="t m0 xc h6 y29e ff4 fs2 fc0 sc0 ls0 ws0">kontowej <span class="_ _8"></span>przed <span class="_ _8"></span>uwzględnie<span class="_ _0"></span>niem <span class="_ _8"></span>skutków <span class="_ _8"></span>opodatkowania, <span class="_ _8"></span>która <span class="_ _8"></span>odzwi<span class="_ _0"></span>erciedla <span class="_ _8"></span>bieżące <span class="_ _8"></span>rynkowe <span class="_ _8"></span>osz<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y29f ff4 fs2 fc0 sc0 ls0 ws0">cowanie <span class="_ _0"></span>wartości <span class="_ _0"></span>pieniądza <span class="_ _0"></span>w czasie <span class="_ _0"></span>oraz <span class="_ _0"></span>ryzyko t<span class="_ _0"></span>ypowe <span class="_ _0"></span>dla daneg<span class="_ _0"></span>o sk<span class="_ _0"></span>ładnika ak<span class="_ _0"></span>tywów. Odpis<span class="_ _0"></span>y akt<span class="_ _8"></span><span class="ff3 ls1">u-</span></div><div class="t m0 xc hb y2a0 ff4 fs2 fc0 sc0 ls0 ws0">alizujące <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _88"></span>utra<span class="_ _0"></span>ty <span class="_ _8e"> </span>wartości <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładników <span class="_ _88"></span>m<span class="_ _0"></span>ajątkowych <span class="_ _8e"> </span>używa<span class="_ _0"></span>nych <span class="_ _8e"> </span>w <span class="_ _8e"> </span>działalności <span class="_ _8e"> </span>k<span class="_ _0"></span>ontynuowanej </div><div class="t m0 xc hb y2a1 ff4 fs2 fc0 sc0 ls0 ws0">ujmuje <span class="_ _8d"> </span>się <span class="_ _8d"> </span>w <span class="_ _8e"> </span>tych <span class="_ _8e"> </span>k<span class="_ _0"></span>ategoriach <span class="_ _8d"> </span>kos<span class="_ _0"></span>z<span class="_ _1"></span>tó<span class="_ _0"></span>w, <span class="_ _88"></span>k<span class="_ _0"></span>tóre <span class="_ _8e"> </span>odpo<span class="_ _0"></span>wiadają <span class="_ _8e"> </span>funk<span class="_ _0"></span>cji <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _8e"> </span>aktywów, <span class="_ _8d"> </span>w <span class="_ _8d"> </span>prz<span class="_ _0"></span>y<span class="_ _1"></span>padk<span class="_ _0"></span>u </div><div class="t m0 xc h6 y2a2 ff4 fs2 fc0 sc0 ls0 ws0">którego stwierdzono utr<span class="_ _0"></span>atę wartości. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2a3 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>każdy <span class="_ _0"></span>dzień <span class="_ _0"></span>bilansow<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>Spółka<span class="ff3"> <span class="_ _0"></span>ocenia, <span class="_ _0"></span></span>czy <span class="_ _0"></span>występują <span class="_ _0"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>esłank<span class="_ _0"></span>i wsk<span class="_ _0"></span>azujące <span class="_ _0"></span>na <span class="_ _0"></span>to, <span class="_ _0"></span>że <span class="_ _0"></span>odpis <span class="_ _0"></span>aktu<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y2a4 ff4 fs2 fc0 sc0 ls0 ws0">lizujący <span class="_ _92"> </span>z <span class="_ _92"> </span>t<span class="_ _0"></span>ytułu <span class="_ _92"> </span>utrat<span class="_ _0"></span>y <span class="_ _8d"> </span>war<span class="_ _0"></span>tości, <span class="_ _92"> </span>któr<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _92"> </span>b<span class="_ _0"></span>ył <span class="_ _8d"> </span>ujęt<span class="_ _0"></span>y <span class="_ _92"> </span>w <span class="_ _92"> </span>okres<span class="_ _0"></span>ach <span class="_ _92"> </span>poprzednich <span class="_ _89"> </span>w <span class="_ _92"> </span>odniesieniu <span class="_ _89"> </span>do <span class="_ _92"> </span>dan<span class="_ _0"></span>ego </div><div class="t m0 xc h6 y15 ff4 fs2 fc0 sc0 ls0 ws0">składnika <span class="_ _0"></span>aktywów <span class="_ _0"></span>jest <span class="_ _0"></span>zbędny, <span class="_ _0"></span>lub <span class="_ _0"></span>czy <span class="_ _0"></span>powinien <span class="_ _0"></span>zostać <span class="_ _0"></span>zmniejs<span class="_ _0"></span>z<span class="_ _1"></span>on<span class="_ _0"></span>y. Jeżeli <span class="_ _0"></span>takie <span class="_ _0"></span>przesłank<span class="_ _0"></span>i <span class="_ _0"></span>wy<span class="_ _1"></span>stęp<span class="_ _8"></span><span class="ff3 ls1">u-</span></div><div class="t m0 xc h6 y2a5 ff3 fs2 fc0 sc0 ls0 ws0">j<span class="ff4 ls1">ą, <span class="_ _0"></span><span class="ls0">Sp<span class="_ _0"></span>ółka</span></span> <span class="_ _0"></span><span class="ff4">s<span class="_ _0"></span>z<span class="_ _1"></span>acuje <span class="_ _8"></span>wartość <span class="_ _0"></span>odz<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>iwalną <span class="_ _0"></span>tego <span class="_ _8"></span>składnika <span class="_ _0"></span>akt<span class="_ _0"></span>ywów. <span class="_ _0"></span>Poprzednio <span class="_ _8"></span>uję<span class="_ _0"></span>ty <span class="_ _0"></span>odpis <span class="_ _0"></span>ak<span class="_ _0"></span>tualizuj<span class="ls1">ą-</span></span></div><div class="t m0 xc h6 y2a6 ff3 fs2 fc0 sc0 ls1c ws0">cy<span class="_ _1"></span><span class="ls0"> <span class="_ _0"></span><span class="ff4">z <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _0"></span>utraty <span class="_ _0"></span>wartośc<span class="_ _0"></span>i <span class="_ _0"></span>ulega <span class="_ _0"></span>odwróce<span class="_ _0"></span>niu <span class="_ _0"></span>wtedy <span class="_ _0"></span>i <span class="_ _8"></span>ty<span class="_ _1"></span>l<span class="_ _0"></span>ko <span class="_ _0"></span>wtedy, <span class="_ _0"></span>gd<span class="_ _0"></span>y o<span class="_ _0"></span>d <span class="_ _0"></span>czasu <span class="_ _8"></span>ujęcia os<span class="_ _0"></span>tatniego <span class="_ _0"></span>odp<span class="_ _8"></span><span class="ff3 ls11">i-</span></span></span></div><div class="t m0 xc h6 y2a7 ff4 fs2 fc0 sc0 ls0 ws0">su ak<span class="_ _0"></span>tualizującego <span class="_ _0"></span>nastąpiła <span class="_ _0"></span>zmiana <span class="_ _0"></span>wartości s<span class="_ _0"></span>zacunkowych <span class="_ _0"></span>stoso<span class="_ _0"></span>wanych d<span class="_ _0"></span>o ust<span class="_ _0"></span>alenia wartośc<span class="_ _0"></span>i od<span class="_ _0"></span>z<span class="ff3 ls12">y-</span></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div><div class="t m0 xc hb y215 ff4 fs2 fc0 sc0 ls0 ws0">skiwalnej dan<span class="_ _0"></span>ego składnik<span class="_ _0"></span>a aktywów. W<span class="_ _0"></span> takim<span class="_ _0"></span> przypadku, podw<span class="_ _0"></span>yż<span class="_ _1"></span>sza s<span class="_ _0"></span>ię wartość <span class="_ _0"></span>bilansową sk<span class="_ _0"></span>ładnika </div><div class="t m0 xc h6 y216 ff4 fs2 fc0 sc0 ls0 ws0">aktywów <span class="_ _8"></span>do <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>sok<span class="_ _0"></span>ości <span class="_ _8"></span>jego <span class="_ _8"></span>wartości <span class="_ _8"></span>odzyskiwalnej. <span class="_ _88"></span>Podwyższona <span class="_ _8"></span>k<span class="_ _0"></span>wota <span class="_ _8"></span>nie <span class="_ _8"></span>może <span class="_ _8"></span>przekr<span class="_ _0"></span>oczy<span class="_ _1"></span>ć <span class="_ _88"></span>wa<span class="_ _0"></span><span class="ff3 ls10">r-</span></div><div class="t m0 xc h6 y247 ff4 fs2 fc0 sc0 ls0 ws0">tości <span class="_ _8e"> </span>bilansowej <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _88"></span>ak<span class="_ _0"></span>t<span class="_ _0"></span>y<span class="_ _1"></span>wów, <span class="_ _8e"> </span>jak<span class="_ _0"></span>a <span class="_ _88"></span>zostałab<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>us<span class="_ _0"></span>talona <span class="_ _88"></span>(po <span class="_ _8e"> </span>odjęci<span class="_ _0"></span>u <span class="_ _88"></span>u<span class="_ _0"></span><span class="ff3">morzenia), <span class="_ _8e"></span>gd<span class="_ _0"></span>yby <span class="_ _8e"></span>w <span class="_ _8e"></span>ubi<span class="ls1">e-</span></span></div><div class="t m0 xc h6 y2a8 ff4 fs2 fc0 sc0 ls0 ws0">głych <span class="_ _88"></span>latach <span class="_ _88"> </span>w <span class="_ _88"></span>o<span class="_ _0"></span>góle <span class="_ _8"></span>n<span class="_ _0"></span>ie <span class="_ _88"></span>ujęto <span class="_ _88"></span>odpisu <span class="_ _8e"> </span>aktualizującego<span class="_ _0"></span> <span class="_ _88"></span>z <span class="_ _8"></span>t<span class="_ _0"></span>ytułu <span class="_ _88"></span>utraty <span class="_ _88"></span>wartośc<span class="_ _0"></span>i <span class="_ _88"></span>w <span class="_ _88"></span>odniesi<span class="_ _0"></span><span class="ff3">eniu <span class="_ _8e"></span>do <span class="_ _88"></span>tego<span class="_ _0"></span> </span></div><div class="t m0 xc hb y2a9 ff4 fs2 fc0 sc0 ls0 ws0">składnika <span class="_ _92"> </span>ak<span class="_ _0"></span>tywów. <span class="_ _92"> </span>Od<span class="_ _0"></span>wrócenie <span class="_ _92"> </span>odpisu <span class="_ _89"> </span>aktualizujące<span class="_ _0"></span>go <span class="_ _92"> </span>z <span class="_ _92"> </span>t<span class="_ _0"></span>ytułu <span class="_ _92"> </span>utraty <span class="_ _89"> </span>wartości <span class="_ _92"> </span>s<span class="_ _0"></span>kładnika  aktyw<span class="_ _1"></span>ów<span class="_ _0"></span> </div><div class="t m0 xc hb y2aa ff4 fs2 fc0 sc0 ls0 ws0">ujmuje <span class="_ _8"></span>się <span class="_ _8"></span>niezwłocznie <span class="_ _8"></span>jako <span class="_ _8"></span>przychód. <span class="_ _8"></span>Po <span class="_ _8"></span>odwróceniu <span class="_ _8"></span>odpisu <span class="_ _8"></span>aktualizującego, <span class="_ _8"></span>w <span class="_ _8"></span>kolejnych <span class="_ _8"></span>okresach </div><div class="t m0 xc hb y51 ff4 fs2 fc0 sc0 ls0 ws0">odpis <span class="_ _8"></span>am<span class="_ _0"></span>ortyzacyjny <span class="_ _8"></span>dot<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>zący <span class="_ _8"></span>danego <span class="_ _88"></span>składnik<span class="_ _0"></span>a <span class="_ _8"></span>jest <span class="_ _8"></span>k<span class="_ _0"></span>orygowany <span class="_ _8"></span>w <span class="_ _8"></span>s<span class="_ _0"></span>posób, <span class="_ _8"></span>k<span class="_ _0"></span>tóry <span class="_ _8"></span>pozwa<span class="_ _0"></span>la <span class="_ _8"></span>w <span class="_ _8"></span>c<span class="_ _0"></span>iągu </div><div class="t m0 xc hb y2ab ff4 fs2 fc0 sc0 ls0 ws0">pozostałego ok<span class="_ _0"></span>resu uż<span class="_ _0"></span>y<span class="_ _1"></span>tk<span class="_ _0"></span>owania tego sk<span class="_ _0"></span>ładnika ak<span class="_ _0"></span>tywów d<span class="_ _0"></span>okonywać <span class="_ _0"></span>systematycznego <span class="_ _0"></span>odpisania jeg<span class="_ _0"></span>o </div><div class="t m0 xc h6 y248 ff4 fs2 fc0 sc0 ls0 ws0">zweryfikowanej wartoś<span class="_ _0"></span>ci bilansowej pom<span class="_ _0"></span>niejszonej o wartość k<span class="_ _0"></span>ońcową.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2ac ff3 fs2 fc0 sc0 ls0 ws0">  </div><div class="t m0 x52 hf y2ad ff2 fs5 fc0 sc0 ls0 ws0">9.6. <span class="_ _8c"> </span>Koszty finansowania <span class="ff1">zewnętrznego</span> </div><div class="t m0 xc hb y2ae ff4 fs2 fc0 sc0 ls0 ws0">Koszty <span class="_ _0"></span>finanso<span class="_ _0"></span>wania, <span class="_ _0"></span>które<span class="_ _0"></span> <span class="_ _0"></span>m<span class="_ _0"></span>oż<span class="_ _1"></span>na <span class="_ _0"></span>be<span class="_ _0"></span>zpośrednio <span class="_ _0"></span>pr<span class="_ _0"></span>zyporządkować <span class="_ _8"></span>na<span class="_ _1"></span>b<span class="_ _0"></span>yciu, <span class="_ _0"></span>budowie <span class="_ _0"></span>l<span class="_ _0"></span>ub <span class="_ _0"></span>wytwor<span class="_ _0"></span>zeniu </div><div class="t m0 xc hb y223 ff4 fs2 fc0 sc0 ls0 ws0">dostosowywanego <span class="_ _8"></span>sk<span class="_ _0"></span>ładnika <span class="_ _8"></span>aktywów, <span class="_ _8"></span>akt<span class="_ _0"></span>ywuje <span class="_ _8"></span>się <span class="_ _8"></span>jako <span class="_ _8"></span>część <span class="_ _8"></span>cen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>nab<span class="_ _0"></span>y<span class="_ _1"></span>cia <span class="_ _8"></span>lub<span class="_ _0"></span> <span class="_ _8"></span>kosztu <span class="_ _8"></span>wytworzenia </div><div class="t m0 xc hb y2af ff4 fs2 fc0 sc0 ls0 ws0">tego <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _8d"> </span>ak<span class="_ _0"></span>tyw<span class="_ _1"></span>ów. <span class="_ _8d"> </span>Na <span class="_ _8d"> </span>k<span class="_ _0"></span>oszty <span class="_ _8e"> </span>finans<span class="_ _0"></span>owania <span class="_ _8d"> </span>zewnętrznego <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładaj<span class="_ _0"></span>ą <span class="_ _8e"> </span>się <span class="_ _92"> </span>odsetki <span class="_ _8d"> </span>ora<span class="_ _0"></span>z<span class="_ _1"></span> <span class="_ _8d"> </span>z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>i <span class="_ _8e"> </span>lub<span class="_ _0"></span> </div><div class="t m0 xc h6 y2b0 ff4 fs2 fc0 sc0 ls0 ws0">straty z tytułu różnic k<span class="_ _0"></span>ursowych do wysokoś<span class="_ _0"></span>ci, która koryguje koszt<span class="_ _0"></span>y<span class="_ _1"></span> odsetek<span class="_ _0"></span>. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y2b1 ff2 fs5 fc0 sc0 ls0 ws0">9.7. <span class="_ _8c"> </span>A<span class="_ _1"></span>k<span class="_ _0"></span>tywa finansowe </div><div class="t m0 xc h6 y2b2 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _8e"> </span>d<span class="_ _0"></span>zień <span class="_ _8d"> </span>nabycia <span class="_ _92"> </span>Spółka<span class="ff3"> <span class="_ _92"> </span></span>wycenia <span class="_ _8d"> </span>ak<span class="_ _0"></span>tywa <span class="_ _8e"> </span>fin<span class="_ _0"></span>ansowe <span class="_ _8d"> </span>w <span class="_ _8d"> </span>war<span class="_ _0"></span>tości <span class="_ _8e"> </span>g<span class="_ _0"></span>odziwej, <span class="_ _8d"> </span>czyli <span class="_ _8d"> </span>naj<span class="_ _0"></span>częściej <span class="_ _8d"> </span>według </div><div class="t m0 xc h6 y2b3 ff4 fs2 fc0 sc0 ls0 ws0">wartości <span class="_ _0"></span>godziwej <span class="_ _0"></span>uis<span class="_ _0"></span>zczonej <span class="_ _0"></span>zapłat<span class="_ _0"></span><span class="ff3">y. Kos<span class="_ _0"></span>zty <span class="_ _0"></span>transakcji <span class="_ _0"></span></span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _0"></span></span>włącza <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="_ _0"></span>poc<span class="_ _0"></span>zątkowej <span class="_ _0"></span>wyc<span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y2b4 ff4 fs2 fc0 sc0 ls0 ws0">ny <span class="_ _88"></span>wszystkich <span class="_ _88"></span>ak<span class="_ _0"></span>tywów <span class="_ _8"></span>fin<span class="_ _0"></span>ansowych, <span class="_ _88"></span>poza <span class="_ _88"></span>kategor<span class="_ _0"></span>ią <span class="_ _88"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów <span class="_ _88"></span>wycenian<span class="_ _0"></span>ych <span class="_ _88"></span>w <span class="_ _88"></span>wartości <span class="_ _88"></span>godziwej<span class="_ _0"></span> <span class="_ _88"></span>p<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y2b5 ff4 fs2 fc0 sc0 ls0 ws0">przez <span class="_ _8"></span>wynik. <span class="_ _8"></span>W<span class="_ _0"></span>yjątkiem <span class="_ _8"></span>od <span class="_ _8"></span>tej <span class="_ _8"></span>zasad<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>są <span class="_ _8"></span>nale<span class="_ _0"></span>żności <span class="_ _8"></span>z <span class="_ _8"></span>tytułu <span class="_ _8"></span>dostaw <span class="_ _8"></span>i <span class="_ _8"></span>us<span class="_ _0"></span>ług, <span class="_ _8"></span>które <span class="_ _8e"> </span>Spółka<span class="ff3"> <span class="_ _88"></span>wycenia <span class="_ _8"></span>w </span></div><div class="t m0 xc h6 y2b6 ff3 fs2 fc0 sc0 ls11 ws0">ic<span class="ff4 ls0">h <span class="_ _8e"> </span>cenie <span class="_ _8e"> </span>transakc<span class="_ _0"></span>y<span class="_ _1"></span>jnej <span class="_ _8e"> </span>w <span class="_ _8e"> </span>rozum<span class="_ _0"></span>ieniu <span class="_ _88"></span>MSSF <span class="_ _8e"> </span>15, <span class="_ _8e"> </span>przy <span class="_ _8e"> </span>cz<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _8e"> </span>nie <span class="_ _8e"> </span>dot<span class="_ _0"></span>y<span class="_ _1"></span>czy <span class="_ _8e"> </span>to <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8e"> </span>poz<span class="_ _0"></span>y<span class="_ _1"></span>cji <span class="_ _8e"> </span>nale<span class="_ _0"></span>żności <span class="_ _88"></span>z </span></div><div class="t m0 xc hb y2b7 ff4 fs2 fc0 sc0 ls0 ws0">tytułu <span class="_ _0"></span>dostaw <span class="_ _8"></span>i <span class="_ _0"></span>usług, <span class="_ _0"></span>k<span class="_ _0"></span>tórych <span class="_ _0"></span>term<span class="_ _0"></span>in <span class="_ _0"></span>płatności <span class="_ _0"></span>jest <span class="_ _0"></span>d<span class="_ _0"></span>łuższy <span class="_ _0"></span>niż <span class="_ _8"></span>rok <span class="_ _0"></span>i <span class="_ _0"></span>k<span class="_ _0"></span>tóre <span class="_ _0"></span>zawierają <span class="_ _0"></span>istotn<span class="_ _0"></span>y <span class="_ _0"></span>kom<span class="_ _0"></span>ponent </div><div class="t m0 xc h6 y2b8 ff4 fs2 fc0 sc0 ls0 ws0">finansowania zgodni<span class="_ _0"></span>e z definicją z MSSF 15.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2b9 ff4 fs2 fc0 sc0 ls0 ws0">Dla <span class="_ _8"></span>celó<span class="_ _0"></span>w <span class="_ _8"></span>wycen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>po <span class="_ _88"></span>początkowym <span class="_ _88"></span>ujęciu, <span class="_ _8"></span>ak<span class="_ _0"></span>tywa <span class="_ _8"></span>finanso<span class="_ _0"></span>we <span class="_ _8"></span>inne <span class="_ _8"></span>n<span class="_ _0"></span>iż <span class="_ _8"></span>instrum<span class="_ _0"></span>enty <span class="_ _8"></span>pochodne <span class="_ _88"></span>zabe<span class="_ _8"></span><span class="ff3 ls12">z-</span></div><div class="t m0 xc h6 y2ba ff4 fs2 fc0 sc0 ls0 ws0">pieczające, Spółk<span class="_ _0"></span>a<span class="ff3"> </span>klas<span class="_ _0"></span>y<span class="_ _1"></span>fikuje z podziałem<span class="_ _0"></span> na:<span class="ff3"> </span></div><div class="t m0 x6a h6 y2bb ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>aktywa finansowe w<span class="_ _0"></span>y<span class="_ _1"></span>cen<span class="_ _0"></span>iane w zamort<span class="_ _0"></span>y<span class="_ _1"></span>zowan<span class="_ _0"></span>y<span class="_ _1"></span>m k<span class="_ _0"></span>oszcie,<span class="_ _0"></span> </span></div><div class="t m0 x6a h6 y230 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">aktywa finansowe w<span class="_ _0"></span>y<span class="_ _1"></span>cen<span class="_ _0"></span>iane w wartości godziwej pr<span class="_ _0"></span>zez pozostałe całkowite doc<span class="_ _8"></span><span class="ff3">hody, </span></span></span></div><div class="t m0 x6a h6 y2bc ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">aktywa finansowe w<span class="_ _0"></span>y<span class="_ _1"></span>cen<span class="_ _0"></span>iane w wartości godziwej pr<span class="_ _0"></span>zez wynik finansowy ora<span class="_ _0"></span>z<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x6a h6 y2bd ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">instrumenty kapitałowe <span class="_ _0"></span>wyceniane w wartości god<span class="_ _0"></span>ziwej przez pozostałe ca<span class="_ _0"></span>łkowite dochody.<span class="_ _0"></span></span> </span></div><div class="t m0 xc h9 y2be ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y2bf ff4 fs2 fc0 sc0 ls0 ws0">Kategorie <span class="_ _88"></span>t<span class="_ _0"></span>e <span class="_ _88"></span>okr<span class="_ _0"></span>eślają <span class="_ _88"></span>zasady <span class="_ _8e"> </span>wycen<span class="_ _0"></span>y <span class="_ _88"></span>na <span class="_ _88"></span>d<span class="_ _0"></span>zień <span class="_ _88"></span>bilan<span class="_ _0"></span>sowy <span class="_ _88"></span>oraz <span class="_ _8e"> </span>ujęcie <span class="_ _8e"> </span>z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>ów <span class="_ _88"></span>lub <span class="_ _8e"> </span>strat <span class="_ _8e"> </span>z <span class="_ _92"> </span><span class="ff3">wyceny <span class="_ _8e"></span>w </span></div><div class="t m0 xc h6 y2c0 ff4 fs2 fc0 sc0 ls0 ws0">wyniku <span class="_ _8"></span>finansow<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>lub <span class="_ _8"></span>w <span class="_ _8"></span>pozostałych <span class="_ _8"></span>całk<span class="_ _0"></span>owitych <span class="_ _8"></span>dochodach. <span class="_ _8e"> </span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _8"></span></span>dokonuje <span class="_ _8"></span>klas<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>acji <span class="_ _8"></span>aktywów </div><div class="t m0 xc h6 y295 ff4 fs2 fc0 sc0 ls0 ws0">finansowych <span class="_ _8e"> </span>do <span class="_ _88"></span>k<span class="_ _0"></span>ategorii <span class="_ _88"></span>n<span class="_ _0"></span>a <span class="_ _88"></span>podstawie <span class="_ _8e"> </span>m<span class="_ _0"></span>odelu <span class="_ _88"></span>biznesowego <span class="_ _88"> </span>f<span class="_ _0"></span>unkcjonującego <span class="_ _8e"> </span>w <span class="_ _8d"> </span>Spó<span class="_ _0"></span>ł<span class="ff3">ce, <span class="_ _88"></span>w <span class="_ _8e"></span>zakr<span class="_ _0"></span>esie </span></div><div class="t m0 xc h6 y201 ff4 fs2 fc0 sc0 ls0 ws0">zarządzania <span class="_ _8"></span>akt<span class="_ _0"></span>ywami <span class="_ _8"></span>finansowymi <span class="_ _8"></span>oraz <span class="_ _8"></span>w<span class="_ _0"></span>ynikających <span class="_ _8"></span>z <span class="_ _8"></span>umow<span class="_ _0"></span>y <span class="_ _8"></span>przepływów <span class="_ _8"></span>pieniężn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>charak<span class="_ _0"></span>ter<span class="_ _8"></span><span class="ff3 ls1d">y-</span></div><div class="t m0 xc h6 y236 ff4 fs2 fc0 sc0 ls0 ws0">stycznych dla składnik<span class="_ _0"></span>a aktywów finansow<span class="_ _0"></span>ych.<span class="ff3"> </span></div><div class="t m0 xc h6 y2c1 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y2c2 ff4 fs2 fc0 sc0 ls0 ws0">Składnik <span class="_ _8"></span>ak<span class="_ _0"></span>tywów <span class="_ _8"></span>finansow<span class="_ _0"></span>ych <span class="_ _8"></span>wycenia <span class="_ _8"></span>s<span class="_ _0"></span>ię <span class="_ _8"></span>w <span class="_ _8"></span>zam<span class="_ _0"></span>ortyzowanym <span class="_ _8"></span>koszcie, <span class="_ _8"></span>j<span class="_ _0"></span>eżeli <span class="_ _88"></span>spełnione <span class="_ _8"></span>są <span class="_ _88"></span>oba <span class="_ _8"></span>p<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y2c3 ff4 fs2 fc0 sc0 ls0 ws0">niższe <span class="_ _8e"> </span>warunk<span class="_ _0"></span>i <span class="_ _88"></span>(i <span class="_ _8e"> </span>nie <span class="_ _8e"> </span>zostały <span class="_ _8e"> </span>wyznac<span class="_ _0"></span>zone <span class="_ _88"></span>w <span class="_ _8e"> </span>m<span class="_ _0"></span>omencie <span class="_ _88"></span>poc<span class="_ _0"></span>zątkowego <span class="_ _8e"> </span>ujęcia <span class="_ _8e"> </span>do <span class="_ _8e"> </span>wyceny <span class="_ _8e"> </span>w <span class="_ _8e"> </span>wartości<span class="_ _0"></span> </div><div class="t m0 xc h6 y2c4 ff3 fs2 fc0 sc0 ls0 ws0">godziwej prze<span class="_ _0"></span>z<span class="_ _1"></span> w<span class="_ _0"></span>ynik): </div><div class="t m0 x6a h6 y2c5 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">składnik akt<span class="_ _0"></span>ywów<span class="_ _1"></span> finans<span class="_ _0"></span>owych jest utrzym<span class="_ _0"></span>ywany zgodnie z modelem<span class="_ _0"></span> biznesowym<span class="_ _0"></span>, którego c<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></span></div><div class="t m0 x6b hb y2c6 ff4 fs2 fc0 sc0 ls0 ws0">lem <span class="_ _0"></span>jest <span class="_ _0"></span>utrzy<span class="_ _1"></span>m<span class="_ _0"></span>ywanie ak<span class="_ _0"></span>tywów finanso<span class="_ _0"></span>wych dla <span class="_ _0"></span>uzysk<span class="_ _0"></span>ania przepływów <span class="_ _8"></span>pieniężnych <span class="_ _0"></span>wynikaj<span class="ls1">ą-</span></div><div class="t m0 x6b h6 y2c7 ff3 fs2 fc0 sc0 ls0 ws0">cych z umowy, </div><div class="t m0 x6a h6 y2c8 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">warunki <span class="_ _8e"> </span>um<span class="_ _0"></span>owy <span class="_ _88"></span>dot<span class="_ _0"></span>yczącej <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładni<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _88"></span>ak<span class="_ _0"></span>tywów <span class="_ _8e"> </span>finanso<span class="_ _0"></span>wy<span class="_ _1"></span>ch <span class="_ _8d"> </span>powodują <span class="_ _8d"> </span>powstawanie <span class="_ _8d"> </span>w <span class="_ _8e"> </span>ok<span class="_ _0"></span>r<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></span></div><div class="t m0 x6b hb y2c9 ff4 fs2 fc0 sc0 ls0 ws0">ślonych term<span class="_ _0"></span>inach pr<span class="_ _0"></span>zepływów pienię<span class="_ _0"></span>żnych, które <span class="_ _0"></span>są w<span class="_ _0"></span>yłącznie spłatą <span class="_ _0"></span>kwoty głównej<span class="_ _0"></span> i ods<span class="_ _0"></span>etek </div><div class="t m0 x6b h6 y2ca ff4 fs2 fc0 sc0 ls0 ws0">od wartości nom<span class="_ _0"></span>inalnej pozostałej do spłat<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xc h6 y2cb ff3 fs2 fc0 sc0 ls0 ws0">Do <span class="ff4">kategorii ak<span class="_ _0"></span>tywów finansowych wycenian<span class="_ _0"></span>ych w zam<span class="_ _0"></span>orty<span class="_ _1"></span>zowan<span class="_ _0"></span>y<span class="_ _1"></span>m k<span class="_ _0"></span>oszcie <span class="_ _0"></span>Spółka<span class="ff3"> <span class="_ _0"></span>z<span class="_ _1"></span>alicza:<span class="_ _0"></span> </span></span></div><div class="t m0 x6a h6 y2cc ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">pożyczki,</span> </span></div><div class="t m0 x6a h6 y2cd ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">należności <span class="_ _0"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _0"></span>dostaw <span class="_ _0"></span>i <span class="_ _8"></span>usług <span class="_ _0"></span>oraz <span class="_ _0"></span>pozostałe <span class="_ _0"></span>n<span class="_ _0"></span>ależności <span class="_ _0"></span>(z <span class="_ _0"></span>w<span class="_ _0"></span>yłączeniem <span class="_ _8"></span>ty<span class="_ _1"></span>ch, <span class="_ _0"></span>dla <span class="_ _0"></span>k<span class="_ _0"></span>tórych </span></span></div><div class="t m0 x6b h6 y2ce ff4 fs2 fc0 sc0 ls0 ws0">nie stosuje się zasad M<span class="_ _0"></span>SSF 9),<span class="ff3"> </span></div><div class="t m0 x6a h6 y2cf ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">dłużne papiery wartościo<span class="_ _0"></span>we,</span> </span></div><div class="t m0 x6a h6 y2d0 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">naleznoś</span><span class="ls4">ci</span> <span class="ff4">z tyt.przejecia długu<span class="_ _0"></span></span> </span></div><div class="t m0 x6a h6 y2d1 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">należności wekslowe<span class="_ _0"></span></span> </span></div><div class="t m0 xc h6 y2d2 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>y<span class="_ _1"></span>mienione <span class="_ _88"></span>klas<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>akt<span class="_ _0"></span>ywów <span class="_ _8"></span>finansow<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>preze<span class="_ _0"></span>ntowane <span class="_ _8"></span>s<span class="_ _0"></span>ą <span class="_ _8"></span>w <span class="_ _8e"> </span><span class="ff3">jednostk<span class="_ _0"></span>owy<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>spr<span class="_ _0"></span>awozdaniu <span class="_ _88"></span>z <span class="_ _8"></span>s<span class="_ _0"></span>ytuacji </span></div><div class="t m0 xc h6 y2d3 ff4 fs2 fc0 sc0 ls0 ws0">finansowej <span class="_ _8"></span>w <span class="_ _0"></span>podziale <span class="_ _8"></span>na <span class="_ _0"></span>a<span class="_ _0"></span>ktywa <span class="_ _8"></span>dł<span class="_ _1"></span>ugoterm<span class="_ _0"></span>inowe <span class="_ _0"></span>i <span class="_ _8"></span>krótkoterm<span class="_ _0"></span>inowe <span class="_ _8"></span><span class="ff3 ls1e">w <span class="_ _8"></span><span class="ls0">pozycjach <span class="_ _8"></span></span></span>„Należności <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>tytułu </div><div class="t m0 xc hb y2d4 ff4 fs2 fc0 sc0 ls0 ws0">dostaw <span class="_ _8d"> </span>i <span class="_ _8d"> </span>usług”, <span class="_ _8d"> </span>„<span class="_ _0"></span>Aktywa <span class="_ _8d"> </span>fi<span class="_ _0"></span>nansowe <span class="_ _8d"> </span>wyceniane <span class="_ _92"> </span>w <span class="_ _8d"> </span>war<span class="_ _0"></span>tości <span class="_ _8e"> </span>go<span class="_ _0"></span>dziwej”, <span class="_ _8e"> </span>„<span class="_ _0"></span>Pozostałe <span class="_ _8d"> </span>ak<span class="_ _0"></span>tywa <span class="_ _8e"> </span>f<span class="_ _0"></span>inansowe </div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">17<span class="ls0"> </span></div><div class="t m0 xc hb y1ea ff4 fs2 fc0 sc0 ls0 ws0">wyceniane <span class="_ _91"> </span>w  zam<span class="_ _0"></span>ortyzowanym  kos<span class="_ _0"></span>z<span class="_ _1"></span>cie” <span class="_ _91"> </span>ora<span class="_ _0"></span>z  „Pozostałe <span class="_ _91"> </span>należności”. <span class="_ _90"> </span>W<span class="_ _0"></span>ycena  krótkoterm<span class="_ _0"></span>inowy<span class="_ _1"></span>ch </div><div class="t m0 xc h6 y276 ff4 fs2 fc0 sc0 ls0 ws0">należności odb<span class="_ _0"></span>ywa się w wartości wymagaj<span class="_ _0"></span>ącej zapłaty ze względu n<span class="_ _0"></span>a nieznaczące efek<span class="_ _0"></span>ty dy<span class="_ _1"></span>sk<span class="_ _0"></span>onta<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 xc h6 y277 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _88"></span></span>nie <span class="_ _88"></span>wyodrębnia <span class="_ _88"></span>przychodó<span class="_ _0"></span>w <span class="_ _8"></span>z <span class="_ _88"></span>tytułu <span class="_ _88"></span>odsetek <span class="_ _88"></span>jak<span class="_ _0"></span>o <span class="_ _8"></span>osobnej <span class="_ _88"></span>pozycji, <span class="_ _88"></span>lec<span class="_ _0"></span>z <span class="_ _8"></span>ujm<span class="_ _0"></span>uje <span class="_ _8"></span>je <span class="_ _88"></span>w <span class="_ _8"></span>pr<span class="_ _0"></span>zych<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y1ec ff3 fs2 fc0 sc0 ls0 ws0">dach finansowych.<span class="_ _0"></span> </div><div class="t m0 xc hb y278 ff4 fs2 fc0 sc0 ls0 ws0">Składnik <span class="_ _8"></span>ak<span class="_ _0"></span>tywów <span class="_ _8"></span>finansow<span class="_ _0"></span>ych <span class="_ _8"></span>wycenia <span class="_ _8"></span>s<span class="_ _0"></span>ię <span class="_ _8"></span>w <span class="_ _88"></span>wartośc<span class="_ _0"></span>i <span class="_ _8"></span>godziwej <span class="_ _8"></span>pr<span class="_ _0"></span>zez <span class="_ _8"></span>pozosta<span class="_ _0"></span>łe <span class="_ _8"></span>całkowite <span class="_ _88"></span>dochod<span class="_ _0"></span>y, </div><div class="t m0 xc h6 y279 ff4 fs2 fc0 sc0 ls0 ws0">jeżeli spełnione są oba <span class="_ _0"></span>poniższe warunki:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x6a h6 y6 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">składnik akt<span class="_ _0"></span>ywów<span class="_ _1"></span> finans<span class="_ _0"></span>owych jest utrzym<span class="_ _0"></span>ywany zgodnie z modelem<span class="_ _0"></span> biznesowym<span class="_ _0"></span>, którego c<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></span></div><div class="t m0 x6b h6 y27a ff4 fs2 fc0 sc0 ls0 ws0">lem <span class="_ _8"></span>j<span class="_ _0"></span>est <span class="_ _8"></span>zarówno <span class="_ _8"></span>otrzymywanie <span class="_ _8"></span>pr<span class="_ _0"></span>zepływów <span class="_ _8"></span>pienię<span class="_ _0"></span>żnych <span class="_ _8"></span>wynikaj<span class="_ _0"></span>ących <span class="_ _8"></span>z <span class="_ _8"></span>umowy, <span class="_ _8"></span>j<span class="_ _0"></span>ak <span class="_ _8"></span>i <span class="_ _8"></span>sprz<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 x6b h6 y27b ff4 fs2 fc0 sc0 ls0 ws0">daż składników ak<span class="_ _0"></span>tywów finansowych,<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x6a h6 y27c ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">warunki <span class="_ _8e"> </span>um<span class="_ _0"></span>owy <span class="_ _88"></span>dot<span class="_ _0"></span>yczącej <span class="_ _8e"> </span>sk<span class="_ _0"></span>ładni<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _88"></span>ak<span class="_ _0"></span>tywów <span class="_ _8e"> </span>finan<span class="_ _0"></span>sowych <span class="_ _8e"> </span>p<span class="_ _0"></span>owodują <span class="_ _8e"> </span>powstaw<span class="_ _0"></span>anie <span class="_ _8e"> </span>w <span class="_ _8e"> </span>ok<span class="_ _0"></span>r<span class="ff3 ls1">e-</span></span></span></div><div class="t m0 x6b hb y27d ff4 fs2 fc0 sc0 ls0 ws0">ślonych term<span class="_ _0"></span>inach pr<span class="_ _0"></span>zepływów pienię<span class="_ _0"></span>żnych, które <span class="_ _0"></span>są w<span class="_ _0"></span>yłącznie spłatą <span class="_ _0"></span>kwoty głównej<span class="_ _0"></span> i ods<span class="_ _0"></span>etek </div><div class="t m0 x6b h6 y27e ff4 fs2 fc0 sc0 ls0 ws0">od wartości nom<span class="_ _0"></span>inalnej pozostałej do spłat<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xc hb y27f ff4 fs2 fc0 sc0 ls0 ws0">Przychody z <span class="_ _0"></span>tytułu o<span class="_ _0"></span>dsetek, <span class="_ _0"></span>zy<span class="_ _1"></span>ski <span class="_ _0"></span>i straty <span class="_ _0"></span>z t<span class="_ _0"></span>ytułu utraty <span class="_ _0"></span>wartości ora<span class="_ _0"></span>z różnice k<span class="_ _0"></span>urs<span class="_ _0"></span>owe <span class="_ _0"></span>związane z <span class="_ _0"></span>tymi </div><div class="t m0 xc hb y280 ff4 fs2 fc0 sc0 ls0 ws0">aktywami <span class="_ _8e"> </span>oblic<span class="_ _0"></span>zane <span class="_ _88"></span>są <span class="_ _8d"> </span>i <span class="_ _8e"> </span>ujm<span class="_ _0"></span>owane <span class="_ _8e"> </span>w <span class="_ _8e"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>nik<span class="_ _0"></span>u <span class="_ _88"></span>f<span class="_ _0"></span>inansowym <span class="_ _8e"> </span>w <span class="_ _8e"> </span>tak<span class="_ _0"></span>i <span class="_ _88"></span>sam<span class="_ _0"></span> <span class="_ _8e"> </span>sposób, <span class="_ _8e"> </span>jak<span class="_ _0"></span> <span class="_ _88"></span>m<span class="_ _0"></span>a <span class="_ _88"></span>to <span class="_ _8e"> </span>m<span class="_ _0"></span>iejsce <span class="_ _8e"> </span>w </div><div class="t m0 xc h6 y281 ff4 fs2 fc0 sc0 ls0 ws0">przypadku <span class="_ _8"></span>akt<span class="_ _0"></span>ywów <span class="_ _0"></span>f<span class="_ _0"></span>inansowych <span class="_ _8"></span>wycenianych <span class="_ _8"></span>w <span class="_ _8"></span>zam<span class="_ _0"></span>ortyzowanym <span class="_ _8"></span>koszcie. <span class="_ _8"></span>Pozostałe <span class="_ _8"></span>zmian<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>wart<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y282 ff4 fs2 fc0 sc0 ls0 ws0">ści <span class="_ _0"></span>godziwej <span class="_ _0"></span>t<span class="_ _0"></span>ych ak<span class="_ _0"></span>tywów <span class="_ _0"></span>ujm<span class="_ _0"></span>owane <span class="_ _0"></span>są <span class="_ _0"></span>przez <span class="_ _0"></span>pozost<span class="_ _0"></span>ałe <span class="_ _8"></span>całkowite <span class="_ _0"></span>dochod<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>W<span class="_ _0"></span> <span class="_ _0"></span>momencie <span class="_ _8"></span>z<span class="_ _1"></span>aprzest<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y283 ff4 fs2 fc0 sc0 ls0 ws0">nia <span class="_ _92"> </span>uj<span class="_ _0"></span>mowania <span class="_ _89"> </span>sk<span class="_ _0"></span>ładnika <span class="_ _92"> </span>ak<span class="_ _0"></span>tywów <span class="_ _92"> </span>fin<span class="_ _0"></span>ansowych <span class="_ _89"> </span>wycenian<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _92"> </span>w <span class="_ _8f"> </span>wartości <span class="_ _89"> </span>god<span class="_ _0"></span>ziwej <span class="_ _92"> </span>pr<span class="_ _0"></span>zez <span class="_ _92"> </span>pozost<span class="_ _0"></span>ałe </div><div class="t m0 xc hb y284 ff4 fs2 fc0 sc0 ls0 ws0">całkowite <span class="_ _92"> </span>dochod<span class="_ _0"></span>y <span class="_ _8d"> </span>skum<span class="_ _0"></span>ulowane <span class="_ _8d"> </span>z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>i <span class="_ _8d"> </span>lub <span class="_ _92"> </span>straty <span class="_ _8d"> </span>r<span class="_ _0"></span>ozpoznane <span class="_ _92"> </span>wcześniej <span class="_ _89"> </span>w <span class="_ _8d"> </span>po<span class="_ _0"></span>zostałych <span class="_ _8d"> </span>całk<span class="_ _0"></span>owitych </div><div class="t m0 xc h6 y285 ff4 fs2 fc0 sc0 ls0 ws0">dochodach podlegaj<span class="_ _0"></span>ą przeklasyfik<span class="_ _0"></span>owaniu z kapitału do w<span class="_ _0"></span>yniku.<span class="ff3"> </span></div><div class="t m0 xc h6 y286 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>okresie <span class="_ _8"></span>sprawozdawczym <span class="_ _8"></span><span class="ff4 fs3">Spółk<span class="_ _0"></span>a</span> <span class="_ _0"></span><span class="ff4">nie <span class="_ _8"></span>posiadała <span class="_ _8"></span>aktywów <span class="_ _0"></span>f<span class="_ _0"></span>inansowych <span class="_ _8"></span>kwalifikując<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>się <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>tej <span class="_ _8"></span>k<span class="_ _0"></span><span class="ff3 ls1">a-</span></span></div><div class="t m0 xc h6 y287 ff3 fs2 fc0 sc0 ls0 ws0">tegorii wycen<span class="_ _0"></span>y<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 xc h6 y288 ff4 fs2 fc0 sc0 ls0 ws0">Składnik <span class="_ _8"></span>aktywów <span class="_ _8"></span>finansowych <span class="_ _8"></span>wycenia <span class="_ _8"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>wartości <span class="_ _8"></span>go<span class="_ _1"></span>dziwej <span class="_ _8"></span>przez <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>nik, <span class="_ _8"></span>jeżeli <span class="_ _8"></span>nie <span class="_ _8"></span>spełnia <span class="_ _0"></span>k<span class="_ _0"></span>ryt<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc hb y289 ff4 fs2 fc0 sc0 ls0 ws0">riów <span class="_ _8"></span>wy<span class="_ _1"></span>cen<span class="_ _0"></span>y <span class="_ _0"></span>w <span class="_ _8"></span>zamort<span class="_ _0"></span>yzowany<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _0"></span>k<span class="_ _0"></span>oszcie <span class="_ _0"></span>l<span class="_ _0"></span>ub <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>wartości <span class="_ _8"></span>godziwej <span class="_ _0"></span>pr<span class="_ _0"></span>zez <span class="_ _0"></span>p<span class="_ _0"></span>ozostałe <span class="_ _0"></span>c<span class="_ _0"></span>ałkowite <span class="_ _8"></span>dochody </div><div class="t m0 xc hb y28a ff4 fs2 fc0 sc0 ls0 ws0">oraz <span class="_ _8"></span>nie <span class="_ _8"></span>jest <span class="_ _8"></span>instrumentem <span class="_ _8"></span>kapitałowym <span class="_ _8"></span>wyznaczonym<span class="_ _0"></span> <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>momencie <span class="_ _8"></span>początkowego <span class="_ _8"></span>ujęcia <span class="_ _8"></span>do <span class="_ _8"></span>wycen<span class="_ _0"></span>y </div><div class="t m0 xc h6 y28b ff4 fs2 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>wartości <span class="_ _0"></span>g<span class="_ _0"></span>odziwej <span class="_ _0"></span>pr<span class="_ _0"></span>zez <span class="_ _0"></span>pozostałe <span class="_ _0"></span>całk<span class="_ _0"></span>owite <span class="_ _0"></span>docho<span class="_ _0"></span>dy. <span class="_ _0"></span>Ponadto <span class="_ _0"></span>do<span class="_ _0"></span> <span class="_ _0"></span>tej <span class="_ _0"></span>k<span class="_ _0"></span>ategorii <span class="_ _8"></span>Spółka<span class="ff3"> <span class="_ _8"></span>z<span class="_ _1"></span>alic<span class="_ _0"></span>za <span class="_ _0"></span>akt<span class="_ _0"></span><span class="ls1d">y-</span></span></div><div class="t m0 xc hb y28c ff4 fs2 fc0 sc0 ls0 ws0">wa <span class="_ _8"></span>finansowe <span class="_ _8"></span>w<span class="_ _0"></span>yznaczone <span class="_ _8"></span>prz<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>poc<span class="_ _0"></span>zątkowym <span class="_ _8"></span>ujęciu <span class="_ _88"></span>do <span class="_ _8"></span>wyceny <span class="_ _8"></span>w <span class="_ _8"></span>wart<span class="_ _0"></span>ości <span class="_ _8"></span>godziwej <span class="_ _8"></span>pr<span class="_ _0"></span>zez<span class="_ _1"></span> <span class="_ _88"></span>wynik <span class="_ _8"></span>ze </div><div class="t m0 xc h6 y2d5 ff4 fs2 fc0 sc0 ls0 ws0">względu na spełn<span class="_ _0"></span>ienie kryteriów określonych w M<span class="_ _0"></span>SSF 9.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2d6 ff4 fs2 fc0 sc0 ls0 ws0">Do tej kategorii za<span class="_ _0"></span>liczane są:<span class="ff3"> </span></div><div class="t m0 x6a h6 y2d7 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>wszystkie <span class="_ _0"></span>instrum<span class="_ _0"></span>enty <span class="_ _0"></span>pochodne <span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>kaz<span class="_ _0"></span>y<span class="_ _1"></span>wane<span class="_ _0"></span> <span class="_ _0"></span>w <span class="_ _0"></span>sprawo<span class="_ _0"></span>z<span class="_ _1"></span>daniu <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _0"></span>s<span class="_ _0"></span>ytuac<span class="_ _0"></span><span class="ff4">ji <span class="_ _0"></span>finansowej <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _0"></span>odrę<span class="_ _0"></span><span class="ff3 ls1">b-</span></span></span></div><div class="t m0 x6b h6 y2d8 ff4 fs2 fc0 sc0 ls0 ws0">nej <span class="_ _8d"> </span>pozycji <span class="_ _8d"> </span>„<span class="_ _0"></span>Pochodne <span class="_ _8d"> </span>instrum<span class="_ _0"></span>enty <span class="_ _8e"> </span>f<span class="_ _0"></span>inansowe”, <span class="_ _8d"> </span>za <span class="_ _92"> </span>wyjątkiem <span class="_ _92"> </span>pochodnych <span class="_ _8d"> </span>instr<span class="_ _0"></span>umentów <span class="_ _8d"> </span>z<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 x6b h6 y2d9 ff4 fs2 fc0 sc0 ls0 ws0">bezpieczających ujm<span class="_ _0"></span>owanych zgodnie z rach<span class="_ _0"></span>unkowością zabezpieczeń,<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 x6a h6 y2da ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">akcje i udziały spółek<span class="_ _0"></span> innych niż spółki <span class="_ _0"></span>z<span class="_ _1"></span>ależn<span class="_ _0"></span>e i stowarzyszone,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x6a h6 y2db ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>jednostki uczestnict<span class="_ _0"></span>wa i certyfikaty inwest<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _0"></span>ne funduszy inwest<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span>jn<span class="_ _0"></span>ych<span class="_ _0"></span> </span></div><div class="t m0 xc hb y2dc ff4 fs2 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>na<span class="_ _0"></span>leżące <span class="_ _8"></span>do <span class="_ _8"></span>tej<span class="_ _0"></span> <span class="_ _8"></span>kategorii <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>cen<span class="_ _0"></span>iane <span class="_ _8"></span>są <span class="_ _8"></span>w <span class="_ _88"></span>wartości <span class="_ _8"></span>g<span class="_ _0"></span>odziwej, <span class="_ _8"></span>a <span class="_ _8"></span>sk<span class="_ _0"></span>utki <span class="_ _8"></span>wyceny <span class="_ _8"></span>ujm<span class="_ _0"></span>owane </div><div class="t m0 xc hb y2dd ff4 fs2 fc0 sc0 ls0 ws0">są <span class="_ _8e"> </span>w <span class="_ _8d"> </span>wyniku <span class="_ _8e"> </span>odp<span class="_ _0"></span>owiednio <span class="_ _8e"> </span>w <span class="_ _8e"> </span>p<span class="_ _0"></span>ozycji <span class="_ _8e"> </span>„Prz<span class="_ _0"></span>y<span class="_ _1"></span>chod<span class="_ _0"></span>y <span class="_ _88"></span>f<span class="_ _0"></span>inansowe” <span class="_ _8e"> </span>lub <span class="_ _8d"> </span>„Koszt<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8d"> </span>finansowe”. <span class="_ _8d"> </span>Zyski <span class="_ _8e"> </span>i <span class="_ _8e"> </span>s<span class="_ _0"></span>traty <span class="_ _8e"> </span>z </div><div class="t m0 xc h6 y2de ff3 fs2 fc0 sc0 ls0 ws0">wyceny <span class="_ _88"></span><span class="ff4">ak<span class="_ _0"></span>tywów <span class="_ _88"></span>finanso<span class="_ _0"></span>wych <span class="_ _88"></span>okreś<span class="_ _0"></span>lone <span class="_ _8"></span>s<span class="_ _0"></span>ą <span class="_ _88"></span>przez <span class="_ _8e"> </span>zmianę <span class="_ _8e"> </span>wartości <span class="_ _88"></span>god<span class="_ _0"></span>ziwej <span class="_ _88"></span>ustalonej <span class="_ _8e"> </span>na <span class="_ _88"></span>podst<span class="_ _0"></span>awie </span></div><div class="t m0 xc h6 y2df ff4 fs2 fc0 sc0 ls0 ws0">bieżących <span class="_ _8"></span>na <span class="_ _8"></span>dzień <span class="_ _0"></span>b<span class="_ _0"></span>ilansowy <span class="_ _8"></span>cen <span class="_ _8"></span>po<span class="_ _1"></span>chod<span class="_ _0"></span>zących <span class="_ _8"></span>z <span class="_ _0"></span>ak<span class="_ _0"></span>tywnego <span class="_ _8"></span>rynku <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _8"></span>na <span class="_ _8"></span>podstawie <span class="_ _8"></span>technik <span class="_ _8"></span>wyc<span class="_ _8"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y2e0 ff4 fs2 fc0 sc0 ls0 ws0">ny, jeżeli akt<span class="_ _0"></span>ywny<span class="_ _1"></span> r<span class="_ _0"></span>ynek nie istnieje. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc hb y2e1 ff4 fs2 fc0 sc0 ls0 ws0">Instrument<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>kapit<span class="_ _0"></span>ałowe <span class="_ _8"></span>wyceniane <span class="_ _88"></span>w <span class="_ _88"></span>wartości <span class="_ _8"></span>g<span class="_ _0"></span>odziwej <span class="_ _8"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>ez <span class="_ _8"></span>po<span class="_ _0"></span>zostałe <span class="_ _8"></span>całkowit<span class="_ _0"></span>e <span class="_ _8"></span>dochody <span class="_ _8"></span>obejm<span class="_ _0"></span>ują </div><div class="t m0 xc hb y2e2 ff4 fs2 fc0 sc0 ls0 ws0">inwestycje <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>instrumenty <span class="_ _0"></span>k<span class="_ _0"></span>apitałowe <span class="_ _0"></span>niebęd<span class="_ _0"></span>ące <span class="_ _0"></span>ak<span class="_ _0"></span>tywami <span class="_ _0"></span>finanso<span class="_ _0"></span>wy<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _0"></span>prze<span class="_ _0"></span>znaczonymi <span class="_ _0"></span>do <span class="_ _8"></span>obrotu <span class="_ _8"></span>ani </div><div class="t m0 xc h6 y2e3 ff4 fs2 fc0 sc0 ls0 ws0">warunkową <span class="_ _8e"> </span>zapłatą <span class="_ _88"></span>w <span class="_ _88"></span>ram<span class="_ _0"></span>ach <span class="_ _88"></span>połączenia <span class="_ _8e"> </span>przedsięwzięć, <span class="_ _8e"> </span>w <span class="_ _88"></span>odniesi<span class="_ _0"></span>eniu <span class="_ _8"></span>d<span class="_ _0"></span>o <span class="_ _8"></span>k<span class="_ _0"></span>tórych <span class="_ _88"></span>w <span class="_ _88"> </span>m<span class="_ _0"></span>omencie <span class="_ _88"></span>p<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y2e4 ff4 fs2 fc0 sc0 ls0 ws0">czątkowego <span class="_ _8"></span>ujęci<span class="_ _0"></span>a <span class="_ _8"></span>Spółka<span class="ff3"> <span class="_ _88"></span></span>dokonała <span class="_ _8"></span>nie<span class="_ _0"></span>odwołalnego <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>boru <span class="_ _88"></span>dotyczącego <span class="_ _88"></span>przedstawiania <span class="_ _88"></span>w <span class="_ _8"></span>pozost<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y2e5 ff4 fs2 fc0 sc0 ls0 ws0">łych <span class="_ _88"></span>całk<span class="_ _0"></span>owitych <span class="_ _8e"> </span>dochodach <span class="_ _8e"> </span>pó<span class="_ _0"></span>źniejszych <span class="_ _8e"> </span>zmian <span class="_ _8e"> </span>wartości <span class="_ _8e"> </span>godziwej<span class="_ _0"></span> <span class="_ _88"></span>t<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8e"> </span>instrum<span class="_ _0"></span>entów. <span class="_ _88"></span>W<span class="_ _8"></span>y<span class="_ _1"></span>boru <span class="_ _88"></span>tego<span class="_ _0"></span> </div><div class="t m0 xc h6 y2e6 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8d"> </span></span>dokonuje <span class="_ _8d"> </span>ind<span class="_ _0"></span>y<span class="_ _1"></span>widualn<span class="_ _0"></span>ie <span class="_ _8e"> </span>i <span class="_ _8d"> </span>odrębnie <span class="_ _8d"> </span>w <span class="_ _8d"> </span>odniesieniu <span class="_ _8d"> </span>do <span class="_ _8d"> </span>poszczegól<span class="_ _0"></span>nych <span class="_ _8e"> </span>ins<span class="_ _0"></span>t<span class="_ _0"></span>rumentów <span class="_ _8e"> </span>k<span class="_ _0"></span>apitał<span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y2e7 ff3 fs2 fc0 sc0 ls0 ws0">wych. </div><div class="t m0 xc h6 y2e8 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>tej <span class="_ _0"></span>k<span class="_ _0"></span>ategorii <span class="_ _0"></span><span class="ff4">Spó<span class="_ _0"></span>łka</span> <span class="_ _8"></span><span class="ff4">uj<span class="_ _1"></span>muje <span class="_ _8"></span>akcje <span class="_ _8"></span>i <span class="_ _0"></span>udziały <span class="_ _0"></span>spó<span class="_ _0"></span>łek <span class="_ _0"></span>i<span class="_ _0"></span>nnych <span class="_ _0"></span>niż <span class="_ _8"></span>spółki <span class="_ _8"></span>z<span class="_ _1"></span>ależn<span class="_ _0"></span>e <span class="_ _0"></span>lu<span class="_ _0"></span>b <span class="_ _0"></span>stowar<span class="_ _0"></span>zyszone, <span class="_ _8"></span>w<span class="_ _0"></span><span class="ff3 ls12">y-</span></span></div><div class="t m0 xc h6 y2e9 ff3 fs2 fc0 sc0 ls0 ws0">kazywane w sprawo<span class="_ _0"></span>zdaniu z sytuacji finanso<span class="_ _0"></span>wej w pozycj<span class="_ _0"></span><span class="ff4">i „Pozostałe ak<span class="_ _0"></span>tywa finansowe”.<span class="ff16 fc1"> <span class="_ _0"></span> </span></span></div><div class="t m0 xc hb y2ea ff4 fs2 fc0 sc0 ls0 ws0">Skumulowane <span class="_ _88"></span>zyski <span class="_ _8"></span>lub <span class="_ _8"></span>straty <span class="_ _8"></span>z <span class="_ _8"></span>wyceny <span class="_ _8"></span>w <span class="_ _8"></span>wartoś<span class="_ _0"></span>ci <span class="_ _8"></span>godziwej, <span class="_ _8"></span>uprzednio <span class="_ _8"></span>ro<span class="_ _0"></span>zpoznane <span class="_ _8"></span>przez <span class="_ _8"></span>pozostałe<span class="_ _0"></span> </div><div class="t m0 xc hb y2eb ff4 fs2 fc0 sc0 ls0 ws0">całkowite doc<span class="_ _0"></span>hody, nie pod<span class="_ _0"></span>legają przek<span class="_ _0"></span>lasy<span class="_ _1"></span>f<span class="_ _0"></span>ikowaniu do <span class="_ _0"></span>wyniku w <span class="_ _0"></span>żadnych ok<span class="_ _0"></span>olicznościach, włąc<span class="_ _0"></span>zając </div><div class="t m0 xc hb y240 ff4 fs2 fc0 sc0 ls0 ws0">zaprzestanie <span class="_ _8d"> </span>uj<span class="_ _0"></span>mowania <span class="_ _8d"> </span>t<span class="_ _0"></span>ych <span class="_ _8d"> </span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów. <span class="_ _8d"> </span>D<span class="_ _0"></span>ywidendy <span class="_ _8d"> </span>z <span class="_ _92"> </span>instrumentó<span class="_ _0"></span>w <span class="_ _8e"> </span>k<span class="_ _0"></span>apitałowych <span class="_ _8d"> </span>zaliczon<span class="_ _0"></span>ych <span class="_ _8e"> </span>d<span class="_ _0"></span>o <span class="_ _8d"> </span>tej </div><div class="t m0 xc h6 y2ec ff3 fs2 fc0 sc0 ls0 ws0">kategorii <span class="_ _0"></span>ujm<span class="_ _0"></span><span class="ff4">owane <span class="_ _0"></span>są <span class="_ _0"></span>w <span class="_ _8"></span>wy<span class="_ _1"></span>niku <span class="_ _8"></span>w po<span class="_ _0"></span>zycji „<span class="_ _0"></span>Przychodów <span class="_ _0"></span>f<span class="_ _0"></span>inansowych” <span class="_ _0"></span>po <span class="_ _0"></span>spełnie<span class="_ _0"></span>niu <span class="_ _0"></span>warunków <span class="_ _0"></span>ro<span class="_ _0"></span>zp<span class="_ _0"></span><span class="ff3 ls1">o-</span></span></div><div class="t m0 xc hb y2ed ff4 fs2 fc0 sc0 ls0 ws0">znania <span class="_ _88"></span>pr<span class="_ _0"></span>zychodów <span class="_ _88"></span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _8e"> </span>dywidend <span class="_ _8e"> </span>ok<span class="_ _0"></span>reślonych <span class="_ _88"></span>w <span class="_ _8e"> </span>MSSF <span class="_ _8e"> </span>9, <span class="_ _88"></span>c<span class="_ _0"></span>hyba, <span class="_ _8e"> </span>że <span class="_ _88"></span>d<span class="_ _0"></span>ywidendy <span class="_ _88"></span>te <span class="_ _8e"> </span>w <span class="_ _88"></span>oc<span class="_ _0"></span>zywisty </div><div class="t m0 xc h6 y2ee ff4 fs2 fc0 sc0 ls0 ws0">sposób stanowią od<span class="_ _0"></span>zyskanie części kos<span class="_ _0"></span>ztów inwestycji.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2ef ff3 fs2 fc0 sc0 ls0 ws0">Aktywa <span class="_ _8"></span>finansowe <span class="_ _0"></span>zalic<span class="_ _0"></span>zone <span class="_ _0"></span>d<span class="_ _0"></span>o <span class="_ _0"></span>k<span class="_ _0"></span>ategorii <span class="_ _0"></span>wycenian<span class="_ _0"></span>ych <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>zamortyzowanym <span class="_ _8"></span>koszcie <span class="_ _0"></span>oraz <span class="_ _8"></span>wy<span class="_ _1"></span>ce<span class="_ _0"></span>nianych </div><div class="t m0 xc hb y2f0 ff4 fs2 fc0 sc0 ls0 ws0">w <span class="_ _8"></span>wartości <span class="_ _8"></span>g<span class="_ _0"></span>odziwej <span class="_ _8"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>ez <span class="_ _88"></span>pozostałe <span class="_ _8"></span>całk<span class="_ _0"></span>owite <span class="_ _8"></span>docho<span class="_ _0"></span>dy <span class="_ _8"></span>ze <span class="_ _8"></span>względu <span class="_ _88"></span>na <span class="_ _8"></span>model <span class="_ _88"></span>biznesowy <span class="_ _88"></span>i <span class="_ _8"></span>charakter </div><div class="t m0 xc h6 y2f1 ff4 fs2 fc0 sc0 ls0 ws0">przepływów <span class="_ _8e"> </span>z <span class="_ _88"></span>nim<span class="_ _0"></span>i <span class="_ _88"></span>związanych <span class="_ _88"></span>podlegają <span class="_ _8e"> </span>ocenie<span class="_ _0"></span> <span class="_ _8"></span>na<span class="_ _0"></span> <span class="_ _88"></span>k<span class="_ _0"></span>aż<span class="_ _1"></span>d<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"> </span>d<span class="_ _0"></span>zień <span class="_ _88"></span>bilansow<span class="_ _0"></span>y <span class="_ _8"></span>w <span class="_ _88"> </span>c<span class="_ _0"></span>elu <span class="_ _88"></span>ujęcia <span class="_ _8e"> </span>oczekiw<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y2f2 ff3 fs2 fc0 sc0 ls0 ws0">n<span class="ff4">ych <span class="_ _88"></span>strat <span class="_ _88"></span>kr<span class="_ _0"></span>edytowych, <span class="_ _8"></span>n<span class="_ _0"></span>iezależnie <span class="_ _88"></span>od <span class="_ _88"></span>tego, <span class="_ _88"></span>c<span class="_ _0"></span>zy<span class="_ _1"></span> <span class="_ _8e"> </span>wystąpiły <span class="_ _88"></span>przesłank<span class="_ _0"></span>i <span class="_ _88"></span>utraty <span class="_ _88"></span>wartości. <span class="_ _88"></span>Sposób <span class="_ _88"></span>d<span class="_ _0"></span>ok<span class="_ _8"></span><span class="ff3 ls1">o-</span></span></div><div class="t m0 xc h6 y2f3 ff4 fs2 fc0 sc0 ls0 ws0">nywania <span class="_ _8e"> </span>tej <span class="_ _8d"> </span>ocen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8d"> </span>i <span class="_ _8e"> </span>s<span class="_ _0"></span>z<span class="_ _1"></span>acowania <span class="_ _8d"> </span>odpisów <span class="_ _8d"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _8d"> </span>oczekiwan<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8d"> </span>strat <span class="_ _8d"> </span>kred<span class="_ _0"></span>y<span class="_ _1"></span>towych <span class="_ _8d"> </span>różni <span class="_ _8e"> </span>się <span class="_ _8d"> </span>dla <span class="_ _8e"> </span>p<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y2f4 ff4 fs2 fc0 sc0 ls0 ws0">szczególnych klas ak<span class="_ _0"></span>tywów finansowych:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">18<span class="ls0"> </span></div><div class="t m0 x6a h6 y1ea ff15 fs3 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _93"> </span><span class="ff4 fs2">Dla <span class="_ _0"></span>należnośc<span class="_ _0"></span>i <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>d<span class="_ _0"></span>ostaw <span class="_ _0"></span>i <span class="_ _0"></span>usług <span class="_ _8"></span>Spółka<span class="ff3"> <span class="_ _0"></span></span>stosuj<span class="_ _0"></span>e <span class="_ _0"></span>uproszczone <span class="_ _0"></span>pod<span class="_ _0"></span>ejście <span class="_ _0"></span>zakładając<span class="_ _0"></span>e <span class="_ _0"></span>ka<span class="_ _0"></span><span class="ff3 ls11">l-</span></span></span></div><div class="t m0 x6b hb y276 ff4 fs2 fc0 sc0 ls0 ws0">kulację <span class="_ _0"></span>odpisów <span class="_ _0"></span>z t<span class="_ _0"></span>ytułu oczekiwan<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>strat <span class="_ _0"></span>kred<span class="_ _0"></span>y<span class="_ _1"></span>tow<span class="_ _0"></span>ych dla c<span class="_ _0"></span>ałego ok<span class="_ _0"></span>resu <span class="_ _0"></span>życia instrum<span class="_ _0"></span>entu. </div><div class="t m0 x6b hb y277 ff4 fs2 fc0 sc0 ls0 ws0">Szacunki <span class="_ _8"></span>odpisów <span class="_ _0"></span>są <span class="_ _8"></span>dokonywane <span class="_ _0"></span>na <span class="_ _8"></span>zasadzie <span class="_ _8"></span>z<span class="_ _1"></span>bioro<span class="_ _0"></span>wej, <span class="_ _0"></span>a <span class="_ _8"></span>należności <span class="_ _8"></span>z<span class="_ _1"></span>ostały <span class="_ _8"></span>pogrupowane </div><div class="t m0 x6b h6 y1ec ff4 fs2 fc0 sc0 ls0 ws0">według <span class="_ _0"></span><span class="ff3">ok<span class="_ _0"></span>resu <span class="_ _0"></span>pr<span class="_ _0"></span>zeterminowania. <span class="_ _0"></span>S<span class="_ _0"></span>zacunek <span class="_ _0"></span>odpisu <span class="_ _8"></span>jest <span class="_ _0"></span>opart<span class="_ _0"></span>y <span class="_ _0"></span>przede <span class="_ _8"></span>w<span class="_ _1"></span>s<span class="_ _0"></span>zy<span class="_ _1"></span>stk<span class="_ _0"></span>im <span class="_ _0"></span>o <span class="_ _0"></span>histor<span class="_ _0"></span>yc<span class="_ _0"></span><span class="ls13">z-</span></span></div><div class="t m0 x6b hb y278 ff4 fs2 fc0 sc0 ls0 ws0">nie <span class="_ _89"> </span>k<span class="_ _0"></span>ształtujące  się <span class="_ _89"> </span>pr<span class="_ _0"></span>zeterminowania  i <span class="_ _89"> </span>po<span class="_ _0"></span>wiązanie  z<span class="_ _1"></span>alegania  z <span class="_ _8f"> </span>fak<span class="_ _0"></span>ty<span class="_ _1"></span>czną  spłacalnością  z </div><div class="t m0 x6b h9 y279 ff4 fs2 fc0 sc0 ls0 ws0">ostatnich 5 lat, <span class="_ _0"></span>z<span class="_ _1"></span> u<span class="_ _0"></span>względnieniem dostępn<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span> informacji dot<span class="_ _0"></span>y<span class="_ _1"></span>cząc<span class="_ _0"></span>y<span class="_ _1"></span>ch pr<span class="_ _0"></span>zyszłości<span class="_ _0"></span><span class="ff3 fs3">. </span></div><div class="t m0 x6a h6 y6 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>W<span class="_ _0"></span> <span class="_ _8"></span>odn<span class="ff4">iesieniu <span class="_ _8e"> </span>do <span class="_ _88"> </span>po<span class="_ _0"></span>zostałych <span class="_ _88"></span>k<span class="_ _0"></span>las <span class="_ _88"></span>ak<span class="_ _0"></span>ty<span class="_ _1"></span>wów, <span class="_ _8e"> </span>w <span class="_ _88"></span>pr<span class="_ _0"></span>zypadku <span class="_ _8e"> </span>instrumentów, <span class="_ _88"></span>d<span class="_ _0"></span>la <span class="_ _88"></span>któr<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8e"> </span>wzrost </span></span></div><div class="t m0 x6b h6 y27a ff4 fs2 fc0 sc0 ls0 ws0">ryzy<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _8"></span>kredytowego <span class="_ _8"></span>od <span class="_ _8"></span>pierwszego <span class="_ _8"></span>ujęcia <span class="_ _8"></span>nie <span class="_ _8"></span>by<span class="_ _1"></span>ł <span class="_ _8"></span>znaczący <span class="_ _8"></span>lub <span class="_ _8"></span>ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _8"></span>jest <span class="_ _8"></span>niskie, <span class="_ _88"></span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _8"></span>z<span class="ls1">a-</span></span></div><div class="t m0 x6b h6 y27b ff4 fs2 fc0 sc0 ls0 ws0">kłada <span class="_ _88"></span>ujęcie <span class="_ _8e"> </span>w <span class="_ _88"></span>pierws<span class="_ _0"></span>zej <span class="_ _8"></span>k<span class="_ _0"></span>olejności <span class="_ _88"></span>strat <span class="_ _8e"> </span>z <span class="_ _88"></span>niew<span class="_ _0"></span>y<span class="_ _1"></span>ko<span class="_ _0"></span>nania <span class="_ _88"></span>zobowiąza<span class="_ _0"></span>nia <span class="_ _8"></span>d<span class="_ _0"></span>la <span class="_ _88"></span>okres<span class="_ _0"></span>u <span class="_ _8"></span>k<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff3">lejnych </span></div><div class="t m0 x6b hb y27c ff4 fs2 fc0 sc0 ls0 ws0">12 <span class="_ _89"> </span>miesięc<span class="_ _0"></span>y. <span class="_ _92"> </span>Jeś<span class="_ _0"></span>li <span class="_ _89"> </span>wzrost <span class="_ _89"> </span>r<span class="_ _0"></span>yzy<span class="_ _1"></span>ka <span class="_ _8f"> </span>kredytowego <span class="_ _8f"> </span>od <span class="_ _89"> </span>mom<span class="_ _0"></span>entu <span class="_ _89"> </span>jego <span class="_ _89"> </span>poc<span class="_ _0"></span>zątkowego <span class="_ _89"> </span>ujęcia <span class="_ _89"> </span>b<span class="_ _0"></span>ył </div><div class="t m0 x6b h6 y27d ff4 fs2 fc0 sc0 ls0 ws0">znaczny, ujm<span class="_ _0"></span>uje się straty odpowiednie dla całego <span class="_ _0"></span>życia instrumentu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y27e ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8"></span></span>przyjęła, <span class="_ _8"></span>że <span class="_ _8"></span>znaczy <span class="_ _8"></span>wzrost <span class="_ _0"></span>r<span class="_ _0"></span>yzy<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _8"></span>na<span class="_ _1"></span>stępuje, <span class="_ _8"></span>k<span class="_ _0"></span>iedy <span class="_ _0"></span>pr<span class="_ _0"></span>zeterm<span class="_ _0"></span>inowanie <span class="_ _8"></span>płatności <span class="_ _8"></span>przekracz<span class="ff3">a <span class="_ _8"></span>60 </span></div><div class="t m0 xc h6 y27f ff4 fs2 fc0 sc0 ls0 ws0">dni. <span class="_ _88"></span>Spółka<span class="ff3"> <span class="_ _8e"></span></span>przyjmuje, <span class="_ _88"></span>że <span class="_ _88"></span>niew<span class="_ _0"></span>y<span class="_ _1"></span>kon<span class="_ _0"></span>anie <span class="_ _88"></span>zobowiązani<span class="_ _0"></span>a <span class="_ _8"></span>następ<span class="_ _0"></span>uje, <span class="_ _88"></span>kiedy<span class="_ _0"></span><span class="ff3"> <span class="_ _88"></span>przeterm<span class="_ _0"></span>inowanie <span class="_ _88"></span>wynosi <span class="_ _88"></span>90 </span></div><div class="t m0 xc h6 y280 ff3 fs2 fc0 sc0 ls0 ws0">dni. </div><div class="t m0 x52 hf y2f5 ff2 fs5 fc0 sc0 ls0 ws0">9.8. <span class="_ _8c"> </span><span class="ff1">Środki pieniężne i ekwiwalenty<span class="_ _1"></span> środków pieniężn<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 xc hb y2f6 ff4 fs2 fc0 sc0 ls0 ws0">Środki <span class="_ _8"></span>pieniężne <span class="_ _8"></span>i <span class="_ _8"></span>ich <span class="_ _8"></span>ek<span class="_ _0"></span>wiwalenty <span class="_ _8"></span>obejm<span class="_ _0"></span>ują <span class="_ _8"></span>gotówkę <span class="_ _8"></span>w <span class="_ _8"></span>kasie <span class="_ _8"></span>i <span class="_ _8"></span>na <span class="_ _8"></span>rachunkac<span class="_ _0"></span>h <span class="_ _8"></span>bankowych, <span class="_ _8"></span>depozyty </div><div class="t m0 xc h6 y2f7 ff4 fs2 fc0 sc0 ls0 ws0">płatne <span class="_ _8"></span>n<span class="_ _0"></span>a <span class="_ _8"></span>żądanie <span class="_ _88"></span>ora<span class="_ _0"></span>z <span class="_ _8"></span>krótk<span class="_ _0"></span>oterminowe <span class="_ _8"></span>i<span class="_ _0"></span>nwestycje <span class="_ _8"></span>o <span class="_ _8e"> </span>dużej <span class="_ _88"></span>płynności <span class="_ _88"></span>(do <span class="_ _88"></span>3 <span class="_ _8"></span>m<span class="_ _0"></span>iesięcy), <span class="_ _88"></span>łatwo <span class="_ _88"></span>wymi<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y2f8 ff4 fs2 fc0 sc0 ls0 ws0">nialne na gotówk<span class="_ _0"></span>ę, dla których ryzyko zmian<span class="_ _0"></span>y wartości jest nieznac<span class="_ _0"></span>zne.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y2f9 ff2 fs5 fc0 sc0 ls0 ws0">9.9. <span class="_ _8c"> </span><span class="ff1">Oprocentowane kredyty bankowe, pożyczki i papiery<span class="_ _1"></span> dłużne<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 xc h6 y2fa ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> momencie <span class="_ _0"></span>początkowego <span class="_ _0"></span>ujęcia, <span class="_ _0"></span>wsz<span class="_ _0"></span>y<span class="_ _1"></span>stk<span class="_ _0"></span>ie kr<span class="_ _0"></span>edyty bank<span class="_ _0"></span>owe, po<span class="_ _0"></span>życzki i <span class="_ _0"></span>papiery <span class="_ _0"></span>dłużne s<span class="_ _0"></span>ą uj<span class="_ _0"></span>mow<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y2fb ff4 fs2 fc0 sc0 ls0 ws0">ne według wartości g<span class="_ _0"></span>odziwej, pomniejszonej o k<span class="_ _0"></span>oszty związane z uzysk<span class="_ _0"></span>aniem kredytu lub pożyczki.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y2fc ff4 fs2 fc0 sc0 ls0 ws0">Po <span class="_ _8"></span>poc<span class="_ _0"></span>zątkowym <span class="_ _8"></span>ujęciu <span class="_ _88"></span>oprocentowane <span class="_ _8"></span>k<span class="_ _0"></span>redyty, <span class="_ _8"></span>poż<span class="_ _0"></span>yczki <span class="_ _8"></span>i <span class="_ _8"></span>papier<span class="_ _0"></span>y <span class="_ _8"></span>dłużne <span class="_ _8"></span>są <span class="_ _88"></span>wyceniane <span class="_ _88"></span>według <span class="_ _88"></span>z<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y2fd ff3 fs2 fc0 sc0 ls0 ws0">mortyzowanego k<span class="_ _0"></span>osztu, przy zastosowaniu m<span class="_ _0"></span>etody efektywnej stopy procent<span class="_ _0"></span>owej<span class="_ _0"></span>. </div><div class="t m0 xc hb y2fe ff4 fs2 fc0 sc0 ls0 ws0">Przy <span class="_ _8e"> </span>ustalaniu <span class="_ _8d"> </span>zamort<span class="_ _0"></span>yz<span class="_ _1"></span>ow<span class="_ _0"></span>anego <span class="_ _88"></span>k<span class="_ _0"></span>osztu <span class="_ _8e"> </span>uwzględnia<span class="_ _0"></span> <span class="_ _8e"> </span>się <span class="_ _8e"> </span>koszt<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>zwi<span class="_ _0"></span>ązane <span class="_ _8e"> </span>z <span class="_ _8e"> </span>u<span class="_ _0"></span>zyskaniem <span class="_ _8e"> </span>kred<span class="_ _0"></span>ytu <span class="_ _88"></span>lub </div><div class="t m0 xc h6 y2ff ff4 fs2 fc0 sc0 ls0 ws0">pożyczki oraz d<span class="_ _0"></span>yskonta lub premie u<span class="_ _0"></span>zy<span class="_ _1"></span>skane <span class="_ _0"></span>w związku z zobowią<span class="_ _0"></span>zaniem.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y300 ff3 fs2 fc0 sc0 ls0 ws0">Przychody <span class="_ _89"> </span>i  kos<span class="ff4">zty <span class="_ _89"> </span>są <span class="_ _8f"> </span>ujm<span class="_ _0"></span>owane <span class="_ _89"> </span>w  zy<span class="_ _1"></span>sku  lub<span class="_ _1"></span> <span class="_ _8f"> </span>stracie <span class="_ _8f"> </span>z <span class="_ _89"> </span>chwilą <span class="_ _89"> </span>us<span class="_ _0"></span>unięcia <span class="_ _8f"> </span>zobowiązania  z<span class="ff3"> bi<span class="_ _0"></span>lansu,           </span></span></div><div class="t m0 xc h6 y301 ff4 fs2 fc0 sc0 ls0 ws0">a także w<span class="ff3"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>nik<span class="_ _0"></span>u rozliczenia metodą efek<span class="_ _0"></span>tywnej stopy procentowej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y302 ff2 fs5 fc0 sc0 ls0 ws0">9.10. <span class="_ _94"> </span><span class="ff1">Zobowiązania </span>finansowe </div><div class="t m0 xc h6 y303 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _88"></span>finansowe <span class="_ _88"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>k<span class="_ _0"></span>azywane <span class="_ _88"></span>są <span class="_ _88"></span>w <span class="_ _88"></span>następując<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span> <span class="_ _8"></span>pozycjach<span class="_ _0"></span> <span class="_ _8"></span>spra<span class="_ _0"></span>wozdania <span class="_ _88"></span>z <span class="_ _8e"> </span><span class="ff3">s<span class="_ _0"></span>ytuacji <span class="_ _8"></span>f<span class="_ _0"></span>ina<span class="ls1">n-</span></span></div><div class="t m0 xc h6 y304 ff3 fs2 fc0 sc0 ls0 ws0">sowej: </div><div class="t m0 x6a h6 y305 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">kredyty, pożyczki, inne instr<span class="_ _0"></span>umenty dłużne,<span class="_ _0"></span></span> </span></div><div class="t m0 x6a h6 y306 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">zobowiązania z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu leas<span class="_ _0"></span>ingu (poza MSSF 9),<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x6a h6 y307 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">zobowiązania z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu dosta<span class="_ _0"></span>w i usług oraz pozostałe <span class="_ _0"></span>zobowiązania ora<span class="_ _0"></span>z<span class="ff3"> </span></span></span></div><div class="t m0 x6a h6 y308 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">zobowiązania wek<span class="_ _0"></span>slowe wyceniane w zamort<span class="_ _0"></span>y<span class="_ _1"></span>zowan<span class="_ _0"></span>ym koszcie<span class="_ _0"></span><span class="ff3">. </span></span></span></div><div class="t m0 xc h6 y309 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>d<span class="_ _0"></span>zień <span class="_ _0"></span>nab<span class="_ _0"></span>y<span class="_ _1"></span>cia <span class="_ _8"></span>Spółka<span class="ff3"> <span class="_ _8"></span></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>enia <span class="_ _0"></span>zobowią<span class="_ _0"></span>zania <span class="_ _0"></span>f<span class="_ _0"></span>inansowe <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>wartości <span class="_ _0"></span>godziwej, <span class="_ _8"></span>czyli <span class="_ _0"></span>najc<span class="_ _0"></span>zęściej <span class="_ _0"></span>w<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc h6 y30a ff4 fs2 fc0 sc0 ls0 ws0">dług <span class="_ _8e"> </span>wartości <span class="_ _8e"> </span>godziwej <span class="_ _8e"> </span>otrzymanej<span class="_ _0"></span> <span class="_ _88"></span>kwot<span class="_ _0"></span>y. <span class="_ _88"></span>Kos<span class="_ _0"></span>z<span class="_ _1"></span>t<span class="_ _0"></span>y <span class="_ _8"></span>tr<span class="_ _0"></span>ansak<span class="_ _0"></span>cji <span class="_ _8e"> </span>Spółk<span class="_ _0"></span>a<span class="ff3"> <span class="_ _88"></span></span>włąc<span class="_ _0"></span>z<span class="_ _1"></span>a <span class="_ _8e"> </span>do <span class="_ _8e"> </span>wartośc<span class="_ _0"></span>i <span class="_ _88"></span>poc<span class="_ _0"></span>zątkowej </div><div class="t m0 xc hb y30b ff4 fs2 fc0 sc0 ls0 ws0">wyceny <span class="_ _89"> </span>ws<span class="_ _0"></span>zy<span class="_ _1"></span>stk<span class="_ _0"></span>ich <span class="_ _89"> </span>zobowiązań <span class="_ _89"> </span>finanso<span class="_ _0"></span>wych, <span class="_ _92"> </span>p<span class="_ _0"></span>oza <span class="_ _89"> </span>kategorią <span class="_ _89"> </span>zob<span class="_ _0"></span>owiązań <span class="_ _89"> </span>wycenian<span class="_ _0"></span>ych  w <span class="_ _89"> </span>wartości </div><div class="t m0 xc h6 y30c ff3 fs2 fc0 sc0 ls0 ws0">godziwej poprzez <span class="_ _0"></span>wynik. </div><div class="t m0 xc h6 y30d ff4 fs2 fc0 sc0 ls0 ws0">Po <span class="_ _8"></span>początkow<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _88"></span>ujęciu <span class="_ _8"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _8"></span>finansowe <span class="_ _88"></span>wyceniane <span class="_ _8"></span>są <span class="_ _88"></span>w <span class="_ _8"></span>zam<span class="_ _0"></span>ortyzowanym <span class="_ _8"></span>k<span class="_ _0"></span>oszcie <span class="_ _8"></span>z <span class="_ _8"></span>zast<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y30e ff4 fs2 fc0 sc0 ls0 ws0">sowaniem<span class="_ _0"></span> <span class="_ _0"></span>m<span class="_ _0"></span>etody<span class="_ _1"></span> <span class="_ _8"></span>efektywnej <span class="_ _8"></span>stopy <span class="_ _8"></span>procentowej, <span class="_ _8"></span>za <span class="_ _8"></span>wy<span class="_ _1"></span>jątk<span class="_ _0"></span>iem <span class="_ _8"></span>zob<span class="_ _1"></span>owiąza<span class="_ _0"></span>ń <span class="_ _0"></span>f<span class="_ _0"></span>inansowych <span class="_ _8"></span>przeznacz<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y30f ff4 fs2 fc0 sc0 ls0 ws0">nych <span class="_ _8"></span>do <span class="_ _8"></span>obrotu <span class="_ _8"></span>lub <span class="_ _8"></span>wyznaczon<span class="_ _0"></span>ych <span class="_ _8"></span>jako <span class="_ _8"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>enianych <span class="_ _8"></span>w <span class="_ _8"></span>wartości <span class="_ _8"></span>godziwej <span class="_ _8"></span>przez <span class="_ _88"></span>wynik <span class="_ _8"></span>finansowy. <span class="_ _8"></span>Do </div><div class="t m0 xc h6 y310 ff4 fs2 fc0 sc0 ls0 ws0">kategorii <span class="_ _8d"> </span>zobowiązań <span class="_ _8e"> </span>f<span class="_ _0"></span>inansowych <span class="_ _8d"> </span>wycenianych <span class="_ _8d"> </span>w <span class="_ _8d"> </span>wartości <span class="_ _8d"> </span>godziwej <span class="_ _8e"> </span>pr<span class="_ _0"></span>zez <span class="_ _8e"> </span>w<span class="_ _0"></span>ynik <span class="_ _8e"> </span>f<span class="_ _0"></span>inansowy <span class="_ _8d"> </span>Sp<span class="_ _0"></span>ółka<span class="ff3"> </span></div><div class="t m0 xc hb y311 ff4 fs2 fc0 sc0 ls0 ws0">zalicza instrum<span class="_ _0"></span>enty p<span class="_ _0"></span>ochodne inne <span class="_ _0"></span>niż i<span class="_ _0"></span>nstrumenty <span class="_ _0"></span>zabezpieczające. <span class="_ _8"></span>Krótkoterminowe <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>z </div><div class="t m0 xc hb y1e5 ff4 fs2 fc0 sc0 ls0 ws0">tytułu dostaw i <span class="_ _0"></span>usług w<span class="_ _0"></span>yceniane są w wartoś<span class="_ _0"></span>ci wymagaj<span class="_ _0"></span>ącej zapłaty ze <span class="_ _0"></span>względu na nieznac<span class="_ _0"></span>zące efekt<span class="_ _0"></span>y </div><div class="t m0 xc h6 y312 ff3 fs2 fc0 sc0 ls0 ws0">dyskonta. </div><div class="t m0 xc hb y313 ff4 fs2 fc0 sc0 ls0 ws0">Zyski <span class="_ _88"></span>i <span class="_ _88"></span>strat<span class="_ _0"></span>y <span class="_ _8"></span>z <span class="_ _8e"> </span>wycen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"> </span>zo<span class="_ _0"></span>bowiązań <span class="_ _8"></span>f<span class="_ _0"></span>inansowych <span class="_ _88"></span>ujm<span class="_ _0"></span>owane <span class="_ _8"></span>s<span class="_ _0"></span>ą <span class="_ _88"></span>w <span class="_ _88"></span>wynik<span class="_ _0"></span>u <span class="_ _8"></span>f<span class="_ _0"></span>inansowym <span class="_ _88"></span>w <span class="_ _88"></span>dzia<span class="_ _0"></span>łalności </div><div class="t m0 xc h6 y314 ff3 fs2 fc0 sc0 ls0 ws0">finansowej. </div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div><div class="t m0 x52 hf y315 ff2 fs5 fc0 sc0 ls0 ws0">9.11. <span class="_ _94"> </span>Rezerwy, z<span class="ff1">obowiązania i aktywa warunkowe</span> </div><div class="t m0 xc hb y316 ff4 fs2 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _88"></span>t<span class="_ _0"></span>worzone <span class="_ _88"></span>są <span class="_ _8e"> </span>wówc<span class="_ _0"></span>zas, <span class="_ _88"></span>gd<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"> </span>n<span class="_ _0"></span>a <span class="_ _88"></span>Spółce <span class="_ _8e"> </span>ciąż<span class="_ _0"></span>y <span class="_ _88"></span>istniejący <span class="_ _88"></span>ob<span class="_ _0"></span>owiązek <span class="_ _8e"> </span>(prawny <span class="_ _8e"> </span>lub <span class="_ _88"></span>zw<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>zajowo </div><div class="t m0 xc h6 y317 ff4 fs2 fc0 sc0 ls0 ws0">oczekiwan<span class="_ _0"></span>y<span class="_ _1"></span>) <span class="_ _8"></span>wynikaj<span class="_ _0"></span>ący <span class="_ _8"></span>ze <span class="_ _8"></span>zdarzeń <span class="_ _8"></span>przeszłych, <span class="_ _8"></span>i <span class="_ _8"></span>gd<span class="_ _0"></span>y <span class="_ _8"></span>prawdopodobne <span class="_ _8"></span>jest, <span class="_ _8"></span>że <span class="_ _8"></span>wypełnienie <span class="_ _8"></span>teg<span class="_ _0"></span>o <span class="_ _8"></span>ob<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y318 ff4 fs2 fc0 sc0 ls0 ws0">wiązku <span class="_ _0"></span>spowoduje <span class="_ _0"></span>koniec<span class="_ _0"></span>zność <span class="_ _0"></span>wypływu <span class="_ _0"></span>kor<span class="_ _0"></span>zy<span class="_ _1"></span>ści <span class="_ _0"></span>ek<span class="_ _0"></span>onomicznych <span class="_ _0"></span>oraz <span class="_ _0"></span>można <span class="_ _0"></span>dokonać <span class="_ _0"></span>wiar<span class="_ _0"></span>ygodnego </div><div class="t m0 xc hb y319 ff4 fs2 fc0 sc0 ls0 ws0">oszacowania <span class="_ _89"> </span>k<span class="_ _0"></span>woty <span class="_ _92"> </span>tego <span class="_ _8f"> </span>zobowiązania. <span class="_ _89"> </span>T<span class="_ _0"></span>ermin <span class="_ _89"> </span>poniesienia <span class="_ _89"> </span>ora<span class="_ _0"></span>z <span class="_ _92"> </span>k<span class="_ _0"></span>wota <span class="_ _89"> </span>wymagająca <span class="_ _89"> </span>uregu<span class="_ _0"></span>lowania </div><div class="t m0 xc h6 y31a ff4 fs2 fc0 sc0 ls0 ws0">może być niepe<span class="_ _0"></span>wna.  <span class="ff3"> </span></div><div class="t m0 xc h6 y31b ff4 fs2 fc0 sc0 ls0 ws0">Rezerwy tworz<span class="_ _0"></span>y się m.in. na następujące t<span class="_ _0"></span>ytuły:<span class="ff3"> </span></div><div class="t m0 x6a h6 y31c ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">toczące się postępo<span class="_ _0"></span>wania sądowe oraz spra<span class="_ _0"></span></span>wy sporne,<span class="_ _0"></span> </span></div><div class="t m0 x6a h6 y31d ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">straty z umów z klientam<span class="_ _0"></span>i,</span> </span></div><div class="t m0 x6a h6 y31e ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">restruktur<span class="_ _0"></span>yz<span class="_ _1"></span>acja, <span class="_ _8"></span>t<span class="_ _0"></span>yl<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _8"></span>jeżeli <span class="_ _8"></span>na <span class="_ _88"></span>podstawie <span class="_ _8"></span>o<span class="_ _0"></span>drębnych <span class="_ _8"></span>pr<span class="_ _0"></span>zepisów <span class="_ _8"></span>Spółka <span class="_ _8"></span>j<span class="_ _0"></span>est <span class="_ _8"></span>zobowiązana <span class="_ _88"></span>do </span></span></div><div class="t m0 x6b h6 y31f ff4 fs2 fc0 sc0 ls0 ws0">jej przeprowadzenia <span class="_ _0"></span>lub zawarto w tej spra<span class="_ _0"></span>wie wiążące um<span class="_ _0"></span>owy<span class="_ _1"></span>.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y320 ff4 fs2 fc0 sc0 ls0 ws0">Nie tworzy się re<span class="_ _0"></span>zerw na przyszłe straty operac<span class="_ _0"></span>yjne.<span class="ff3"> </span></div><div class="t m0 xc h6 y321 ff3 fs2 fc0 sc0 ls0 ws0">Rezerwy <span class="_ _88"></span>ujm<span class="_ _0"></span>uj<span class="ff4">e <span class="_ _8"></span>s<span class="_ _0"></span>ię <span class="_ _8"></span>w <span class="_ _88"></span>wartości <span class="_ _88"></span>szacowan<span class="_ _0"></span>ych <span class="_ _8"></span>nak<span class="_ _0"></span>ładów <span class="_ _8"></span>nie<span class="_ _0"></span>zbędnych <span class="_ _8"></span>d<span class="_ _0"></span>o <span class="_ _8"></span>w<span class="_ _0"></span>ypełnienia <span class="_ _8"></span>obecne<span class="_ _0"></span>go <span class="_ _8"></span>ob<span class="_ _8"></span></span><span class="ls1">o-</span></div><div class="t m0 xc h6 y322 ff4 fs2 fc0 sc0 ls0 ws0">wiązku, <span class="_ _8d"> </span>na <span class="_ _8e"> </span>po<span class="_ _0"></span>dstawie <span class="_ _8e"> </span>najb<span class="_ _0"></span>ardziej <span class="_ _8d"> </span>wiarygodn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8d"> </span>dowodó<span class="_ _0"></span>w <span class="_ _8e"> </span>dostępn<span class="_ _0"></span>ych <span class="_ _8e"> </span>na <span class="_ _8d"> </span>dzień <span class="_ _8d"> </span>sporządze<span class="_ _0"></span>nia <span class="_ _8e"> </span>spr<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc hb y84 ff4 fs2 fc0 sc0 ls0 ws0">wozdania finansoweg<span class="_ _0"></span>o, w tym dot<span class="_ _0"></span>yczących ryzyka or<span class="_ _0"></span>az stopnia niepewnoś<span class="_ _0"></span>ci. W<span class="_ _0"></span> przy<span class="_ _1"></span>padk<span class="_ _0"></span>u, gd<span class="_ _0"></span>y wpł<span class="_ _0"></span>yw </div><div class="t m0 xc h6 y17c ff4 fs2 fc0 sc0 ls0 ws0">wartości <span class="_ _8"></span>pieniądza <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _0"></span>c<span class="_ _0"></span>zasie <span class="_ _8"></span>jest <span class="_ _0"></span>istotny, <span class="_ _8"></span>wielkość <span class="_ _8"></span>rezerwy <span class="_ _0"></span>jest <span class="_ _8"></span>ustalana <span class="_ _0"></span>popr<span class="_ _0"></span>zez <span class="_ _8"></span>z<span class="_ _1"></span>d<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>ontowanie <span class="_ _0"></span>pr<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y323 ff4 fs2 fc0 sc0 ls0 ws0">gnozowan<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>prz<span class="_ _0"></span>yszły<span class="_ _1"></span>c<span class="_ _0"></span>h p<span class="_ _0"></span>rzepływów <span class="_ _0"></span>pieniężn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>do <span class="_ _8"></span>wartości bie<span class="_ _0"></span>żącej, <span class="_ _0"></span>przy <span class="_ _0"></span>zastosowaniu <span class="_ _0"></span>stop<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>d<span class="_ _0"></span>y<span class="_ _0"></span><span class="ff3 ls4">s-</span></div><div class="t m0 xc hb y324 ff4 fs2 fc0 sc0 ls0 ws0">kontowej <span class="_ _8"></span>odzwierciedlającej <span class="_ _8"></span>aktualne <span class="_ _8"></span>oceny <span class="_ _0"></span>r<span class="_ _0"></span>ynkowe <span class="_ _8"></span>wartości <span class="_ _8"></span>pieniądza <span class="_ _8"></span>w <span class="_ _8"></span>czasie <span class="_ _8"></span>oraz<span class="_ _1"></span> <span class="_ _8"></span>ewentualnego<span class="_ _0"></span> </div><div class="t m0 xc h6 y325 ff4 fs2 fc0 sc0 ls0 ws0">ryzy<span class="_ _1"></span>k<span class="_ _0"></span>a <span class="_ _8"></span>związanego <span class="_ _8"></span>z <span class="_ _0"></span>dan<span class="_ _0"></span>ym <span class="_ _8"></span>z<span class="_ _1"></span>obowiązaniem<span class="_ _0"></span>. <span class="_ _0"></span>Je<span class="_ _0"></span>żeli <span class="_ _0"></span>z<span class="_ _0"></span>astosowana <span class="_ _8"></span>została <span class="_ _0"></span>m<span class="_ _0"></span>etoda <span class="_ _0"></span>p<span class="_ _0"></span>olegająca <span class="_ _8"></span>na <span class="_ _0"></span>d<span class="_ _0"></span>y<span class="_ _0"></span><span class="ff3 ls4">s-</span></div><div class="t m0 xc h6 y326 ff4 fs2 fc0 sc0 ls0 ws0">kontowaniu, zwięk<span class="_ _0"></span>szenie rezerwy w związku <span class="_ _0"></span>z upływem czasu jest ujm<span class="_ _0"></span>owane jako koszt finansow<span class="_ _0"></span>y. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y327 ff4 fs2 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _0"></span>Spółk<span class="_ _0"></span>a <span class="_ _0"></span>spodziewa <span class="_ _8"></span>się, <span class="_ _8"></span>ż<span class="_ _1"></span>e <span class="_ _0"></span>k<span class="_ _0"></span>oszty <span class="_ _0"></span>objęte<span class="_ _0"></span> <span class="_ _0"></span>rezerwą <span class="_ _8"></span>zostaną <span class="_ _0"></span>zwrócon<span class="_ _0"></span>e, <span class="_ _0"></span>na <span class="_ _8"></span>przy<span class="_ _1"></span>k<span class="_ _0"></span>ład <span class="_ _0"></span>na <span class="_ _0"></span>m<span class="_ _0"></span>ocy <span class="_ _0"></span>um<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y328 ff4 fs2 fc0 sc0 ls0 ws0">wy <span class="_ _8"></span>ubezpieczenia, <span class="_ _8"></span>wówcza<span class="_ _0"></span>s <span class="_ _8"></span>zw<span class="_ _1"></span>rot <span class="_ _8"></span>te<span class="_ _0"></span>n <span class="_ _8"></span>jest <span class="_ _8"></span>ujmowany <span class="_ _8"></span>jako <span class="_ _8"></span>odrębny <span class="_ _8"></span>składnik <span class="_ _8"></span>ak<span class="_ _0"></span>tywów, <span class="_ _8"></span>ale <span class="_ _8"></span>tylko <span class="_ _8"></span>wó<span class="_ _0"></span><span class="ff3 ls1e">w-</span></div><div class="t m0 xc h6 y329 ff4 fs2 fc0 sc0 ls0 ws0">czas, <span class="_ _8"></span>gdy <span class="_ _0"></span>istn<span class="_ _0"></span>ieje <span class="_ _8"></span>wystarczająca <span class="_ _8"></span>pewność, <span class="_ _8"></span>że <span class="_ _0"></span>zwrot <span class="_ _8"></span>ten <span class="_ _8"></span>rzeczywiście <span class="_ _8"></span>nastąpi. <span class="_ _8"></span>Jednakże <span class="_ _8"></span>wartość<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span>tego </span></div><div class="t m0 xc h6 y32a ff4 fs2 fc0 sc0 ls0 ws0">aktywa nie m<span class="_ _0"></span>oże przewyższyć kwoty rezerw<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xc h6 y32b ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> przypadku <span class="_ _0"></span>gdy w<span class="_ _0"></span>ydatkowanie <span class="_ _0"></span>środkó<span class="_ _0"></span>w w <span class="_ _0"></span>celu <span class="_ _0"></span>wypełnienia <span class="_ _0"></span>obecnego <span class="_ _0"></span>obowiąz<span class="_ _0"></span>ku <span class="_ _0"></span>nie jest <span class="_ _0"></span>prawdop<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y32c ff4 fs2 fc0 sc0 ls0 ws0">dobne, <span class="_ _8e"> </span>k<span class="_ _0"></span>woty <span class="_ _8e"> </span>zobowiązania <span class="_ _8d"> </span>warunkowego <span class="_ _8d"> </span>nie <span class="_ _8d"> </span>ujm<span class="_ _0"></span>uje <span class="_ _88"> </span>s<span class="_ _0"></span>ię <span class="_ _8e"> </span>w <span class="_ _8e"> </span>spra<span class="_ _0"></span>wozdaniu <span class="_ _8e"> </span>z <span class="_ _8e"> </span>s<span class="_ _0"></span>ytuacji <span class="_ _8e"> </span>f<span class="_ _0"></span>inansowej, <span class="_ _8e"> </span>za </div><div class="t m0 xc h6 y32d ff4 fs2 fc0 sc0 ls0 ws0">wyjątkiem<span class="_ _0"></span> <span class="_ _92"> </span>zobowiązań <span class="_ _89"> </span>warunk<span class="_ _0"></span>owych <span class="_ _92"> </span>ident<span class="_ _0"></span>y<span class="_ _1"></span>f<span class="_ _0"></span>ikowanych <span class="_ _89"> </span>w <span class="_ _89"> </span>procesie <span class="_ _89"> </span>połąc<span class="_ _0"></span>zenia <span class="_ _92"> </span>jednost<span class="_ _0"></span>ek <span class="_ _89"> </span>gospoda<span class="_ _0"></span><span class="ff3 ls10">r-</span></div><div class="t m0 xc h6 y32e ff3 fs2 fc0 sc0 ls0 ws0">czych zgodnie z MSSF 3.<span class="_ _0"></span> </div><div class="t m0 xc h6 y32f ff4 fs2 fc0 sc0 ls0 ws0">Informacj<span class="_ _0"></span>ę o <span class="_ _8"></span>po<span class="_ _1"></span>ręc<span class="_ _0"></span>z<span class="_ _1"></span>eniac<span class="_ _0"></span>h <span class="_ _0"></span>i <span class="_ _0"></span>gwarancjach<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>ujawnia <span class="_ _0"></span>się <span class="_ _0"></span>w <span class="_ _0"></span>części <span class="_ _0"></span>opiso<span class="_ _0"></span>wej <span class="_ _0"></span>sprawozdania <span class="_ _0"></span>finanso<span class="_ _0"></span>wego <span class="_ _0"></span>w </div><div class="t m0 xc h6 y330 ff3 fs2 fc0 sc0 ls0 ws0">nocie <span class="_ _0"></span>nr 33<span class="lsf">. <span class="_ _0"></span></span><span class="ff4">Możli<span class="_ _0"></span>we wpł<span class="_ _0"></span>y<span class="_ _1"></span>wy <span class="_ _0"></span>zawierające <span class="_ _0"></span>korz<span class="_ _0"></span>y<span class="_ _1"></span>ści <span class="_ _0"></span>ekonom<span class="_ _0"></span>iczne dla <span class="_ _8"></span>Spółki, k<span class="_ _0"></span>tóre nie <span class="_ _0"></span>spełniają j<span class="_ _0"></span>eszcze </span></div><div class="t m0 xc hb y331 ff4 fs2 fc0 sc0 ls0 ws0">kryteriów <span class="_ _8"></span>ujęc<span class="_ _0"></span>ia <span class="_ _8"></span>jak<span class="_ _0"></span>o <span class="_ _8"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wa, <span class="_ _88"></span>stanowią <span class="_ _88"></span>aktywa <span class="_ _88"></span>warunko<span class="_ _0"></span>we, <span class="_ _8"></span>któr<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>nie <span class="_ _8"></span>ujm<span class="_ _0"></span>uje <span class="_ _88"></span>się <span class="_ _8"></span>w <span class="_ _8"></span>spra<span class="_ _0"></span>wozdaniu <span class="_ _88"></span>z </div><div class="t m0 xc h6 y332 ff4 fs2 fc0 sc0 ls0 ws0">sytuacji f<span class="_ _0"></span>inansowej. Inf<span class="_ _0"></span>ormację <span class="_ _0"></span>o ak<span class="_ _0"></span>tywach warunk<span class="_ _0"></span>owy<span class="_ _1"></span>c<span class="_ _0"></span>h ujawnia <span class="_ _0"></span>się <span class="_ _0"></span>w dodatk<span class="_ _0"></span>owych notac<span class="_ _0"></span>h objaśni<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y333 ff4 fs2 fc0 sc0 ls0 ws0">jących. <span class="ff3"> </span></div><div class="t m0 x52 hf y334 ff2 fs5 fc0 sc0 ls0 ws0">9.12. <span class="_ _94"> </span>Odprawy emerytalne </div><div class="t m0 xc hb y335 ff4 fs2 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z s<span class="_ _0"></span>y<span class="_ _1"></span>stem<span class="_ _0"></span>ami wynagrad<span class="_ _0"></span>zania obo<span class="_ _0"></span>wiązującymi <span class="_ _0"></span>w Grupie <span class="_ _0"></span>pracownic<span class="_ _0"></span>y Spółek<span class="_ _0"></span> Grupy m<span class="_ _0"></span>ają <span class="_ _0"></span>prawo </div><div class="t m0 xc h6 y336 ff4 fs2 fc0 sc0 ls0 ws0">do <span class="_ _0"></span>nagród <span class="_ _8"></span>jubileuszowych <span class="_ _8"></span>oraz <span class="_ _0"></span>odpra<span class="_ _0"></span>w <span class="_ _0"></span>emer<span class="_ _0"></span>ytalny<span class="_ _1"></span>c<span class="_ _0"></span>h. <span class="_ _0"></span>Nagrod<span class="_ _0"></span>y <span class="_ _0"></span>jubileus<span class="_ _0"></span>zowe <span class="_ _0"></span>są <span class="_ _8"></span>wypłacane <span class="_ _0"></span>praco<span class="_ _0"></span>wn<span class="_ _0"></span><span class="ff3 ls11">i-</span></div><div class="t m0 xc hb y337 ff4 fs2 fc0 sc0 ls0 ws0">kom <span class="_ _89"> </span>po <span class="_ _89"> </span>przepraco<span class="_ _0"></span>waniu <span class="_ _89"> </span>określonej <span class="_ _89"> </span>lic<span class="_ _0"></span>zby <span class="_ _92"> </span>lat. <span class="_ _89"> </span>O<span class="_ _0"></span>dprawy <span class="_ _89"> </span>em<span class="_ _0"></span>erytalne <span class="_ _92"> </span>s<span class="_ _0"></span>ą <span class="_ _92"> </span>w<span class="_ _0"></span>yp<span class="_ _0"></span>łacane <span class="_ _89"> </span>jednora<span class="_ _0"></span>zowo, <span class="_ _92"> </span>w </div><div class="t m0 xc hb y338 ff4 fs2 fc0 sc0 ls0 ws0">mom<span class="_ _0"></span>encie przejścia na emer<span class="_ _0"></span>yturę. W<span class="_ _0"></span>y<span class="_ _1"></span>sok<span class="_ _0"></span>ość odpraw emer<span class="_ _0"></span>y<span class="_ _1"></span>taln<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>i nagród jubil<span class="_ _0"></span>euszowych zależy od </div><div class="t m0 xc h6 y339 ff4 fs2 fc0 sc0 ls0 ws0">stażu pracy oraz śr<span class="_ _0"></span>edniego wynagrodzenia praco<span class="_ _0"></span>wnika. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y33a ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _88"></span></span>twor<span class="_ _0"></span>zy <span class="_ _8"></span>re<span class="_ _0"></span>zerwę <span class="_ _88"></span>na <span class="_ _88"></span>pr<span class="_ _0"></span>zy<span class="_ _1"></span>szłe <span class="_ _8e"> </span>zobowiązania <span class="_ _8e"> </span>z <span class="_ _88"></span>t<span class="_ _0"></span>ytułu <span class="_ _8"></span>od<span class="_ _0"></span>praw <span class="_ _8"></span>em<span class="_ _0"></span>erytaln<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>i <span class="_ _8e"> </span>nagró<span class="_ _0"></span><span class="ff3">d <span class="_ _88"></span>jub<span class="_ _0"></span>ileusz<span class="ls1">o-</span></span></div><div class="t m0 xc h6 y33b ff4 fs2 fc0 sc0 ls0 ws0">wych w celu pr<span class="_ _0"></span>zyporządkowania kosztó<span class="_ _0"></span>w do okresów nabywania uprawni<span class="_ _0"></span>eń przez pracownikó<span class="_ _0"></span>w. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc hb y33c ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artość <span class="_ _8"></span>bie<span class="_ _0"></span>żąca <span class="_ _88"></span>rezerw <span class="_ _88"></span>na <span class="_ _8e"> </span>k<span class="_ _0"></span>aż<span class="_ _1"></span>d<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>dzień <span class="_ _88"></span>bi<span class="_ _0"></span>lansowy <span class="_ _88"></span>jest <span class="_ _8e"> </span>szacowana <span class="_ _88"> </span>pr<span class="_ _0"></span>zez <span class="_ _88"></span>niezależn<span class="_ _0"></span>ego <span class="_ _88"></span>aktuariusza<span class="_ _0"></span>. </div><div class="t m0 xc h6 y33d ff4 fs2 fc0 sc0 ls0 ws0">Naliczone <span class="_ _88"></span>re<span class="_ _0"></span>zerwy <span class="_ _88"></span>są <span class="_ _88"></span>ró<span class="_ _0"></span>wne <span class="_ _88"></span>zdysk<span class="_ _0"></span>ontowany<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _88"></span>płatnośc<span class="_ _0"></span>iom, <span class="_ _88"></span>k<span class="_ _0"></span>tóre<span class="_ _0"></span><span class="ff3"> <span class="_ _88"></span></span>w <span class="_ _88"></span>przyszłośc<span class="_ _0"></span>i <span class="_ _88"></span>zostaną <span class="_ _88"></span>dok<span class="_ _0"></span>onane <span class="_ _88"></span>i </div><div class="t m0 xc hb y33e ff4 fs2 fc0 sc0 ls0 ws0">dotyczą <span class="_ _0"></span>ok<span class="_ _0"></span>resu <span class="_ _0"></span>do <span class="_ _0"></span>d<span class="_ _0"></span>nia <span class="_ _0"></span>bilansowego. <span class="_ _8"></span>Informacje <span class="_ _0"></span>dem<span class="_ _0"></span>ograficzne <span class="_ _0"></span>oraz <span class="_ _8"></span>informacje <span class="_ _0"></span>o <span class="_ _8"></span>rotacji <span class="_ _0"></span>zatrudnienia<span class="_ _0"></span> </div><div class="t m0 xc h6 y33f ff4 fs2 fc0 sc0 ls0 ws0">oparte są na dan<span class="_ _0"></span>ych historycznych. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y340 ff4 fs2 fc0 sc0 ls0 ws0">Skutki <span class="_ _88"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>cen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>re<span class="_ _0"></span>zerwy <span class="_ _8"></span>n<span class="_ _0"></span>a <span class="_ _88"></span>przyszłe <span class="_ _8e"> </span>zobowiązania <span class="_ _88"></span>z <span class="_ _88"></span>t<span class="_ _0"></span>ytułu <span class="_ _88"></span>odpraw <span class="_ _88"></span>em<span class="_ _0"></span>erytalnych <span class="_ _8"></span>i <span class="_ _8e"> </span>nagród <span class="_ _88"></span>j<span class="_ _0"></span><span class="ff3">ubileus<span class="_ _0"></span>z<span class="ls1">o-</span></span></div><div class="t m0 xc h6 y44 ff4 fs2 fc0 sc0 ls0 ws0">wych są ujmowane w <span class="_ _0"></span>wyniku.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 hf y341 ff2 fs5 fc0 sc0 ls0 ws0">9.13. <span class="_ _94"> </span><span class="ff1">Płatności w formie akcji</span> </div><div class="t m0 xc h6 y342 ff3 fs2 fc0 sc0 ls1f ws0">W <span class="ff4 ls0">Spó<span class="_ _1"></span>łce<span class="ff3"> <span class="_ _0"></span></span>w ok<span class="_ _0"></span>resie spra<span class="_ _0"></span>wozdawczym <span class="_ _0"></span>oraz w <span class="_ _0"></span>okr<span class="_ _0"></span>esie porównawc<span class="_ _0"></span>zy<span class="_ _1"></span>m<span class="_ _0"></span> nie <span class="_ _0"></span>wystąpił<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>płatności <span class="_ _0"></span>w f<span class="_ _0"></span>ormie </span></div><div class="t m0 xc h6 y343 ff4 fs2 fc0 sc0 ls0 ws0">akcji własn<span class="_ _0"></span>y<span class="_ _1"></span>ch.<span class="_ _0"></span><span class="ff8"> </span></div><div class="t m0 xc h69 y344 ff12 fs1 fc0 sc0 ls0 ws0">9.13.1. <span class="_ _95"> </span><span class="ff13">Transakcje rozliczane<span class="_ _1"></span> w instrumen<span class="_ _1"></span>tach kapitałowych<span class="ff12"> </span></span></div><div class="t m0 xc h6 y345 ff3 fs2 fc0 sc0 ls0 ws0">Koszt <span class="_ _89"> </span>transak<span class="_ _0"></span>cji <span class="_ _89"> </span>rozlic<span class="_ _0"></span>z<span class="_ _1"></span>an<span class="_ _0"></span>ych <span class="_ _89"> </span>z <span class="_ _8f"> </span><span class="ff4">pracownik<span class="_ _0"></span>ami <span class="_ _89"> </span>w <span class="_ _89"> </span>i<span class="_ _0"></span>nstrum<span class="_ _0"></span>entach <span class="_ _92"> </span>k<span class="_ _0"></span>apitałowych <span class="_ _89"> </span>jes<span class="_ _0"></span>t <span class="_ _89"> </span>wycenian<span class="_ _0"></span>y <span class="_ _92"> </span>pr<span class="_ _0"></span>zez </span></div><div class="t m0 xc h6 y346 ff4 fs2 fc0 sc0 ls0 ws0">odniesienie <span class="_ _88"></span>do <span class="_ _8e"> </span>wartości <span class="_ _88"></span>go<span class="_ _0"></span>dziwej <span class="_ _8"></span>na<span class="_ _0"></span> <span class="_ _88"></span>dzień <span class="_ _88"></span>prz<span class="_ _0"></span>yznania <span class="_ _88"></span>praw. <span class="_ _88"></span>Pr<span class="_ _0"></span>zy<span class="ff3"> <span class="_ _8e"></span>wycenie <span class="_ _88"></span>tran<span class="_ _0"></span>sakcji <span class="_ _88"></span>rozliczan<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8e"></span>w </span></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div><div class="t m0 xc hb y215 ff4 fs2 fc0 sc0 ls0 ws0">instrumentach <span class="_ _8"></span>k<span class="_ _0"></span>apitałowych <span class="_ _88"></span>uwzględniane <span class="_ _88"></span>są <span class="_ _8"></span>r<span class="_ _0"></span>ynkowe <span class="_ _8"></span>warunk<span class="_ _0"></span>i <span class="_ _8"></span>nabycia <span class="_ _88"></span>uprawnień <span class="_ _8"></span>(<span class="_ _0"></span>związane <span class="_ _8"></span>z <span class="_ _8"></span>c<span class="_ _0"></span>eną </div><div class="t m0 xc h6 y216 ff3 fs2 fc0 sc0 ls0 ws0">a<span class="ff4">kcji Spółki) ora<span class="_ _0"></span>z warunki inne niż warunk<span class="_ _0"></span>i nabycia uprawnień.<span class="_ _0"></span></span> </div><div class="t m0 xc hb y217 ff4 fs2 fc0 sc0 ls0 ws0">Koszt <span class="_ _8e"> </span>transak<span class="_ _0"></span>cji <span class="_ _8e"> </span>rozliczanych <span class="_ _8d"> </span>w <span class="_ _8e"> </span>instrum<span class="_ _0"></span>entach <span class="_ _8e"> </span>kapitało<span class="_ _0"></span>wych <span class="_ _88"></span>j<span class="_ _0"></span>est <span class="_ _8e"> </span>ujm<span class="_ _0"></span>owany<span class="_ _1"></span> <span class="_ _8d"> </span>wraz <span class="_ _8e"> </span>z <span class="_ _8e"> </span>od<span class="_ _0"></span>powiadającym<span class="_ _0"></span> </div><div class="t m0 xc hb y1c0 ff4 fs2 fc0 sc0 ls0 ws0">mu <span class="_ _8e"> </span>wzrostem<span class="_ _0"></span> <span class="_ _88"></span>wartości <span class="_ _8e"> </span>k<span class="_ _0"></span>apitału <span class="_ _8e"> </span>własnego <span class="_ _8d"> </span>w <span class="_ _8e"> </span>okres<span class="_ _0"></span>ie, <span class="_ _88"></span>w <span class="_ _8e"> </span>k<span class="_ _0"></span>tórym <span class="_ _8e"> </span>spełnione <span class="_ _8e"> </span>zost<span class="_ _0"></span>ały <span class="_ _88"></span>waru<span class="_ _0"></span>nki <span class="_ _8e"> </span>dotyczące </div><div class="t m0 xc h6 y218 ff3 fs2 fc0 sc0 ls0 ws0">efek<span class="_ _0"></span><span class="ff4">ty<span class="_ _1"></span>wności/ <span class="_ _0"></span>wyników <span class="_ _0"></span>lub/ i ś<span class="_ _0"></span>wiadczenia prac<span class="_ _0"></span>y bąd<span class="_ _0"></span>ź usług, k<span class="_ _0"></span>ończącym się <span class="_ _0"></span>w dniu<span class="_ _0"></span>, w k<span class="_ _0"></span>tóry<span class="_ _1"></span>m<span class="_ _0"></span> okreś<span class="_ _0"></span>leni </span></div><div class="t m0 xc hb y347 ff4 fs2 fc0 sc0 ls0 ws0">pracownicy <span class="_ _92"> </span>zdobędą <span class="_ _89"> </span>pełne <span class="_ _92"> </span>uprawnienia <span class="_ _92"> </span>d<span class="_ _0"></span>o <span class="_ _8d"> </span>ś<span class="_ _0"></span>wiadczeń <span class="_ _92"> </span>(„dzień <span class="_ _92"> </span>nab<span class="_ _0"></span>y<span class="_ _1"></span>cia <span class="_ _89"> </span>praw”). <span class="_ _92"> </span>Sk<span class="_ _0"></span>umulowany <span class="_ _8d"> </span>k<span class="_ _0"></span>oszt </div><div class="t m0 xc h6 y23 ff4 fs2 fc0 sc0 ls0 ws0">ujęty <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>tytułu <span class="_ _8"></span>transakcji <span class="_ _0"></span>r<span class="_ _0"></span>ozliczanych <span class="_ _8"></span>w<span class="ff3"> </span>instrum<span class="_ _0"></span>entach <span class="_ _0"></span>k<span class="_ _0"></span>apitałowych <span class="_ _8"></span>na <span class="_ _0"></span>k<span class="_ _0"></span>ażdy <span class="_ _8"></span>dzień <span class="_ _0"></span>bilanso<span class="_ _0"></span>wy <span class="_ _0"></span>do <span class="_ _8"></span>dnia </div><div class="t m0 xc hb y348 ff4 fs2 fc0 sc0 ls0 ws0">nabycia <span class="_ _8e"> </span>pra<span class="_ _0"></span>w <span class="_ _8e"> </span>odzwierciedla <span class="_ _8d"> </span>stopień <span class="_ _8d"> </span>upływu <span class="_ _8e"> </span>ok<span class="_ _0"></span>resu <span class="_ _8e"> </span>nabywania <span class="_ _8d"> </span>praw <span class="_ _8d"> </span>oraz <span class="_ _8e"> </span>l<span class="_ _0"></span>iczbę <span class="_ _8e"> </span>nagród, <span class="_ _8d"> </span>do <span class="_ _8e"> </span>k<span class="_ _0"></span>tórych </div><div class="t m0 xc h6 y349 ff3 fs2 fc0 sc0 ls0 ws0">prawa <span class="_ _8"></span><span class="ff4">–</span> <span class="_ _8"></span><span class="ff4">w <span class="_ _8"></span>opinii <span class="_ _8"></span>Zarządu <span class="_ _8"></span>Spółki <span class="_ _8"></span>na <span class="_ _8"></span>ten <span class="_ _8"></span>dzień, <span class="_ _8"></span>opartej <span class="_ _8"></span>na <span class="_ _0"></span>m<span class="_ _0"></span>ożliwie <span class="_ _8"></span>najlepszych <span class="_ _8"></span>szacunk<span class="_ _0"></span>ach <span class="_ _8"></span>liczby <span class="_ _0"></span>i<span class="_ _8"></span></span><span class="ls1">n-</span></div><div class="t m0 xc h6 y34a ff4 fs2 fc0 sc0 ls0 ws0">strumentów kapitało<span class="_ _0"></span>wych –<span class="ff3"> <span class="_ _0"></span>zost</span>aną ostatecznie nab<span class="_ _0"></span>yte.<span class="ff3"> </span></div><div class="t m0 x52 hf y34b ff2 fs5 fc0 sc0 ls0 ws0">9.14. <span class="_ _94"> </span>Przychody </div><div class="t m0 xc hb y34c ff4 fs2 fc0 sc0 ls0 ws0">Przychody <span class="_ _0"></span>s<span class="_ _0"></span>ą <span class="_ _0"></span>ujm<span class="_ _0"></span>owane <span class="_ _8"></span>w <span class="_ _0"></span>takiej <span class="_ _8"></span>wy<span class="_ _1"></span>sokoś<span class="_ _0"></span>ci, <span class="_ _0"></span>w <span class="_ _0"></span>j<span class="_ _0"></span>akiej <span class="_ _8"></span>j<span class="_ _1"></span>est <span class="_ _8"></span>prawdopodobne, <span class="_ _8"></span>że <span class="_ _0"></span>Spółka <span class="_ _8"></span>uzy<span class="_ _1"></span>sk<span class="_ _0"></span>a <span class="_ _0"></span>k<span class="_ _0"></span>orzy<span class="_ _1"></span>ści </div><div class="t m0 xc hb y34d ff4 fs2 fc0 sc0 ls0 ws0">ekonomiczne <span class="_ _8"></span>związane <span class="_ _8"></span>z <span class="_ _8"></span>daną <span class="_ _0"></span>trans<span class="_ _0"></span>akcją <span class="_ _8"></span>oraz <span class="_ _0"></span>gd<span class="_ _0"></span>y <span class="_ _0"></span>k<span class="_ _0"></span>wotę <span class="_ _0"></span>pr<span class="_ _0"></span>zychodów <span class="_ _8"></span>można <span class="_ _8"></span>wycenić <span class="_ _8"></span>w <span class="_ _0"></span>wiar<span class="_ _0"></span>ygodny </div><div class="t m0 xc h6 y34e ff4 fs2 fc0 sc0 ls0 ws0">sposób. <span class="_ _8d"> </span>Prz<span class="_ _0"></span>y<span class="_ _1"></span>chod<span class="_ _0"></span>y <span class="_ _8e"> </span>są <span class="_ _8d"> </span>ro<span class="_ _0"></span>zpoznawane<span class="_ _0"></span><span class="ff3"> <span class="_ _8d"> </span></span>w <span class="_ _8d"> </span>wartości <span class="_ _8d"> </span>go<span class="_ _0"></span>dziwej <span class="_ _8d"> </span>zapłaty <span class="_ _8d"> </span>otr<span class="_ _0"></span>zy<span class="_ _1"></span>m<span class="_ _0"></span>anej <span class="_ _8d"> </span>lub <span class="_ _8d"> </span>należnej, <span class="_ _8d"> </span>po <span class="_ _8d"> </span>p<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y34f ff4 fs2 fc0 sc0 ls0 ws0">mniejszeniu <span class="_ _0"></span>o podatek<span class="_ _0"></span> od towaró<span class="_ _0"></span>w i usług <span class="_ _0"></span>(VAT) <span class="_ _0"></span>oraz rabat<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>Przy ujm<span class="_ _0"></span>owaniu przychodów o<span class="_ _0"></span>bowiązują </div><div class="t m0 xc h6 y350 ff4 fs2 fc0 sc0 ls0 ws0">również kr<span class="_ _0"></span>y<span class="_ _1"></span>teria pr<span class="_ _0"></span>zedstawione poniżej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h69 y351 ff12 fs1 fc0 sc0 ls0 ws0">9.14.1. <span class="_ _95"> </span><span class="ff13">Przychody ze sprzeda<span class="_ _1"></span>ży<span class="ff12"> </span></span></div><div class="t m0 xc h6 y227 ff3 fs2 fc0 sc0 ls0 ws0">P<span class="ff4">rzychody <span class="_ _88"></span>ze <span class="_ _88"> </span>s<span class="_ _0"></span>przedaży <span class="_ _8"></span>s<span class="_ _0"></span>tanowią <span class="_ _88"></span>w<span class="_ _0"></span>yłącznie <span class="_ _88"></span>pr<span class="_ _0"></span>zychody <span class="_ _88"></span>z <span class="_ _88"></span>um<span class="_ _0"></span>ów <span class="_ _88"></span>z <span class="_ _88"></span>k<span class="_ _0"></span>lientami <span class="_ _8"></span>obj<span class="_ _0"></span>ęte <span class="_ _88"></span>zakres<span class="_ _0"></span>em <span class="_ _88"></span>MSSF </span></div><div class="t m0 xc h6 y352 ff4 fs2 fc0 sc0 ls0 ws0">15. <span class="_ _0"></span>Sposób <span class="_ _8"></span>ujmowania <span class="_ _8"></span>przychodów <span class="_ _8"></span>ze <span class="_ _0"></span>sprzedaży <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>sprawozdaniu <span class="_ _8"></span>finansowym <span class="_ _8"></span>Spółk<span class="_ _0"></span>a, <span class="_ _0"></span>w <span class="_ _8"></span>ty<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _0"></span>zaró<span class="_ _0"></span><span class="ff3 ls1e">w-</span></div><div class="t m0 xc h6 y353 ff4 fs2 fc0 sc0 ls0 ws0">no wartość, jak<span class="_ _0"></span> i moment rozpoznania prz<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>hodów, określa <span class="_ _0"></span>w pięciu etapach<span class="_ _0"></span><span class="ff3">: </span></div><div class="t m0 x52 h6 y354 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>identyfikacja um<span class="_ _0"></span>owy z klientem, </span></div><div class="t m0 x52 h6 y355 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">identyfikacja zobowią<span class="_ _0"></span>zań do wy<span class="_ _1"></span>ko<span class="_ _0"></span>nania świadc<span class="_ _0"></span>zenia,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x52 h6 y356 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">określenie ceny transak<span class="_ _0"></span>cyjnej,</span> </span></div><div class="t m0 x52 h6 y357 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">przypisanie cen<span class="_ _0"></span>y<span class="_ _1"></span> trans<span class="_ _0"></span>akcyjnej do zobowiązań do <span class="_ _0"></span>wy<span class="_ _1"></span>k<span class="_ _0"></span>onania świadczenia,<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 x52 h6 y358 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">ujęcie <span class="_ _0"></span>przychodu <span class="_ _0"></span>podc<span class="_ _0"></span>zas <span class="_ _0"></span>wypełniania <span class="_ _0"></span>zob<span class="_ _0"></span>owiązań <span class="_ _0"></span>do <span class="_ _0"></span>wykonania <span class="_ _0"></span>ś<span class="_ _0"></span>wiadczenia<span class="_ _0"></span></span> <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _0"></span>po <span class="_ _0"></span>ich<span class="_ _0"></span> <span class="_ _0"></span>wype<span class="ff4 ls11">ł-</span></span></div><div class="t m0 x6c h6 y359 ff3 fs2 fc0 sc0 ls0 ws0">nieniu. </div><div class="t m0 xc h6 y35a ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h59 y35b ff6 fs2 fc0 sc0 lsf ws0">Ident<span class="ls0">yfikacja um<span class="_ _0"></span>owy z klientem<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y35c ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> </span>ujm<span class="_ _0"></span>uje umowę z klientem t<span class="_ _0"></span>yl<span class="_ _1"></span>ko wó<span class="_ _0"></span>wczas, gdy spełnione są ws<span class="_ _0"></span>zystkie następujące kr<span class="_ _0"></span>y<span class="_ _1"></span>teria<span class="_ _0"></span>:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 h6 y35d ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">strony <span class="_ _88"></span>um<span class="_ _0"></span>owy <span class="_ _88"></span>zawar<span class="_ _0"></span>ły <span class="_ _88"></span>um<span class="_ _0"></span>owę <span class="_ _88"></span>(<span class="_ _0"></span>w <span class="_ _88"></span>form<span class="_ _0"></span>ie <span class="_ _88"></span>pisem<span class="_ _0"></span>nej, <span class="_ _8e"> </span>ustnej <span class="_ _88"></span>lub <span class="_ _8d"> </span>zgodnie <span class="_ _8e"> </span>z <span class="_ _88"> </span>i<span class="_ _0"></span>nnymi <span class="_ _8e"> </span>zwyczajo<span class="_ _0"></span>wy<span class="_ _1"></span>m<span class="_ _0"></span>i </span></span></div><div class="t m0 x6c h6 y35e ff4 fs2 fc0 sc0 ls0 ws0">prakt<span class="_ _0"></span>y<span class="_ _1"></span>kami handlow<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span>i) i są zobowiązane do <span class="_ _0"></span>wy<span class="_ _1"></span>kon<span class="_ _0"></span>ania swoich obowią<span class="_ _0"></span>z<span class="_ _1"></span>k<span class="_ _0"></span>ów; <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 h6 y35f ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">Spółka</span> <span class="_ _0"></span><span class="ff4">j<span class="_ _0"></span>est <span class="_ _0"></span>w <span class="_ _0"></span>stanie <span class="_ _8"></span>z<span class="_ _1"></span>ident<span class="_ _0"></span>y<span class="_ _1"></span>fik<span class="_ _0"></span>ować <span class="_ _0"></span>prawa <span class="_ _8"></span>każdej <span class="_ _0"></span>ze <span class="_ _8"></span>stron dot<span class="_ _0"></span>yczące <span class="_ _0"></span>dóbr <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _8"></span>usług, <span class="_ _0"></span>które <span class="_ _0"></span>m<span class="_ _0"></span>ają </span></span></div><div class="t m0 x6c h6 y2e1 ff4 fs2 fc0 sc0 ls0 ws0">zostać przeka<span class="_ _0"></span>zane; <span class="ff3"> </span></div><div class="t m0 x52 h6 y360 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">Spółka</span> <span class="_ _8d"> </span><span class="ff4">jest <span class="_ _8d"> </span>w <span class="_ _8d"> </span>stan<span class="_ _0"></span>ie <span class="_ _8e"> </span>zide<span class="_ _0"></span>ntyfikować <span class="_ _8d"> </span>warunk<span class="_ _0"></span>i <span class="_ _8e"> </span>płatn<span class="_ _0"></span>ości <span class="_ _8d"> </span>za <span class="_ _8d"> </span>dobra <span class="_ _8d"> </span>lub <span class="_ _92"> </span>usługi, <span class="_ _8d"> </span>k<span class="_ _0"></span>tóre <span class="_ _8e"> </span>m<span class="_ _0"></span>ają <span class="_ _8e"> </span>zostać<span class="_ _0"></span> </span></span></div><div class="t m0 x6c h6 y361 ff3 fs2 fc0 sc0 ls0 ws0">przekazane;  </div><div class="t m0 x52 h6 y362 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">umowa <span class="_ _8"></span>ma <span class="_ _8"></span>treść <span class="_ _8"></span>e<span class="_ _1"></span>konomiczną <span class="_ _8"></span>(tzn. <span class="_ _0"></span>m<span class="_ _0"></span>ożna <span class="_ _8"></span>oczekiwać, <span class="_ _8"></span>że <span class="_ _8"></span>w <span class="_ _0"></span>w<span class="_ _0"></span>yniku <span class="_ _8"></span>u<span class="_ _1"></span>m<span class="_ _0"></span>owy<span class="_ _1"></span> <span class="_ _8"></span>ulegnie <span class="_ _8"></span>zmianie <span class="_ _8"></span>r<span class="_ _0"></span><span class="ff3 ls12">y-</span></span></span></div><div class="t m0 x6c h6 y363 ff4 fs2 fc0 sc0 ls0 ws0">zyko, rozkład w c<span class="_ _0"></span>zasie lub kwota prz<span class="_ _0"></span>y<span class="_ _1"></span>szł<span class="_ _0"></span>ych przepł<span class="_ _0"></span>ywów pieniężnych <span class="_ _0"></span>Spółk<span class="ff3">i); oraz  </span></div><div class="t m0 x52 h6 y364 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">jest <span class="_ _8d"> </span>prawdopodobne, <span class="_ _92"> </span>że <span class="_ _8d"> </span>Spółka</span> <span class="_ _8d"> </span><span class="ff4">otr<span class="_ _0"></span>zy<span class="_ _1"></span>m<span class="_ _0"></span>a <span class="_ _8d"> </span>wynagrodzenie, <span class="_ _8d"> </span>które <span class="_ _8d"> </span>bę<span class="_ _0"></span>dzie <span class="_ _8e"> </span>jej <span class="_ _8d"> </span>pr<span class="_ _0"></span>zysługiwało <span class="_ _8d"> </span>w <span class="_ _8d"> </span>z<span class="_ _0"></span><span class="ff3 ls1">a-</span></span></span></div><div class="t m0 x6c h6 y365 ff4 fs2 fc0 sc0 ls0 ws0">mian za dobra lub usł<span class="_ _0"></span>ugi, które zostaną pr<span class="_ _0"></span>zekazane klientowi.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y366 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h59 y367 ff5 fs2 fc0 sc0 ls0 ws0">Identyfikacja zobowią<span class="_ _0"></span>zań do wykonania świa<span class="_ _0"></span>dczenia<span class="ff6"> </span></div><div class="t m0 xc h6 y193 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _88"></span>mom<span class="_ _0"></span>encie <span class="_ _88"></span>zawarc<span class="_ _0"></span>ia <span class="_ _8e"></span>umo<span class="_ _0"></span>wy <span class="_ _88"></span><span class="ff4">S<span class="_ _0"></span>półka</span> <span class="_ _8e"></span><span class="ff4">dok<span class="_ _0"></span>onuje <span class="_ _8e"> </span>ocen<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>dó<span class="_ _0"></span>br <span class="_ _8e"> </span>lub <span class="_ _8e"> </span>usług<span class="_ _0"></span> <span class="_ _88"></span>pr<span class="_ _0"></span>zyrzeczonych <span class="_ _8d"> </span>w <span class="_ _8e"> </span>um<span class="_ _0"></span>owie <span class="_ _8e"> </span>z </span></div><div class="t m0 xc h6 y368 ff3 fs2 fc0 sc0 ls0 ws0">klientem  </div><div class="t m0 xc hb y369 ff4 fs2 fc0 sc0 ls0 ws0">i <span class="_ _88"></span>ident<span class="_ _0"></span>y<span class="_ _1"></span>f<span class="_ _0"></span>ikuje <span class="_ _88"></span>jak<span class="_ _0"></span>o <span class="_ _88"></span>zobowiązanie <span class="_ _8e"> </span>do <span class="_ _8e"> </span>wykonania <span class="_ _8e"> </span>świadczenia <span class="_ _8e"> </span>ka<span class="_ _0"></span>żde <span class="_ _88"></span>przyrzec<span class="_ _0"></span>z<span class="_ _1"></span>enie <span class="_ _8e"> </span>do <span class="_ _8e"> </span>przeka<span class="_ _0"></span>zania <span class="_ _88"></span>na </div><div class="t m0 xc h6 y20f ff4 fs2 fc0 sc0 ls0 ws0">rzecz <span class="_ _8"></span>klienta <span class="_ _8"></span>dobra <span class="_ _8"></span>lub <span class="_ _8"></span>usługi <span class="_ _8"></span>(lub <span class="_ _8"></span>pakietu <span class="_ _8"></span>dóbr <span class="_ _8"></span>lub <span class="_ _0"></span>u<span class="_ _0"></span>sług), <span class="_ _8"></span>które <span class="_ _8"></span>można <span class="_ _8"></span>wyodr<span class="_ _0"></span>ębnić<span class="_ _0"></span> <span class="_ _0"></span>lu<span class="_ _0"></span>b <span class="_ _8"></span>grupy <span class="_ _8"></span>odrę<span class="ff3 ls1">b-</span></div><div class="t m0 xc h6 y36a ff4 fs2 fc0 sc0 ls0 ws0">nych dóbr lub usług, k<span class="_ _0"></span>tóre są zasadniczo tak<span class="_ _0"></span>ie same i w taki sam<span class="_ _0"></span> sposób przekazywane klientowi. <span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y36b ff4 fs2 fc0 sc0 ls0 ws0">Dobro lub usługa są <span class="_ _0"></span>wyodrębnione, jeżeli spe<span class="_ _0"></span>łniają oba następujące <span class="_ _0"></span>warunki:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x52 h6 y36c ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">klient <span class="_ _8"></span>m<span class="_ _0"></span>oże <span class="_ _8"></span>odnosić <span class="_ _8"></span>kor<span class="_ _0"></span>zy<span class="_ _1"></span>ś<span class="_ _0"></span>ci <span class="_ _8"></span>z <span class="_ _8"></span>dobra <span class="_ _88"></span>lub <span class="_ _8"></span>us<span class="_ _0"></span>ługi <span class="_ _8"></span>albo <span class="_ _88"></span>bezpośred<span class="_ _0"></span>nio, <span class="_ _8"></span>a<span class="_ _0"></span>lbo <span class="_ _8"></span>poprzez <span class="_ _8"></span>po<span class="_ _0"></span>wiązanie <span class="_ _88"></span>z </span></span></div><div class="t m0 x6c h6 y36d ff4 fs2 fc0 sc0 ls0 ws0">innymi zasobam<span class="_ _0"></span>i, które są dla niego łatwo d<span class="_ _0"></span>ostępne oraz<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">21<span class="ls0"> </span></div><div class="t m0 x52 h6 y36e ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">obowiązek <span class="_ _8"></span>Spółk<span class="_ _0"></span></span><span class="ls11">i <span class="_ _8"></span></span><span class="ff4">do <span class="_ _8"></span>pr<span class="_ _0"></span>zekazania <span class="_ _8"></span>dobra <span class="_ _8"></span>lub <span class="_ _8"></span>usług<span class="_ _0"></span>i <span class="_ _8"></span>klientowi <span class="_ _8"></span>m<span class="_ _0"></span>oż<span class="_ _1"></span>na <span class="_ _8"></span>w<span class="_ _0"></span>yodrębnić <span class="_ _8"></span>spośród <span class="_ _88"></span>innych </span></span></div><div class="t m0 x6c h6 y36f ff4 fs2 fc0 sc0 ls0 ws0">obowiązków okreś<span class="_ _0"></span>lonych w umowie.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y370 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8d"> </span></span>świadc<span class="_ _0"></span>zy <span class="_ _8e"> </span>głównie <span class="_ _92"> </span>usługi <span class="_ _8d"> </span>zwią<span class="_ _0"></span>zane <span class="_ _8e"> </span>z <span class="_ _8d"> </span>naj<span class="_ _0"></span>m<span class="_ _0"></span>em, <span class="_ _8e"> </span>spełnienie <span class="_ _8d"> </span>zobowią<span class="_ _0"></span>zania <span class="_ _8d"> </span>następuje <span class="_ _92"> </span>w <span class="_ _8e"> </span>ok<span class="_ _0"></span>resie </div><div class="t m0 xc hb y371 ff4 fs2 fc0 sc0 ls0 ws0">trwania <span class="_ _8e"> </span>umow<span class="_ _0"></span>y <span class="_ _88"></span>najm<span class="_ _0"></span>u <span class="_ _8e"> </span>lokalu, <span class="_ _8e"> </span>po<span class="_ _0"></span>wierzchni <span class="_ _8e"> </span>użytkowej <span class="_ _8d"> </span>lub <span class="_ _8e"> </span>grunto<span class="_ _0"></span>wej. <span class="_ _88"></span>T<span class="_ _0"></span>erminy <span class="_ _8e"> </span>płat<span class="_ _0"></span>ności <span class="_ _88"></span>stoso<span class="_ _0"></span>wane <span class="_ _8e"> </span>w </div><div class="t m0 xc h6 y372 ff4 fs2 fc0 sc0 ls0 ws0">umowach <span class="_ _88"> </span>wynos<span class="_ _0"></span>zą <span class="_ _88"></span>zazwyczaj <span class="_ _88"></span>od <span class="_ _88"></span>14 <span class="_ _88"> </span>dni <span class="_ _88"></span>d<span class="_ _0"></span>o <span class="_ _8"></span>21 <span class="_ _88"></span>d<span class="_ _0"></span>ni. <span class="_ _8"></span>Z<span class="_ _0"></span>awarte <span class="_ _88"></span>umow<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>nie <span class="_ _8e"> </span>zawierają <span class="_ _8e"> </span>istotnego <span class="_ _88"></span>kom<span class="_ _0"></span>p<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc h6 y373 ff3 fs2 fc0 sc0 ls0 ws0">nentu finansowania i k<span class="_ _0"></span>wota w<span class="_ _0"></span>y<span class="_ _1"></span>nagro<span class="_ _0"></span>dzenia nie podlega ogra<span class="_ _0"></span>niczeniom.<span class="_ _0"></span> </div><div class="t m0 xc h6 y374 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _88"></span>przypadk<span class="_ _0"></span>u <span class="_ _8e"> </span>brak<span class="_ _0"></span>u <span class="_ _8e"> </span>płatności <span class="_ _8d"> </span>za <span class="_ _8e"> </span>d<span class="_ _0"></span>wa <span class="_ _8e"> </span>pełne <span class="_ _8d"> </span>ok<span class="_ _0"></span>resy <span class="_ _8d"> </span>Spółka<span class="_ _0"></span><span class="ff3"> <span class="_ _8e"></span>ma <span class="_ _8d"> </span>prawo <span class="_ _8e"></span>do<span class="_ _0"></span> <span class="_ _8e"></span>w<span class="_ _0"></span>ypowiedzenia <span class="_ _8e"></span>um<span class="_ _0"></span>owy <span class="_ _8e"></span>w </span></div><div class="t m0 xc hb y375 ff4 fs2 fc0 sc0 ls0 ws0">trybie <span class="_ _8e"> </span>nat<span class="_ _0"></span>y<span class="_ _1"></span>chm<span class="_ _0"></span>iastowym <span class="_ _8e"> </span>po <span class="_ _8e"> </span>upr<span class="_ _0"></span>zednim <span class="_ _8e"> </span>wezwaniu <span class="_ _8e"> </span>d<span class="_ _0"></span>o <span class="_ _8e"> </span>zapłat<span class="_ _0"></span>y <span class="_ _88"></span>w <span class="_ _8e"> </span>term<span class="_ _0"></span>inie <span class="_ _8e"> </span>30 <span class="_ _8e"> </span>dni<span class="_ _0"></span>. <span class="_ _88"></span>Dl<span class="_ _0"></span>a <span class="_ _8e"> </span>zabezpieczenia<span class="_ _0"></span> </div><div class="t m0 xc h6 y27b ff4 fs2 fc0 sc0 ls0 ws0">przychodu <span class="_ _0"></span>wynikaj<span class="_ _0"></span>ący<span class="_ _1"></span>ch <span class="_ _0"></span>z <span class="_ _0"></span>um<span class="_ _0"></span>ów <span class="_ _0"></span>najmu <span class="_ _0"></span>Klient <span class="_ _0"></span>zobligowan<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>jest <span class="_ _0"></span>do <span class="_ _0"></span>wpłat<span class="_ _0"></span>y k<span class="_ _0"></span>aucji <span class="_ _0"></span>w <span class="_ _0"></span>wy<span class="_ _1"></span>s<span class="_ _0"></span>okości <span class="_ _0"></span>trzykro<span class="_ _0"></span><span class="ff3 lsf">t-</span></div><div class="t m0 xc h6 y376 ff4 fs2 fc0 sc0 ls0 ws0">ności miesięc<span class="_ _0"></span>znego czynszu.<span class="ff3"> </span></div><div class="t m0 xc hb y377 ff4 fs2 fc0 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>i zobo<span class="_ _0"></span>wiązania z <span class="_ _0"></span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _0"></span>um<span class="_ _0"></span>owy<span class="_ _1"></span> <span class="_ _0"></span>nie <span class="_ _0"></span>występują, <span class="_ _0"></span>nie m<span class="_ _0"></span>a <span class="_ _0"></span>sprzedaży nie<span class="_ _0"></span>zafakturowanej. <span class="_ _0"></span>Term<span class="_ _0"></span>ine<span class="_ _1"></span>m </div><div class="t m0 xc h6 y378 ff4 fs2 fc0 sc0 ls0 ws0">wypełnienia zobowiąza<span class="_ _0"></span>nia jest wystawienie fak<span class="_ _0"></span>tury z określoną<span class="_ _0"></span><span class="ff3"> </span>w um<span class="_ _0"></span>owie datą płatności<span class="ff3">.  </span></div><div class="t m0 xc h6 y379 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h59 y37a ff6 fs2 fc0 sc0 ls0 ws0">Ustalenie ceny transakc<span class="_ _0"></span>yjnej </div><div class="t m0 xc h6 y37b ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _8e"></span>c<span class="_ _0"></span>elu <span class="_ _8e"></span>ustalenia <span class="_ _92"> </span>cen<span class="_ _0"></span>y <span class="_ _8e"></span>tra<span class="_ _0"></span>nsakcyjnej <span class="_ _92"> </span><span class="ff4">Spółk<span class="_ _0"></span>a</span><span class="fs3"> <span class="_ _8e"> </span></span><span class="ff4">uwzględ<span class="_ _0"></span>nia <span class="_ _8d"> </span>warunki <span class="_ _8d"> </span>um<span class="_ _0"></span>owy <span class="_ _8d"> </span>oraz <span class="_ _92"> </span>stoso<span class="_ _0"></span>wane <span class="_ _8d"> </span>przez <span class="_ _8d"> </span>n<span class="_ _0"></span>ią </span></div><div class="t m0 xc h6 y37c ff4 fs2 fc0 sc0 ls0 ws0">zwyczajowe <span class="_ _88"></span>prakt<span class="_ _0"></span>y<span class="_ _1"></span>ki <span class="_ _8"></span>h<span class="_ _0"></span>andlowe. <span class="_ _8"></span>Cen<span class="_ _0"></span>a <span class="_ _8"></span>transak<span class="_ _0"></span>cyjna <span class="_ _8"></span>to <span class="_ _8"></span>k<span class="_ _0"></span>wota <span class="_ _8"></span>wynagrodzenia<span class="_ _0"></span>, <span class="_ _8"></span>które <span class="_ _88"></span>zgodnie <span class="_ _88"></span>z <span class="_ _8"></span>oc<span class="_ _0"></span>z<span class="_ _1"></span>ek<span class="_ _8"></span><span class="ff3 ls11">i-</span></div><div class="t m0 xc h6 y37d ff3 fs2 fc0 sc0 ls0 ws0">waniem <span class="_ _0"></span><span class="ff4">Spółk<span class="_ _0"></span></span>i <span class="ff4">będ<span class="_ _0"></span>zie j<span class="_ _0"></span>ej <span class="_ _0"></span>przysługiwać <span class="_ _0"></span>w <span class="_ _0"></span>zamian <span class="_ _0"></span>za <span class="_ _0"></span>pr<span class="_ _0"></span>zekazanie <span class="_ _0"></span>przyrzeczon<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>dóbr <span class="_ _0"></span>lub <span class="_ _0"></span>us<span class="_ _0"></span>ług k<span class="_ _0"></span>lie<span class="_ _0"></span><span class="ff3 ls1">n-</span></span></div><div class="t m0 xc hb y37e ff4 fs2 fc0 sc0 ls0 ws0">towi, <span class="_ _8"></span>z <span class="_ _8"></span>wyłączeniem <span class="_ _8"></span>kwot <span class="_ _8"></span>pobranych <span class="_ _8"></span>w <span class="_ _8"></span>imieniu <span class="_ _8"></span>osób <span class="_ _8"></span>trzecich. <span class="_ _0"></span>W<span class="_ _8"></span>y<span class="_ _1"></span>nagrodzenie <span class="_ _8"></span>określone <span class="_ _8"></span>w <span class="_ _8"></span>umowie <span class="_ _8"></span>z </div><div class="t m0 xc h6 y88 ff4 fs2 fc0 sc0 ls0 ws0">klientem m<span class="_ _0"></span>oż<span class="_ _1"></span>e obejm<span class="_ _0"></span>ować kwoty stałe, k<span class="_ _0"></span>woty zmienne lub oba te rod<span class="_ _0"></span>zaje kwot.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y37f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y380 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _0"></span></span>nie stosuje zmienne<span class="_ _0"></span>go wynagrod<span class="_ _0"></span>zenia w zawart<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>umowach ora<span class="_ _0"></span>z nie zawierają <span class="_ _0"></span>one istotneg<span class="_ _0"></span>o </div><div class="t m0 xc h6 y381 ff3 fs2 fc0 sc0 ls0 ws0">komponentu finans<span class="_ _0"></span>owania. </div><div class="t m0 xc h6 y382 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y383 ff6 fs2 fc0 sc0 ls0 ws0">Przypisanie <span class="ff5">ceny tra<span class="_ _0"></span>nsakcyjnej do zobowi<span class="_ _0"></span>ązań do wykonania świadc<span class="_ _0"></span>zenia<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xc h6 y2b8 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y384 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _92"> </span></span>przypisuje <span class="_ _8d"> </span>cenę <span class="_ _8d"> </span>tr<span class="_ _0"></span>ansak<span class="_ _0"></span>cy<span class="_ _1"></span>jną <span class="_ _92"> </span>do <span class="_ _8d"> </span>k<span class="_ _0"></span>ażdego <span class="_ _8d"> </span>zobowiązania <span class="_ _8d"> </span>d<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff3"> <span class="_ _8d"> </span></span>wykonania <span class="_ _92"> </span>świadczenia <span class="_ _92"> </span>(lub <span class="_ _8d"> </span>do<span class="_ _0"></span> </div><div class="t m0 xc h6 y385 ff4 fs2 fc0 sc0 ls0 ws0">odrębnego <span class="_ _8e"> </span>dobra<span class="_ _0"></span> <span class="_ _88"></span>l<span class="_ _0"></span>ub <span class="_ _8e"> </span>odrębnej <span class="_ _8e"> </span>usług<span class="_ _0"></span>i) <span class="_ _8e"> </span>w <span class="_ _8e"> </span>kwocie, <span class="_ _8e"> </span>k<span class="_ _0"></span>tóra <span class="_ _8e"> </span>odzwierciedl<span class="_ _0"></span>a <span class="_ _88"></span>k<span class="_ _0"></span>wotę <span class="_ _8e"> </span>wynagrod<span class="_ _0"></span>zenia, <span class="_ _88"></span>k<span class="_ _0"></span>tóre <span class="_ _8d"> </span>–<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y386 ff3 fs2 fc0 sc0 ls0 ws0">zgodnie <span class="_ _88"></span>z oc<span class="_ _0"></span>zekiwaniem <span class="_ _8e"></span><span class="ff4">Spółk</span>i <span class="_ _88"></span><span class="ff4">–</span> <span class="_ _88"></span><span class="ff4">pr<span class="_ _0"></span>zysługuje <span class="_ _88"></span>jej <span class="_ _8e"> </span>w <span class="_ _88"></span>zamian <span class="_ _8e"> </span>za <span class="_ _88"></span>przekazanie <span class="_ _88"></span>pr<span class="_ _0"></span>zyrzeczonych <span class="_ _88"></span>dóbr <span class="_ _88"></span>l<span class="_ _0"></span>ub </span></div><div class="t m0 xc h6 y387 ff4 fs2 fc0 sc0 ls0 ws0">usług klientowi. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y388 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h59 y389 ff5 fs2 fc0 sc0 ls0 ws0">Ujęcie przycho<span class="ff6">du <span class="_ _0"></span>podczas </span>wypełnia<span class="_ _0"></span>nia zobowiązań do<span class="_ _0"></span> wykonania świadczenia lu<span class="_ _0"></span>b po ich<span class="ff6"> </span>wy<span class="_ _0"></span>pełnieniu<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xc h6 y38a ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y294 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8"></span></span>ujmuje <span class="_ _8"></span>prz<span class="_ _1"></span>ychod<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>momencie <span class="_ _0"></span>w<span class="_ _0"></span>ypełniania <span class="_ _8"></span><span class="ff5">zobowiązania <span class="_ _0"></span>d<span class="_ _0"></span>o <span class="_ _0"></span>wyk<span class="_ _0"></span>onania <span class="_ _0"></span>świadc<span class="_ _0"></span>zenia <span class="_ _8"></span><span class="ff3">poprzez </span></span></div><div class="t m0 xc h6 y38b ff4 fs2 fc0 sc0 ls0 ws0">przekazanie pr<span class="_ _0"></span>zyrzeczonego dobra lub usługi k<span class="_ _0"></span>lie<span class="ff3">ntowi<span class="_ _0"></span>.  </span></div><div class="t m0 xc hb y18c ff4 fs2 fc0 sc0 ls0 ws0">Momentem<span class="_ _0"></span> <span class="_ _8d"> </span>uzysk<span class="_ _0"></span>ania <span class="_ _8d"> </span>kon<span class="_ _0"></span>troli <span class="_ _8d"> </span>pr<span class="_ _0"></span>zez <span class="_ _8d"> </span>k<span class="_ _0"></span>lienta <span class="_ _8d"> </span>nad<span class="_ _0"></span> <span class="_ _8d"> </span>pr<span class="_ _0"></span>zy<span class="_ _1"></span>rzec<span class="_ _0"></span>zony<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _92"> </span>dobram<span class="_ _0"></span>i/usługami <span class="_ _92"> </span>uznaje <span class="_ _92"> </span>w <span class="_ _92"> </span>chwili </div><div class="t m0 xc h6 y38c ff4 fs2 fc0 sc0 ls0 ws0">podpisania protok<span class="_ _0"></span>ołu wydania lokalu, towar<span class="_ _0"></span>u czy nieruchom<span class="_ _0"></span>ości.  <span class="ff3">  </span></div><div class="t m0 xc h6 y38d ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> <span class="_ _8"></span>nie <span class="_ _8"></span>ak<span class="_ _0"></span>tywuje <span class="_ _8"></span>dodatkowych <span class="_ _8"></span>kos<span class="_ _0"></span>z<span class="_ _1"></span>t<span class="ff4 lse">ów</span> <span class="_ _8"></span>doprowadzenia <span class="_ _8"></span>do <span class="_ _88"></span>zawarcia <span class="_ _8"></span>umow<span class="_ _0"></span>y <span class="_ _8"></span><span class="ff4">ponieważ <span class="_ _8"></span>ich <span class="_ _8"></span>nie <span class="_ _8"></span>p</span><span class="ls1">o-</span></span></div><div class="t m0 xc h6 y38e ff3 fs2 fc0 sc0 ls0 ws0">nosi. </div><div class="t m0 xc h69 y38f ff12 fs1 fc0 sc0 ls0 ws0">9.14.2. <span class="_ _95"> </span>Odsetki </div><div class="t m0 xc h6 y390 ff4 fs2 fc0 sc0 ls0 ws0">Przychody <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>tytułu <span class="_ _0"></span>odsetek<span class="_ _0"></span> <span class="_ _0"></span>są <span class="_ _8"></span>ujmowane <span class="_ _0"></span>sukc<span class="_ _0"></span>esywnie <span class="_ _0"></span>w <span class="_ _8"></span>miarę <span class="_ _0"></span>ich <span class="_ _8"></span>naliczania <span class="_ _0"></span>(<span class="_ _0"></span>z <span class="_ _0"></span>uwzglę<span class="_ _0"></span>dnieniem <span class="_ _0"></span>m<span class="_ _8"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc hb y391 ff4 fs2 fc0 sc0 ls0 ws0">tody <span class="_ _8"></span>efekt<span class="_ _0"></span>yw<span class="_ _1"></span>nej <span class="_ _8"></span>stopy <span class="_ _8"></span>procentowej, <span class="_ _8"></span>stanowiącej <span class="_ _8"></span>stopę <span class="_ _8"></span>d<span class="_ _0"></span>y<span class="_ _1"></span>skontującą<span class="_ _0"></span> <span class="_ _8"></span>przyszłe <span class="_ _8"></span>wpływy <span class="_ _8"></span>pieniężne <span class="_ _8"></span>przez </div><div class="t m0 xc hb y1e1 ff4 fs2 fc0 sc0 ls0 ws0">szacowany <span class="_ _8"></span>ok<span class="_ _0"></span>res <span class="_ _88"></span>ży<span class="_ _1"></span>c<span class="_ _0"></span>ia <span class="_ _8"></span>instrum<span class="_ _0"></span>entów <span class="_ _8"></span>finansowych) <span class="_ _88"></span>w <span class="_ _8"></span>s<span class="_ _0"></span>tosu<span class="_ _0"></span>nku <span class="_ _8"></span>do <span class="_ _88"></span>wartości <span class="_ _88"></span>bilanso<span class="_ _0"></span>wej <span class="_ _8"></span>netto <span class="_ _8"></span>dane<span class="_ _0"></span>go </div><div class="t m0 xc h6 y392 ff4 fs2 fc0 sc0 ls0 ws0">składnika akt<span class="_ _0"></span>ywów finansowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h69 y393 ff12 fs1 fc0 sc0 ls0 ws0">9.14.3. <span class="_ _95"> </span>Dywidendy </div><div class="t m0 xc h6 y394 ff4 fs2 fc0 sc0 ls0 ws0">Dywidend<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>są <span class="_ _8"></span>ujm<span class="_ _0"></span>owane <span class="_ _0"></span>w <span class="_ _0"></span>m<span class="_ _0"></span>omencie <span class="_ _8"></span>ustalenia <span class="_ _0"></span>praw <span class="_ _8"></span>akcjonariuszy <span class="_ _8"></span>lub <span class="_ _0"></span>udziałowc<span class="_ _0"></span>ów <span class="_ _0"></span>do <span class="_ _8"></span>i<span class="_ _1"></span>ch <span class="_ _8"></span>otrzy<span class="_ _1"></span>m<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y75 ff3 fs2 fc0 sc0 ls0 ws0">nia. </div><div class="t m0 xc h69 y395 ff12 fs1 fc0 sc0 ls0 ws0">9.14.4. <span class="_ _95"> </span><span class="ff13">Przychody z ty<span class="_ _1"></span>tułu wynajmu (leasingu<span class="_ _1"></span> operacyjnego)<span class="ff12"> </span></span></div><div class="t m0 xc hb y396 ff4 fs2 fc0 sc0 ls0 ws0">Przychody <span class="_ _8"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _8"></span>wynajmu <span class="_ _8"></span>nieruchom<span class="_ _0"></span>ości <span class="_ _8"></span>inwesty<span class="_ _1"></span>c<span class="_ _0"></span>yjnych <span class="_ _8"></span>ujmowane <span class="_ _8"></span>są <span class="_ _0"></span>m<span class="_ _0"></span>etodą <span class="_ _8"></span>liniową <span class="_ _8"></span>przez <span class="_ _0"></span>ok<span class="_ _0"></span>res </div><div class="t m0 xc h6 y397 ff4 fs2 fc0 sc0 ls0 ws0">wynajmu w stosunk<span class="_ _0"></span>u do otwartych um<span class="_ _0"></span>ów.<span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div><div class="t m0 x52 hf y315 ff2 fs5 fc0 sc0 ls0 ws0">9.15. <span class="_ _94"> </span>Podatki </div><div class="t m0 xc h69 y398 ff12 fs1 fc0 sc0 ls0 ws0">9.15.1. <span class="_ _95"> </span>Podatek <span class="ff13">bież<span class="ls20">ący<span class="_ _1"></span><span class="ff12 ls0"> </span></span></span></div><div class="t m0 xc h6 y399 ff4 fs2 fc0 sc0 ls0 ws0">Bieżące <span class="_ _88"></span>obciążenie <span class="_ _88"></span>podatko<span class="_ _0"></span>we <span class="_ _8"></span>jest <span class="_ _88"></span>obliczane <span class="_ _88"></span>na <span class="_ _8"></span>p<span class="_ _0"></span>odstawie <span class="_ _88"></span>wyniku <span class="_ _88"></span>podatkowego <span class="_ _88"></span>(podstaw<span class="_ _0"></span>y <span class="_ _8"></span>opoda<span class="_ _0"></span><span class="ff3 lsf">t-</span></div><div class="t m0 xc h6 y39a ff3 fs2 fc0 sc0 ls0 ws0">kowania) <span class="_ _88"></span>d<span class="_ _0"></span>anego <span class="_ _88"></span>rok<span class="_ _0"></span>u <span class="_ _88"></span>obroto<span class="_ _0"></span>wego. <span class="_ _8e"></span><span class="ff4">Zysk <span class="_ _8e"> </span>(strata) <span class="_ _8e"> </span>podatk<span class="_ _0"></span>owa <span class="_ _8"></span>r<span class="_ _0"></span>óżni <span class="_ _88"></span>s<span class="_ _0"></span>ię <span class="_ _88"></span>od <span class="_ _8e"> </span>księgowego<span class="_ _0"></span> <span class="_ _88"></span>z<span class="_ _0"></span>y<span class="_ _1"></span>sk<span class="_ _0"></span>u <span class="_ _88"></span>(strat<span class="_ _0"></span>y<span class="_ _1"></span>)<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y39b ff4 fs2 fc0 sc0 ls0 ws0">przed <span class="_ _8"></span>opodatkowaniem<span class="_ _0"></span> <span class="_ _8"></span>w <span class="_ _8"></span>związ<span class="_ _1"></span>k<span class="_ _0"></span>u <span class="_ _8"></span>z <span class="_ _8"></span>cz<span class="_ _1"></span>asow<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>przesunięciem <span class="_ _8"></span>przychodów <span class="_ _8"></span>podlegając<span class="_ _0"></span>ych <span class="_ _8"></span>opodatk<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y39c ff4 fs2 fc0 sc0 ls0 ws0">waniu <span class="_ _8d"> </span>i <span class="_ _8e"> </span>k<span class="_ _0"></span>osztów <span class="_ _8d"> </span>stanowiąc<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _8e"> </span>k<span class="_ _0"></span>oszty <span class="_ _8e"> </span>uzysk<span class="_ _0"></span>ania <span class="_ _8e"> </span>pr<span class="_ _0"></span>zychodów <span class="_ _8d"> </span>do <span class="_ _8d"> </span>innych <span class="_ _8d"> </span>okr<span class="_ _0"></span>esów <span class="_ _8e"> </span>ora<span class="_ _0"></span>z <span class="_ _8e"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>łąc<span class="_ _0"></span>zeniem </div><div class="t m0 xc h6 y39d ff3 fs2 fc0 sc0 ls0 ws0">pozycji <span class="_ _0"></span>k<span class="_ _0"></span>osz<span class="ff4">tów <span class="_ _0"></span>i <span class="_ _0"></span>przychod<span class="_ _0"></span>ów, <span class="_ _0"></span>które <span class="_ _0"></span>nigd<span class="_ _0"></span>y <span class="_ _0"></span>nie <span class="_ _0"></span>będą <span class="_ _8"></span>podlegały <span class="_ _0"></span>opodatkowan<span class="_ _0"></span>iu. <span class="_ _0"></span>Obciążenia <span class="_ _0"></span>p<span class="_ _0"></span>odatkowe </span></div><div class="t m0 xc h6 y39e ff4 fs2 fc0 sc0 ls0 ws0">są wyliczane w<span class="ff3"> </span>o<span class="_ _0"></span>parciu o stawki podatk<span class="_ _0"></span>owe obowiązujące <span class="_ _0"></span>w danym roku obrotowym. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h69 y39f ff12 fs1 fc0 sc0 ls0 ws0">9.15.2. <span class="_ _95"> </span>Podatek odroczony<span class="_ _1"></span> </div><div class="t m0 xc h6 y19d ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _92"> </span>potr<span class="_ _0"></span>zeby <span class="_ _92"> </span>spra<span class="_ _0"></span>wozdawczości <span class="_ _92"> </span>finanso<span class="_ _0"></span>wej, <span class="_ _92"> </span>podatek<span class="_ _0"></span> <span class="_ _92"> </span>odroczon<span class="_ _0"></span>y <span class="_ _8d"> </span>j<span class="_ _0"></span>est <span class="_ _92"> </span>oblic<span class="_ _0"></span>zany<span class="_ _0"></span><span class="ff3"> <span class="_ _92"> </span></span>m<span class="_ _0"></span>etodą <span class="_ _92"> </span>zobowią<span class="_ _0"></span>zań </div><div class="t m0 xc hb y19e ff4 fs2 fc0 sc0 ls0 ws0">bilansowych <span class="_ _0"></span>w <span class="_ _0"></span>stosunku <span class="_ _0"></span>do <span class="_ _0"></span>różnic <span class="_ _0"></span>przejścio<span class="_ _0"></span>wych <span class="_ _0"></span>występujących <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>bilansowy <span class="_ _0"></span>międ<span class="_ _0"></span>zy<span class="_ _1"></span> <span class="_ _0"></span>wartości<span class="_ _0"></span>ą </div><div class="t m0 xc h6 y19f ff4 fs2 fc0 sc0 ls0 ws0">podatkową ak<span class="_ _0"></span>tywów i<span class="ff3"> </span>zobowiązań a ich <span class="_ _0"></span>wartością bilanso<span class="_ _0"></span>wą wy<span class="_ _1"></span>ka<span class="_ _0"></span>zaną w sprawozdaniu f<span class="_ _0"></span>inansowym.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3a0 ff3 fs2 fc0 sc0 ls0 ws0">Rezerwa <span class="_ _88"></span>na<span class="_ _0"></span> <span class="_ _8"></span>po<span class="_ _0"></span>datek <span class="_ _88"></span>odro<span class="_ _0"></span>czony <span class="_ _88"></span>ujm<span class="_ _0"></span>owana <span class="_ _8"></span>j<span class="_ _0"></span>est <span class="_ _88"></span>w <span class="_ _8e"></span><span class="ff4">odniesien<span class="_ _0"></span>iu <span class="_ _88"></span>do <span class="_ _88"> </span>ws<span class="_ _0"></span>zystkich <span class="_ _88"></span>dodatnich <span class="_ _88"></span>ró<span class="_ _0"></span>żnic <span class="_ _88"></span>prze<span class="_ _0"></span></span><span class="ls14">j-</span></div><div class="t m0 xc h6 y3a1 ff4 fs2 fc0 sc0 ls0 ws0">ściowych<span class="ff3"> </span></div><div class="t m0 xc h6 y3a2 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">z<span class="_ _1"></span> <span class="_ _8"></span>wy<span class="_ _1"></span>jątk<span class="_ _0"></span>iem <span class="_ _0"></span>s<span class="_ _0"></span>y<span class="_ _1"></span>tuacji, <span class="_ _0"></span>gd<span class="_ _0"></span>y <span class="_ _0"></span>rezerwa <span class="_ _0"></span>na <span class="_ _8"></span>podatek <span class="_ _0"></span>odroc<span class="_ _0"></span>zony <span class="_ _0"></span>powstaje <span class="_ _0"></span>w <span class="_ _8"></span>wyniku <span class="_ _0"></span>początkowego <span class="_ _8"></span>ujęcia </span></span></div><div class="t m0 x6a hb y3a3 ff4 fs2 fc0 sc0 ls0 ws0">wartości <span class="_ _8"></span>firmy<span class="_ _1"></span> <span class="_ _8"></span>lub <span class="_ _0"></span>p<span class="_ _0"></span>oczątkowego <span class="_ _8"></span>ujęcia <span class="_ _0"></span>sk<span class="_ _0"></span>ładnika <span class="_ _0"></span>ak<span class="_ _0"></span>tywów <span class="_ _0"></span>bąd<span class="_ _0"></span>ź <span class="_ _0"></span>zobowi<span class="_ _0"></span>ązania <span class="_ _0"></span>pr<span class="_ _0"></span>zy <span class="_ _0"></span>transak<span class="_ _0"></span>cji <span class="_ _0"></span>nie </div><div class="t m0 x6a h6 y3a4 ff4 fs2 fc0 sc0 ls0 ws0">stanowiącej<span class="ff3"> <span class="_ _8"></span></span>połączenia <span class="_ _0"></span>jednostek<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _0"></span>c<span class="_ _0"></span>hwili <span class="_ _0"></span>jej <span class="_ _8"></span>z<span class="_ _1"></span>awierani<span class="_ _0"></span>a <span class="_ _0"></span>nie <span class="_ _0"></span>m<span class="_ _0"></span>ającej <span class="_ _8"></span>w<span class="_ _1"></span>pływu <span class="_ _0"></span>a<span class="_ _0"></span>ni <span class="_ _0"></span>na <span class="_ _8"></span>wy<span class="_ _1"></span>nik<span class="_ _0"></span> <span class="_ _0"></span>fina<span class="_ _0"></span><span class="ff3 ls1">n-</span></div><div class="t m0 x6a h6 y3a5 ff4 fs2 fc0 sc0 ls0 ws0">sowy brutto, ani na doch<span class="_ _0"></span>ód do opodatkowania c<span class="_ _0"></span>zy stratę podatkową ora<span class="_ _0"></span>z <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3a6 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">w<span class="_ _1"></span> <span class="_ _88"></span>przypadk<span class="_ _0"></span>u <span class="_ _8"></span>dodatnich <span class="_ _88"></span>różnic <span class="_ _88"></span>pr<span class="_ _0"></span>zejściowych <span class="_ _8"></span>w<span class="_ _0"></span>ynikających <span class="_ _8"></span>z <span class="_ _88"></span>inwest<span class="_ _0"></span>y<span class="_ _1"></span>cji <span class="_ _88"></span>w <span class="_ _88"></span>jednostk<span class="_ _0"></span>ach <span class="_ _88"></span>zależnych </span></span></div><div class="t m0 x6a h6 y3a7 ff3 fs2 fc0 sc0 ls0 ws0">lub <span class="_ _8"></span>sto<span class="ff4">warzyszonych <span class="_ _8"></span>i <span class="_ _8"></span>udziałów <span class="_ _8"></span>we <span class="_ _8"></span>wspólnych <span class="_ _8"></span>przeds<span class="_ _0"></span>ięwzięciach <span class="_ _8"></span>–</span> <span class="_ _88"></span><span class="ff4">z <span class="_ _8"></span>wyjątkiem <span class="_ _8"></span>sytuacji, <span class="_ _8"></span>gdy <span class="_ _8"></span>te</span><span class="ls10">r-</span></div><div class="t m0 x6a hb y3a8 ff4 fs2 fc0 sc0 ls0 ws0">miny <span class="_ _0"></span>odwracania <span class="_ _0"></span>si<span class="_ _0"></span>ę ró<span class="_ _0"></span>żnic <span class="_ _0"></span>przejściowych <span class="_ _0"></span>po<span class="_ _0"></span>dlegają <span class="_ _0"></span>kontroli <span class="_ _0"></span>inwestora<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _0"></span>gdy <span class="_ _0"></span>prawdopodob<span class="_ _0"></span>ne <span class="_ _0"></span>jest, </div><div class="t m0 x6a h6 y3a9 ff4 fs2 fc0 sc0 ls0 ws0">iż w dającej się pr<span class="_ _0"></span>zewidzieć przyszłości różnice pr<span class="_ _0"></span>zejściowe nie ulegną <span class="_ _0"></span>od<span class="_ _0"></span>wróceniu.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3aa ff3 fs2 fc0 sc0 ls0 ws0">Aktywa <span class="_ _92"> </span><span class="ff4">z <span class="_ _92"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _92"> </span>po<span class="_ _0"></span>datku <span class="_ _8d"> </span>o<span class="_ _0"></span>droczonego <span class="_ _92"> </span>ujm<span class="_ _0"></span>owane <span class="_ _8d"> </span>są <span class="_ _89"> </span>w <span class="_ _92"> </span>odniesieniu <span class="_ _92"> </span>do<span class="_ _0"></span> <span class="_ _92"> </span>wszystkich <span class="_ _92"> </span>ujem<span class="_ _0"></span>nych <span class="_ _8d"> </span>ró<span class="_ _0"></span>żnic </span></div><div class="t m0 xc h6 y3ab ff4 fs2 fc0 sc0 ls0 ws0">przejściow<span class="_ _0"></span>y<span class="_ _1"></span>ch, <span class="_ _8d"> </span>j<span class="_ _0"></span>ak <span class="_ _8d"> </span>również <span class="_ _92"> </span>niewykorz<span class="_ _0"></span>ystanych <span class="_ _8d"> </span>ulg <span class="_ _8d"> </span>p<span class="_ _0"></span>odatkowych <span class="_ _8d"> </span>i <span class="_ _92"> </span>niew<span class="_ _0"></span>y<span class="_ _1"></span>kor<span class="_ _0"></span>zy<span class="_ _1"></span>st<span class="_ _0"></span>anych <span class="_ _8d"> </span>strat <span class="_ _92"> </span>podatk<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xc hb y2bb ff4 fs2 fc0 sc0 ls0 ws0">wych <span class="_ _8"></span>przeniesionych <span class="_ _8"></span>na <span class="_ _8"></span>następne <span class="_ _8"></span>lata, <span class="_ _8"></span>w <span class="_ _8"></span>takiej <span class="_ _8"></span>wysokości, <span class="_ _8"></span>w <span class="_ _88"></span>jakiej <span class="_ _8"></span>jest <span class="_ _8"></span>prawdopodobne, <span class="_ _8"></span>że <span class="_ _8"></span>zostanie </div><div class="t m0 xc h6 y3ac ff4 fs2 fc0 sc0 ls0 ws0">osiągnięty dochód do o<span class="_ _0"></span>podatkowania, k<span class="_ _0"></span>tóry<span class="_ _1"></span> po<span class="_ _0"></span>zwoli wykorzystać ww. r<span class="_ _0"></span>óżnice, aktywa i<span class="_ _0"></span><span class="ff3"> strat<span class="_ _0"></span>y </span></div><div class="t m0 xc h6 y3ad ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">z<span class="_ _1"></span> <span class="_ _8"></span>wyjątkiem <span class="_ _8"></span>s<span class="_ _0"></span>y<span class="_ _1"></span>tuacji, <span class="_ _8"></span>gdy <span class="_ _8"></span>aktywa <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>tytułu <span class="_ _8"></span>odroczonego <span class="_ _8"></span>podatku <span class="_ _8"></span>dotyczące <span class="_ _8"></span>ujemnych <span class="_ _8"></span>różnic <span class="_ _0"></span>pr<span class="_ _0"></span>ze<span class="_ _0"></span><span class="ff3 ls14">j-</span></span></span></div><div class="t m0 x6a hb y3ae ff4 fs2 fc0 sc0 ls0 ws0">ściowych <span class="_ _8d"> </span>p<span class="_ _0"></span>owstają <span class="_ _92"> </span>w <span class="_ _92"> </span>wyniku <span class="_ _92"> </span>początk<span class="_ _0"></span>owego <span class="_ _8d"> </span>uj<span class="_ _0"></span>ęcia <span class="_ _8d"> </span>s<span class="_ _0"></span>kładnika <span class="_ _92"> </span>aktywów <span class="_ _8d"> </span>b<span class="_ _0"></span>ądź <span class="_ _92"> </span>zobowiązania <span class="_ _92"> </span>prz<span class="_ _0"></span>y </div><div class="t m0 x6a hb y3af ff4 fs2 fc0 sc0 ls0 ws0">transakcji <span class="_ _88"></span>nie <span class="_ _8"></span>stan<span class="_ _0"></span>owiącej <span class="_ _8"></span>poł<span class="_ _0"></span>ączenia <span class="_ _8"></span>jednostek<span class="_ _0"></span> <span class="_ _8"></span>i <span class="_ _88"></span>w <span class="_ _8"></span>ch<span class="_ _0"></span>wili <span class="_ _8"></span>jej <span class="_ _88"></span>zawierania <span class="_ _8"></span>n<span class="_ _0"></span>ie <span class="_ _8"></span>m<span class="_ _0"></span>ają <span class="_ _8"></span>wpływu <span class="_ _8"></span>a<span class="_ _0"></span>ni <span class="_ _8"></span>na<span class="_ _0"></span> </div><div class="t m0 x6a h6 y3b0 ff4 fs2 fc0 sc0 ls0 ws0">wynik finansow<span class="_ _0"></span>y<span class="_ _1"></span> brutto<span class="_ _0"></span>, ani na dochód do opodatk<span class="_ _0"></span>owania czy stratę pod<span class="_ _0"></span>atkową oraz <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3b1 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>w <span class="_ _8"></span>przypadku <span class="_ _8"></span>ujemn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>r<span class="_ _0"></span><span class="ff4">óżnic <span class="_ _8"></span>przejściow<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>z <span class="_ _8"></span>tytułu <span class="_ _8"></span>inwestycji <span class="_ _88"></span>w <span class="_ _8"></span>jednostkach <span class="_ _8"></span>zależn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>lub <span class="_ _8"></span>st<span class="_ _0"></span><span class="ff3 ls1">o-</span></span></span></div><div class="t m0 x6a h6 y235 ff4 fs2 fc0 sc0 ls0 ws0">warzyszonych <span class="_ _8d"> </span>ora<span class="_ _0"></span>z <span class="_ _8e"> </span>udziałó<span class="_ _0"></span>w <span class="_ _8e"> </span>we <span class="_ _8d"> </span>wspól<span class="_ _0"></span>nych <span class="_ _8e"> </span>pr<span class="_ _0"></span>zedsięwzięciach, <span class="_ _8d"> </span>sk<span class="_ _0"></span>ładnik <span class="_ _8e"> </span>ak<span class="_ _0"></span>tywów <span class="_ _8d"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _8e"> </span>odr<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 x6a h6 y236 ff4 fs2 fc0 sc0 ls0 ws0">czonego <span class="_ _0"></span>podatk<span class="_ _0"></span>u j<span class="_ _0"></span>est <span class="_ _0"></span>ujmowany <span class="_ _0"></span>w <span class="_ _0"></span>bilansie <span class="_ _0"></span>jedynie <span class="_ _0"></span>w <span class="_ _0"></span>tak<span class="_ _0"></span>iej <span class="_ _0"></span>wysokości, <span class="_ _0"></span>w j<span class="_ _0"></span>akiej <span class="_ _0"></span>jest <span class="_ _0"></span>prawdopodo<span class="_ _8"></span><span class="ff3 ls1">b-</span></div><div class="t m0 x6a h6 y237 ff3 fs2 fc0 sc0 ls1 ws0">ne<span class="ff4 ls0">, <span class="_ _8e"> </span>iż <span class="_ _8d"> </span>w <span class="_ _88"></span>d<span class="_ _0"></span>ającej <span class="_ _8e"> </span>się <span class="_ _8e"> </span>przewidzieć <span class="_ _8d"> </span>przyszłości <span class="_ _8d"> </span>ww. <span class="_ _8e"> </span>różnice <span class="_ _8e"> </span>pr<span class="_ _0"></span>zejściowe <span class="_ _8e"> </span>ulegną <span class="_ _8d"> </span>odwróceniu <span class="_ _8d"> </span>i <span class="_ _8e"> </span>osi<span class="_ _8"></span><span class="ls1">ą-</span></span></div><div class="t m0 x6a h6 y238 ff3 fs2 fc0 sc0 ls1 ws0">gni<span class="ff4 ls0">ęty <span class="_ _8d"> </span>zost<span class="_ _0"></span>anie <span class="_ _8d"> </span>dochód <span class="_ _92"> </span>do <span class="_ _92"> </span>opodatk<span class="_ _0"></span>owania, <span class="_ _8d"> </span>któr<span class="_ _0"></span>y <span class="_ _8e"> </span>po<span class="_ _0"></span>zwoli <span class="_ _8d"> </span>na <span class="_ _8d"> </span>potr<span class="_ _0"></span>ącenie <span class="_ _8d"> </span>ujem<span class="_ _0"></span>nych <span class="_ _8d"> </span>różnic <span class="_ _8d"> </span>pr<span class="_ _0"></span>ze<span class="_ _0"></span></span><span class="ls14">j-</span></div><div class="t m0 x6a h6 y239 ff4 fs2 fc0 sc0 ls0 ws0">ściowych.<span class="ff3"> </span></div><div class="t m0 xc h6 y3b2 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>artość <span class="_ _89"> </span><span class="ff3">bilansowa <span class="_ _89"> </span></span>s<span class="_ _0"></span>kładnik<span class="_ _0"></span>a <span class="_ _89"> </span>aktywów <span class="_ _89"> </span>z  tytułu <span class="_ _89"> </span>odroc<span class="_ _0"></span>zonego <span class="_ _89"> </span>podatk<span class="_ _0"></span>u  jest <span class="_ _89"> </span>weryfikowana  na<span class="_ _1"></span> <span class="_ _8f"> </span>ka<span class="_ _0"></span>ż<span class="_ _1"></span>d<span class="_ _0"></span>y </div><div class="t m0 xc h6 y3b3 ff4 fs2 fc0 sc0 ls0 ws0">dzień <span class="_ _0"></span>bil<span class="_ _0"></span>ansowy <span class="_ _0"></span>i<span class="ff3"> <span class="_ _0"></span></span>ulega <span class="_ _0"></span>sto<span class="_ _0"></span>sownemu <span class="_ _8"></span>obniżeniu <span class="_ _0"></span>o <span class="_ _0"></span>t<span class="_ _0"></span>yle, <span class="_ _0"></span>o <span class="_ _8"></span>ile <span class="_ _0"></span>przestało <span class="_ _8"></span>być <span class="_ _0"></span>pra<span class="_ _0"></span>wdopodobne <span class="_ _8"></span>osiągnięcie </div><div class="t m0 xc hb y1b7 ff4 fs2 fc0 sc0 ls0 ws0">dochodu <span class="_ _0"></span>do opodatk<span class="_ _0"></span>owania w<span class="_ _0"></span>y<span class="_ _1"></span>starc<span class="_ _0"></span>zającego do <span class="_ _0"></span>częściowego <span class="_ _0"></span>lub całk<span class="_ _0"></span>owitego zrealizo<span class="_ _0"></span>wania sk<span class="_ _0"></span>ładnika </div><div class="t m0 xc h6 y23d ff4 fs2 fc0 sc0 ls0 ws0">aktywów <span class="_ _8"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _8"></span>odroczonego <span class="_ _0"></span>p<span class="_ _0"></span>odatk<span class="_ _0"></span>u <span class="_ _8"></span>dochodowego. <span class="_ _8"></span>Nieujęty <span class="_ _0"></span>s<span class="_ _0"></span>kładnik <span class="_ _8"></span>aktywów <span class="_ _8"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ytułu <span class="_ _0"></span>o<span class="_ _0"></span>droczon<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xc hb y23e ff4 fs2 fc0 sc0 ls0 ws0">go <span class="_ _8e"> </span>po<span class="_ _0"></span>datku <span class="_ _8d"> </span>dochodowego <span class="_ _8d"> </span>pod<span class="_ _0"></span>lega <span class="_ _8e"> </span>po<span class="_ _0"></span>nownej <span class="_ _8e"> </span>oc<span class="_ _0"></span>enie <span class="_ _8d"> </span>na <span class="_ _8e"> </span>k<span class="_ _0"></span>ażdy <span class="_ _8d"> </span>dzień <span class="_ _8d"> </span>bilansow<span class="_ _0"></span>y <span class="_ _8e"> </span>i <span class="_ _8d"> </span>jest <span class="_ _8d"> </span>ujm<span class="_ _0"></span>owany <span class="_ _8e"> </span>do<span class="_ _0"></span> </div><div class="t m0 xc h6 y23f ff4 fs2 fc0 sc0 ls0 ws0">wysokości <span class="_ _92"> </span>odzwierciedl<span class="_ _0"></span>ającej <span class="_ _92"> </span>prawdopodobieńs<span class="_ _0"></span>two <span class="_ _8d"> </span>o<span class="_ _0"></span>siągnięcia <span class="_ _92"> </span>w<span class="_ _0"></span><span class="ff3"> </span>przyszłości <span class="_ _92"> </span>doc<span class="_ _0"></span>hodów <span class="_ _8d"> </span>do <span class="_ _92"> </span>opo<span class="_ _0"></span>da<span class="ff3 lsf">t-</span></div><div class="t m0 xc h6 y240 ff4 fs2 fc0 sc0 ls0 ws0">kowania, które po<span class="_ _0"></span>zwolą na odzyskanie tego sk<span class="_ _0"></span>ładnika akt<span class="_ _0"></span>yw<span class="_ _1"></span>ów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc hb y2cc ff4 fs2 fc0 sc0 ls0 ws0">Aktywa <span class="_ _88"></span>z <span class="_ _8"></span>t<span class="_ _0"></span>ytułu <span class="_ _8"></span>odroc<span class="_ _0"></span>zonego <span class="_ _8"></span>podatk<span class="_ _0"></span>u <span class="_ _8"></span>dochodo<span class="_ _0"></span>wego <span class="_ _8"></span>ora<span class="_ _0"></span>z <span class="_ _8"></span>rezerw<span class="_ _0"></span>y <span class="_ _8"></span>na <span class="_ _88"></span>podatek <span class="_ _88"></span>odroczony <span class="_ _88"></span>wyceniane<span class="_ _0"></span> </div><div class="t m0 xc h6 y3b4 ff4 fs2 fc0 sc0 ls0 ws0">są <span class="_ _88"></span>z<span class="ff3"> </span>zastosowaniem<span class="_ _0"></span> <span class="_ _8"></span>stawek<span class="_ _0"></span> <span class="_ _8"></span>podatk<span class="_ _0"></span>owy<span class="_ _1"></span>ch, <span class="_ _88"></span>które <span class="_ _88"></span>według <span class="_ _88"></span>pr<span class="_ _0"></span>zewidywań <span class="_ _8"></span>będą <span class="_ _88"></span>obo<span class="_ _0"></span>wiązywać <span class="_ _88"></span>w <span class="_ _8"></span>ok<span class="_ _0"></span>resie, </div><div class="t m0 xc hb y3b5 ff4 fs2 fc0 sc0 ls0 ws0">gdy <span class="_ _0"></span>sk<span class="_ _0"></span>ładnik <span class="_ _8"></span>a<span class="_ _1"></span>kt<span class="_ _0"></span>yw<span class="_ _1"></span>ów <span class="_ _8"></span>zostanie <span class="_ _8"></span>z<span class="_ _1"></span>reali<span class="_ _0"></span>zowany <span class="_ _0"></span>lub <span class="_ _8"></span>rezerwa <span class="_ _0"></span>rozwią<span class="_ _0"></span>zana, <span class="_ _0"></span>pr<span class="_ _0"></span>zyjmując <span class="_ _8"></span>za <span class="_ _8"></span>po<span class="_ _1"></span>dsta<span class="_ _0"></span>wę <span class="_ _0"></span>stawki<span class="_ _0"></span> </div><div class="t m0 xc hb y3b6 ff4 fs2 fc0 sc0 ls0 ws0">podatkowe <span class="_ _0"></span>(i <span class="_ _0"></span>przepisy <span class="_ _0"></span>podatk<span class="_ _0"></span>owe) obo<span class="_ _0"></span>wiązujące <span class="_ _0"></span>na d<span class="_ _0"></span>zień b<span class="_ _0"></span>ilansowy <span class="_ _0"></span>lub <span class="_ _0"></span>takie, <span class="_ _0"></span>których <span class="_ _0"></span>obowiązywanie<span class="_ _0"></span> </div><div class="t m0 xc h6 y3b7 ff4 fs2 fc0 sc0 ls0 ws0">w przyszłości jest pe<span class="_ _0"></span>wne na dzień bilansow<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xc h6 y3b8 ff4 fs2 fc0 sc0 ls0 ws0">Podatek <span class="_ _8"></span>dochodo<span class="_ _0"></span>wy <span class="_ _8"></span>dotyczący <span class="_ _8"></span>po<span class="_ _0"></span>zycji <span class="_ _8"></span>ujmo<span class="_ _0"></span>wanych <span class="_ _8"></span>poza <span class="_ _8"></span>zyskiem<span class="_ _0"></span> <span class="_ _8"></span>lub <span class="_ _8"></span>stratą <span class="_ _8"></span>jest <span class="_ _8"></span>ujm<span class="_ _0"></span>owany <span class="_ _8"></span>poza <span class="_ _8"></span>z<span class="_ _0"></span><span class="ff3 ls12">y-</span></div><div class="t m0 xc hb y3b9 ff4 fs2 fc0 sc0 ls0 ws0">skiem<span class="_ _0"></span> <span class="_ _8d"> </span>lub <span class="_ _92"> </span>stratą: <span class="_ _92"> </span>w <span class="_ _8d"> </span>in<span class="_ _0"></span>nych <span class="_ _8d"> </span>całk<span class="_ _0"></span>owitych <span class="_ _8d"> </span>docho<span class="_ _0"></span>dach <span class="_ _8d"> </span>dot<span class="_ _0"></span>yczący <span class="_ _8d"> </span>po<span class="_ _0"></span>zycji <span class="_ _8d"> </span>ujęt<span class="_ _0"></span>ych <span class="_ _8d"> </span>w <span class="_ _92"> </span>inn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _92"> </span>całko<span class="_ _0"></span>witych </div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAWQCAIAAABMPFd3AAAACXBIWXMAABYlAAAWJQFJUiTwAAAXpElEQVR42u3bQYraYBzG4b/FA/QGPYPuknNIYAa8STxC1t5gxuQgibcIhbjvJuDKrwth2lFXhZLgPM8qJi84fKsfYYwAAIB5W6SUnAIAAHP2zREAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWRwAAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkdAQAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZnUEAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACa1REAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWRwAAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkdAQAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZnUEAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAAD4D5YP776+/nx//+V0AAC4enn5/vb2Y6pv954VAIC5W6SUnAIAAHPmPSsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAMAfy5vP4ziWZRkReZ63bRsRWZZ1XfdxZxiGoiiuj2xsbGxsbGxsbL7I5nw+7/f7yaI1fdb3/eFwqOs6Iu4v6rq+XC4PH9nY2NjY2NjY2DzxpqqqNJ1FSsnbZgAA5sz/swIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAAPg3y5vP4ziWZRkReZ63bRsRWZZ1XfdxZxiGoiiuj2xsbGxsbGxsbL7IZr1eb7fbyaI1fdb3fV3XTdNExP1F0zQppYePbGxsbGxsbGxsnnhTVVWazuL6d/z9nnW326WUsiw7Ho83F13XnU6nzWZz/8jGxsbGxsbGxuaJN6vVasL3rLfNCgAAc+M3WAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAAAAAMBjvwGBSQCY7TM5XAAAAABJRU5ErkJggg=="/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div><div class="t m0 xc hb y215 ff4 fs2 fc0 sc0 ls0 ws0">dochodach <span class="_ _88"></span>lub <span class="_ _8"></span>b<span class="_ _0"></span>ezpośrednio <span class="_ _88"></span>w <span class="_ _8"></span>k<span class="_ _0"></span>apitale <span class="_ _8"></span>własn<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8"></span>dot<span class="_ _0"></span>yczący <span class="_ _8"></span>poz<span class="_ _0"></span>y<span class="_ _1"></span>cji <span class="_ _88"></span>ujęt<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _88"></span>bezpośr<span class="_ _0"></span>ednio <span class="_ _8"></span>w <span class="_ _88"></span>kapitale<span class="_ _0"></span> </div><div class="t m0 xc h6 y216 ff4 fs2 fc0 sc0 ls0 ws0">własnym.<span class="ff3"> </span></div><div class="t m0 xc h6 y217 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>k<span class="_ _0"></span>ompensuje <span class="_ _0"></span>ze <span class="_ _0"></span>sobą <span class="_ _0"></span>akt<span class="_ _0"></span>ywa <span class="_ _0"></span>z t<span class="_ _0"></span>ytułu <span class="_ _0"></span>odroc<span class="_ _0"></span>z<span class="_ _1"></span>on<span class="_ _0"></span>ego <span class="_ _0"></span>podatku <span class="_ _0"></span>dochod<span class="_ _0"></span>owego <span class="_ _0"></span>z <span class="_ _0"></span>rezer<span class="_ _0"></span>wami <span class="_ _0"></span>z<span class="_ _0"></span><span class="ff3"> </span>t<span class="_ _0"></span>ytułu </div><div class="t m0 xc h6 y1c0 ff3 fs2 fc0 sc0 ls0 ws0">odroczonego<span class="_ _0"></span> <span class="_ _8"></span><span class="ff4">po<span class="_ _0"></span>datku <span class="_ _88"></span>dochodoweg<span class="_ _0"></span>o <span class="_ _88"></span>wted<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>i <span class="_ _88"></span>t<span class="_ _0"></span>yl<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _88"></span>wtedy, <span class="_ _88"></span>gd<span class="_ _0"></span>y <span class="_ _88"></span>posiada <span class="_ _88"></span>m<span class="_ _0"></span>ożliwy <span class="_ _88"></span>do <span class="_ _8e"> </span>wyegzekwowan<span class="_ _0"></span>ia </span></div><div class="t m0 xc h6 y218 ff4 fs2 fc0 sc0 ls0 ws0">tytuł <span class="_ _0"></span>prawn<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8"></span>do pr<span class="_ _0"></span>zeprowadzenia <span class="_ _0"></span>k<span class="_ _0"></span>ompensat <span class="_ _0"></span>należno<span class="_ _0"></span>ści <span class="_ _0"></span>ze <span class="_ _0"></span>zobowią<span class="_ _0"></span>zaniami <span class="_ _0"></span>z<span class="_ _0"></span><span class="ff3"> </span>t<span class="_ _0"></span>ytułu b<span class="_ _0"></span>ieżącego <span class="_ _0"></span>poda<span class="_ _0"></span><span class="ff3 lsf">t-</span></div><div class="t m0 xc hb y347 ff4 fs2 fc0 sc0 ls0 ws0">ku <span class="_ _8d"> </span>i <span class="_ _8d"> </span>odroczony <span class="_ _8d"> </span>podatek <span class="_ _8d"> </span>dochodo<span class="_ _0"></span>wy <span class="_ _8e"> </span>m<span class="_ _0"></span>a <span class="_ _8e"> </span>związek<span class="_ _0"></span> <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8e"> </span>sam<span class="_ _0"></span>ym <span class="_ _8d"> </span>podatnikiem <span class="_ _8d"> </span>i <span class="_ _8d"> </span>tym <span class="_ _8d"> </span>sam<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8e"> </span>organem </div><div class="t m0 xc h6 y23 ff3 fs2 fc0 sc0 ls0 ws0">podatkowym.  </div><div class="t m0 xc h69 y3ba ff12 fs1 fc0 sc0 ls0 ws0">9.15.3. <span class="_ _95"> </span><span class="ff13">Podatek od to<span class="_ _1"></span>warów i usług<span class="ff12"> </span></span></div><div class="t m0 xc h6 y3bb ff3 fs2 fc0 sc0 ls0 ws0">Przychody<span class="ff4">, k<span class="_ _0"></span>oszty, aktywa i <span class="_ _0"></span>zobowiązania są ujm<span class="_ _0"></span>owane po pom<span class="_ _0"></span>niejszeniu o wartość podatk<span class="_ _0"></span>u od tow<span class="_ _0"></span></span><span class="ls1">a-</span></div><div class="t m0 xc h6 y3bc ff4 fs2 fc0 sc0 ls0 ws0">rów i<span class="ff3"> </span>usług, z w<span class="_ _0"></span>y<span class="_ _1"></span>jątk<span class="_ _0"></span>iem:<span class="ff3"> </span></div><div class="t m0 xc h6 y3bd ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">gdy<span class="_ _1"></span> <span class="_ _88"></span>po<span class="_ _0"></span>datek <span class="_ _88"></span>od <span class="_ _88"></span>to<span class="_ _0"></span>warów <span class="_ _88"></span>i <span class="_ _88"></span>usług <span class="_ _8e"> </span>zapłacon<span class="_ _0"></span>y <span class="_ _8"></span>prz<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"> </span>zakupie <span class="_ _88"> </span>ak<span class="_ _0"></span>tywów <span class="_ _88"></span>lub <span class="_ _88"></span>usł<span class="_ _0"></span>ug <span class="_ _88"></span>nie <span class="_ _88"></span>jes<span class="_ _0"></span>t <span class="_ _8"></span>m<span class="_ _0"></span>ożliwy <span class="_ _88"></span>do </span></span></div><div class="t m0 x6a h6 y3be ff4 fs2 fc0 sc0 ls0 ws0">odzyskania <span class="_ _8"></span>od <span class="_ _8"></span>organów <span class="_ _0"></span>p<span class="_ _0"></span>odatkowych; <span class="_ _8"></span>wtedy <span class="_ _8"></span>jest <span class="_ _0"></span>o<span class="_ _0"></span>n <span class="_ _0"></span>u<span class="_ _0"></span>jmowany <span class="_ _8"></span>odpowiednio <span class="_ _8"></span>jako <span class="_ _8"></span>część <span class="_ _0"></span>cen<span class="_ _0"></span>y <span class="_ _0"></span>n<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 x6a h6 y3bf ff4 fs2 fc0 sc0 ls0 ws0">bycia składnika ak<span class="_ _0"></span>tywów lub jako część poz<span class="_ _0"></span>y<span class="_ _1"></span>cji k<span class="_ _0"></span>osztowej oraz<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3c0 ff14 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">należności <span class="_ _92"> </span>i<span class="_ _0"></span> <span class="_ _92"> </span>zobowią<span class="_ _0"></span>zań, <span class="_ _92"> </span>k<span class="_ _0"></span>tóre <span class="_ _92"> </span>s<span class="_ _0"></span>ą <span class="_ _92"> </span>wykaz<span class="_ _0"></span>ywane <span class="_ _89"> </span>z <span class="_ _92"> </span>u<span class="_ _0"></span>względnieniem<span class="_ _0"></span> <span class="_ _92"> </span>k<span class="_ _0"></span>woty<span class="_ _1"></span> <span class="_ _89"> </span>pod<span class="_ _0"></span>atku <span class="_ _89"> </span>od <span class="_ _89"> </span>towarów </span></span></div><div class="t m0 x6a h6 y3c1 ff3 fs2 fc0 sc0 ls0 ws0">i <span class="ff4">usług.</span> </div><div class="t m0 xc h6 y3c2 ff4 fs2 fc0 sc0 ls0 ws0">Kwota <span class="_ _8"></span>netto <span class="_ _8"></span>podatk<span class="_ _0"></span>u <span class="_ _8"></span>od <span class="_ _8"></span>towarów <span class="_ _8"></span>i <span class="_ _8"></span>usług <span class="_ _8"></span>możliwa <span class="_ _8"></span>do <span class="_ _8"></span>odzyskania <span class="_ _8"></span>lub <span class="_ _8"></span>na<span class="_ _0"></span>leżna <span class="_ _8"></span>do <span class="_ _8"></span>zapłaty <span class="_ _8"></span>na <span class="_ _8"></span>rzecz <span class="_ _8"></span>o<span class="_ _8"></span><span class="ff3 ls10">r-</span></div><div class="t m0 xc h6 y3c3 ff4 fs2 fc0 sc0 ls0 ws0">ganów <span class="_ _8"></span>podatkowych <span class="_ _0"></span>j<span class="_ _0"></span>est <span class="_ _8"></span>ujęta <span class="_ _0"></span>w <span class="_ _8"></span><span class="ff3">sprawo<span class="_ _0"></span>zdaniu <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>sytuacji <span class="_ _8"></span>finansowej <span class="_ _8"></span>j<span class="ff4">ako <span class="_ _8"></span>część <span class="_ _0"></span>nale<span class="_ _0"></span>żności <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _8"></span>zob<span class="ff3 ls1">o-</span></span></span></div><div class="t m0 xc h6 y3c4 ff4 fs2 fc0 sc0 ls0 ws0">wiązań. <span class="ff3"> </span></div><div class="t m0 x52 hf y3c5 ff2 fs5 fc0 sc0 ls0 ws0">9.16. <span class="_ _94"> </span>Zysk netto na <span class="ff1">akcję</span> </div><div class="t m0 xc h6 y3c6 ff4 fs2 fc0 sc0 ls0 ws0">Zysk na akcj<span class="_ _0"></span>ę wy<span class="_ _1"></span>lic<span class="_ _0"></span>zony został<span class="ff8"> <span class="ff3">zgodnie<span class="_ _0"></span> z MSR 33. </span></span></div><div class="t m0 x52 hf y3c7 ff2 fs5 fc0 sc0 ls0 ws0">9.17. <span class="_ _94"> </span>Z<span class="ff1">miana dotychczas stosowany<span class="_ _1"></span>ch zasa<span class="_ _0"></span>d rachunkowości<span class="ff2"> </span></span></div><div class="t m0 xc h6 y3c8 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>szy<span class="_ _1"></span>stkie zm<span class="_ _0"></span>iany dotyczące<span class="ff3"> </span>stoso<span class="_ _0"></span>wanych zasadach rachunk<span class="_ _0"></span>owości<span class="ff3"> </span>został<span class="_ _0"></span>y opisane w <span class="ff3">nocie 7<span class="ls21">.3</span>. </span></div><div class="t m0 x4f he y3c9 ff2 fs4 fc0 sc0 lsd ws0">10.<span class="ls0"> <span class="_ _8c"> </span>Segmenty<span class="_ _1"></span> operacy<span class="_ _1"></span>jne<span class="_ _0"></span> </span></div><div class="t m0 xc hb y3ca ff4 fs2 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8d"> </span>ocenia <span class="_ _8d"> </span>d<span class="_ _0"></span>ziałalność <span class="_ _8d"> </span>Spółki <span class="_ _8d"> </span>na <span class="_ _8d"> </span>p<span class="_ _0"></span>odstawie <span class="_ _8d"> </span>Sprawo<span class="_ _0"></span>zdania <span class="_ _8e"> </span>F<span class="_ _0"></span>inansowego<span class="_ _0"></span>, <span class="_ _8d"> </span>gd<span class="_ _0"></span>yż <span class="_ _8e"> </span>Spó<span class="_ _0"></span>łka <span class="_ _8d"> </span>działa <span class="_ _8d"> </span>w </div><div class="t m0 xc h6 y1ad ff4 fs2 fc0 sc0 ls0 ws0">ramac<span class="_ _0"></span>h jednego segmentu jak<span class="_ _0"></span>i<span class="_ _1"></span>m<span class="_ _0"></span> jest dzi<span class="_ _1"></span>ałalność<span class="_ _0"></span> holdingowa.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4f he y3cb ff2 fs4 fc0 sc0 lsd ws0">11.<span class="ls0"> <span class="_ _8c"> </span>Przy<span class="_ _1"></span>chody i koszty </span></div><div class="t m0 x52 hf y3cc ff2 fs5 fc0 sc0 ls0 ws0">11.1. <span class="_ _94"> </span><span class="ff1">Przychody ze sprzedaży</span> </div><div class="c x6d y3cd w29 h6a"><div class="t m9 x5d h6b y3ce fff fs13 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m9 x5f h6b y3cf ffb fs13 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c x6e y3cd w2a h6a"><div class="t m9 x5c h6b y3ce fff fs13 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m9 x5f h6b y3cf ffb fs13 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c x6f y3d0 w2b h6c"><div class="t m9 x14 h6b y3d1 fff fs13 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>c<span class="_ _1"></span>hody<span class="_ _0"></span> ze s<span class="_ _1"></span>pr<span class="_ _0"></span>zedaż<span class="_ _1"></span>y<span class="_ _0"></span> us<span class="_ _1"></span>ług z<span class="_ _1"></span>ar<span class="_ _0"></span>z<span class="_ _1"></span>ądcz<span class="_ _1"></span>y<span class="_ _0"></span>ch</div></div><div class="c x6f y3d2 w2b h6d"><div class="t m9 x70 h6b y3d3 ffb fs13 fc0 sc0 ls22 ws0">984<span class="_ _63"> </span>816</div></div><div class="c x6f y3d0 w2b h6c"><div class="t m9 x14 h6b y3d4 fff fs13 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e</div></div><div class="c x6f y3d5 w2b h6e"><div class="t m9 x71 h6b y3d3 ffb fs13 fc0 sc0 ls22 ws0">12<span class="_ _60"> </span>23</div></div><div class="c x6f y3d0 w2b h6c"><div class="t m9 x14 h6f y3d6 ffe fs13 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x6f y3d7 w2b h6e"><div class="t m9 x70 h6f y3d8 ffe fs13 fc0 sc0 ls22 ws0">996<span class="_ _63"> </span>839</div></div><div class="c x6f y3d9 w2c h70"><div class="t m9 x14 h71 y3da ff4 fs14 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>z<span class="_ _0"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>łe<span class="_ _1"></span> <span class="_ _1"></span>przy<span class="_ _1"></span>c<span class="_ _0"></span>ho<span class="_ _1"></span>d<span class="_ _1"></span>y<span class="_ _1"></span> ze <span class="_ _1"></span>s<span class="_ _0"></span>przed<span class="_ _1"></span>a<span class="_ _1"></span>ż<span class="_ _0"></span>y</div></div><div class="t m0 x72 hf y3db ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3dc ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y3dd ff4 fs2 fc0 sc0 ls0 ws0">Głównym <span class="_ _8"></span>źródłem <span class="_ _8"></span>prz<span class="_ _0"></span>y<span class="_ _1"></span>chodó<span class="_ _0"></span>w <span class="_ _8"></span>Spół<span class="_ _1"></span>k<span class="_ _0"></span>i <span class="_ _8"></span>są <span class="_ _8"></span>świadczone <span class="_ _8"></span>usługi <span class="_ _8"></span>zarządcze <span class="_ _8"></span>na <span class="_ _8"></span>rzecz <span class="_ _88"></span>podm<span class="_ _0"></span>iotów <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>Grup<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xc h6 y3de ff4 fs2 fc0 sc0 ls0 ws0">Koszty dotyczące t<span class="_ _0"></span>y<span class="_ _1"></span>ch us<span class="_ _0"></span>ług są prezentowane <span class="_ _0"></span>w pozycji k<span class="_ _0"></span>osztów ogólnego zarządu.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xc h6 y3df ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div><div class="t m0 x52 hf y315 ff2 fs5 fc0 sc0 ls0 ws0">11.2. <span class="_ _94"> </span><span class="ff1">Pozostałe przychody operacyjne</span> </div><div class="c x73 y3e0 w2d h72"><div class="t ma x5c h73 y3e1 fff fs15 fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>ak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t ma x5f h73 y3e2 ffb fs15 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x74 y3e0 w2e h72"><div class="t ma x5c h73 y3e1 fff fs15 fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>ak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t ma x5f h73 y3e2 ffb fs15 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x6f y3e3 w2f h74"><div class="t ma x75 h73 y3e2 ffb fs15 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _96"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x6f y3e4 w2f h75"><div class="t ma x14 h73 y3e5 fff fs15 fc0 sc0 ls0 ws0">Rozwiąz<span class="_ _1"></span>ane r<span class="_ _0"></span>ez<span class="_ _1"></span>er<span class="_ _0"></span>w</div></div><div class="c x6f y3e6 w2f h74"><div class="t ma x76 h73 y3e2 ffb fs15 fc0 sc0 ls0 ws0">1<span class="_ _97"> </span>2</div></div><div class="c x6f y3e4 w2f h75"><div class="t ma x14 h73 y3e7 fff fs15 fc0 sc0 ls0 ws0">Rozwiąz<span class="_ _1"></span>ani<span class="_ _1"></span>e odpis<span class="_ _1"></span>ów</div></div><div class="c x6f y3e8 w2f h74"><div class="t ma x21 h73 y3e2 ffb fs15 fc0 sc0 ls23 ws0">37<span class="_ _98"> </span><span class="ls0">-</span></div></div><div class="c x6f y3e4 w2f h75"><div class="t ma x14 h73 y3e9 fff fs15 fc0 sc0 ls0 ws0">Spi<span class="_ _1"></span>s<span class="_ _1"></span>ane zobowiąz<span class="_ _1"></span>ani<span class="_ _1"></span>a</div></div><div class="c x6f y3ea w2f h74"><div class="t ma x2b h73 y3eb ffb fs15 fc0 sc0 ls0 ws0">-<span class="_ _99"> </span>7</div></div><div class="c x6f y3e4 w2f h75"><div class="t ma x14 h76 y3ec ffe fs15 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x6f y3ed w2f h74"><div class="t ma x21 h76 y3ee ffe fs15 fc0 sc0 ls23 ws0">38<span class="_ _97"> </span><span class="ls0">9</span></div></div><div class="c x6f y3ef w30 h77"><div class="t ma x14 h78 y3f0 ff4 fs16 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>z<span class="_ _0"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>ł<span class="_ _1"></span>e <span class="_ _1"></span>p<span class="_ _1"></span>rz<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _1"></span>o<span class="_ _1"></span>dy<span class="_ _9"></span> op<span class="_ _1"></span>e<span class="_ _1"></span>ra<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _1"></span>n<span class="_ _1"></span>e</div></div><div class="t m0 x77 h79 y3f1 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y280 ff2 fs5 fc0 sc0 ls0 ws0">11.3. <span class="_ _94"> </span><span class="ff1">Pozostałe koszty operacyjne</span> </div><div class="c x28 y3f2 w31 h7a"><div class="t mb x67 h7b y3f3 fff fs17 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony</div><div class="t mb x43 h7b y3f4 ffb fs17 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x22 y3f2 w32 h7a"><div class="t mb x67 h7b y3f3 fff fs17 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony</div><div class="t mb x43 h7b y3f4 ffb fs17 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x6f y3f5 w33 h7c"><div class="t mb x78 h7b y3f4 ffb fs17 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _9a"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x6f y3f6 w33 h7d"><div class="t mb x14 h7b y3f7 fff fs17 fc0 sc0 ls0 ws0">Ut<span class="_ _1"></span>wor<span class="_ _0"></span>z<span class="_ _1"></span>one odpisy na p<span class="_ _0"></span>oz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe nal<span class="_ _1"></span>eżnoś<span class="_ _1"></span>c<span class="_ _1"></span>i wobec podm<span class="_ _9"></span>iot<span class="_ _9"></span>ów p<span class="_ _0"></span>owiaz<span class="_ _1"></span>any<span class="_ _0"></span>ch*</div></div><div class="c x6f y3f8 w33 h7e"><div class="t mb x79 h7b y3f9 ffb fs17 fc0 sc0 ls0 ws0">14 778<span class="_ _44"> </span>-</div></div><div class="c x6f y3f6 w33 h7d"><div class="t mb x14 h7b y3fa fff fs17 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>apł<span class="_ _1"></span>acone ods<span class="_ _1"></span>zk<span class="_ _1"></span>odowan<span class="_ _0"></span>i<span class="_ _1"></span>a, kary<span class="_ _0"></span> i grzy<span class="_ _0"></span>wny</div></div><div class="c x6f y3fb w33 h7f"><div class="t mb x31 h7b y3f9 ffb fs17 fc0 sc0 ls24 ws0">100<span class="_ _9b"> </span>100</div></div><div class="c x6f y3f6 w33 h7d"><div class="t mb x14 h7b y3fc ffb fs17 fc0 sc0 ls0 ws0">Inne</div></div><div class="c x6f y3fd w33 h7f"><div class="t mb x7a h7b y3f9 ffb fs17 fc0 sc0 ls24 ws0">22<span class="_ _9c"> </span>32</div></div><div class="c x6f y3f6 w33 h7d"><div class="t mb x14 h80 y3fe ffe fs17 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x6f y3ff w33 h7f"><div class="t mb x79 h80 y400 ffe fs17 fc0 sc0 ls0 ws0">14 900<span class="_ _9b"> </span><span class="ls24">132</span></div></div><div class="c x6f y401 w34 h81"><div class="t mb x14 h82 y402 ff4 fs18 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>z<span class="_ _0"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>łe<span class="_ _1"></span> k<span class="_ _9"></span>os<span class="_ _0"></span>zty<span class="_ _1"></span> o<span class="_ _1"></span>pe<span class="_ _1"></span>ra<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span>j<span class="_ _1"></span>ne</div></div><div class="t m0 x7b h79 y403 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7c h79 y404 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7c h79 y405 ff18 fs2 fc0 sc0 ls0 ws0">*W <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _0"></span>przeprowadzo<span class="_ _0"></span>nym <span class="_ _0"></span>testem <span class="_ _0"></span>na <span class="_ _0"></span>utratę <span class="_ _0"></span>wartości <span class="_ _0"></span>posiad<span class="_ _0"></span>anych n<span class="_ _0"></span>ależności<span class="_ _0"></span><span class="ff17"> <span class="_ _0"></span></span>zostały <span class="_ _0"></span>utworzone <span class="_ _0"></span>częściowe </div><div class="t m0 x7c h79 y406 ff18 fs2 fc0 sc0 ls0 ws0">odpisy <span class="_ _0"></span>aktualizacyjne <span class="_ _0"></span>w stosunku <span class="_ _0"></span>do nalezności <span class="_ _0"></span>od pod<span class="_ _0"></span>miotów powiązanych,<span class="_ _0"></span> które n<span class="_ _0"></span>a koniec 20<span class="_ _0"></span>23r. <span class="_ _8"></span>wykazywały<span class="ff17"> </span></div><div class="t m0 x7c h79 y407 ff18 fs2 fc0 sc0 ls0 ws0">ujemne kap<span class="_ _0"></span>itały własne.<span class="ff17"> </span></div><div class="t m0 x52 hf y408 ff2 fs5 fc0 sc0 ls0 ws0">11.4. <span class="_ _94"> </span>Przychody finansowe </div><div class="c x7d y409 w35 h83"><div class="t mc x47 h84 y40a fff fs19 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony<span class="_ _0"></span> </div><div class="t mc x36 h84 y40b ffb fs19 fc0 sc0 ls0 ws0">31.12.2023</div></div><div class="c x7e y409 w36 h83"><div class="t mc x3f h84 y40a fff fs19 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony<span class="_ _0"></span> </div><div class="t mc x7f h84 y40b ffb fs19 fc0 sc0 ls0 ws0">31.12.2022</div></div><div class="c x6f y40c w37 h85"><div class="t mc x80 h84 y40b ffb fs19 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _69"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x6f y40d w37 h85"><div class="t mc x14 h84 y40b ffb fs19 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _9"></span>ki<span class="_ _1"></span> -<span class="_ _0"></span> pozos<span class="_ _1"></span>t<span class="_ _9"></span>. -<span class="_ _0"></span> Dz.F<span class="_ _0"></span>. weks<span class="_ _1"></span>le<span class="_ _51"> </span>1 251<span class="_ _13"> </span><span class="ls25">766</span></div></div><div class="c x6f y40e w37 h86"><div class="t mc x14 h84 y40f fff fs19 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u um<span class="_ _1"></span>orzenia nal<span class="_ _1"></span>i<span class="_ _1"></span>cz<span class="_ _1"></span>ony<span class="_ _0"></span>ch ods<span class="_ _1"></span>et<span class="_ _9"></span>e<span class="_ _0"></span>k<span class="_ _9d"> </span><span class="ffb">1 633<span class="_ _9c"> </span>-</span></div></div><div class="c x6f y410 w37 h85"><div class="t mc x14 h84 y40b fff fs19 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody ze sprzedaż<span class="_ _1"></span>y<span class="_ _0"></span> w<span class="_ _0"></span>i<span class="_ _1"></span>er<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>el<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _9e"> </span><span class="ffb">1 110<span class="_ _9c"> </span>-</span></div></div><div class="c x6f y411 w37 h85"><div class="t mc x14 h84 y40b fff fs19 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe przy<span class="_ _0"></span>c<span class="_ _1"></span>hody<span class="_ _0"></span> f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe<span class="_ _9f"> </span><span class="ffb ls25">471<span class="_ _13"> </span>470</span></div></div><div class="c x6f y412 w37 h87"><div class="t mc x14 h88 y413 ffe fs19 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x6f y414 w37 h89"><div class="t mc x31 h88 y415 ffe fs19 fc0 sc0 ls0 ws0">4 465<span class="_ _6f"> </span>1 23<span class="_ _0"></span>6</div></div><div class="c x6f y416 w38 h8a"><div class="t mc x14 h8b y417 ff3 fs1a fc0 sc0 ls0 ws0">Przycho<span class="_ _1"></span>dy<span class="_ _9"></span> fin<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>owe</div></div><div class="t m0 x81 h79 y418 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y419 ff2 fs5 fc0 sc0 ls0 ws0">11.5. <span class="_ _94"> </span>Koszty finansowe </div><div class="c x82 y41a w39 h8c"><div class="t md x5d h8d y41b fff fs1b fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t md x83 h8d y41c ffb fs1b fc0 sc0 ls26 ws0">31.12.2023</div></div><div class="c x84 y41a w3a h8c"><div class="t md x5d h8d y41b fff fs1b fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t md x83 h8d y41c ffb fs1b fc0 sc0 ls26 ws0">31.12.2022</div></div><div class="c x13 y41d w3b h8e"><div class="t md x79 h8d y41e ffb fs1b fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _3e"> </span>(bada<span class="_ _0"></span>ne)</div></div><div class="c x13 y41f w3b h8f"><div class="t md x14 h8d y41e ffb fs1b fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _9"></span>ki<span class="_ _1"></span> weks<span class="_ _1"></span>l<span class="_ _1"></span>owe<span class="_ _a0"> </span><span class="ls26">4 078<span class="_ _5a"> </span>1 802</span></div></div><div class="c x13 y420 w3b h8f"><div class="t md x14 h8d y41c fff fs1b fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _9"></span>ki<span class="_ _1"></span> od z<span class="_ _1"></span>obowiąz<span class="_ _1"></span>ań<span class="_ _a1"> </span><span class="ffb">-<span class="_ _5a"> </span><span class="ls26">1 422</span></span></div></div><div class="c x13 y421 w3b h8e"><div class="t md x14 h8d y41e fff fs1b fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _5"></span>ałe k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span> f<span class="_ _1"></span>i<span class="_ _1"></span>nans<span class="_ _1"></span>ow<span class="_ _0"></span>e<span class="_ _79"> </span><span class="ffb ls26">498<span class="_ _a2"> </span>23</span></div></div><div class="c x13 y422 w3b h90"><div class="t md x14 h91 y423 ffe fs1b fc0 sc0 ls0 ws0">Razem</div></div><div class="c x13 y424 w3b h8f"><div class="t md x1d h91 y425 ffe fs1b fc0 sc0 ls26 ws0">4 576<span class="_ _5a"> </span>3 247</div></div><div class="c x13 y426 w3c h92"><div class="t md x14 h93 y427 ff3 fs1c fc0 sc0 ls0 ws0">Ko<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>ty<span class="_ _9"></span> fi<span class="_ _1"></span>na<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>o<span class="_ _1"></span>we</div></div><div class="t m0 x38 h6 y428 ff8 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div><div class="t m0 x52 hf y315 ff2 fs5 fc0 sc0 ls0 ws0">11.6. <span class="_ _94"> </span><span class="ff1">Koszty według rodzajów</span> </div><div class="c x85 y429 w3d h94"><div class="t me x86 h95 y42a ffb fs1d fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t me x87 h95 y42b ffb fs1d fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>023 </div><div class="t me x87 h95 y42c ffb fs1d fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>023</div></div><div class="c x88 y429 w3e h94"><div class="t me x83 h95 y42a ffb fs1d fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t me x1b h95 y42b ffb fs1d fc0 sc0 ls0 ws0">od 01.01.2<span class="_ _0"></span>022 </div><div class="t me x1b h95 y42c ffb fs1d fc0 sc0 ls0 ws0">do 31.12.2<span class="_ _0"></span>022</div></div><div class="c x6f y42d w3f h96"><div class="t me x37 h95 y42c ffb fs1d fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _1a"> </span>(<span class="_ _0"></span>badane<span class="_ _0"></span>)</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y42f ffb fs1d fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>ac<span class="_ _1"></span>ja</div></div><div class="c x6f y430 w3f h98"><div class="t me x89 h95 y431 ffb fs1d fc0 sc0 ls0 ws0">-<span class="_ _a3"> </span>4</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y432 fff fs1d fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>uż<span class="_ _1"></span>y<span class="_ _0"></span>ci<span class="_ _1"></span>e m<span class="_ _1"></span>at<span class="_ _9"></span>er<span class="_ _0"></span>i<span class="_ _1"></span>ałów i energii</div></div><div class="c x6f y433 w3f h96"><div class="t me x7d h95 y431 ffb fs1d fc0 sc0 ls27 ws0">22<span class="_ _47"> </span>23</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y434 fff fs1d fc0 sc0 ls0 ws0">Usł<span class="_ _1"></span>ugi obc<span class="_ _1"></span>e</div></div><div class="c x6f y435 w3f h96"><div class="t me x6d h95 y431 ffb fs1d fc0 sc0 ls27 ws0">495<span class="_ _a4"> </span>477</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y436 fff fs1d fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ki<span class="_ _1"></span> i<span class="_ _1"></span> opłat<span class="_ _9"></span>y</div></div><div class="c x6f y437 w3f h96"><div class="t me x7d h95 y438 ffb fs1d fc0 sc0 ls27 ws0">29<span class="_ _47"> </span>22</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y439 ffb fs1d fc0 sc0 ls0 ws0">W<span class="_ _9"></span>y<span class="_ _0"></span>nagr<span class="_ _0"></span>odzenia</div></div><div class="c x6f y43a w3f h96"><div class="t me x6d h95 y438 ffb fs1d fc0 sc0 ls27 ws0">426<span class="_ _a4"> </span>428</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y43b fff fs1d fc0 sc0 ls0 ws0">Inne świadc<span class="_ _1"></span>z<span class="_ _1"></span>enia pr<span class="_ _0"></span>ac<span class="_ _1"></span>ow<span class="_ _0"></span>ni<span class="_ _1"></span>cz<span class="_ _1"></span>e</div></div><div class="c x6f y43c w3f h98"><div class="t me x7d h95 y431 ffb fs1d fc0 sc0 ls27 ws0">73<span class="_ _47"> </span>74</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y43d fff fs1d fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e kos<span class="_ _1"></span>zt<span class="_ _5"></span>y<span class="_ _8"></span> rodzaj<span class="_ _1"></span>ow<span class="_ _0"></span>e</div></div><div class="c x6f y43e w3f h98"><div class="t me x7d h95 y431 ffb fs1d fc0 sc0 ls27 ws0">10<span class="_ _65"> </span><span class="ls0">3</span></div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y43f fff fs1d fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> we<span class="_ _0"></span>dł<span class="_ _1"></span>ug r<span class="_ _0"></span>odzaj<span class="_ _1"></span>ów, w<span class="_ _0"></span> t<span class="_ _9"></span>y<span class="_ _8"></span>m<span class="_ _9"></span>:</div></div><div class="c x6f y440 w3f h96"><div class="t me x70 h99 y431 ffe fs1d fc0 sc0 ls0 ws0">1 055<span class="_ _a5"> </span>1 031</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y441 fff fs1d fc0 sc0 ls0 ws0">   Poz<span class="_ _1"></span>y<span class="_ _0"></span>cj<span class="_ _1"></span>e ujęt<span class="_ _9"></span>e w<span class="_ _0"></span> k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>ach ogól<span class="_ _1"></span>nego zar<span class="_ _0"></span>z<span class="_ _1"></span>ądu</div></div><div class="c x6f y442 w3f h96"><div class="t me x70 h95 y438 ffb fs1d fc0 sc0 ls0 ws0">1 048<span class="_ _a5"> </span>1 024</div></div><div class="c x6f y42e w3f h97"><div class="t me x14 h95 y443 fff fs1d fc0 sc0 ls0 ws0">   Poz<span class="_ _1"></span>y<span class="_ _0"></span>cj<span class="_ _1"></span>e ujęt<span class="_ _9"></span>e w<span class="_ _0"></span> k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>ach s<span class="_ _1"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>edaży</div></div><div class="c x6f y444 w3f h96"><div class="t me x8a h95 y445 ffb fs1d fc0 sc0 ls0 ws0">7<span class="_ _65"> </span>7</div></div><div class="c x6f y446 w40 h9a"><div class="t me x14 h9b y447 ff4 fs1e fc0 sc0 ls0 ws0">Ko<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>ty<span class="_ _1"></span> <span class="_ _1"></span>wg ro<span class="_ _1"></span>d<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>jó<span class="_ _1"></span>w</div></div><div class="t m0 x8b h6 y448 ff8 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y449 ff2 fs5 fc0 sc0 ls0 ws0">11.7. <span class="_ _94"> </span><span class="ff1">Koszty amortyzacji i odpisy<span class="_ _1"></span> aktualizujące ujęte w zysku lub stracie<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="c x8c y44a w41 h9c"><div class="t mf x8d h9d y44b ffb fs1f fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t mf x36 h9d y44c ffb fs1f fc0 sc0 ls0 ws0">od 01.01.2023 </div><div class="t mf x36 h9d y44d ffb fs1f fc0 sc0 ls0 ws0">do 31.12.2023</div></div><div class="c x8e y44a w42 h9c"><div class="t mf x83 h9d y44b ffb fs1f fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t mf x1b h9d y44c ffb fs1f fc0 sc0 ls0 ws0">od 01.01.2022 </div><div class="t mf x1b h9d y44d ffb fs1f fc0 sc0 ls0 ws0">do 31.12.2022</div></div><div class="c x6f y44e w43 h9e"><div class="t mf x1d h9d y44f ffb fs1f fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _a6"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x6f y450 w43 h9f"><div class="t mf x14 ha0 y451 ffc fs1f fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>yc<span class="_ _1"></span>j<span class="_ _1"></span>e ujęte w<span class="_ _9"></span> kos<span class="_ _1"></span>ztac<span class="_ _1"></span>h ogólnego z<span class="_ _1"></span>ar<span class="_ _0"></span>z<span class="_ _1"></span>ądu:</div><div class="t mf x14 ha0 y452 ffc fs1f fc0 sc0 ls0 ws0">Amor<span class="_ _0"></span>ty<span class="_ _1"></span>zac<span class="_ _1"></span>j<span class="_ _1"></span>a środków<span class="_ _9"></span> tr<span class="_ _0"></span>w<span class="_ _1"></span>ał<span class="_ _1"></span>yc<span class="_ _1"></span>h or<span class="_ _0"></span>az<span class="_ _1"></span> w<span class="_ _1"></span>ar<span class="_ _0"></span>toś<span class="_ _1"></span>ci<span class="_ _1"></span> ni<span class="_ _1"></span>emater<span class="_ _0"></span>ial<span class="_ _1"></span>ny<span class="_ _1"></span>ch</div></div><div class="c x6f y453 w43 ha1"><div class="t mf x8a h9d y454 ffb fs1f fc0 sc0 ls0 ws0">-<span class="_ _a7"> </span>4</div></div><div class="c x6f y450 w43 h9f"><div class="t mf x14 ha2 y455 ffe fs1f fc0 sc0 ls0 ws0">S<span class="_ _0"></span>U<span class="_ _0"></span>MA</div></div><div class="c x6f y456 w43 ha1"><div class="t mf x8a ha2 y454 ffe fs1f fc0 sc0 ls0 ws0">-<span class="_ _a7"> </span>4</div></div><div class="c x6f y457 w44 ha3"><div class="t mf x14 ha4 y458 ff4 fs20 fc0 sc0 ls0 ws0">Ko<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>ty<span class="_ _9"></span> amort<span class="_ _1"></span>y<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>c<span class="_ _0"></span>ji<span class="_ _1"></span> i<span class="_ _1"></span> <span class="_ _1"></span>od<span class="_ _1"></span>p<span class="_ _1"></span>isy<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>tu<span class="_ _1"></span>a<span class="_ _1"></span>li<span class="_ _1"></span>zuj<span class="_ _1"></span>ące <span class="_ _1"></span>u<span class="_ _1"></span>ję<span class="_ _1"></span>te<span class="_ _1"></span> w <span class="_ _1"></span>rachu<span class="_ _1"></span>n<span class="_ _1"></span>k<span class="_ _1"></span>u<span class="_ _1"></span> zyskó<span class="_ _1"></span>w i<span class="_ _1"></span> stra<span class="_ _1"></span>t</div></div><div class="t m0 x8f h79 y459 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y45a ff2 fs5 fc0 sc0 ls0 ws0">11.8. <span class="_ _94"> </span><span class="ff1">Koszty świadczeń </span>pracowniczych </div><div class="c x90 y45b w45 ha5"><div class="t m10 x8d ha6 y45c ffb fs21 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t m10 x36 ha6 y45d ffb fs21 fc0 sc0 ls0 ws0">od 01.01.2023 </div><div class="t m10 x36 ha6 y45e ffb fs21 fc0 sc0 ls0 ws0">do 31.12.2023</div></div><div class="c x35 y45b w46 ha5"><div class="t m10 x8d ha6 y45c ffb fs21 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>a okres</div><div class="t m10 x36 ha6 y45d ffb fs21 fc0 sc0 ls0 ws0">od 01.01.2022 </div><div class="t m10 x36 ha6 y45e ffb fs21 fc0 sc0 ls0 ws0">do 31.12.2022</div></div><div class="c x13 y45f w47 ha7"><div class="t m10 x1d ha6 y460 ffb fs21 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _4c"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 y461 w47 ha8"><div class="t m10 x14 ha6 y462 fff fs21 fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _5"></span>y<span class="_ _8"></span> wy<span class="_ _0"></span>nagr<span class="_ _0"></span>odzeń</div></div><div class="c x13 y463 w47 ha9"><div class="t m10 x91 ha6 y464 ffb fs21 fc0 sc0 ls28 ws0">426<span class="_ _a7"> </span>428</div></div><div class="c x13 y461 w47 ha8"><div class="t m10 x14 ha6 y465 fff fs21 fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>zt<span class="_ _5"></span>y<span class="_ _8"></span> ubez<span class="_ _1"></span>pi<span class="_ _1"></span>ecz<span class="_ _1"></span>eń społ<span class="_ _1"></span>ec<span class="_ _1"></span>zny<span class="_ _0"></span>c<span class="_ _1"></span>h</div></div><div class="c x13 y466 w47 ha7"><div class="t m10 x92 ha6 y45e ffb fs21 fc0 sc0 ls28 ws0">73<span class="_ _7c"> </span>74</div></div><div class="c x13 y461 w47 ha8"><div class="t m10 x14 haa y467 ffd fs21 fc0 sc0 ls0 ws0">Ko<span class="_ _0"></span>szty ś<span class="_ _0"></span>w<span class="_ _1"></span>iad<span class="_ _0"></span>czeń p<span class="_ _0"></span>raco<span class="_ _0"></span>w<span class="_ _1"></span>n<span class="_ _0"></span>iczych o<span class="_ _0"></span>g<span class="_ _0"></span>ó<span class="_ _0"></span>łem<span class="_ _1"></span>  <span class="_ _c"></span>w tym:</div></div><div class="c x13 y468 w47 ha7"><div class="t m10 x91 haa y45e ffe fs21 fc0 sc0 ls28 ws0">499<span class="_ _a7"> </span>502</div></div><div class="c x13 y461 w47 ha8"><div class="t m10 x14 ha6 y469 fff fs21 fc0 sc0 ls0 ws0">   Poz<span class="_ _1"></span>y<span class="_ _0"></span>cj<span class="_ _1"></span>e ujęt<span class="_ _5"></span>e<span class="_ _0"></span> w kos<span class="_ _1"></span>z<span class="_ _1"></span>t<span class="_ _9"></span>ach ogólnego z<span class="_ _1"></span>ar<span class="_ _0"></span>z<span class="_ _1"></span>ądu</div></div><div class="c x13 y46a w47 ha7"><div class="t m10 x91 ha6 y45e ffb fs21 fc0 sc0 ls28 ws0">492<span class="_ _a7"> </span>495</div></div><div class="c x13 y461 w47 ha8"><div class="t m10 x14 ha6 y46b fff fs21 fc0 sc0 ls0 ws0">   Poz<span class="_ _1"></span>y<span class="_ _0"></span>cj<span class="_ _1"></span>e ujęt<span class="_ _5"></span>e<span class="_ _0"></span> w kos<span class="_ _1"></span>z<span class="_ _1"></span>t<span class="_ _9"></span>ach sprzedaż<span class="_ _1"></span>y</div></div><div class="c x13 y46c w47 ha7"><div class="t m10 x8c ha6 y46d ffb fs21 fc0 sc0 ls0 ws0">7<span class="_ _a8"> </span>7</div></div><div class="c x13 y46e w48 hab"><div class="t m10 x14 hac y46f ff4 fs22 fc0 sc0 ls0 ws0">Ko<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>ty<span class="_ _1"></span> <span class="_ _1"></span>ś<span class="_ _0"></span>wia<span class="_ _1"></span>d<span class="_ _1"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _1"></span>ń <span class="_ _1"></span>pra<span class="_ _1"></span>cown<span class="_ _1"></span>icz<span class="_ _0"></span>ych</div></div><div class="t m0 x93 h3b y470 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4f he y471 ff2 fs4 fc0 sc0 lsd ws0">12.<span class="ls0"> <span class="_ _8c"> </span>Podatek doch<span class="_ _1"></span>odow<span class="_ _0"></span>y<span class="_ _1"></span> </span></div><div class="t m0 x52 hf y472 ff2 fs5 fc0 sc0 ls0 ws0">12.1. <span class="_ _94"> </span><span class="ff1">Obciążenie podatkowe </span> </div><div class="t m0 xc h6 y473 ff4 fs2 fc0 sc0 ls0 ws0">Główne <span class="_ _0"></span>składniki <span class="_ _0"></span>obcią<span class="_ _0"></span>żenia pod<span class="_ _0"></span>atkowego <span class="_ _0"></span>za <span class="_ _0"></span>rok<span class="_ _0"></span> <span class="_ _0"></span>zakońc<span class="_ _0"></span>z<span class="_ _1"></span>on<span class="_ _0"></span>y dn<span class="_ _0"></span>ia <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia <span class="_ _0"></span>20<span class="ff3">23 <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span>i <span class="_ _0"></span>w <span class="_ _0"></span>pozost<span class="ls1">a-</span></span></div><div class="t m0 xc h6 y474 ff4 fs2 fc0 sc0 ls0 ws0">łym<span class="ff3"> okresie spra<span class="_ _0"></span>wozdawczy<span class="_ _1"></span>m<span class="_ _0"></span> <span class="ff4">pr<span class="_ _0"></span>zedstawiają się następuj<span class="_ _0"></span>ąco:</span> </span></div><div class="t m0 xc h6 y272 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div><div class="c x94 y475 w49 had"><div class="t m11 x5d hae y476 fff fs23 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m11 x95 hae y477 ffb fs23 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x96 y475 w4a had"><div class="t m11 x5d hae y476 fff fs23 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m11 x95 hae y477 ffb fs23 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y478 w4b haf"><div class="t m11 x97 hae y479 ffb fs23 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _18"> </span>(badan<span class="_ _0"></span>e)</div></div><div class="c x13 y47a w4b hb0"><div class="t m11 x14 hb1 y47b ffd fs23 fc0 sc0 ls0 ws0">S<span class="_ _0"></span>p<span class="_ _0"></span>rawozdan<span class="_ _0"></span>ie z całko<span class="_ _0"></span>witych<span class="_ _0"></span> d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>ów</div><div class="t m11 x14 hae y47c fff fs23 fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>eżąc<span class="_ _1"></span>e obc<span class="_ _1"></span>iąż<span class="_ _1"></span>eni<span class="_ _1"></span>e z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu podat<span class="_ _9"></span>ku doc<span class="_ _1"></span>hodow<span class="_ _0"></span>ego</div></div><div class="c x13 y47d w4b hb2"><div class="t m11 x98 hae y477 ffb fs23 fc0 sc0 ls0 ws0">-<span class="_ _a9"> </span>-</div></div><div class="c x13 y47a w4b hb0"><div class="t m11 x14 hae y47e ffb fs23 fc0 sc0 ls0 ws0">Odrocz<span class="_ _1"></span>ony<span class="_ _0"></span> podat<span class="_ _1"></span>ek<span class="_ _1"></span> dochodowy</div><div class="t m11 x14 hae y47f fff fs23 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>y<span class="_ _0"></span>nik<span class="_ _1"></span>aj<span class="_ _1"></span>ący<span class="_ _0"></span> z<span class="_ _1"></span> pow<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>ania i<span class="_ _1"></span> odw<span class="_ _0"></span>ró<span class="_ _0"></span>c<span class="_ _1"></span>enia s<span class="_ _1"></span>i<span class="_ _1"></span>ę r<span class="_ _0"></span>óżni<span class="_ _1"></span>c<span class="_ _1"></span> pr<span class="_ _0"></span>z<span class="_ _1"></span>ejś<span class="_ _1"></span>c<span class="_ _1"></span>iowy<span class="_ _0"></span>ch</div></div><div class="c x13 y480 w4b haf"><div class="t m11 x31 hae y479 ffb fs23 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>434)<span class="_ _58"> </span><span class="ls29">90</span></div></div><div class="c x13 y481 w4b hb3"><div class="t m11 x14 hae y477 fff fs23 fc0 sc0 ls0 ws0">Obc<span class="_ _1"></span>i<span class="_ _1"></span>ążeni<span class="_ _1"></span>e podat<span class="_ _9"></span>kowe w<span class="_ _0"></span>y<span class="_ _0"></span>k<span class="_ _1"></span>azane w jednos<span class="_ _1"></span>t<span class="_ _9"></span>kowy<span class="_ _0"></span>m<span class="_ _1"></span> ra<span class="_ _0"></span>c<span class="_ _1"></span>hunku z<span class="_ _1"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span>ów i s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _a2"> </span><span class="ffb">(43<span class="_ _0"></span>4)<span class="_ _58"> </span><span class="ls29">90</span></span></div></div><div class="c x13 y482 w4c hb4"><div class="t m11 x14 hb5 y483 ff4 fs24 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>da<span class="_ _1"></span>te<span class="_ _1"></span>k<span class="_ _1"></span> <span class="_ _1"></span>do<span class="_ _1"></span>cho<span class="_ _1"></span>do<span class="_ _1"></span>wy<span class="_ _1"></span> - <span class="_ _1"></span>gł<span class="_ _1"></span>ó<span class="_ _1"></span>wne<span class="_ _1"></span> sk<span class="_ _1"></span>ła<span class="_ _1"></span>d<span class="_ _1"></span>ni<span class="_ _1"></span>k<span class="_ _1"></span>i<span class="_ _1"></span> o<span class="_ _1"></span>b<span class="_ _1"></span>c<span class="_ _0"></span>ią<span class="_ _1"></span>żen<span class="_ _1"></span>ia<span class="_ _1"></span> <span class="_ _1"></span>po<span class="_ _1"></span>d<span class="_ _1"></span>at<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>weg<span class="_ _1"></span>o</div></div><div class="t m0 x99 h79 y484 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h79 y485 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y486 ff2 fs5 fc0 sc0 ls0 ws0">12.2. <span class="_ _94"> </span>Uzgodnienie efektywnej stawki podatkowej<span class="_ _1"></span> <span class="_ _0"></span> </div><div class="t m0 xc h6 y487 ff3 fs2 fc0 sc0 ls0 ws0">Uzgodnienie <span class="_ _89"> </span>podatk<span class="_ _0"></span>u <span class="_ _92"> </span>dochodo<span class="_ _0"></span>wego <span class="_ _92"> </span>od <span class="_ _89"> </span>w<span class="_ _0"></span>yniku <span class="_ _89"> </span><span class="ff4">f<span class="_ _0"></span>inansowego <span class="_ _92"> </span>brutto<span class="_ _0"></span> <span class="_ _92"> </span>pr<span class="_ _0"></span>zed <span class="_ _92"> </span>opodatk<span class="_ _0"></span>owaniem <span class="_ _89"> </span>według </span></div><div class="t m0 xc h6 y488 ff4 fs2 fc0 sc0 ls0 ws0">ustawowej <span class="_ _8e"> </span>stawki <span class="_ _8e"> </span>pod<span class="_ _0"></span>atkowej, <span class="_ _8e"> </span>z <span class="_ _8e"> </span>podatkiem<span class="_ _0"></span> <span class="_ _8e"> </span>dochodowym <span class="_ _8e"> </span>liczonym <span class="_ _8e"> </span>według <span class="_ _8e"> </span>efek<span class="_ _0"></span>tywnej <span class="_ _88"> </span>s<span class="_ _0"></span>tawki <span class="_ _88"></span>poda<span class="_ _8"></span><span class="ff3 lsf">t-</span></div><div class="t m0 xc h6 y489 ff4 fs2 fc0 sc0 ls0 ws0">kowej <span class="_ _88"></span>Spółki <span class="_ _88"></span>za <span class="_ _88"></span>rok <span class="_ _88"></span>zak<span class="_ _0"></span>ończony <span class="_ _8"></span>dnia <span class="_ _88"></span>31 <span class="_ _88"> </span>grudn<span class="_ _0"></span>ia <span class="_ _8"></span>20<span class="_ _0"></span><span class="ff3">2<span class="_ _0"></span>3 <span class="_ _8"></span></span>rok<span class="_ _0"></span>u <span class="_ _8"></span>i <span class="_ _88"></span>w <span class="_ _88"></span>okresie <span class="_ _88"></span>poró<span class="_ _0"></span>wnawczym <span class="_ _8"></span>pr<span class="_ _0"></span>zedstawia </div><div class="t m0 xc h6 y2f8 ff4 fs2 fc0 sc0 ls0 ws0">się następująco:<span class="_ _0"></span><span class="ff3"> </span></div><div class="c x9a y48a w4d hb6"><div class="t m12 x3b hb7 y48b fff fs25 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m12 x3c hb7 y48c ffb fs25 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x9b y48a w4e hb6"><div class="t m12 x3b hb7 y48b fff fs25 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m12 x3c hb7 y48c ffb fs25 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y48d w4f hb8"><div class="t m12 x37 hb7 y48c ffb fs25 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _35"> </span>(badane)</div></div><div class="c x13 y48e w4f hb9"><div class="t m12 x14 hb7 y48f fff fs25 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _1"></span>a) br<span class="_ _0"></span>ut<span class="_ _1"></span>t<span class="_ _9"></span>o pr<span class="_ _0"></span>zed opodat<span class="_ _9"></span>kowan<span class="_ _0"></span>i<span class="_ _1"></span>em<span class="_ _1"></span> z<span class="_ _1"></span> dzi<span class="_ _1"></span>ał<span class="_ _1"></span>alnoś<span class="_ _1"></span>ci<span class="_ _1"></span> kont<span class="_ _9"></span>y<span class="_ _0"></span>nuow<span class="_ _0"></span>anej</div></div><div class="c x13 y490 w4f hb8"><div class="t m12 x9c hb7 y491 ffb fs25 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>15 032)<span class="_ _a6"> </span>(<span class="_ _0"></span>2 326)</div></div><div class="c x13 y48e w4f hb9"><div class="t m12 x14 hb7 y492 fff fs25 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _1"></span>a) br<span class="_ _0"></span>ut<span class="_ _1"></span>t<span class="_ _9"></span>o pr<span class="_ _0"></span>zed opodat<span class="_ _9"></span>kowan<span class="_ _0"></span>i<span class="_ _1"></span>em<span class="_ _1"></span> z<span class="_ _1"></span> dzi<span class="_ _1"></span>ał<span class="_ _1"></span>alnoś<span class="_ _1"></span>ci<span class="_ _1"></span> zani<span class="_ _1"></span>echanej</div></div><div class="c x13 y493 w4f hb8"><div class="t m12 x90 hb7 y491 ffb fs25 fc0 sc0 ls0 ws0">-<span class="_ _aa"> </span>-</div></div><div class="c x13 y48e w4f hb9"><div class="t m12 x14 hb7 y494 ffb fs25 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (st<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _1"></span>a) br<span class="_ _0"></span>ut<span class="_ _1"></span>t<span class="_ _9"></span>o pr<span class="_ _0"></span>zed opodat<span class="_ _9"></span>kowan<span class="_ _0"></span>i<span class="_ _1"></span>em</div></div><div class="c x13 y495 w4f hb8"><div class="t m12 x9c hb7 y48c ffb fs25 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>15 032)<span class="_ _a6"> </span>(<span class="_ _0"></span>2 326)</div></div><div class="c x13 y496 w50 hba"><div class="t m12 x14 hb7 y497 fff fs25 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ek wg u<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>a<span class="_ _0"></span>wow<span class="_ _0"></span>ej<span class="_ _1"></span> st<span class="_ _9"></span>awki podat<span class="_ _9"></span>kowej obowiąz<span class="_ _1"></span>ując<span class="_ _1"></span>ej w Pol<span class="_ _1"></span>sc<span class="_ _1"></span>e w lat<span class="_ _9"></span>a<span class="_ _0"></span>c<span class="_ _1"></span>h </div><div class="t m12 x14 hb7 y491 fff fs25 fc0 sc0 ls0 ws0">2022-<span class="_ _0"></span>2023, w<span class="_ _0"></span>y<span class="_ _0"></span>nosz<span class="_ _1"></span>ącej<span class="_ _1"></span> 19%<span class="_ _8"></span> </div></div><div class="c x13 y496 w4f hba"><div class="t m12 x94 hb7 y491 ffb fs25 fc0 sc0 ls0 ws0">2 856<span class="_ _96"> </span><span class="ls2a">442</span></div></div><div class="c x13 y498 w4f hb8"><div class="t m12 x14 hb7 y491 fff fs25 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>kowe skut<span class="_ _9"></span>ki<span class="_ _1"></span> przy<span class="_ _0"></span>chodów ks<span class="_ _1"></span>ięgowy<span class="_ _0"></span>ch, k<span class="_ _1"></span>t<span class="_ _1"></span>óre nie podlegaj<span class="_ _1"></span>ą opodat<span class="_ _1"></span>k<span class="_ _1"></span>ow<span class="_ _0"></span>aniu<span class="_ _ab"> </span><span class="ffb ls2a">140<span class="_ _96"> </span>132</span></div></div><div class="c x13 y499 w4f hb8"><div class="t m12 x14 hb7 y49a fff fs25 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>kowe skut<span class="_ _9"></span>ki<span class="_ _1"></span> k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>ów<span class="_ _0"></span> ks<span class="_ _1"></span>i<span class="_ _1"></span>ęgow<span class="_ _0"></span>y<span class="_ _0"></span>ch, k<span class="_ _1"></span>t<span class="_ _9"></span>ór<span class="_ _0"></span>e nie podlegaj<span class="_ _1"></span>ą opoda<span class="_ _0"></span>t<span class="_ _9"></span>kowaniu<span class="_ _ac"> </span><span class="ffb">(<span class="_ _0"></span>3 430)<span class="_ _10"> </span>(<span class="_ _0"></span>484)</span></div></div><div class="c x13 y49b w4f hbb"><div class="t m12 x14 hb7 y491 fff fs25 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ek wg e<span class="_ _0"></span>f<span class="_ _9"></span>ekt<span class="_ _9"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>nej<span class="_ _1"></span> st<span class="_ _9"></span>aw<span class="_ _0"></span>k<span class="_ _1"></span>i podat<span class="_ _9"></span>k. wy<span class="_ _0"></span>nosząc<span class="_ _1"></span>ej 23,21%<span class="_ _8"></span> za rok 2023 i 1,91%<span class="_ _8"></span> za ro<span class="_ _0"></span>k<span class="_ _1"></span> 2022<span class="_ _1c"> </span><span class="ffb">(<span class="_ _0"></span>434)<span class="_ _30"> </span><span class="ls2a">90</span></span></div></div><div class="c x13 y48e w4f hb9"><div class="t m12 x14 hbc y49c ffd fs25 fc0 sc0 ls0 ws0">Pod<span class="_ _0"></span>at<span class="_ _0"></span>ek d<span class="_ _0"></span>o<span class="_ _0"></span>ch<span class="_ _0"></span>o<span class="_ _0"></span>do<span class="_ _0"></span>wy (o<span class="_ _0"></span>b<span class="_ _0"></span>ciążen<span class="_ _0"></span>ie) wykazany<span class="_ _0"></span> w<span class="_ _1"></span>  rach<span class="_ _0"></span>u<span class="_ _0"></span>nku<span class="_ _0"></span> zyskó<span class="_ _0"></span>w i strat</div></div><div class="c x13 y49d w4f hb8"><div class="t m12 x70 hb7 y491 ffb fs25 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>434)<span class="_ _30"> </span><span class="ls2a">90</span></div></div><div class="c x13 y48e w4f hb9"><div class="t m12 x14 hb7 y49e fff fs25 fc0 sc0 ls0 ws0">Podat<span class="_ _9"></span>ek dochodowy<span class="_ _0"></span> pr<span class="_ _0"></span>zy<span class="_ _0"></span>pi<span class="_ _1"></span>sany<span class="_ _0"></span> dzi<span class="_ _1"></span>ał<span class="_ _1"></span>alnoś<span class="_ _1"></span>ci<span class="_ _1"></span> zani<span class="_ _1"></span>echanej</div></div><div class="c x13 y49f w4f hbd"><div class="t m12 x90 hb7 y4a0 ffb fs25 fc0 sc0 ls0 ws0">-<span class="_ _aa"> </span>-</div></div><div class="c x13 y4a1 w51 hbe"><div class="t m12 x14 hbf y4a2 ff3 fs26 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>da<span class="_ _1"></span>te<span class="_ _1"></span>k<span class="_ _1"></span> d<span class="_ _1"></span>ocho<span class="_ _1"></span>d<span class="_ _1"></span>owy<span class="_ _1"></span> - <span class="_ _1"></span>uzgo<span class="_ _1"></span>d<span class="_ _1"></span>ni<span class="_ _1"></span>en<span class="_ _1"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>ef<span class="_ _1"></span>ek<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>wne<span class="_ _1"></span>j <span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>wk<span class="_ _1"></span>i p<span class="_ _1"></span>o<span class="_ _1"></span>da<span class="_ _1"></span>tk<span class="_ _9"></span>owej</div></div><div class="t m0 x9d h4e y4a3 ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x52 hf y4a4 ff2 fs5 fc0 sc0 ls0 ws0">12.3. <span class="_ _94"> </span>Odroczony podatek dochodowy </div><div class="t m0 x8 h6 y4a5 ff4 fs2 fc0 sc0 ls0 ws0">Odroczony podatek<span class="_ _0"></span> dochodowy wynika <span class="_ _0"></span>z<span class="_ _1"></span> następ<span class="_ _0"></span>ujących pozycji:<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">27<span class="ls0"> </span></div><div class="t m0 xc h79 y4a6 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x9e y4a7 w52 hc0"><div class="t m13 x1b hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2023</div></div><div class="c x9f y4a7 w52 hc0"><div class="t m13 x1b hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2022</div></div><div class="c xa0 y4a7 w52 hc0"><div class="t m13 x1b hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2023</div></div><div class="c xa1 y4a7 w52 hc0"><div class="t m13 xa2 hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2022</div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc3 y4ab ffd fs27 fc0 sc0 ls0 ws0">Rezerw<span class="_ _1"></span>a z tyt<span class="_ _0"></span>u<span class="_ _0"></span>łu<span class="_ _0"></span> p<span class="_ _0"></span>o<span class="_ _0"></span>d<span class="_ _0"></span>at<span class="_ _0"></span>ku<span class="_ _0"></span> od<span class="_ _0"></span>ro<span class="_ _0"></span>czon<span class="_ _0"></span>eg<span class="_ _0"></span>o</div><div class="t m13 x14 hc1 y4ac ffb fs27 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody<span class="_ _0"></span> z t<span class="_ _5"></span>y<span class="_ _8"></span>t<span class="_ _9"></span>. zarachowany<span class="_ _8"></span>c<span class="_ _1"></span>h odset<span class="_ _9"></span>ek</div></div><div class="c x13 y4ad w53 hc4"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">134<span class="_ _4e"> </span>132<span class="_ _28"> </span><span class="ls0">(2)<span class="_ _28"> </span>(<span class="_ _0"></span>2)</span></div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4ae fff fs27 fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wa br<span class="_ _0"></span>ut<span class="_ _1"></span>t<span class="_ _9"></span>o z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu podat<span class="_ _1"></span>k<span class="_ _1"></span>u odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego</div></div><div class="c x13 y4af w53 hc5"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">134<span class="_ _4e"> </span>132<span class="_ _28"> </span><span class="ls0">(2)<span class="_ _28"> </span>(<span class="_ _0"></span>2)</span></div></div><div class="c x9e y4b0 w52 hc0"><div class="t m13 xa2 hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2023</div></div><div class="c x9f y4b0 w52 hc0"><div class="t m13 xa2 hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2022</div></div><div class="c xa0 y4b0 w52 hc0"><div class="t m13 xa2 hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2023</div></div><div class="c xa1 y4b0 w52 hc0"><div class="t m13 xa2 hc1 y4a8 ffb fs27 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia </div><div class="t m13 x83 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">2022</div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc3 y4b1 ffd fs27 fc0 sc0 ls0 ws0">A<span class="_ _1"></span>ktywo<span class="_ _0"></span> z<span class="_ _1"></span> t<span class="_ _0"></span>yt<span class="_ _0"></span>u<span class="_ _0"></span>łu<span class="_ _0"></span> p<span class="_ _0"></span>od<span class="_ _0"></span>at<span class="_ _0"></span>ku<span class="_ _0"></span> o<span class="_ _0"></span>d<span class="_ _0"></span>ro<span class="_ _0"></span>cz<span class="_ _1"></span>o<span class="_ _0"></span>n<span class="_ _0"></span>eg<span class="_ _0"></span>o</div><div class="t m13 x14 hc1 y4b2 ffb fs27 fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wy</div></div><div class="c x13 y4b3 w53 hc4"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">111<span class="_ _4e"> </span>141<span class="_ _ad"> </span><span class="ls0">(<span class="_ _0"></span>30)<span class="_ _18"> </span></span>65</div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4b4 ffb fs27 fc0 sc0 ls0 ws0">Nali<span class="_ _1"></span>cz<span class="_ _1"></span>one odset<span class="_ _9"></span>ki<span class="_ _1"></span> z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _8"></span>t<span class="_ _9"></span>. weks<span class="_ _1"></span>li<span class="_ _1"></span> i<span class="_ _1"></span> obli<span class="_ _1"></span>gacj<span class="_ _1"></span>i</div></div><div class="c x13 y4b5 w53 hc4"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">169<span class="_ _4e"> </span>163<span class="_ _3f"> </span><span class="ls0">6<span class="_ _3f"> </span>7</span></div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4b6 fff fs27 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i handl<span class="_ _1"></span>ow<span class="_ _0"></span>e i<span class="_ _1"></span> pozos<span class="_ _1"></span>t<span class="_ _9"></span>ałe -<span class="_ _0"></span> odpis<span class="_ _1"></span>y</div></div><div class="c x13 y4b7 w53 hc4"><div class="t m13 xa4 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">63<span class="_ _4e"> </span>471<span class="_ _ae"> </span><span class="ls0">(<span class="_ _0"></span>408)<span class="_ _18"> </span></span>20</div></div><div class="c x13 y4b8 w53 hc4"><div class="t m13 x14 hc1 y4b9 fff fs27 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>wo br<span class="_ _0"></span>ut<span class="_ _9"></span>t<span class="_ _1"></span>o z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u podat<span class="_ _1"></span>k<span class="_ _1"></span>u odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego<span class="_ _67"> </span><span class="ffb ls2b">343<span class="_ _4e"> </span>775<span class="_ _ae"> </span><span class="ls0">(4<span class="_ _0"></span>32)<span class="_ _18"> </span></span>92</span></div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4ba fff fs27 fc0 sc0 ls0 ws0">Obc<span class="_ _1"></span>i<span class="_ _1"></span>ążeni<span class="_ _1"></span>e z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego podat<span class="_ _1"></span>k<span class="_ _1"></span>u dochodowego</div></div><div class="c x13 y4bb w53 hc5"><div class="t m13 xb hc1 y4a9 ffb fs27 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>-<span class="_ _ae"> </span>(<span class="_ _0"></span>434)<span class="_ _af"> </span><span class="ls2b">90</span></div></div><div class="c x13 y4bc w54 hc0"><div class="t m13 x14 hc3 y4bd ffd fs27 fc0 sc0 ls0 ws0">A<span class="_ _1"></span>ktywo<span class="_ _0"></span> / Rezerw<span class="_ _1"></span>a n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> z<span class="_ _1"></span> t<span class="_ _0"></span>yt<span class="_ _0"></span>u<span class="_ _0"></span>łu<span class="_ _0"></span> po<span class="_ _0"></span>d<span class="_ _0"></span>at<span class="_ _0"></span>ku<span class="_ _0"></span> o<span class="_ _0"></span>d<span class="_ _0"></span>roc<span class="_ _0"></span>z<span class="_ _1"></span>o<span class="_ _0"></span>n<span class="_ _0"></span>eg<span class="_ _0"></span>o</div><div class="t m13 x14 hc3 y4a9 ffe fs27 fc0 sc0 ls0 ws0">w tym:</div></div><div class="c x13 y4bc w53 hc0"><div class="t m13 xa3 hc3 y4a9 ffe fs27 fc0 sc0 ls2b ws0">209<span class="_ _4e"> </span>643<span class="_ _ae"> </span><span class="ls0">(<span class="_ _0"></span>434)<span class="_ _18"> </span></span>90</div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4be fff fs27 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> Ak<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>w<span class="_ _0"></span>o z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>u<span class="_ _0"></span>ł<span class="_ _1"></span>u podat<span class="_ _1"></span>k<span class="_ _1"></span>u odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego</div></div><div class="c x13 y4bf w53 hc4"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">343<span class="_ _4e"> </span>775<span class="_ _ae"> </span><span class="ls0">(<span class="_ _0"></span>432)<span class="_ _18"> </span></span>92</div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4c0 fff fs27 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> Rezer<span class="_ _0"></span>wa z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u podat<span class="_ _1"></span>k<span class="_ _1"></span>u odr<span class="_ _0"></span>ocz<span class="_ _1"></span>onego</div></div><div class="c x13 y4c1 w53 hc4"><div class="t m13 xa3 hc1 y4a9 ffb fs27 fc0 sc0 ls2b ws0">134<span class="_ _4e"> </span>132<span class="_ _28"> </span><span class="ls0">(2)<span class="_ _28"> </span>(<span class="_ _0"></span>2)</span></div></div><div class="c x13 y4aa w53 hc2"><div class="t m13 x14 hc1 y4c2 fff fs27 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> Podat<span class="_ _9"></span>ek odr<span class="_ _0"></span>oc<span class="_ _1"></span>zony<span class="_ _0"></span> uj<span class="_ _1"></span>ęt<span class="_ _1"></span>y<span class="_ _0"></span> w kapi<span class="_ _1"></span>t<span class="_ _9"></span>ałac<span class="_ _1"></span>h</div></div><div class="c x13 y4c3 w53 hc4"><div class="t m13 xb hc1 y4c4 ffb fs27 fc0 sc0 ls0 ws0">-<span class="_ _1d"> </span>-<span class="_ _b0"> </span>-<span class="_ _1d"> </span>-</div></div><div class="c x9e y4c5 w55 hc6"><div class="t m13 xa5 hc1 y4c6 ffb fs27 fc0 sc0 ls0 ws0">Spra<span class="_ _0"></span>wozdani<span class="_ _1"></span>e z s<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>u<span class="_ _0"></span>ac<span class="_ _1"></span>ji<span class="_ _1"></span> </div><div class="t m13 xa6 hc1 y4c7 ffb fs27 fc0 sc0 ls0 ws0">f<span class="_ _9"></span>inans<span class="_ _1"></span>ow<span class="_ _0"></span>ej</div></div><div class="c xa0 y4c5 w55 hc6"><div class="t m13 x3c hc1 y4c6 fff fs27 fc0 sc0 ls0 ws0">Spra<span class="_ _0"></span>wozdani<span class="_ _1"></span>e z c<span class="_ _1"></span>ałk<span class="_ _1"></span>owit<span class="_ _9"></span>y<span class="_ _0"></span>ch </div><div class="t m13 xa7 hc1 y4c7 fff fs27 fc0 sc0 ls0 ws0">dochodów za ok<span class="_ _1"></span>r<span class="_ _0"></span>es</div></div><div class="c x13 y4c8 w56 hc7"><div class="t m13 x14 hc8 y4c9 ff3 fs28 fc0 sc0 ls0 ws0">Odro<span class="_ _1"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>on<span class="_ _1"></span>y<span class="_ _1"></span> p<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _1"></span>at<span class="_ _1"></span>ek<span class="_ _1"></span> <span class="_ _1"></span>do<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _1"></span>od<span class="_ _1"></span>o<span class="_ _1"></span>wy <span class="_ _1"></span>- a<span class="_ _1"></span>k<span class="_ _1"></span>ty<span class="_ _1"></span>wo</div></div><div class="c x9e y4ca w55 hc9"><div class="t m13 xa5 hc1 y4cb ffb fs27 fc0 sc0 ls0 ws0">Spra<span class="_ _0"></span>wozdani<span class="_ _1"></span>e z s<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>u<span class="_ _0"></span>ac<span class="_ _1"></span>ji<span class="_ _1"></span> </div><div class="t m13 xa6 hc1 y4c9 ffb fs27 fc0 sc0 ls0 ws0">f<span class="_ _9"></span>inans<span class="_ _1"></span>ow<span class="_ _0"></span>ej</div></div><div class="c xa0 y4ca w55 hc9"><div class="t m13 x3c hc1 y4cb fff fs27 fc0 sc0 ls0 ws0">Spra<span class="_ _0"></span>wozdani<span class="_ _1"></span>e z c<span class="_ _1"></span>ałk<span class="_ _1"></span>owit<span class="_ _9"></span>y<span class="_ _0"></span>ch </div><div class="t m13 xa7 hc1 y4c9 fff fs27 fc0 sc0 ls0 ws0">dochodów za ok<span class="_ _1"></span>r<span class="_ _0"></span>es</div></div><div class="t m0 x93 h79 y4cc ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h79 y4cd ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h79 y4ce ff18 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>utworzyła <span class="_ _8"></span>Aktywa na <span class="_ _0"></span>poniesion<span class="_ _0"></span>e <span class="_ _0"></span>straty <span class="_ _0"></span>ze <span class="_ _0"></span>względu <span class="_ _0"></span>na <span class="_ _8"></span>brak <span class="_ _0"></span>możliwości <span class="_ _0"></span>odzyska<span class="ff17">n<span class="_ _0"></span>ia <span class="_ _0"></span>poniesionych <span class="_ _0"></span>strat </span></div><div class="t m0 xc h79 y4cf ff17 fs2 fc0 sc0 ls0 ws0">z lat poprzedn<span class="_ _0"></span>ich. </div><div class="t m0 xc h79 y4d0 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4f he y4d1 ff2 fs4 fc0 sc0 lsd ws0">13.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Majątek socja<span class="_ _1"></span>lny oraz zobo<span class="_ _1"></span>wiązania ZFŚS<span class="ff2"> </span></span></span></div><div class="t m0 xc h6 y4d2 ff4 fs2 fc0 sc0 ls0 ws0">Ustawa <span class="_ _88"></span>z <span class="_ _8"></span>dnia <span class="_ _88"></span>4 <span class="_ _88"></span>marc<span class="_ _0"></span>a <span class="_ _8"></span>1994 <span class="_ _8"></span>r<span class="_ _0"></span>. <span class="_ _8"></span>o <span class="_ _88"></span>zakładowym <span class="_ _88"></span>funduszu <span class="_ _88"></span>świadc<span class="_ _0"></span>zeń <span class="_ _8"></span>socjalnych <span class="_ _88"></span>z <span class="_ _8"></span>pó<span class="_ _0"></span>źniejszymi <span class="_ _88"></span>zmi<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xc h6 y4d3 ff4 fs2 fc0 sc0 ls0 ws0">nami <span class="_ _8"></span>stanowi, <span class="_ _0"></span>że <span class="_ _8"></span>Zakładowy <span class="_ _0"></span>Fundus<span class="_ _0"></span>z <span class="_ _0"></span>Świadc<span class="_ _0"></span>zeń <span class="_ _0"></span>Socjaln<span class="_ _0"></span>ych <span class="_ _0"></span>tworzą <span class="_ _8"></span>pracodawcy <span class="_ _0"></span>zatru<span class="_ _0"></span>dn<span class="_ _0"></span>iający <span class="_ _0"></span>p<span class="_ _0"></span>ow<span class="ff3 ls12">y-</span></div><div class="t m0 xc h6 y4d4 ff4 fs2 fc0 sc0 ls0 ws0">żej 20 <span class="_ _0"></span>pracownik<span class="_ _0"></span>ów na <span class="_ _0"></span>pełne <span class="_ _0"></span>etaty. Sp<span class="_ _0"></span>ółka<span class="ff3"> <span class="_ _0"></span></span>na m<span class="_ _0"></span>ocy uc<span class="_ _0"></span>hwały Zar<span class="_ _0"></span>ządu z <span class="_ _0"></span>dnia <span class="_ _0"></span>21.11<span class="ff3">.2014 <span class="_ _0"></span>rok<span class="_ _0"></span>u nie <span class="_ _0"></span><span class="ls21">tw<span class="ls1">o-</span></span></span></div><div class="t m0 xc h6 y4d5 ff3 fs2 fc0 sc0 ls0 ws0">rzy <span class="ff4">już </span>fundusz<span class="ff4">u <span class="_ _0"></span>w roku 2015 i latach nas<span class="_ _0"></span>tępnych.</span> </div><div class="t m0 xc h6 y4d6 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> 2022 i <span class="_ _0"></span>2023 <span class="_ _0"></span>roku <span class="_ _0"></span><span class="ff4">Spółka <span class="_ _0"></span>skompensowała <span class="_ _0"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wa <span class="_ _0"></span>Funduszu <span class="_ _0"></span>ze s<span class="_ _0"></span>woimi <span class="_ _0"></span>zobowiązaniam<span class="_ _0"></span>i wobec <span class="_ _0"></span>Fu<span class="_ _0"></span><span class="ff3 ls1">n-</span></span></div><div class="t m0 xc h6 y4d7 ff3 fs2 fc0 sc0 ls0 ws0">duszu, <span class="_ _0"></span><span class="ff4">ponieważ <span class="_ _0"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wa <span class="_ _0"></span>te<span class="_ _0"></span> nie <span class="_ _0"></span>stanowią <span class="_ _0"></span>odd<span class="_ _0"></span>zielnych <span class="_ _0"></span>akt<span class="_ _0"></span>y<span class="_ _1"></span>wów <span class="_ _0"></span>Spółki. W<span class="_ _8"></span> związku <span class="_ _0"></span>z p<span class="_ _0"></span>owyższym, <span class="_ _0"></span>sald<span class="_ _8"></span><span class="ff3 ls1">o </span></span></div><div class="t m0 xc h6 y4d8 ff4 fs2 fc0 sc0 ls0 ws0">netto na dzień 31 grud<span class="_ _0"></span>nia 20<span class="ff3">23 w<span class="_ _0"></span>ynosi </span>zero złot<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff3"> po<span class="_ _0"></span>dobnie jak <span class="ls1">na </span></span>d<span class="_ _0"></span>zień <span class="ff3">31 grudnia 20<span class="_ _0"></span>22 roku. </span></div><div class="t m0 xc h6 y4d9 ff3 fs2 fc0 sc0 ls0 ws0">Tabela <span class="ff4">poniżej pr<span class="_ _0"></span>zedstawia analit<span class="_ _0"></span>y<span class="_ _1"></span>kę ak<span class="_ _0"></span>tywów i <span class="_ _0"></span><span class="ff3 ls13">zo</span>bowiązań Fundus<span class="_ _0"></span>zu.<span class="ff3"> </span></span></div><div class="t m0 xc h6 y4da ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div><div class="c xa8 y4db w57 hca"><div class="t m14 x5d hcb y4dc fff fs29 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m14 x95 hcb y4dd ffb fs29 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x9c y4db w57 hca"><div class="t m14 x5d hcb y4dc fff fs29 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m14 x95 hcb y4dd ffb fs29 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y4de w58 hcc"><div class="t m14 x14 hcb y4df fff fs29 fc0 sc0 ls0 ws0">Poż<span class="_ _1"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>k<span class="_ _1"></span>i udz<span class="_ _1"></span>i<span class="_ _1"></span>elone pracownik<span class="_ _1"></span>om</div></div><div class="c x13 y4e0 w58 hcd"><div class="t m14 x26 hcb y4e1 ffb fs29 fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c x13 y4de w58 hcc"><div class="t m14 x14 hcb y4e2 fff fs29 fc0 sc0 ls0 ws0">Środki<span class="_ _1"></span> pieni<span class="_ _1"></span>ęż<span class="_ _1"></span>ne </div></div><div class="c x13 y4e3 w58 hce"><div class="t m14 x26 hcb y4dd ffb fs29 fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c x13 y4de w58 hcc"><div class="t m14 x14 hcb y4e4 fff fs29 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u F<span class="_ _0"></span>undusz<span class="_ _1"></span>u</div></div><div class="c x13 y4e5 w58 hce"><div class="t m14 x26 hcb y4dd ffb fs29 fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c x13 y4de w58 hcc"><div class="t m14 x14 hcb y4e6 fff fs29 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>y<span class="_ _0"></span>dat<span class="_ _1"></span>k<span class="_ _1"></span>i<span class="_ _1"></span> z Fundusz<span class="_ _1"></span>u pokry<span class="_ _8"></span>t<span class="_ _5"></span>e ze środków w<span class="_ _0"></span>ł<span class="_ _1"></span>asnych</div></div><div class="c x13 y4e7 w58 hcd"><div class="t m14 x26 hcb y4e1 ffb fs29 fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c x13 y4de w58 hcc"><div class="t m14 x14 hcb y4e8 ffb fs29 fc0 sc0 ls0 ws0">Sal<span class="_ _1"></span>do po sk<span class="_ _1"></span>om<span class="_ _9"></span>pensowaniu </div></div><div class="c x13 y4e9 w58 hcd"><div class="t m14 x26 hcb y4e1 ffb fs29 fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c x13 y4ea w59 hcf"><div class="t m14 x14 hd0 y4eb ff4 fs2a fc0 sc0 ls0 ws0">M<span class="_ _5"></span>aj<span class="_ _1"></span>ą<span class="_ _1"></span>te<span class="_ _1"></span>k<span class="_ _1"></span> soc<span class="_ _0"></span>j<span class="_ _1"></span>al<span class="_ _1"></span>n<span class="_ _1"></span>y<span class="_ _1"></span> o<span class="_ _1"></span>ra<span class="_ _1"></span>z<span class="_ _0"></span> z<span class="_ _0"></span>o<span class="_ _1"></span>bo<span class="_ _1"></span>wią<span class="_ _1"></span>zan<span class="_ _1"></span>ia<span class="_ _1"></span> Z<span class="_ _5"></span>FŚS</div></div><div class="t m0 xa9 h6 y4ec ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4f he y4ed ff2 fs4 fc0 sc0 lsd ws0">14.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Zysk p<span class="_ _1"></span>rz<span class="_ _0"></span>y<span class="_ _1"></span>padający<span class="_ _1"></span> na jedną akcję<span class="ff2"> </span></span></span></div><div class="t m0 xc h6 y4ee ff4 fs2 fc0 sc0 ls0 ws0">Zysk <span class="_ _0"></span>netto <span class="_ _0"></span>na <span class="_ _0"></span>akcję <span class="_ _0"></span>dla <span class="_ _0"></span>k<span class="_ _0"></span>ażdego<span class="_ _1"></span> <span class="_ _0"></span>ok<span class="_ _0"></span>resu <span class="_ _0"></span>jest <span class="_ _0"></span>obliczony <span class="_ _8"></span><span class="ff3">poprzez <span class="_ _0"></span>podzielenie <span class="_ _0"></span>zysku <span class="_ _0"></span>netto <span class="_ _0"></span>za <span class="_ _0"></span>dan<span class="_ _0"></span>y ok<span class="_ _0"></span>res </span></div><div class="t m0 xc h6 y4ef ff4 fs2 fc0 sc0 ls0 ws0">przez średnią ważoną l<span class="_ _0"></span>iczbę akcj<span class="_ _0"></span>i w<span class="ff3"> danym okresie sp<span class="_ _0"></span>rawozdawczym.<span class="_ _0"></span> </span></div><div class="c x9a y4f0 w5a hd1"><div class="t m15 x5d hd2 y4f1 fff fs2b fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony<span class="_ _0"></span> </div><div class="t m15 x95 hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xaa y4f0 w5a hd1"><div class="t m15 x5d hd2 y4f1 fff fs2b fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony<span class="_ _0"></span> </div><div class="t m15 x95 hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c x13 y4f3 w5b hd3"><div class="t m15 x9f hd2 y4f4 ffb fs2b fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _27"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y4f6 fff fs2b fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>a<span class="_ _0"></span>) n<span class="_ _0"></span>et<span class="_ _9"></span>t<span class="_ _9"></span>o z dzi<span class="_ _1"></span>ał<span class="_ _1"></span>al<span class="_ _1"></span>nośc<span class="_ _1"></span>i k<span class="_ _1"></span>ont<span class="_ _9"></span>y<span class="_ _0"></span>nuo<span class="_ _0"></span>wanej</div></div><div class="c x13 y4f7 w5b hd3"><div class="t m15 xab hd2 y4f8 ffb fs2b fc0 sc0 ls0 ws0">(<span class="_ _0"></span>15 466)<span class="_ _13"> </span>(2 2<span class="_ _0"></span>36)</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y4f9 ffb fs2b fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> (<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _9"></span>r<span class="_ _0"></span>at<span class="_ _9"></span>a<span class="_ _0"></span>) n<span class="_ _0"></span>et<span class="_ _9"></span>t<span class="_ _9"></span>o okr<span class="_ _0"></span>es<span class="_ _1"></span>u spra<span class="_ _0"></span>wozdawcz<span class="_ _1"></span>ego</div></div><div class="c x13 y4fa w5b hd5"><div class="t m15 xab hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">(<span class="_ _0"></span>15 466)<span class="_ _13"> </span>(2 2<span class="_ _0"></span>36)</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y4fb fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria A</div></div><div class="c x13 y4fc w5b hd3"><div class="t m15 x70 hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">2 500 000<span class="_ _3d"> </span>2 500 000</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y4fd fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria B</div></div><div class="c x13 y4fe w5b hd3"><div class="t m15 xac hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">34 875 00<span class="_ _0"></span>0<span class="_ _53"> </span>34 875 0<span class="_ _0"></span>00</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y4ff fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria C</div></div><div class="c x13 y500 w5b hd3"><div class="t m15 xac hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">11 650 00<span class="_ _0"></span>0<span class="_ _53"> </span>11 650 0<span class="_ _0"></span>00</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y501 fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria D</div></div><div class="c x13 y502 w5b hd3"><div class="t m15 x70 hd2 y503 ffb fs2b fc0 sc0 ls0 ws0">2 689 135<span class="_ _3d"> </span>2 689 135</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y504 fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria E</div></div><div class="c x13 y505 w5b hd3"><div class="t m15 x70 hd2 y503 ffb fs2b fc0 sc0 ls0 ws0">1 525 940<span class="_ _3d"> </span>1 525 940</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y506 fff fs2b fc0 sc0 ls0 ws0">Lic<span class="_ _1"></span>z<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i z<span class="_ _1"></span>wy<span class="_ _0"></span>kł<span class="_ _1"></span>y<span class="_ _0"></span>ch – seria F</div></div><div class="c x13 y507 w5b hd3"><div class="t m15 xac hd2 y503 ffb fs2b fc0 sc0 ls0 ws0">21 785 99<span class="_ _0"></span>1<span class="_ _53"> </span>21 785 9<span class="_ _0"></span>91</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y508 fff fs2b fc0 sc0 ls0 ws0">Całk<span class="_ _1"></span>ow<span class="_ _0"></span>i<span class="_ _1"></span>t<span class="_ _9"></span>a li<span class="_ _1"></span>cz<span class="_ _1"></span>ba akc<span class="_ _1"></span>j<span class="_ _1"></span>i</div></div><div class="c x13 y509 w5b hd5"><div class="t m15 xac hd2 y4f2 ffb fs2b fc0 sc0 ls0 ws0">75 026 06<span class="_ _0"></span>6<span class="_ _53"> </span>75 026 0<span class="_ _0"></span>66</div></div><div class="c x13 y4f5 w5b hd4"><div class="t m15 x14 hd2 y50a fff fs2b fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>y<span class="_ _0"></span>sk<span class="_ _1"></span> na akc<span class="_ _1"></span>j<span class="_ _1"></span>ę (<span class="_ _0"></span>w PLN<span class="_ _0"></span>)</div></div><div class="c x13 y50b w5b hd3"><div class="t m15 x90 hd2 y50c ffb fs2b fc0 sc0 ls0 ws0">(<span class="_ _0"></span>0,21)<span class="_ _aa"> </span>(<span class="_ _0"></span>0,03<span class="_ _0"></span>)</div></div><div class="c x13 y50d w5c hd6"><div class="t m15 x14 hd7 y50e ff4 fs2c fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>y<span class="_ _1"></span>s<span class="_ _0"></span>k<span class="_ _1"></span> <span class="_ _1"></span>przyp<span class="_ _1"></span>a<span class="_ _1"></span>d<span class="_ _1"></span>aj<span class="_ _1"></span>ą<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span> n<span class="_ _1"></span>a<span class="_ _1"></span> j<span class="_ _1"></span>e<span class="_ _1"></span>dn<span class="_ _1"></span>ą<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>cję</div></div><div class="t m0 xc h6 y50f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y510 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4f he y2c1 ff2 fs4 fc0 sc0 lsd ws0">15.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Dy<span class="_ _1"></span>wi<span class="_ _0"></span>dendy<span class="_ _1"></span> wypłacone i zap<span class="_ _1"></span>roponowane do <span class="_ _1"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>płaty<span class="ff2"> </span></span></span></div><div class="t m0 xc h6 y205 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> okresie od <span class="_ _0"></span>01 s<span class="_ _0"></span>tycznia 2<span class="_ _0"></span>023 rok<span class="_ _0"></span>u do <span class="_ _0"></span>31 gru<span class="_ _0"></span>dnia <span class="_ _0"></span><span class="lse">20</span>23 rok<span class="_ _0"></span>u <span class="ff4">Spółk<span class="_ _0"></span>a nie <span class="_ _0"></span>wypłaciła <span class="_ _0"></span>żadn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>dywidend<span class="ff3 ls21">, </span></span></div><div class="t m0 xc h6 y206 ff4 fs2 fc0 sc0 ls0 ws0">ani <span class="_ _92"> </span>nie <span class="_ _92"> </span>zapropono<span class="_ _0"></span>wała <span class="_ _8d"> </span>d<span class="_ _0"></span>ywideny <span class="_ _8d"> </span>do <span class="_ _92"> </span>zapłat<span class="_ _0"></span>y<span class="ff3">. <span class="_ _92"> </span>Podob<span class="_ _0"></span>nie <span class="_ _8d"> </span>jak<span class="_ _0"></span> <span class="_ _92"> </span>za <span class="_ _8d"> </span>ok<span class="_ _0"></span>res <span class="_ _8d"> </span>od <span class="_ _92"> </span>01 <span class="_ _92"> </span>st<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>znia <span class="_ _8d"> </span>2022 <span class="_ _92"> </span>rok<span class="_ _0"></span>u <span class="_ _8d"> </span>do<span class="_ _0"></span> </span></div><div class="t m0 xc h6 y207 ff3 fs2 fc0 sc0 ls0 ws0">31.12.2022roku. </div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x8 y171 w2 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x9 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xa h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div><div class="t m0 x4f he y511 ff2 fs4 fc0 sc0 lsd ws0">16.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Rzeczo<span class="_ _1"></span>w<span class="_ _0"></span>e akty<span class="_ _9"></span>w<span class="_ _0"></span>a trwałe<span class="ff2"> </span></span></span></div><div class="c x13 y512 w5d hd8"><div class="t m16 x14 hd9 y513 ff4 fs2d fc0 sc0 ls0 ws0">Rz<span class="_ _0"></span>ecz<span class="_ _0"></span>owe<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>ty<span class="_ _1"></span>wa <span class="_ _1"></span>trwał<span class="_ _1"></span>e</div></div><div class="c x13 y514 w5d hda"><div class="t m16 xad hdb y515 ffb fs2e fc0 sc0 ls0 ws0">Kom<span class="_ _9"></span>put<span class="_ _1"></span>ery<span class="_ _8b"> </span><span class="fff">In<span class="_ _0"></span>ne środki<span class="_ _1"></span> t<span class="_ _9"></span>r<span class="_ _0"></span>w<span class="_ _0"></span>ał<span class="_ _1"></span>e</span></div></div><div class="c xae y514 w5e hda"><div class="t m16 x3c hdb y516 fff fs2e fc0 sc0 ls0 ws0">Środ<span class="_ _0"></span>k<span class="_ _1"></span>i t<span class="_ _9"></span>r<span class="_ _0"></span>wałe </div><div class="t m16 xaf hdb y515 ffb fs2e fc0 sc0 ls0 ws0">w bu<span class="_ _0"></span>dowie</div></div><div class="c x13 y517 w5d hdc"><div class="t m16 xa9 hdb y518 fff fs2e fc0 sc0 ls0 ws0">Ogół<span class="_ _1"></span>em</div><div class="t m16 x14 hdd y519 ffd fs2e fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 01 st<span class="_ _0"></span>yczn<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku</div></div><div class="c x13 y51a w5d hde"><div class="t m16 xb0 hdd y51b ffe fs2e fc0 sc0 ls2c ws0">205<span class="_ _48"> </span><span class="ls0">7<span class="_ _a4"> </span>-<span class="_ _af"> </span></span>212</div></div><div class="c x13 y517 w5d hdc"><div class="t m16 x14 hdb y51c ffb fs2e fc0 sc0 ls0 ws0">Naby<span class="_ _8"></span>c<span class="_ _1"></span>i<span class="_ _1"></span>a</div></div><div class="c x13 y51d w5d hde"><div class="t m16 x2a hdb y51b ffb fs2e fc0 sc0 ls0 ws0">-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-</div></div><div class="c x13 y517 w5d hdc"><div class="t m16 x14 hdb y51e ffb fs2e fc0 sc0 ls0 ws0">Lik<span class="_ _1"></span>widac<span class="_ _1"></span>ja</div></div><div class="c x13 y51f w5d hdf"><div class="t m16 x2a hdb y515 ffb fs2e fc0 sc0 ls0 ws0">-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-</div></div><div class="c x13 y517 w5d hdc"><div class="t m16 x14 hdd y520 ffd fs2e fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>d<span class="_ _0"></span>nia<span class="_ _0"></span> 2023 rok<span class="_ _0"></span>u</div></div><div class="c x13 y521 w5d he0"><div class="t m16 xb0 hdd y522 ffe fs2e fc0 sc0 ls2c ws0">205<span class="_ _48"> </span><span class="ls0">7<span class="_ _a4"> </span>-<span class="_ _af"> </span></span>212</div></div><div class="c x13 y523 w5d he1"><div class="t m16 x14 hdb y51b fff fs2e fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzacj<span class="_ _1"></span>a i<span class="_ _1"></span> odpis<span class="_ _1"></span>y<span class="_ _0"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ące na dz<span class="_ _1"></span>ień 01 s<span class="_ _1"></span>t<span class="_ _1"></span>yczni<span class="_ _1"></span>a 2023 r<span class="_ _0"></span>oku<span class="_ _27"> </span><span class="ffb ls2c">205<span class="_ _48"> </span><span class="ls0">7<span class="_ _a4"> </span>-<span class="_ _af"> </span></span>212</span></div></div><div class="c x13 y524 w5d hdf"><div class="t m16 x14 hdb y525 ffb fs2e fc0 sc0 ls0 ws0">Odpi<span class="_ _1"></span>s<span class="_ _1"></span> am<span class="_ _1"></span>ort<span class="_ _1"></span>y<span class="_ _0"></span>zac<span class="_ _1"></span>y<span class="_ _0"></span>jny za okres<span class="_ _b2"> </span>-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-</div></div><div class="c x13 y526 w5d hde"><div class="t m16 x14 hdb y51b fff fs2e fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzacj<span class="_ _1"></span>a i<span class="_ _1"></span> odpis<span class="_ _1"></span>y<span class="_ _0"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ące na dz<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023<span class="_ _0"></span> roku <span class="_ _4c"> </span><span class="ffb ls2c">205<span class="_ _48"> </span><span class="ls0">7<span class="_ _a4"> </span>-<span class="_ _af"> </span></span>212</span></div></div><div class="c x13 y527 w5d he2"><div class="t m16 x14 hdd y51b ffd fs2e fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia 202<span class="_ _0"></span>3 roku<span class="_ _b3"> </span><span class="ffe">-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-</span></div></div><div class="c x13 y517 w5d hdc"><div class="t m16 x14 hdd y528 ffd fs2e fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku</div></div><div class="c x13 y529 w5d he3"><div class="t m16 x2a hdd y528 ffe fs2e fc0 sc0 ls0 ws0">-<span class="_ _a4"> </span>-<span class="_ _a4"> </span>-</div><div class="t m16 xb1 hdd y52a ffe fs2e fc0 sc0 ls0 ws0">-</div></div><div class="c xb2 y52b w5f hdf"><div class="t m16 xb3 hdb y52c fff fs2e fc0 sc0 ls0 ws0">St<span class="_ _9"></span>an na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023 (<span class="_ _0"></span>bad<span class="_ _0"></span>ane)</div></div><div class="t m0 xb4 h3b y52d ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h3b y52e ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y52f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x13 y530 w5d he4"><div class="t m17 x14 he5 y531 ff4 fs2f fc0 sc0 ls0 ws0">Rz<span class="_ _0"></span>ecz<span class="_ _0"></span>owe<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>ty<span class="_ _1"></span>wa <span class="_ _1"></span>trwał<span class="_ _1"></span>e</div></div><div class="c x13 y532 w5d he6"><div class="t m17 xad he7 y533 ffb fs30 fc0 sc0 ls0 ws0">Kom<span class="_ _9"></span>put<span class="_ _1"></span>ery<span class="_ _8b"> </span><span class="fff">Inne śr<span class="_ _0"></span>odki<span class="_ _1"></span> t<span class="_ _9"></span>r<span class="_ _0"></span>wałe</span></div></div><div class="c xae y532 w5e he6"><div class="t m17 x3c he7 y534 fff fs30 fc0 sc0 ls0 ws0">Środki t<span class="_ _9"></span>r<span class="_ _0"></span>wałe </div><div class="t m17 xaf he7 y533 ffb fs30 fc0 sc0 ls0 ws0">w bu<span class="_ _0"></span>dowie</div></div><div class="c x13 y535 w5d he8"><div class="t m17 xa9 he7 y536 fff fs30 fc0 sc0 ls0 ws0">Ogół<span class="_ _1"></span>em</div><div class="t m17 x14 he9 y537 ffd fs30 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia<span class="_ _0"></span> 2022 ro<span class="_ _0"></span>ku</div></div><div class="c x13 y538 w5d he4"><div class="t m17 xb0 he9 y533 ffe fs30 fc0 sc0 ls2d ws0">201<span class="_ _1c"> </span><span class="ls0">7<span class="_ _1c"> </span>5<span class="_ _18"> </span></span>213</div></div><div class="c x13 y535 w5d he8"><div class="t m17 x14 he7 y539 ffb fs30 fc0 sc0 ls0 ws0">Naby<span class="_ _8"></span>c<span class="_ _1"></span>i<span class="_ _1"></span>a</div></div><div class="c x13 y53a w5d he4"><div class="t m17 xb he7 y531 ffb fs30 fc0 sc0 ls0 ws0">4<span class="_ _61"> </span>-<span class="_ _a4"> </span>-<span class="_ _1c"> </span>4</div></div><div class="c x13 y535 w5d he8"><div class="t m17 x14 he7 y53b ffb fs30 fc0 sc0 ls0 ws0">Lik<span class="_ _1"></span>widac<span class="_ _1"></span>ja</div></div><div class="c x13 y53c w5d hea"><div class="t m17 x2a he7 y533 ffb fs30 fc0 sc0 ls0 ws0">-<span class="_ _b4"> </span>-<span class="_ _f"> </span>(<span class="_ _0"></span>5)<span class="_ _f"> </span>(<span class="_ _0"></span>5)</div></div><div class="c x13 y535 w5d he8"><div class="t m17 x14 he9 y53d ffd fs30 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>dn<span class="_ _0"></span>ia 2<span class="_ _0"></span>022 roku</div></div><div class="c x13 y53e w5d heb"><div class="t m17 xb0 he9 y53f ffe fs30 fc0 sc0 ls2d ws0">205<span class="_ _1c"> </span><span class="ls0">7<span class="_ _61"> </span>-<span class="_ _af"> </span></span>212</div></div><div class="c x13 y540 w5d hec"><div class="t m17 x14 he7 y533 fff fs30 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzacj<span class="_ _1"></span>a i<span class="_ _1"></span> odpis<span class="_ _1"></span>y<span class="_ _0"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ące na dz<span class="_ _1"></span>ień 01 st<span class="_ _9"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>ni<span class="_ _1"></span>a 2022 r<span class="_ _0"></span>oku<span class="_ _af"> </span><span class="ffb ls2d">201<span class="_ _1c"> </span><span class="ls0">7<span class="_ _b4"> </span>-<span class="_ _18"> </span></span>208</span></div></div><div class="c x13 y541 w5d he4"><div class="t m17 x14 he7 y542 ffb fs30 fc0 sc0 ls0 ws0">Odpi<span class="_ _1"></span>s<span class="_ _1"></span> am<span class="_ _1"></span>ort<span class="_ _1"></span>y<span class="_ _0"></span>zac<span class="_ _1"></span>y<span class="_ _0"></span>jny za okres<span class="_ _b5"> </span>4<span class="_ _61"> </span>-<span class="_ _b4"> </span>-<span class="_ _48"> </span>4</div></div><div class="c x13 y543 w5d hed"><div class="t m17 x14 he7 y533 fff fs30 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzacj<span class="_ _1"></span>a i<span class="_ _1"></span> odpis<span class="_ _1"></span>y<span class="_ _0"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ące na dz<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udnia 2022 roku <span class="_ _3e"> </span><span class="ffb ls2d">205<span class="_ _1c"> </span><span class="ls0">7<span class="_ _b4"> </span>-<span class="_ _18"> </span></span>212</span></div></div><div class="c x13 y544 w5d he4"><div class="t m17 x14 he9 y542 ffd fs30 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia 2022<span class="_ _0"></span> roku<span class="_ _ac"> </span><span class="ffe">-<span class="_ _61"> </span>-<span class="_ _48"> </span>5<span class="_ _1c"> </span>5</span></div></div><div class="c x13 y535 w5d he8"><div class="t m17 x14 he9 y545 ffd fs30 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>a<span class="_ _0"></span>rto<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku</div></div><div class="c x13 y546 w5d hee"><div class="t m17 x2a he9 y547 ffe fs30 fc0 sc0 ls0 ws0">-<span class="_ _b4"> </span>-<span class="_ _b4"> </span>-</div><div class="t m17 xb1 he9 y548 ffe fs30 fc0 sc0 ls0 ws0">-</div></div><div class="c xb2 y549 w5f he4"><div class="t m17 xb3 he7 y53f fff fs30 fc0 sc0 ls0 ws0">St<span class="_ _9"></span>an na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022 (<span class="_ _0"></span>bad<span class="_ _0"></span>ane)</div></div><div class="t m0 xb4 hf y535 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf y54a ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf y54b ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y54c ff8 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc hf y54d ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7c hf y54e ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">30<span class="ls0"> </span></div><div class="t m0 xb8 he y9b ff2 fs4 fc0 sc0 lsd ws0">17.<span class="ls0"> <span class="_ _8c"> </span>Leasing </span></div><div class="t m0 xb9 hf y54f ff2 fs5 fc0 sc0 ls0 ws0">17.1. <span class="_ _94"> </span><span class="ff1">Należności z tytułu leasingu </span>operacyjnego <span class="ff1">–</span> <span class="ff1">Spółka jako leasingoda<span class="_ _1"></span>wc<span class="_ _0"></span>a<span class="ff2"> </span></span></div><div class="t m0 xb7 h6 y550 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> całym <span class="_ _0"></span>okresie <span class="_ _0"></span>sprawozdawcz<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _8"></span>Spółka n<span class="_ _0"></span>ie zawi<span class="_ _0"></span>erała um<span class="_ _0"></span>ów<span class="ff3"> <span class="_ _0"></span>leasingu <span class="_ _0"></span>operac<span class="_ _0"></span>yjnego j<span class="_ _0"></span>ako l<span class="_ _0"></span>easingoda<span class="ls1e">w-</span></span></div><div class="t m0 xb7 h6 y551 ff3 fs2 fc0 sc0 ls0 ws0">ca. </div><div class="t m0 xb9 hf y552 ff2 fs5 fc0 sc0 ls0 ws0">17.2. <span class="_ _94"> </span><span class="ff1">Spółka jako leasigobiorca</span> </div><div class="t m0 xb7 h6 y553 ff4 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _8e"> </span>dzień <span class="_ _8e"> </span>bila<span class="_ _0"></span>nsowy <span class="_ _8e"> </span>Spółka <span class="_ _8e"> </span>jest <span class="_ _8d"> </span>zobligowana <span class="_ _8d"> </span>z <span class="_ _8e"> </span>tytułu <span class="_ _8e"> </span>le<span class="_ _0"></span>asingów <span class="_ _88"> </span>k<span class="_ _0"></span>rótkoterm<span class="_ _0"></span>inowy<span class="_ _1"></span>ch, <span class="_ _8d"> </span>do <span class="_ _8e"> </span>któr<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _8"></span><span class="ff3">h <span class="_ _88"></span>stosuj<span class="_ _0"></span>e </span></div><div class="t m0 xb7 h6 y554 ff3 fs2 fc0 sc0 ls0 ws0">przewidziane <span class="_ _8"></span>w <span class="_ _8"></span>MSSF <span class="_ _8"></span>1<span class="_ _0"></span>6 <span class="_ _8"></span>uproszczenie, <span class="_ _8"></span>tym <span class="_ _8"></span>sam<span class="_ _0"></span>ym <span class="_ _8"></span>w <span class="_ _8"></span>jednostkowym <span class="_ _8"></span>sprawo<span class="_ _0"></span>zdaniu <span class="_ _8"></span>finansow<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _88"></span>za <span class="_ _8"></span>rok </div><div class="t m0 xb7 h6 y555 ff3 fs2 fc0 sc0 ls1 ws0">20<span class="ls0">23 <span class="ff4">Spółka ni<span class="_ _0"></span>e wykazuje wartości pr<span class="_ _0"></span>zyszłych minimaln<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h opłat leasingow<span class="_ _0"></span>y<span class="_ _1"></span>ch.<span class="_ _0"></span><span class="ff3">  </span></span></span></div><div class="t m0 xb8 he y556 ff2 fs4 fc0 sc0 lsd ws0">18.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Wartości nie<span class="_ _1"></span>materialne<span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y557 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xba y558 w61 hef"><div class="t m18 xbb hf0 y559 ffb fs31 fc0 sc0 ls0 ws0">Pat<span class="_ _9"></span>ent<span class="_ _9"></span>y<span class="_ _8"></span> i<span class="_ _1"></span> l<span class="_ _1"></span>ic<span class="_ _1"></span>enc<span class="_ _1"></span>je<span class="_ _b6"> </span><span class="fff">Ogół<span class="_ _1"></span>em</span></div></div><div class="c xba y55a w61 hf1"><div class="t m18 x14 hf2 y55b ffd fs31 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść b<span class="_ _0"></span>ru<span class="_ _0"></span>tt<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia 2<span class="_ _0"></span>023 rok<span class="_ _0"></span>u</div></div><div class="c xba y55c w61 hf3"><div class="t m18 xbc hf2 y55d ffe fs31 fc0 sc0 ls0 ws0">4 244<span class="_ _1d"> </span>4 244</div></div><div class="c xba y55a w61 hf1"><div class="t m18 x14 hf2 y55e ffd fs31 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść b<span class="_ _0"></span>ru<span class="_ _0"></span>tt<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2<span class="_ _0"></span>023 roku</div></div><div class="c xba y55f w61 hf4"><div class="t m18 xbc hf2 y560 ffe fs31 fc0 sc0 ls0 ws0">4 244<span class="_ _1d"> </span>4 244</div></div><div class="c xba y561 w61 hf5"><div class="t m18 x14 hf0 y559 fff fs31 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>ac<span class="_ _1"></span>ja i<span class="_ _1"></span> odpi<span class="_ _1"></span>sy<span class="_ _0"></span> akt<span class="_ _5"></span>ua<span class="_ _0"></span>l<span class="_ _1"></span>i<span class="_ _1"></span>zuj<span class="_ _1"></span>ąc<span class="_ _1"></span>e na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 01 s<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>c<span class="_ _1"></span>z<span class="_ _1"></span>nia 2023 r<span class="_ _0"></span>ok<span class="_ _1"></span>u<span class="_ _b7"> </span><span class="ffb">4 244<span class="_ _1d"> </span>4 244</span></div></div><div class="c xba y562 w61 hf6"><div class="t m18 x14 hf0 y559 fff fs31 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>ac<span class="_ _1"></span>ja i<span class="_ _1"></span> odpi<span class="_ _1"></span>sy<span class="_ _0"></span> akt<span class="_ _5"></span>ua<span class="_ _0"></span>l<span class="_ _1"></span>i<span class="_ _1"></span>zuj<span class="_ _1"></span>ąc<span class="_ _1"></span>e na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023<span class="_ _0"></span> ro<span class="_ _0"></span>k<span class="_ _1"></span>u<span class="_ _45"> </span><span class="ffb">4 244<span class="_ _1d"> </span>4 244</span></div></div><div class="c xba y563 w61 hf3"><div class="t m18 x14 hf2 y559 ffd fs31 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 01 st<span class="_ _0"></span>yczn<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku<span class="_ _5f"> </span><span class="ffe">-<span class="_ _7c"> </span>-</span></div></div><div class="c xba y564 w61 hf4"><div class="t m18 x14 hf2 y565 ffd fs31 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>d<span class="_ _0"></span>n<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku<span class="_ _b8"> </span><span class="ffe">-<span class="_ _7c"> </span>-</span></div></div><div class="c xba y566 w62 hf7"><div class="t m18 x14 hf8 y567 ff4 fs32 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>arto<span class="_ _1"></span>śc<span class="_ _0"></span>i n<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _1"></span>m<span class="_ _0"></span>at<span class="_ _1"></span>e<span class="_ _1"></span>ria<span class="_ _1"></span>l<span class="_ _1"></span>ne</div></div><div class="c xbd y568 w63 hf3"><div class="t m18 x3e hf0 y559 fff fs31 fc0 sc0 ls0 ws0">St<span class="_ _9"></span>an na dzi<span class="_ _1"></span>eń 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>ni<span class="_ _1"></span>a 2023 (<span class="_ _0"></span>bada<span class="_ _0"></span>ne)</div></div><div class="t m0 x3d h3b y569 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h3b y56a ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h3b y56b ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xba y56c w64 hf9"><div class="t m19 xbe hfa y56d ffb fs33 fc0 sc0 ls0 ws0">Pat<span class="_ _9"></span>ent<span class="_ _9"></span>y<span class="_ _8"></span> i<span class="_ _1"></span> l<span class="_ _1"></span>ic<span class="_ _1"></span>enc<span class="_ _1"></span>je<span class="_ _b9"> </span><span class="fff">Ogół<span class="_ _1"></span>em</span></div></div><div class="c xba y56e w64 hfb"><div class="t m19 x14 hfc y56f ffd fs33 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść b<span class="_ _0"></span>ru<span class="_ _0"></span>t<span class="_ _0"></span>to<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia<span class="_ _0"></span> 2022 ro<span class="_ _0"></span>ku</div></div><div class="c xba y570 w64 hfd"><div class="t m19 xbf hfc y56d ffe fs33 fc0 sc0 ls0 ws0">4 244<span class="_ _30"> </span>4 244</div></div><div class="c xba y56e w64 hfb"><div class="t m19 x14 hfa y571 ffb fs33 fc0 sc0 ls0 ws0">Nab<span class="_ _0"></span>y<span class="_ _0"></span>ci<span class="_ _1"></span>a</div></div><div class="c xba y572 w64 hfd"><div class="t m19 xc0 hfa y56d ffb fs33 fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xba y56e w64 hfb"><div class="t m19 x14 hfc y573 ffd fs33 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść b<span class="_ _0"></span>ru<span class="_ _0"></span>t<span class="_ _0"></span>to<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>dn<span class="_ _0"></span>ia<span class="_ _0"></span> 2022 ro<span class="_ _0"></span>ku</div></div><div class="c xba y574 w64 hfe"><div class="t m19 xbf hfc y575 ffe fs33 fc0 sc0 ls0 ws0">4 244<span class="_ _30"> </span>4 244</div></div><div class="c xba y576 w64 hff"><div class="t m19 x14 hfa y56d fff fs33 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>ac<span class="_ _1"></span>j<span class="_ _1"></span>a i odpi<span class="_ _1"></span>sy<span class="_ _0"></span> akt<span class="_ _5"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ąc<span class="_ _1"></span>e na dzi<span class="_ _1"></span>eń 01 st<span class="_ _9"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>nia 2022 r<span class="_ _0"></span>oku<span class="_ _9b"> </span><span class="ffb">4 244<span class="_ _30"> </span>4 244</span></div></div><div class="c xba y577 w64 h100"><div class="t m19 x14 hfa y578 ffb fs33 fc0 sc0 ls0 ws0">Odpi<span class="_ _1"></span>s<span class="_ _1"></span> am<span class="_ _1"></span>ort<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>acyjny<span class="_ _0"></span> za ok<span class="_ _1"></span>r<span class="_ _0"></span>es<span class="_ _bb"> </span>-<span class="_ _ba"> </span>-</div></div><div class="c xba y579 w64 h101"><div class="t m19 x14 hfa y578 fff fs33 fc0 sc0 ls0 ws0">Am<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>z<span class="_ _1"></span>ac<span class="_ _1"></span>j<span class="_ _1"></span>a i odpi<span class="_ _1"></span>sy<span class="_ _0"></span> akt<span class="_ _5"></span>uali<span class="_ _1"></span>zuj<span class="_ _1"></span>ąc<span class="_ _1"></span>e na dzi<span class="_ _1"></span>eń 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>dni<span class="_ _1"></span>a 2022 r<span class="_ _0"></span>oku<span class="_ _42"> </span><span class="ffb">4 244<span class="_ _30"> </span>4 244</span></div></div><div class="c xba y57a w64 h101"><div class="t m19 x14 hfc y56d ffd fs33 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 01 s<span class="_ _0"></span>ty<span class="_ _0"></span>cz<span class="_ _1"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku<span class="_ _b8"> </span><span class="ffe">-<span class="_ _ba"> </span>-</span></div></div><div class="c xba y57b w64 h101"><div class="t m19 x14 hfc y57c ffd fs33 fc0 sc0 ls0 ws0">W<span class="_ _8"></span>ar<span class="_ _1"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>ść n<span class="_ _0"></span>et<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> 31 g<span class="_ _0"></span>ru<span class="_ _0"></span>d<span class="_ _0"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku<span class="_ _46"> </span><span class="ffe">-<span class="_ _ba"> </span>-</span></div></div><div class="c xba y57d w65 hfd"><div class="t m19 x14 h102 y56d ff4 fs34 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>arto<span class="_ _1"></span>śc<span class="_ _0"></span>i n<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _1"></span>m<span class="_ _0"></span>at<span class="_ _1"></span>e<span class="_ _1"></span>ria<span class="_ _1"></span>l<span class="_ _1"></span>ne</div></div><div class="c x44 y57e w66 hfd"><div class="t m19 x3e hfa y575 fff fs33 fc0 sc0 ls0 ws0">St<span class="_ _9"></span>an na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>ud<span class="_ _0"></span>ni<span class="_ _1"></span>a 2022 (<span class="_ _0"></span>bada<span class="_ _0"></span>ne)</div></div><div class="t m0 xc1 h3b y57f ff7 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">31<span class="ls0"> </span></div><div class="t m0 xb8 he y128 ff2 fs4 fc0 sc0 lsd ws0">19.<span class="ls0"> <span class="_ _8c"> </span>Zapasy </span></div><div class="c xc2 y580 w67 h103"><div class="t m1a x2d h104 y581 fff fs35 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony </div><div class="t m1a xa5 h104 y582 ffb fs35 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xc3 y580 w68 h103"><div class="t m1a x3c h104 y581 fff fs35 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony </div><div class="t m1a xc4 h104 y582 ffb fs35 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y583 w69 h105"><div class="t m1a xc5 h104 y582 ffb fs35 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _bc"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y584 w69 h106"><div class="t m1a x14 h104 y585 fff fs35 fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>l<span class="_ _1"></span>ans ot<span class="_ _9"></span>wa<span class="_ _0"></span>rci<span class="_ _1"></span>a na dzi<span class="_ _1"></span>eń 01 st<span class="_ _9"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>ni<span class="_ _1"></span>a</div></div><div class="c xba y586 w69 h107"><div class="t m1a xc6 h104 y587 ffb fs35 fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xba y584 w69 h106"><div class="t m1a x14 h104 y588 ffb fs35 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>m<span class="_ _9"></span>iany<span class="_ _0"></span> s<span class="_ _1"></span>t<span class="_ _9"></span>a<span class="_ _0"></span>nu:</div><div class="t m1a x14 h104 y589 fff fs35 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> ot<span class="_ _9"></span>r<span class="_ _0"></span>zym<span class="_ _1"></span>ane / zwr<span class="_ _0"></span>óc<span class="_ _1"></span>one zal<span class="_ _1"></span>i<span class="_ _1"></span>cz<span class="_ _1"></span>k<span class="_ _1"></span>i</div></div><div class="c xba y58a w69 h105"><div class="t m1a xc6 h104 y582 ffb fs35 fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xba y584 w69 h106"><div class="t m1a x14 h108 y58b ffe fs35 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y58c w69 h107"><div class="t m1a xc6 h108 y58d ffe fs35 fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xba y58e w6a h109"><div class="t m1a x14 h10a y58f ff3 fs36 fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>a<span class="_ _1"></span>pa<span class="_ _1"></span>s<span class="_ _0"></span>y</div></div><div class="t m0 xc7 h6 y179 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y2f5 ff2 fs4 fc0 sc0 lsd ws0">20.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Połączenia jedn<span class="_ _1"></span>ostek i naby<span class="_ _1"></span>cia udziałó<span class="_ _1"></span>w<span class="_ _0"></span> niekon<span class="_ _1"></span>trolujący<span class="_ _1"></span>ch<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y590 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> o<span class="_ _1"></span>kres<span class="_ _0"></span>ie sprawozdawczym nie w<span class="_ _0"></span>y<span class="_ _1"></span>stąpił<span class="_ _0"></span>y żadne połączenia ani nab<span class="_ _0"></span>ycia udziałów.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb8 he y591 ff2 fs4 fc0 sc0 lsd ws0">21.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">In<span class="_ _1"></span>w<span class="_ _0"></span>esty<span class="_ _1"></span>cje w jednostkach zale<span class="_ _1"></span>żnych<span class="ff2"> </span></span></span></div><div class="c xc8 y592 w6b h10b"><div class="t m1b x30 h10c y593 fff fs37 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1b xaf h10c y594 ffb fs37 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c xc9 y592 w6c h10b"><div class="t m1b x30 h10c y593 fff fs37 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1b xaf h10c y594 ffb fs37 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c xba y595 w6d h10d"><div class="t m1b x39 h10c y594 ffb fs37 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _ae"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y596 w6d h10e"><div class="t m1b x14 h10c y597 fff fs37 fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>l<span class="_ _1"></span>ans ot<span class="_ _9"></span>war<span class="_ _0"></span>ci<span class="_ _1"></span>a na dzi<span class="_ _1"></span>eń 01 st<span class="_ _5"></span>y<span class="_ _8"></span>c<span class="_ _1"></span>z<span class="_ _1"></span>nia</div></div><div class="c xba y598 w6d h10d"><div class="t m1b xc3 h10c y594 ffb fs37 fc0 sc0 ls2e ws0">99 850<span class="_ _bd"> </span>99 835</div></div><div class="c xba y596 w6d h10e"><div class="t m1b x14 h10c y599 ffb fs37 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>m<span class="_ _9"></span>iany<span class="_ _0"></span> s<span class="_ _1"></span>t<span class="_ _9"></span>anu:</div></div><div class="c xba y59a w6d h10d"><div class="t m1b xca h10c y594 ffb fs37 fc0 sc0 ls0 ws0">-</div></div><div class="c xba y596 w6d h10e"><div class="t m1b x14 h10c y59b fff fs37 fc0 sc0 ls0 ws0"> -<span class="_ _0"></span> z<span class="_ _1"></span>akup wkł<span class="_ _1"></span>adu k<span class="_ _1"></span>om<span class="_ _9"></span>plem<span class="_ _9"></span>et<span class="_ _1"></span>arius<span class="_ _1"></span>za w Prom<span class="_ _1"></span>k<span class="_ _1"></span>a Sp. z o.o. S<span class="_ _1"></span>p. k.</div></div><div class="c xba y59c w6d h10d"><div class="t m1b xcb h10c y59d ffb fs37 fc0 sc0 ls0 ws0">-<span class="_ _84"> </span><span class="ls2e">15</span></div></div><div class="c xba y596 w6d h10e"><div class="t m1b x14 h10f y59e ffe fs37 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y59f w6d h10d"><div class="t m1b xc3 h10f y5a0 ffe fs37 fc0 sc0 ls2e ws0">99 850<span class="_ _bd"> </span>99 850</div></div><div class="c xba y5a1 w6e h110"><div class="t m1b x14 h111 y5a2 ff4 fs38 fc0 sc0 ls0 ws0">I<span class="_ _9"></span>nwe<span class="_ _1"></span>sty<span class="_ _1"></span>c<span class="_ _0"></span>je<span class="_ _1"></span> w <span class="_ _1"></span>je<span class="_ _1"></span>d<span class="_ _1"></span>no<span class="_ _1"></span>stk<span class="_ _1"></span>ach <span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>le<span class="_ _1"></span>ż<span class="_ _0"></span>n<span class="_ _1"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>h</div></div><div class="t m0 xc1 h6 y330 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y5a3 ff4 fs2 fc0 sc0 ls0 ws0">Przedstawiona <span class="_ _8"></span>powyżej <span class="_ _8"></span>(tabela) <span class="_ _8"></span>z<span class="_ _1"></span>miana <span class="_ _8"></span>wartości <span class="_ _8"></span>inwestycji <span class="_ _0"></span>u<span class="_ _0"></span>względnia <span class="_ _0"></span>tra<span class="_ _0"></span>nsakcje, <span class="_ _8"></span>w <span class="_ _8"></span>wy<span class="_ _1"></span>niku<span class="_ _8"></span><span class="ff3"> <span class="_ _0"></span></span>k<span class="_ _0"></span>tórych <span class="_ _0"></span>n<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xb7 h6 y5a4 ff4 fs2 fc0 sc0 ls0 ws0">stąpiły transfer<span class="_ _0"></span>y aktywów pomiędzy spółkam<span class="_ _0"></span>i Grupy Kapitałowej.<span class="_ _0"></span><span class="ff3"> </span></div><div class="c x16 y5a5 w6f h112"><div class="t m1c x3e h113 y5a6 fff fs39 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>re<span class="_ _0"></span>s<span class="_ _1"></span> zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1c x68 h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x96 y5a5 w6f h112"><div class="t m1c x3e h113 y5a6 fff fs39 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>re<span class="_ _0"></span>s<span class="_ _1"></span> zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1c x68 h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y5a8 w70 h114"><div class="t m1c xcc h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">(b<span class="_ _0"></span>adane)<span class="_ _be"> </span>(b<span class="_ _0"></span>adane)</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h116 y5aa ffd fs39 fc0 sc0 ls0 ws0">I<span class="_ _0"></span>n<span class="_ _0"></span>westyc<span class="_ _0"></span>je w jedn<span class="_ _0"></span>os<span class="_ _0"></span>tkach<span class="_ _0"></span> zależnych<span class="_ _0"></span> wedłu<span class="_ _0"></span>g<span class="_ _0"></span> sta<span class="_ _0"></span>nu<span class="_ _0"></span> n<span class="_ _0"></span>a d<span class="_ _0"></span>z<span class="_ _1"></span>ień<span class="_ _0"></span> b<span class="_ _0"></span>ilanso<span class="_ _0"></span>wy</div><div class="t m1c x14 h116 y5ab ffd fs39 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>kład<span class="_ _0"></span> K<span class="_ _0"></span>omplement<span class="_ _0"></span>ariu<span class="_ _0"></span>sza</div></div><div class="c xba y5ac w71 h112"><div class="t m1c x14 h113 y5a6 fff fs39 fc0 sc0 ls0 ws0">„Pr<span class="_ _0"></span>ojek<span class="_ _1"></span>t<span class="_ _1"></span> - 4 -<span class="_ _0"></span> Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a C<span class="_ _0"></span>zerwona<span class="_ _0"></span> Tor<span class="_ _0"></span>ebka spół<span class="_ _1"></span>ka ak<span class="_ _1"></span>cyjna sp.k<span class="_ _1"></span>.”<span class="_ _0"></span> Sp.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>„ C<span class="_ _0"></span>zerwon<span class="_ _0"></span>a Tor<span class="_ _0"></span>ebka spół<span class="_ _1"></span>ka </div><div class="t m1c x14 h113 y5a7 fff fs39 fc0 sc0 ls0 ws0">akc<span class="_ _1"></span>y<span class="_ _0"></span>jna” sp.k<span class="_ _1"></span>.)</div></div><div class="c xba y5ac w70 h112"><div class="t m1c xcd h113 y5a7 ffb fs39 fc0 sc0 ls2f ws0">15<span class="_ _3e"> </span>15</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5ad fff fs39 fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> SOV<span class="_ _1"></span>O G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawn<span class="_ _0"></span>i<span class="_ _1"></span>ej: „D<span class="_ _0"></span>ruga C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona T<span class="_ _0"></span>orebka Spółk<span class="_ _1"></span>a Ak<span class="_ _1"></span>cy<span class="_ _0"></span>j<span class="_ _1"></span>na”<span class="_ _0"></span> S.K.)</div></div><div class="c xba y5ae w70 h114"><div class="t m1c xcd h113 y5a7 ffb fs39 fc0 sc0 ls2f ws0">50<span class="_ _3e"> </span>50</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5af fff fs39 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rzeci<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K. (<span class="_ _0"></span>dawniej<span class="_ _1"></span>: „<span class="_ _0"></span>Tr<span class="_ _0"></span>zeci<span class="_ _1"></span>a Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>oreb<span class="_ _0"></span>k<span class="_ _1"></span>a Spółk<span class="_ _1"></span>a Akc<span class="_ _1"></span>y<span class="_ _0"></span>jna” S.K</div></div><div class="c xba y5b0 w70 h117"><div class="t m1c xcd h113 y5b1 ffb fs39 fc0 sc0 ls2f ws0">10<span class="_ _3e"> </span>10</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5b2 fff fs39 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ąt<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (d<span class="_ _0"></span>awniej<span class="_ _1"></span>: „<span class="_ _0"></span>Pi<span class="_ _1"></span>ąt<span class="_ _1"></span>a - C<span class="_ _0"></span>zerwona<span class="_ _0"></span> Tor<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka Ak<span class="_ _1"></span>cyjna”<span class="_ _0"></span> S.K.)</div></div><div class="c xba y5b3 w70 h114"><div class="t m1c xcd h113 y5a7 ffb fs39 fc0 sc0 ls2f ws0">10<span class="_ _3e"> </span>10</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5b4 fff fs39 fc0 sc0 ls0 ws0">Sz<span class="_ _1"></span>óst<span class="_ _9"></span>a -<span class="_ _0"></span> SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: „Szóst<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S<span class="_ _1"></span>półk<span class="_ _1"></span>a Akc<span class="_ _1"></span>y<span class="_ _0"></span>jna” S.K.)</div></div><div class="c xba y5b5 w70 h114"><div class="t m1c xcd h113 y5a7 ffb fs39 fc0 sc0 ls2f ws0">10<span class="_ _3e"> </span>10</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5b6 fff fs39 fc0 sc0 ls0 ws0">&quot;Ós<span class="_ _1"></span>m<span class="_ _1"></span>a-C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A.&quot; Sp.K.</div></div><div class="c xba y5b7 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5b8 fff fs39 fc0 sc0 ls0 ws0">Jedenas<span class="_ _1"></span>t<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (da<span class="_ _0"></span>wniej<span class="_ _1"></span>: „<span class="_ _0"></span>Jedenas<span class="_ _1"></span>t<span class="_ _1"></span>a - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka Ak<span class="_ _1"></span>cyjna”<span class="_ _0"></span> S.K.)</div></div><div class="c xba y5b9 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5ba ffb fs39 fc0 sc0 ls0 ws0">&quot;T<span class="_ _0"></span>r<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>nast<span class="_ _9"></span>a-<span class="_ _0"></span>Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>.&quot; Sp.K.</div></div><div class="c xba y5bb w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5bc ffb fs39 fc0 sc0 ls0 ws0">&quot;C<span class="_ _0"></span>z<span class="_ _1"></span>t<span class="_ _1"></span>ernast<span class="_ _1"></span>a-Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>.&quot; Sp.K.</div></div><div class="c xba y5bd w70 h117"><div class="t m1c x8c h113 y5be ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5bf fff fs39 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ęt<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K<span class="_ _1"></span>. (<span class="_ _0"></span>dawniej: „Pięt<span class="_ _9"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka Ak<span class="_ _1"></span>cyjna” S.K.)</div></div><div class="c xba y5c0 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5c1 ffb fs39 fc0 sc0 ls0 ws0">&quot;Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a-<span class="_ _0"></span>Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>.&quot; Sp.K.</div></div><div class="c xba y5c2 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">5<span class="_ _39"> </span>5</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5c3 ffb fs39 fc0 sc0 ls0 ws0">&quot;Siedem<span class="_ _9"></span>nast<span class="_ _1"></span>a-C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A.&quot; S.K.A<span class="_ _1"></span>.</div></div><div class="c xba y5c4 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5c5 fff fs39 fc0 sc0 ls0 ws0">Os<span class="_ _1"></span>iem<span class="_ _9"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: „<span class="_ _0"></span>O<span class="_ _1"></span>si<span class="_ _1"></span>em<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a Spółk<span class="_ _1"></span>a Akc<span class="_ _1"></span>y<span class="_ _0"></span>jna”</div></div><div class="c xba y5c6 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5c7 ffb fs39 fc0 sc0 ls0 ws0">S.K.A.)</div></div><div class="c xba y5c8 w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5c9 fff fs39 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. z o.o S.K. (dawn<span class="_ _0"></span>i<span class="_ _1"></span>ej: „D<span class="_ _0"></span>wudzi<span class="_ _1"></span>est<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka Ak<span class="_ _1"></span>cyjna” S.K.A.)</div></div><div class="c xba y5ca w70 h117"><div class="t m1c x8c h113 y5cb ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5cc ffb fs39 fc0 sc0 ls0 ws0">&quot;D<span class="_ _0"></span>wudzi<span class="_ _1"></span>est<span class="_ _9"></span>a Pierw<span class="_ _0"></span>sz<span class="_ _1"></span>a-C<span class="_ _0"></span>zerwo<span class="_ _0"></span>na Tor<span class="_ _0"></span>ebka S.A.&quot; S.K.A.</div></div><div class="c xba y5cd w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5ce ffb fs39 fc0 sc0 ls0 ws0">&quot;D<span class="_ _0"></span>wudzi<span class="_ _1"></span>est<span class="_ _9"></span>a D<span class="_ _0"></span>ru<span class="_ _0"></span>ga-C<span class="_ _0"></span>zerwona<span class="_ _0"></span> Tor<span class="_ _0"></span>ebka S.A.&quot; S.K.A.</div></div><div class="c xba y5cf w70 h114"><div class="t m1c x8c h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">1<span class="_ _39"> </span>1</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h113 y5d0 fff fs39 fc0 sc0 ls0 ws0">Udział<span class="_ _1"></span>y<span class="_ _0"></span> w C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Sp. z<span class="_ _1"></span> o.o. za akc<span class="_ _1"></span>je Mał<span class="_ _1"></span>pki<span class="_ _1"></span> SA i<span class="_ _1"></span> Mer<span class="_ _0"></span>li<span class="_ _1"></span>n pl.SA</div></div><div class="c xba y5d1 w70 h114"><div class="t m1c x70 h113 y5a7 ffb fs39 fc0 sc0 ls0 ws0">99 719<span class="_ _bf"> </span>99 719</div></div><div class="c xba y5a9 w70 h115"><div class="t m1c x14 h116 y5d2 ffd fs39 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>art<span class="_ _0"></span>ość<span class="_ _0"></span> net<span class="_ _0"></span>t<span class="_ _0"></span>o i<span class="_ _0"></span>nwest<span class="_ _0"></span>ycji fin<span class="_ _0"></span>an<span class="_ _0"></span>so<span class="_ _0"></span>wych</div></div><div class="c xba y5d3 w70 h114"><div class="t m1c x70 h116 y5d4 ffe fs39 fc0 sc0 ls0 ws0">99 850<span class="_ _bf"> </span>99 850</div></div><div class="t m0 xce h6 y5d5 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y5d6 ff4 fs2 fc0 sc0 ls0 ws0">Inwestycje w jednostk<span class="_ _0"></span>ach zależnych wykazywane s<span class="_ _0"></span>ą według kosztu histor<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>znego po uwzględnieniu <span class="_ _8"></span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">32<span class="ls0"> </span></div><div class="t m0 xb7 h6 y1ea ff4 fs2 fc0 sc0 ls0 ws0">odpisów z t<span class="_ _0"></span>y<span class="_ _1"></span>tułu utrat<span class="_ _0"></span>y wartości.<span class="ff3"> </span></div><div class="t m0 xb9 hf y5d7 ff2 fs5 fc0 sc0 ls0 ws0">21.1. <span class="_ _94"> </span><span class="ff1">Ocena utraty wartości inwesty<span class="_ _1"></span>cji w<span class="_ _0"></span> jednost<span class="ff2">k</span>ach zależnych<span class="ff2"> </span></span></div><div class="t m0 xb7 h6 y5d8 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> 2023 r<span class="_ _0"></span>oku <span class="_ _0"></span><span class="ff4">Spółka <span class="_ _0"></span>przeprowadziała <span class="_ _0"></span>test<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _0"></span>na <span class="_ _0"></span>utratę <span class="_ _0"></span>wartości <span class="_ _0"></span>w j<span class="_ _0"></span>ednostk<span class="_ _0"></span>ach <span class="_ _0"></span>zależnych, <span class="_ _0"></span>w k<span class="_ _0"></span>tórych <span class="_ _0"></span>wyst<span class="ls1">ą-</span></span></div><div class="t m0 xb7 hb y5d9 ff4 fs2 fc0 sc0 ls0 ws0">piły <span class="_ _0"></span>przesłank<span class="_ _0"></span>i <span class="_ _0"></span>ku <span class="_ _8"></span>te<span class="_ _1"></span>mu. <span class="_ _0"></span>Wyniki <span class="_ _8"></span>testów <span class="_ _0"></span>nie <span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>ka<span class="_ _0"></span>zały <span class="_ _0"></span>trwałej <span class="_ _0"></span>utr<span class="_ _0"></span>aty <span class="_ _0"></span>ich <span class="_ _8"></span>w<span class="_ _1"></span>artośc<span class="_ _0"></span>i. <span class="_ _0"></span>Majątek <span class="_ _8"></span>spół<span class="_ _1"></span>ek<span class="_ _0"></span> <span class="_ _0"></span>zależnych </div><div class="t m0 xb7 hb y5da ff4 fs2 fc0 sc0 ls0 ws0">stanowią rozrach<span class="_ _0"></span>unki wewnątr<span class="_ _0"></span>z<span class="_ _1"></span>grupo<span class="_ _0"></span>we, nieruchom<span class="_ _0"></span>ości inwestycyjne, któr<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>wartość co roku w<span class="_ _0"></span>yceniana </div><div class="t m0 xb7 h6 y5db ff3 fs2 fc0 sc0 ls0 ws0">jest <span class="_ _8e"></span>na <span class="_ _8e"></span>podstawie <span class="_ _8e"></span>op<span class="_ _0"></span><span class="ff4">eratów <span class="_ _8e"> </span>szacunk<span class="_ _0"></span>owych <span class="_ _88"></span>spor<span class="_ _0"></span>ządzonych <span class="_ _88"></span>pr<span class="_ _0"></span>zez <span class="_ _8e"> </span>niezależnego <span class="_ _8d"> </span>rzeczoznawcę <span class="_ _8e"> </span>m<span class="_ _0"></span>ajątk<span class="_ _0"></span></span><span class="ls1">o-</span></div><div class="t m0 xb7 h6 y5dc ff4 fs2 fc0 sc0 ls0 ws0">wego <span class="_ _88"></span>oraz <span class="_ _88"></span>zapas<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"></span>odzwierc<span class="_ _0"></span>iedlające <span class="_ _8"></span>nak<span class="_ _0"></span>łady <span class="_ _8"></span>na <span class="_ _88"></span>projek<span class="_ _0"></span>ty <span class="_ _8"></span>dewelopers<span class="_ _0"></span>kie, <span class="_ _8"></span>k<span class="_ _0"></span>tórych <span class="_ _8"></span>rento<span class="_ _0"></span>wno<span class="_ _1"></span>ść <span class="_ _88"></span>jest <span class="_ _88"> </span>zad<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y5dd ff3 fs2 fc0 sc0 ls0 ws0">wa<span class="ff4">lająca <span class="_ _8"></span>i<span class="_ _0"></span> <span class="_ _8"></span>monitorowan<span class="_ _0"></span>a <span class="_ _8"></span>na <span class="_ _8"></span>bie<span class="_ _0"></span>żąco.</span> <span class="_ _88"></span><span class="ff4">Szacunek <span class="_ _88"></span>związan<span class="_ _0"></span>y <span class="_ _8"></span>z <span class="_ _8"></span>testam<span class="_ _0"></span>i <span class="_ _8"></span>na <span class="_ _8"></span>utrat<span class="_ _0"></span>ę <span class="_ _8"></span>wartośc<span class="_ _0"></span>i <span class="_ _8"></span>inwestycji <span class="_ _88"></span>w <span class="_ _8"></span>je<span class="_ _0"></span></span><span class="ls1">d-</span></div><div class="t m0 xb7 hb y5de ff4 fs2 fc0 sc0 ls0 ws0">nostkach <span class="_ _88"></span>zależnych <span class="_ _88"></span>jest <span class="_ _88"></span>pośrednio <span class="_ _88"> </span>związa<span class="_ _0"></span>ny <span class="_ _8"></span>z <span class="_ _88"></span>r<span class="_ _0"></span>yz<span class="_ _1"></span>kiem<span class="_ _0"></span> <span class="_ _8"></span>szacunk<span class="_ _0"></span>ów <span class="_ _8"></span>spor<span class="_ _0"></span>ządzonych <span class="_ _8"></span>pr<span class="_ _0"></span>zez <span class="_ _8"></span>rzec<span class="_ _0"></span>zoz<span class="_ _0"></span>nawcę<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y5df ff4 fs2 fc0 sc0 ls0 ws0">majątkowego w odnies<span class="_ _0"></span>ieniu do nieruchom<span class="_ _0"></span>ości, które są w posiadaniu spó<span class="_ _0"></span>łek zależnych.  <span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xb8 he y5e0 ff2 fs4 fc0 sc0 lsd ws0">22.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Pozostałe dług<span class="_ _1"></span>otermino<span class="_ _1"></span>we akt<span class="_ _0"></span>y<span class="_ _9"></span>w<span class="_ _0"></span>a finanso<span class="_ _1"></span>we<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y5e1 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y5e2 ff3 fs2 fc0 sc0 ls1f ws0">W <span class="_ _1"></span><span class="ff4 ls0">ramach <span class="_ _0"></span>pozostałych ak<span class="_ _0"></span>tywów finansow<span class="_ _0"></span>ych na d<span class="_ _0"></span>zień 31.12.20<span class="_ _8"></span><span class="ff3">23r. </span>Spółka <span class="_ _0"></span>prezentuje <span class="_ _0"></span>następujące <span class="_ _0"></span>inw<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></div><div class="t m0 xb7 h6 y488 ff3 fs2 fc0 sc0 ls0 ws0">stycje:  </div><div class="c x16 y5e3 w72 h118"><div class="t m1d x3f h119 y5e4 fff fs3a fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>ak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1d x5c h119 y5e5 ffb fs3a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x3d y5e3 w73 h118"><div class="t m1d x68 h119 y5e4 fff fs3a fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>ak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m1d x5d h119 y5e5 ffb fs3a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y5e6 w74 h11a"><div class="t m1d x6d h119 y5e7 ffb fs3a fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _24"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y5e8 w74 h11a"><div class="t m1d x14 h119 y5e9 fff fs3a fc0 sc0 ls0 ws0">Długot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe należ<span class="_ _1"></span>noś<span class="_ _1"></span>ci<span class="_ _1"></span> weks<span class="_ _1"></span>l<span class="_ _1"></span>owe</div><div class="t m1d x76 h119 y5e5 ffb fs3a fc0 sc0 ls30 ws0">4 603<span class="_ _30"> </span>4 867</div></div><div class="c xba y5ea w74 h11b"><div class="t m1d x14 h11c y5eb ffe fs3a fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y5ec w74 h11a"><div class="t m1d x76 h11c y5ed ffe fs3a fc0 sc0 ls30 ws0">4 603<span class="_ _30"> </span>4 867</div></div><div class="c xba y5ee w75 h11a"><div class="t m1d x14 h11d y5e5 ff4 fs3b fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>z<span class="_ _0"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>ł<span class="_ _1"></span>e <span class="_ _1"></span>d<span class="_ _1"></span>łu<span class="_ _1"></span>g<span class="_ _1"></span>o<span class="_ _1"></span>te<span class="_ _1"></span>rm<span class="_ _0"></span>i<span class="_ _1"></span>n<span class="_ _1"></span>owe<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _1"></span>wa <span class="_ _1"></span>fi<span class="_ _1"></span>n<span class="_ _1"></span>an<span class="_ _1"></span>sowe<span class="_ _1"></span> wy<span class="_ _1"></span>c<span class="_ _0"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _1"></span> w zamorty<span class="_ _9"></span>z<span class="_ _0"></span>owa<span class="_ _1"></span>n<span class="_ _1"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> k<span class="_ _1"></span>o<span class="_ _1"></span>sz<span class="_ _0"></span>c<span class="_ _0"></span>ie</div></div><div class="t m0 xcf h6 y5ef ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h8 y5f0 ff5 fs3 fc0 sc0 ls0 ws0">Kwota <span class="_ _0"></span>nominalana <span class="_ _0"></span>długoterminowych <span class="_ _0"></span>należ<span class="_ _1"></span>ności <span class="_ _0"></span>weksl<span class="_ _0"></span>owych w <span class="_ _0"></span>roku <span class="_ _0"></span>202<span class="_ _0"></span><span class="ff6">3r. <span class="_ _0"></span>wyn</span>i<span class="_ _0"></span>osła<span class="ff6"> 6.181 <span class="_ _0"></span>tys. <span class="_ _8"></span></span><span class="ls1d">zł<span class="ff6 ls31">, <span class="_ _0"></span><span class="ls0">a <span class="_ _0"></span>d<span class="_ _0"></span>yskonto 1<span class="_ _0"></span>.578 </span></span></span></div><div class="t m0 xb7 h8 y5f1 ff5 fs3 fc0 sc0 ls0 ws0">tys. zł<span class="ff6 ls31">, <span class="ls0">W roku 2022 </span></span>wartość<span class="ff6"> nominalna </span>wyniosła 7.596 tys. zł<span class="ff6">, natomiast dyskonto wyn</span>osiło<span class="ff6"> </span>2.729 tys. zł<span class="ff6"> </span></div><div class="t m0 xb7 h6 y5f2 ff4 fs2 fc0 sc0 ls0 ws0">Zarząd <span class="_ _8"></span>Spółki <span class="_ _8"></span>na <span class="_ _0"></span>bi<span class="_ _0"></span>eżąco <span class="_ _8"></span>monitoruje <span class="_ _8"></span>sytuacje <span class="_ _8"></span>i <span class="_ _0"></span>s<span class="_ _0"></span>tan <span class="_ _8"></span>należności <span class="_ _0"></span>d<span class="_ _0"></span>ługoterminow<span class="_ _0"></span>ych. <span class="_ _0"></span>Na <span class="_ _8"></span>dzień <span class="_ _8"></span>31.12.20<span class="_ _8"></span><span class="ff3">23 </span></div><div class="t m0 xb7 h6 y5f3 ff3 fs2 fc0 sc0 ls0 ws0">roku ident<span class="_ _0"></span>y<span class="_ _1"></span>fikuj<span class="_ _0"></span>e ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o kredytowe zgodn<span class="_ _0"></span>ie z MSSF 9.<span class="_ _0"></span> </div><div class="t m0 xb8 he y5f4 ff2 fs4 fc0 sc0 lsd ws0">23.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Świadczenia<span class="_ _1"></span> pracownicze<span class="ff2"> </span></span></span></div><div class="t m0 xb9 hf y69 ff2 fs5 fc0 sc0 ls0 ws0">23.1. <span class="_ _94"> </span>Programy akcji pracowniczy<span class="_ _1"></span>ch<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y5f5 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _0"></span>dniu <span class="_ _0"></span><span class="ls1">14</span> <span class="_ _0"></span>grud<span class="_ _0"></span>nia <span class="_ _0"></span>2012<span class="_ _0"></span> <span class="_ _0"></span>rok<span class="_ _0"></span>u <span class="_ _0"></span><span class="ff4">na <span class="_ _0"></span>m<span class="_ _0"></span>ocy <span class="_ _0"></span>uchwały <span class="_ _0"></span>Nad<span class="_ _0"></span>zwyczajnego W<span class="_ _8"></span>alnego Zgro<span class="_ _0"></span>madzenia <span class="_ _8"></span>Spółk</span>i <span class="_ _8"></span>ustan<span class="ls1">o-</span></div><div class="t m0 xb7 h6 y5f6 ff3 fs2 fc0 sc0 ls0 ws0">wiono <span class="_ _8"></span>program <span class="_ _0"></span><span class="ff4">m<span class="_ _0"></span>enedżerski, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>ramach <span class="_ _0"></span>k<span class="_ _0"></span>tórego <span class="_ _8"></span>ówcześni<span class="ff3"> <span class="_ _0"></span></span>ak<span class="_ _0"></span>cjonariusze <span class="_ _8"></span>S<span class="_ _1"></span>półk<span class="_ _0"></span>i, <span class="_ _0"></span>tj.:<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span>Forteam<span class="_ _0"></span> <span class="_ _8"></span>Inv<span class="_ _1"></span>estm<span class="_ _0"></span>ents </span></span></div><div class="t m0 xb7 h6 y5f7 ff3 fs2 fc0 sc0 ls0 ws0">Limited <span class="_ _8"></span>(dawniej <span class="_ _8"></span>Forteam <span class="_ _0"></span>Investm<span class="_ _0"></span>ents <span class="_ _0"></span>S.ar.<span class="_ _0"></span>l.) <span class="_ _8"></span><span class="ff4">oraz <span class="_ _0"></span>Marius<span class="_ _0"></span>z<span class="_ _1"></span> <span class="_ _8"></span>Świtalski <span class="_ _8"></span>dokonali <span class="_ _0"></span>zb<span class="_ _0"></span>ycia <span class="_ _0"></span>na <span class="_ _8"></span>preferencyjnych </span></div><div class="t m0 xb7 h6 y5f8 ff4 fs2 fc0 sc0 ls0 ws0">warunkach <span class="_ _8e"> </span>545.3<span class="_ _0"></span>73 <span class="_ _8e"> </span>akc<span class="_ _0"></span>ji <span class="_ _88"></span>praco<span class="_ _0"></span>wnikom <span class="_ _8e"> </span>i <span class="_ _8e"> </span>wspó<span class="_ _0"></span>łpracownikom <span class="_ _8e"> </span>Spółk<span class="_ _0"></span>i. <span class="_ _8d"> </span>Kos<span class="_ _0"></span>z<span class="_ _1"></span>t<span class="_ _0"></span>y <span class="_ _88"></span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _8e"> </span>wprowad<span class="_ _0"></span>zenia <span class="_ _88"></span>pr<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y5f9 ff4 fs2 fc0 sc0 ls0 ws0">gramu <span class="_ _8d"> </span>akcji <span class="_ _8d"> </span>pracownic<span class="_ _0"></span>zych <span class="_ _8e"> </span>obcią<span class="_ _0"></span>żyły <span class="_ _8e"> </span>w<span class="_ _0"></span><span class="ff3">ynik <span class="_ _8d"> </span>ok<span class="_ _0"></span>resu <span class="_ _8e"></span>spra<span class="_ _0"></span>wozdawczego <span class="_ _8d"> </span>w <span class="_ _8d"> </span>2013 <span class="_ _92"> </span>roku <span class="_ _8d"> </span></span>w <span class="_ _8d"> </span>wartości <span class="_ _8d"> </span>ró<span class="_ _0"></span>wnej </div><div class="t m0 xb7 h6 y5fa ff3 fs2 fc0 sc0 ls0 ws0">3.708.536,40 <span class="_ _8d"> </span>PLN. <span class="_ _8d"> </span><span class="ff4">Jak<span class="_ _0"></span>o <span class="_ _8e"> </span>wartość<span class="_ _0"></span> <span class="_ _8e"> </span>akc<span class="_ _0"></span>ji <span class="_ _8e"> </span>ustalono <span class="_ _8e"> </span>ró<span class="_ _0"></span>żnicę <span class="_ _8e"> </span>m<span class="_ _0"></span>iędzy <span class="_ _8e"> </span>ceną <span class="_ _8d"> </span>em<span class="_ _0"></span>isy<span class="_ _1"></span>j<span class="_ _0"></span>ną <span class="_ _8e"> </span>7 <span class="_ _8d"> </span>PLN <span class="_ _8d"> </span>zaproponowan<span class="_ _0"></span>ą </span></div><div class="t m0 xb7 h6 y5fb ff4 fs2 fc0 sc0 ls0 ws0">inwestorom<span class="_ _0"></span> <span class="_ _8"></span>w <span class="_ _8"></span>momencie <span class="_ _88"></span>zamknięcia <span class="_ _8"></span>księgi <span class="_ _88"></span>popytu <span class="_ _8"></span>a <span class="_ _88"></span>ceną <span class="_ _8"></span>nom<span class="_ _0"></span>inalną <span class="_ _8"></span>ak<span class="_ _0"></span>cji <span class="_ _8"></span>równą <span class="_ _8"></span>0,20 <span class="_ _8"></span>PLN.<span class="_ _8"></span><span class="ff3"> <span class="_ _8"></span>Kwota <span class="_ _8"></span>jest </span></div><div class="t m0 xb7 hb y5fc ff4 fs2 fc0 sc0 ls0 ws0">całkowitą <span class="_ _88"></span>wartością <span class="_ _8"></span>i <span class="_ _88"></span>nie <span class="_ _8"></span>b<span class="_ _0"></span>ędzie <span class="_ _8"></span>ulegać <span class="_ _88"></span>zmianie <span class="_ _88"></span>ze <span class="_ _8"></span>w<span class="_ _0"></span>zględu <span class="_ _8"></span>na <span class="_ _8"></span>f<span class="_ _0"></span>akt, <span class="_ _8"></span>iż <span class="_ _8"></span>ben<span class="_ _0"></span>eficjenci <span class="_ _8"></span>program<span class="_ _0"></span>u <span class="_ _8"></span>nab<span class="_ _0"></span>yli <span class="_ _8"></span>już </div><div class="t m0 xb7 h6 y5fd ff4 fs2 fc0 sc0 ls0 ws0">powyższe akcj<span class="_ _0"></span>e.<span class="ff3"> </span></div><div class="t m0 xb7 h6 y5fe ff4 fs2 fc0 sc0 ls0 ws0">Transakcję <span class="_ _0"></span>sfinalizowan<span class="_ _0"></span><span class="ff3">o 11 <span class="_ _0"></span>stycznia 2<span class="_ _0"></span>013 rok<span class="_ _0"></span>u. W<span class="_ _0"></span> <span class="_ _0"></span>roku <span class="_ _0"></span><span class="ls1">20</span>23 ora<span class="_ _0"></span>z<span class="_ _1"></span> <span class="_ _0"></span>2022 <span class="_ _0"></span>roku <span class="_ _0"></span><span class="ff4">nie zas<span class="_ _0"></span>zły<span class="_ _1"></span> <span class="_ _0"></span>żadne <span class="_ _0"></span>zmiany <span class="_ _0"></span>w </span></span></div><div class="t m0 xb7 h6 y5ff ff3 fs2 fc0 sc0 ls0 ws0">tym zakresie.<span class="_ _0"></span> </div><div class="t m0 xb9 hf y2a1 ff2 fs5 fc0 sc0 ls0 ws0">23.2. <span class="_ _94"> </span><span class="ff1">Świadczenia emerytalne oraz</span> <span class="ff1">inne świadczenia po okresie zatrudnienia</span> </div><div class="t m0 xb7 h6 y600 ff3 fs2 fc0 sc0 ls0 ws0">Jednostki <span class="_ _c0"> </span><span class="ff4">Spółki</span> <span class="_ _c0"> </span><span class="ff4">wypłacają <span class="_ _91"> </span>praco<span class="_ _0"></span>wnikom <span class="_ _91"> </span>przechod<span class="_ _0"></span>zącym  na <span class="_ _91"> </span>em<span class="_ _0"></span>erytur<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _91"> </span>k<span class="_ _0"></span>woty  odpra<span class="_ _0"></span>w  em<span class="_ _0"></span>erytalnych <span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y601 ff4 fs2 fc0 sc0 ls0 ws0">w <span class="_ _8d"> </span>wysok<span class="_ _0"></span>ości <span class="_ _8e"> </span>ok<span class="_ _0"></span>reślonej <span class="_ _8e"> </span>pr<span class="_ _0"></span>zez <span class="_ _8d"> </span>Kodek<span class="_ _0"></span>s <span class="_ _8e"> </span>prac<span class="_ _0"></span>y. <span class="_ _88"> </span>W<span class="_ _8"></span> <span class="_ _8e"> </span>związku <span class="_ _92"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ym <span class="_ _92"> </span>Spółka<span class="ff3"> <span class="_ _8d"> </span>n<span class="_ _0"></span>a <span class="_ _8d"> </span>podstawie <span class="_ _92"> </span>wyceny <span class="_ _92"> </span>zgodnej <span class="_ _0"></span> </span></div><div class="t m0 xb7 h6 y602 ff3 fs2 fc0 sc0 ls0 ws0">z <span class="_ _8e"></span>zasa<span class="_ _0"></span>dami <span class="_ _8e"></span>ak<span class="_ _0"></span>tuarialny<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _8d"></span>t<span class="ff4">wor<span class="_ _0"></span>zy <span class="_ _88"></span>re<span class="_ _0"></span>zerwę <span class="_ _8e"> </span>na <span class="_ _8d"> </span>wartość<span class="_ _0"></span> <span class="_ _8e"> </span>bieżącą <span class="_ _8d"> </span>zobowią<span class="_ _0"></span>zania <span class="_ _8e"> </span>z <span class="_ _8d"> </span>tytułu <span class="_ _8d"> </span>odpra<span class="_ _0"></span>w <span class="_ _8e"> </span>emer<span class="_ _0"></span>y<span class="_ _1"></span>ta<span class="_ _0"></span><span class="ff3 ls11">l-</span></span></div><div class="t m0 xb7 h6 y603 ff3 fs2 fc0 sc0 ls0 ws0">nych. </div><div class="t m0 xb7 h6 y604 ff4 fs2 fc0 sc0 ls0 ws0">Kwotę <span class="_ _0"></span>tej <span class="_ _0"></span>rezer<span class="_ _0"></span>wy ora<span class="_ _0"></span>z <span class="_ _0"></span>uzgodnienie<span class="_ _0"></span> pr<span class="_ _0"></span>zedstawiające <span class="_ _8"></span>z<span class="_ _1"></span>m<span class="_ _0"></span>iany<span class="_ _1"></span> <span class="_ _0"></span>stanu <span class="_ _8"></span>w ciągu <span class="_ _8"></span>okresu obr<span class="_ _0"></span>otowego <span class="_ _0"></span>przedst<span class="_ _8"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xb7 h6 y605 ff3 fs2 fc0 sc0 ls0 ws0">wiono w <span class="ff4">poni<span class="_ _0"></span>ż<span class="_ _1"></span>s<span class="_ _0"></span>zej tabeli:<span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y606 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">33<span class="ls0"> </span></div><div class="c xd0 y607 w76 h11e"><div class="t m1e xaf h11f y608 fff fs3c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony</div><div class="t m1e x1b h11f y609 ffb fs3c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x4d y607 w76 h11e"><div class="t m1e xaf h11f y608 fff fs3c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ońc<span class="_ _1"></span>zony</div><div class="t m1e x1b h11f y609 ffb fs3c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y60a w77 h120"><div class="t m1e xd2 h11f y609 ffb fs3c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _c1"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y60b w77 h121"><div class="t m1e x14 h11f y60c fff fs3c fc0 sc0 ls0 ws0">Na począt<span class="_ _9"></span>ek ok<span class="_ _1"></span>resu na dzi<span class="_ _1"></span>eń 1 st<span class="_ _9"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>nia</div></div><div class="c xd1 y60d w77 h122"><div class="t m1e x31 h11f y60e ffb fs3c fc0 sc0 ls32 ws0">59<span class="_ _63"> </span>49</div></div><div class="c xd1 y60b w77 h121"><div class="t m1e x14 h11f y60f ffb fs3c fc0 sc0 ls0 ws0">Ut<span class="_ _1"></span>wor<span class="_ _0"></span>zeni<span class="_ _1"></span>e rezer<span class="_ _0"></span>wy</div></div><div class="c xd1 y610 w77 h122"><div class="t m1e x9c h11f y60e ffb fs3c fc0 sc0 ls0 ws0">-<span class="_ _c2"> </span><span class="ls32">12</span></div></div><div class="c xd1 y60b w77 h121"><div class="t m1e x14 h11f y611 fff fs3c fc0 sc0 ls0 ws0">Rozwiąz<span class="_ _1"></span>anie rezerw<span class="_ _0"></span>y</div></div><div class="c xd1 y612 w77 h120"><div class="t m1e xd3 h11f y609 ffb fs3c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>22)<span class="_ _47"> </span>(<span class="_ _0"></span>2)</div></div><div class="c xd1 y60b w77 h121"><div class="t m1e x14 h123 y613 ffd fs3c fc0 sc0 ls0 ws0">Ł<span class="_ _0"></span>ącz<span class="_ _1"></span>n<span class="_ _0"></span>e ko<span class="_ _0"></span>szty z tyt<span class="_ _0"></span>u<span class="_ _0"></span>łu<span class="_ _0"></span> św<span class="_ _1"></span>iad<span class="_ _0"></span>czeń n<span class="_ _0"></span>a ko<span class="_ _0"></span>n<span class="_ _0"></span>iec o<span class="_ _0"></span>kresu</div></div><div class="c xd1 y614 w77 h124"><div class="t m1e x31 h123 y615 ffe fs3c fc0 sc0 ls32 ws0">37<span class="_ _63"> </span>59</div></div><div class="c xd1 y616 w78 h125"><div class="t m1e x14 h126 y617 ff4 fs3d fc0 sc0 ls0 ws0">Świa<span class="_ _1"></span>d<span class="_ _1"></span>c<span class="_ _0"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span> e<span class="_ _1"></span>m<span class="_ _0"></span>e<span class="_ _1"></span>ry<span class="_ _1"></span>ta<span class="_ _1"></span>ln<span class="_ _1"></span>e<span class="_ _1"></span> o<span class="_ _1"></span>ra<span class="_ _1"></span>z<span class="_ _0"></span> i<span class="_ _1"></span>nn<span class="_ _1"></span>e<span class="_ _1"></span> świad<span class="_ _1"></span>cz<span class="_ _0"></span>en<span class="_ _1"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>po<span class="_ _1"></span> o<span class="_ _1"></span>k<span class="_ _1"></span>re<span class="_ _1"></span>s<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>z<span class="_ _0"></span>at<span class="_ _1"></span>ru<span class="_ _1"></span>dn<span class="_ _1"></span>i<span class="_ _1"></span>en<span class="_ _1"></span>ia</div></div><div class="t m0 xd4 h6 y618 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 hb y21e ff4 fs2 fc0 sc0 ls0 ws0">Główne <span class="_ _0"></span>założenia <span class="_ _0"></span>przyjęte <span class="_ _0"></span>przez <span class="_ _0"></span>Spółkę <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>bilanso<span class="_ _0"></span>wy do <span class="_ _0"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>lic<span class="_ _0"></span>zenia k<span class="_ _0"></span>woty <span class="_ _0"></span>zobowiązania <span class="_ _8"></span>są <span class="_ _0"></span>nast<span class="_ _0"></span><span class="ls1">ę-</span></div><div class="t m0 xd5 h6 y619 ff4 fs2 fc0 sc0 ls0 ws0">pujące:<span class="ff3"> </span></div><div class="c x80 y61a w79 h127"><div class="t m1f xaf h128 y61b fff fs3e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m1f xa2 h128 y61c ffb fs3e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xd6 y61a w79 h127"><div class="t m1f xaf h128 y61b fff fs3e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m1f xa2 h128 y61c ffb fs3e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y61d w7a h129"><div class="t m1f x14 h128 y61e ffb fs3e fc0 sc0 ls0 ws0">St<span class="_ _9"></span>opa dy<span class="_ _0"></span>skont<span class="_ _9"></span>owa (<span class="_ _0"></span>%<span class="_ _8"></span>)<span class="_ _c3"> </span>5,00%<span class="_ _96"> </span>7,0<span class="_ _0"></span>0%</div><div class="t m1f x14 h128 y61f fff fs3e fc0 sc0 ls0 ws0">W<span class="_ _9"></span>sk<span class="_ _1"></span>aźni<span class="_ _1"></span>k rot<span class="_ _1"></span>ac<span class="_ _1"></span>j<span class="_ _1"></span>i pracownik<span class="_ _1"></span>ów (<span class="_ _0"></span>%<span class="_ _8"></span>)<span class="_ _c4"> </span><span class="ffb">6,00%<span class="_ _96"> </span>1,5<span class="_ _0"></span>0%</span></div><div class="t m1f x14 h128 y620 fff fs3e fc0 sc0 ls0 ws0">Przewidy<span class="_ _0"></span>wana st<span class="_ _9"></span>opa w<span class="_ _0"></span>zrost<span class="_ _9"></span>u wy<span class="_ _0"></span>n<span class="_ _0"></span>agrodzeń (<span class="_ _0"></span>%<span class="_ _8"></span>)<span class="_ _c5"> </span><span class="ffb">3,50%<span class="_ _96"> </span>4,5<span class="_ _0"></span>0%</span></div><div class="t m1f x14 h128 y621 fff fs3e fc0 sc0 ls0 ws0">Praw<span class="_ _0"></span>dopodobieńs<span class="_ _1"></span>t<span class="_ _9"></span>w<span class="_ _0"></span>o zgonu<span class="_ _2a"> </span><span class="ffb">dane GUS<span class="_ _1f"> </span>dane GUS</span></div><div class="t m1f x14 h128 y622 fff fs3e fc0 sc0 ls0 ws0">Praw<span class="_ _0"></span>dopodobieńs<span class="_ _1"></span>t<span class="_ _9"></span>w<span class="_ _0"></span>o pr<span class="_ _0"></span>zej<span class="_ _1"></span>ś<span class="_ _1"></span>ci<span class="_ _1"></span>a na r<span class="_ _0"></span>ent<span class="_ _9"></span>ę inwali<span class="_ _1"></span>dzk<span class="_ _1"></span>ą<span class="_ _c6"> </span><span class="ffb">dane Z<span class="_ _0"></span>US<span class="_ _69"> </span>dane Z<span class="_ _0"></span>US</span></div></div><div class="c xd1 y623 w7b h12a"><div class="t m1f x14 h12b y624 ff4 fs3f fc0 sc0 ls0 ws0">Świa<span class="_ _1"></span>d<span class="_ _1"></span>c<span class="_ _0"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span> e<span class="_ _1"></span>m<span class="_ _0"></span>e<span class="_ _1"></span>ry<span class="_ _1"></span>ta<span class="_ _1"></span>ln<span class="_ _1"></span>e<span class="_ _1"></span> o<span class="_ _1"></span>raz in<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _1"></span> ś<span class="_ _0"></span>wia<span class="_ _1"></span>d<span class="_ _1"></span>c<span class="_ _0"></span>zen<span class="_ _1"></span>ia<span class="_ _1"></span> p<span class="_ _1"></span>o<span class="_ _1"></span> o<span class="_ _1"></span>k<span class="_ _1"></span>resie<span class="_ _1"></span> zatru<span class="_ _1"></span>d<span class="_ _1"></span>ni<span class="_ _1"></span>e<span class="_ _1"></span>ni<span class="_ _1"></span>a</div></div><div class="t m0 xd7 h6 y52d ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y625 ff2 fs4 fc0 sc0 lsd ws0">24.<span class="ls0"> <span class="_ _8c"> </span>Inne akty<span class="_ _1"></span>wa </span></div><div class="c xd0 y626 w7c h12c"><div class="t m20 xaf h12d y627 fff fs40 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m20 xa2 h12d y628 ffb fs40 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c x4d y626 w7d h12c"><div class="t m20 xaf h12d y627 fff fs40 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m20 xa2 h12d y628 ffb fs40 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c xd1 y629 w7e h12e"><div class="t m20 xd2 h12d y62a ffb fs40 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _ad"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y62b w7e h12f"><div class="t m20 x14 h12d y628 fff fs40 fc0 sc0 ls0 ws0">Rozl<span class="_ _1"></span>ic<span class="_ _1"></span>z<span class="_ _1"></span>enia m<span class="_ _9"></span>iędz<span class="_ _1"></span>y<span class="_ _0"></span>okresowe kos<span class="_ _1"></span>z<span class="_ _1"></span>t<span class="_ _1"></span>ów z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu:</div></div><div class="c xd1 y62c w7e h12e"><div class="t m20 x14 h12d y628 ffb fs40 fc0 sc0 ls0 ws0">Ubezpi<span class="_ _1"></span>ecz<span class="_ _1"></span>enia<span class="_ _c7"> </span>1<span class="_ _65"> </span>4</div></div><div class="c xd1 y62d w7e h130"><div class="t m20 x14 h131 y62e ffe fs40 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y62f w7e h12e"><div class="t m20 x37 h131 y630 ffe fs40 fc0 sc0 ls0 ws0">1<span class="_ _65"> </span>4</div></div><div class="c xd1 y631 w7f h132"><div class="t m20 x14 h133 y632 ff4 fs41 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>z<span class="_ _0"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>łe<span class="_ _1"></span> a<span class="_ _1"></span>k<span class="_ _1"></span>ty<span class="_ _1"></span>wa<span class="_ _1"></span> n<span class="_ _1"></span>ie<span class="_ _1"></span>fi<span class="_ _1"></span>n<span class="_ _1"></span>an<span class="_ _1"></span>sowe</div></div><div class="t m0 xd8 h79 y633 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y634 ff2 fs4 fc0 sc0 lsd ws0">25.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Należności z ty<span class="_ _1"></span>tułu dosta<span class="_ _1"></span>w<span class="_ _0"></span> i us<span class="_ _1"></span>ług oraz pozosta<span class="_ _1"></span>łe należności<span class="ff2"> </span></span></span></div><div class="t m0 xd9 he y635 ff1 fs4 fc0 sc0 ls0 ws0">krótkotermino<span class="_ _1"></span>we<span class="ff2"> </span></div><div class="c x94 y636 w80 h134"><div class="t m21 x67 h135 y637 fff fs42 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m21 x43 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xda y636 w80 h134"><div class="t m21 x67 h135 y637 fff fs42 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony</div><div class="t m21 x43 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y639 w81 h136"><div class="t m21 x31 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _56"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y63b fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw<span class="_ _0"></span> i<span class="_ _1"></span> usł<span class="_ _1"></span>ug od jednos<span class="_ _1"></span>t<span class="_ _1"></span>ek<span class="_ _1"></span> pozos<span class="_ _1"></span>t<span class="_ _9"></span>ały<span class="_ _0"></span>c<span class="_ _1"></span>h</div></div><div class="c xba y63c w81 h136"><div class="t m21 xdb h135 y638 ffb fs42 fc0 sc0 ls33 ws0">18<span class="_ _c8"> </span><span class="ls0">3</span></div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y63d fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw<span class="_ _0"></span> i<span class="_ _1"></span> usł<span class="_ _1"></span>ug od jednos<span class="_ _1"></span>t<span class="_ _1"></span>ek<span class="_ _1"></span> powiązany<span class="_ _0"></span>c<span class="_ _1"></span>h</div></div><div class="c xba y63e w81 h136"><div class="t m21 xcd h135 y63f ffb fs42 fc0 sc0 ls0 ws0">2<span class="_ _c8"> </span>2</div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y640 fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw<span class="_ _0"></span> i<span class="_ _1"></span> usł<span class="_ _1"></span>ug od jednos<span class="_ _1"></span>t<span class="_ _1"></span>ek<span class="_ _1"></span> zal<span class="_ _1"></span>eż<span class="_ _1"></span>ny<span class="_ _0"></span>ch</div></div><div class="c xba y641 w81 h136"><div class="t m21 xdc h135 y642 ffb fs42 fc0 sc0 ls33 ws0">306<span class="_ _b4"> </span><span class="ls0">2 967</span></div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y643 fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i od k<span class="_ _1"></span>om<span class="_ _1"></span>ornik<span class="_ _1"></span>ów</div></div><div class="c xba y644 w81 h136"><div class="t m21 x90 h135 y642 ffb fs42 fc0 sc0 ls0 ws0">-<span class="_ _c9"> </span>-</div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y645 fff fs42 fc0 sc0 ls0 ws0">Kauc<span class="_ _1"></span>je z<span class="_ _1"></span>apłac<span class="_ _1"></span>one</div></div><div class="c xba y646 w81 h138"><div class="t m21 x90 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">-<span class="_ _c9"> </span>-</div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y647 fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i od j<span class="_ _1"></span>ednost<span class="_ _9"></span>ek z<span class="_ _1"></span>ależ<span class="_ _1"></span>ny<span class="_ _0"></span>ch</div></div><div class="c xba y648 w81 h138"><div class="t m21 x40 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">1 918<span class="_ _ca"> </span><span class="ls33">64</span></div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y649 fff fs42 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i ogół<span class="_ _1"></span>em<span class="_ _1"></span> (net<span class="_ _1"></span>t<span class="_ _9"></span>o)</div></div><div class="c xba y64a w81 h136"><div class="t m21 x40 h135 y638 ffb fs42 fc0 sc0 ls0 ws0">2 295<span class="_ _b4"> </span>3<span class="_ _0"></span> 036</div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h135 y64b fff fs42 fc0 sc0 ls0 ws0">Odpi<span class="_ _1"></span>s<span class="_ _1"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>z<span class="_ _1"></span>ując<span class="_ _1"></span>y<span class="_ _0"></span> należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i</div></div><div class="c xba y64c w81 h136"><div class="t m21 xdc h135 y638 ffb fs42 fc0 sc0 ls33 ws0">330<span class="_ _b4"> </span><span class="ls0">3 759</span></div></div><div class="c xba y63a w81 h137"><div class="t m21 x14 h139 y64d ffd fs42 fc0 sc0 ls0 ws0">Nale<span class="_ _0"></span>ż<span class="_ _1"></span>n<span class="_ _0"></span>o<span class="_ _0"></span>ści b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o</div></div><div class="c xba y64e w81 h136"><div class="t m21 x40 h139 y64f ffe fs42 fc0 sc0 ls0 ws0">2 625<span class="_ _b4"> </span>6<span class="_ _0"></span> 795</div></div><div class="c xba y650 w82 h13a"><div class="t m21 x14 h13b y651 ff4 fs43 fc0 sc0 ls0 ws0">N<span class="_ _9"></span>al<span class="_ _1"></span>eżno<span class="_ _1"></span>ś<span class="_ _0"></span>ci z ty<span class="_ _1"></span>tu<span class="_ _1"></span>ł<span class="_ _1"></span>u <span class="_ _1"></span>d<span class="_ _1"></span>ostaw <span class="_ _1"></span>i <span class="_ _1"></span>usłu<span class="_ _1"></span>g<span class="_ _1"></span> o<span class="_ _1"></span>raz p<span class="_ _1"></span>ozostał<span class="_ _1"></span>e<span class="_ _1"></span> n<span class="_ _1"></span>a<span class="_ _1"></span>le<span class="_ _1"></span>ż<span class="_ _0"></span>n<span class="_ _1"></span>ośc<span class="_ _0"></span>i <span class="_ _1"></span>- k<span class="_ _1"></span>ró<span class="_ _1"></span>tk<span class="_ _1"></span>o<span class="_ _1"></span>te<span class="_ _1"></span>rm<span class="_ _0"></span>i<span class="_ _1"></span>no<span class="_ _1"></span>we</div></div><div class="t m0 xdd h6 y652 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y653 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>arun<span class="_ _1"></span>ki transak<span class="_ _0"></span>cji z podmiotami <span class="_ _0"></span><span class="ff4">powiązanymi</span> pr<span class="_ _0"></span>zedstawione <span class="ff4">są </span>w noc<span class="_ _0"></span>ie 36. </div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">34<span class="ls0"> </span></div><div class="t m0 xb7 h6 y215 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _89"> </span>z <span class="_ _8d"> </span>racj<span class="_ _0"></span>i <span class="_ _8d"> </span>c<span class="_ _0"></span>harakteru <span class="_ _92"> </span>spółk<span class="_ _0"></span>i<span class="ff3"> <span class="_ _92"> </span>holdingowej<span class="_ _0"></span> <span class="_ _92"> </span>wypracowuje <span class="_ _92"> </span>pr<span class="_ _0"></span>zychody <span class="_ _92"> </span>oraz <span class="_ _92"> </span>pr<span class="_ _0"></span>owadzi <span class="_ _92"> </span>swoje <span class="_ _92"> </span>r<span class="_ _0"></span>ozliczenia </span></div><div class="t m0 xb7 h6 y216 ff4 fs2 fc0 sc0 ls0 ws0">wyłącznie <span class="_ _8"></span>z <span class="_ _8"></span>podmiotam<span class="_ _0"></span>i <span class="_ _8"></span>z <span class="_ _8"></span>Grupy <span class="_ _8"></span>Kapitałowej <span class="_ _8"></span>w <span class="_ _8"></span>związk<span class="_ _0"></span>u <span class="_ _8"></span>z <span class="_ _0"></span>c<span class="_ _0"></span>zym <span class="_ _8"></span>jej <span class="_ _8"></span>należności <span class="_ _8"></span>nie <span class="_ _8"></span>są <span class="_ _8"></span>zagrożone <span class="_ _8"></span>pro<span class="_ _0"></span>bl<span class="_ _8"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xb7 h6 y247 ff3 fs2 fc0 sc0 ls0 ws0">mam<span class="_ _0"></span>i w<span class="_ _1"></span>ind<span class="_ _0"></span>y<span class="_ _1"></span>kac<span class="_ _0"></span>y<span class="_ _1"></span>jn<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span>i. </div><div class="t m0 xb7 h6 y2a9 ff4 fs2 fc0 sc0 ls0 ws0">Poniżej <span class="_ _88"></span>przedsta<span class="_ _0"></span>wiono <span class="_ _8"></span>ana<span class="_ _0"></span>lizę <span class="_ _88"></span>należnośc<span class="_ _0"></span>i <span class="_ _8"></span>z <span class="_ _88"></span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>d<span class="_ _0"></span>ostaw <span class="_ _8"></span>i<span class="_ _0"></span> <span class="_ _8"></span>us<span class="_ _0"></span>ług, <span class="_ _8"></span>k<span class="_ _0"></span>tór<span class="ff3">e <span class="_ _88"></span>na <span class="_ _88"></span></span>dzień <span class="_ _88"></span>31 <span class="_ _88"></span>grudn<span class="_ _0"></span>ia <span class="_ _88"></span><span class="ff3 ls1">20<span class="ls0">23 <span class="_ _88"></span>rok<span class="_ _0"></span>u </span></span></div><div class="t m0 xb7 h6 y2aa ff4 fs2 fc0 sc0 ls0 ws0">oraz na d<span class="_ _0"></span>zień <span class="ff3 ls1">31<span class="ls0"> grud<span class="_ _0"></span>nia 2022 <span class="_ _0"></span>roku </span></span>b<span class="_ _0"></span>yły przeterm<span class="_ _0"></span>inowane, ale nie u<span class="_ _0"></span>znano ich za <span class="_ _0"></span>nieściągalne<span class="_ _0"></span><span class="ff3"> </span>i <span class="_ _0"></span>nie objęto </div><div class="t m0 xb7 h6 y51 ff3 fs2 fc0 sc0 ls0 ws0">odpisem. </div><div class="c xba y654 w83 h13c"><div class="t m22 xde h13d y655 ffb fs44 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xdf y656 w84 h13e"><div class="t m22 x3e h13d y657 ffb fs44 fc0 sc0 ls0 ws0">Nieprzet<span class="_ _9"></span>er<span class="_ _0"></span>-</div><div class="t m22 x47 h13d y658 ffb fs44 fc0 sc0 ls0 ws0">m<span class="_ _9"></span>inowane</div></div><div class="c xba y654 w83 h13c"><div class="t m22 xe0 h13d y659 ffb fs44 fc0 sc0 ls0 ws0">&lt; 30 dni<span class="_ _cb"> </span><span class="fff">30 – 60 dni<span class="_ _95"> </span>60 – 90 dni<span class="_ _cc"> </span>90 – 120 dni<span class="_ _90"> </span>120 – 1<span class="_ _0"></span>50 dni<span class="_ _cd"> </span></span>&gt;150 dni</div></div><div class="c xba y65a w85 h13f"><div class="t m22 x14 h13d y65b fff fs44 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m22 x14 h13d y65c ffb fs44 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xba y654 w83 h13c"><div class="t m22 x10 h13d y65d ffb fs44 fc0 sc0 ls34 ws0">185<span class="_ _85"> </span><span class="ls0">6<span class="_ _4e"> </span>5<span class="_ _1a"> </span>7<span class="_ _ae"> </span>5<span class="_ _3a"> </span>5<span class="_ _bd"> </span>5<span class="_ _2c"> </span></span>152</div></div><div class="c xba y65e w85 h13f"><div class="t m22 x14 h13d y65f fff fs44 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m22 x14 h13d y660 ffb fs44 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xba y654 w83 h13c"><div class="t m22 xe1 h13d y661 ffb fs44 fc0 sc0 ls0 ws0">2 972<span class="_ _b9"> </span><span class="ls34">477<span class="_ _bf"> </span>101<span class="_ _57"> </span>101<span class="_ _ce"> </span>102<span class="_ _37"> </span>38<span class="_ _53"> </span>41<span class="_ _cf"> </span></span>2 112</div></div><div class="c xba y662 w86 h140"><div class="t m22 x14 h141 y658 ff4 fs45 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>ie<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>wan<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="_ _1"></span>na<span class="_ _1"></span>l<span class="_ _1"></span>eżno<span class="_ _1"></span>śc<span class="_ _0"></span>i h<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>dl<span class="_ _1"></span>o<span class="_ _1"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>h</div></div><div class="c xe2 y656 w87 h13e"><div class="t m22 xe3 h13d y658 fff fs44 fc0 sc0 ls0 ws0">Przet<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowane, lec<span class="_ _1"></span>z ś<span class="_ _1"></span>c<span class="_ _1"></span>iągal<span class="_ _1"></span>ne</div></div><div class="t m0 x8f h6 y663 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y664 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y665 ff4 fs2 fc0 sc0 ls0 ws0">Tabela pon<span class="_ _0"></span>iżej pr<span class="_ _0"></span>zedstawia a<span class="_ _0"></span>nalizę <span class="_ _0"></span>pozostałych <span class="_ _0"></span>należności<span class="ff3"> <span class="_ _0"></span></span>krótkoterm<span class="_ _0"></span>inowych, które <span class="_ _0"></span><span class="ff3">na <span class="_ _0"></span></span>dzień<span class="ff3"> 3<span class="lse">1 </span>gru<span class="_ _0"></span>dnia </span></div><div class="t m0 xb7 h6 y666 ff3 fs2 fc0 sc0 ls1 ws0">20<span class="ls0">23 rok<span class="_ _0"></span>u oraz 31 grudnia 2022<span class="_ _0"></span> <span class="ff4">roku były przeterm<span class="_ _0"></span>inowane:</span> </span></div><div class="c xba y667 w88 h142"><div class="t m23 xe4 h143 y668 ffb fs46 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xe5 y669 w89 h144"><div class="t m23 x3e h143 y66a ffb fs46 fc0 sc0 ls0 ws0">Nieprzet<span class="_ _9"></span>er<span class="_ _0"></span>-</div><div class="t m23 x47 h143 y66b ffb fs46 fc0 sc0 ls0 ws0">m<span class="_ _9"></span>inowane</div></div><div class="c xba y667 w88 h142"><div class="t m23 xe6 h143 y66c ffb fs46 fc0 sc0 ls0 ws0">&lt; 30 dni<span class="_ _cb"> </span><span class="fff">30 – 60 d<span class="_ _0"></span>ni<span class="_ _d0"> </span>60 – 90 dni<span class="_ _cc"> </span>90 – 1<span class="_ _0"></span>20 dni<span class="_ _c0"> </span>12<span class="_ _0"></span>0 – 150 dni<span class="_ _cd"> </span></span>&gt;150 dni</div></div><div class="c xba y66d w8a h145"><div class="t m23 x14 h143 y66e fff fs46 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m23 x14 h143 y66f ffb fs46 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xba y66d w88 h145"><div class="t m23 x58 h143 y66f ffb fs46 fc0 sc0 ls0 ws0">2 110<span class="_ _d1"> </span>2 110<span class="_ _bd"> </span>-<span class="_ _3a"> </span>-<span class="_ _85"> </span>-<span class="_ _4e"> </span>-<span class="_ _3e"> </span>-<span class="_ _d2"> </span>-</div></div><div class="c xba y670 w8a h146"><div class="t m23 x14 h143 y671 fff fs46 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m23 x14 h143 y672 ffb fs46 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xba y670 w88 h146"><div class="t m23 xe7 h143 y672 ffb fs46 fc0 sc0 ls35 ws0">64<span class="_ _d3"> </span>64<span class="_ _bd"> </span><span class="ls0">-<span class="_ _3a"> </span>-<span class="_ _85"> </span>-<span class="_ _4e"> </span>-<span class="_ _28"> </span>-<span class="_ _d2"> </span>-</span></div></div><div class="c x9 y669 w8b h144"><div class="t m23 xe8 h143 y66b fff fs46 fc0 sc0 ls0 ws0">Przet<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowane, lec<span class="_ _1"></span>z ś<span class="_ _1"></span>c<span class="_ _1"></span>iągal<span class="_ _1"></span>ne</div></div><div class="c xba y673 w8c h147"><div class="t m23 x14 h148 y66b ff4 fs47 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>ie<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>wan<span class="_ _1"></span>ie<span class="_ _1"></span> <span class="_ _1"></span>po<span class="_ _1"></span>został<span class="_ _1"></span>y<span class="_ _1"></span>ch n<span class="_ _1"></span>a<span class="_ _1"></span>le<span class="_ _1"></span>żno<span class="_ _1"></span>ś<span class="_ _0"></span>ci k<span class="_ _1"></span>ró<span class="_ _1"></span>tk<span class="_ _9"></span>ote<span class="_ _1"></span>rmin<span class="_ _1"></span>o<span class="_ _1"></span>wych</div></div><div class="t m0 xe9 h79 y674 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y675 ff2 fs4 fc0 sc0 lsd ws0">26.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Należności z ty<span class="_ _1"></span>tułu dosta<span class="_ _1"></span>w<span class="_ _0"></span> i us<span class="_ _1"></span>ług oraz pozostałe na<span class="_ _1"></span>leżności –<span class="ff2"> </span></span></span></div><div class="t m0 xd9 he y676 ff1 fs4 fc0 sc0 ls0 ws0">długotermino<span class="_ _1"></span>we<span class="ff2"> </span></div><div class="c xd2 y677 w8d h149"><div class="t m24 xc4 h14a y678 fff fs48 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m24 xea h14a y679 ffb fs48 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xeb y677 w8e h149"><div class="t m24 x47 h14a y678 fff fs48 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń 31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m24 xec h14a y679 ffb fs48 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div></div><div class="c xba y67a w8f h14b"><div class="t m24 x14 h14a y67b fff fs48 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u pr<span class="_ _0"></span>z<span class="_ _1"></span>ejęc<span class="_ _1"></span>ia wi<span class="_ _1"></span>er<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>el<span class="_ _1"></span>nośc<span class="_ _1"></span>i</div></div><div class="c xba y67c w8f h14c"><div class="t m24 xed h14a y67d ffb fs48 fc0 sc0 ls36 ws0">75 285<span class="_ _d4"> </span>77 664</div></div><div class="c xba y67a w8f h14b"><div class="t m24 x14 h14a y67e fff fs48 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i ogół<span class="_ _1"></span>em<span class="_ _9"></span> (<span class="_ _0"></span>net<span class="_ _1"></span>t<span class="_ _9"></span>o)</div></div><div class="c xba y67f w8f h14c"><div class="t m24 xed h14a y679 ffb fs48 fc0 sc0 ls36 ws0">75 285<span class="_ _d4"> </span>77 664</div></div><div class="c xba y67a w8f h14b"><div class="t m24 x14 h14a y680 fff fs48 fc0 sc0 ls0 ws0">Odpi<span class="_ _1"></span>s<span class="_ _1"></span> akt<span class="_ _9"></span>uali<span class="_ _1"></span>z<span class="_ _1"></span>ując<span class="_ _1"></span>y<span class="_ _0"></span> należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i</div></div><div class="c xba y681 w8f h14c"><div class="t m24 xee h14a y67d ffb fs48 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>14 631)<span class="_ _d5"> </span>-</div></div><div class="c xba y67a w8f h14b"><div class="t m24 x14 h14d y682 ffd fs48 fc0 sc0 ls0 ws0">Należno<span class="_ _0"></span>ści b<span class="_ _0"></span>rut<span class="_ _0"></span>t<span class="_ _0"></span>o</div></div><div class="c xba y683 w8f h14c"><div class="t m24 xed h14d y684 ffe fs48 fc0 sc0 ls36 ws0">60 654<span class="_ _d4"> </span>77 664</div></div><div class="c xba y685 w90 h14e"><div class="t m24 x14 h14f y686 ff4 fs49 fc0 sc0 ls0 ws0">N<span class="_ _9"></span>ale<span class="_ _1"></span>żno<span class="_ _1"></span>ś<span class="_ _0"></span>ci z ty<span class="_ _1"></span>tu<span class="_ _1"></span>ł<span class="_ _1"></span>u <span class="_ _1"></span>do<span class="_ _1"></span>staw i<span class="_ _1"></span> u<span class="_ _1"></span>słu<span class="_ _1"></span>g <span class="_ _1"></span>ora<span class="_ _1"></span>z po<span class="_ _1"></span>zos<span class="_ _0"></span>ta<span class="_ _1"></span>ł<span class="_ _1"></span>e <span class="_ _1"></span>na<span class="_ _1"></span>l<span class="_ _1"></span>eżno<span class="_ _1"></span>śc<span class="_ _0"></span>i - <span class="_ _1"></span>dł<span class="_ _1"></span>u<span class="_ _1"></span>go<span class="_ _1"></span>te<span class="_ _1"></span>rmin<span class="_ _1"></span>owe</div></div><div class="t m0 x38 h3b y687 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y688 ff4 fs2 fc0 sc0 ls0 ws0">Należności <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _8e"> </span>um<span class="_ _0"></span>ów <span class="_ _8e"> </span>przejęcia <span class="_ _8e"> </span>wynikaj<span class="_ _0"></span>ą <span class="_ _88"></span>z <span class="_ _8e"> </span>umów <span class="_ _8e"> </span>zawart<span class="_ _0"></span>ych <span class="_ _88"></span>pom<span class="_ _0"></span>iędzy <span class="_ _88"> </span>Spó<span class="_ _0"></span>łką <span class="_ _8e"> </span>a <span class="_ _8e"> </span>jednostkam<span class="_ _0"></span>i <span class="_ _88"></span>zal<span class="_ _0"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xb7 h6 y689 ff3 fs2 fc0 sc0 ls0 ws0">znymi. W<span class="_ _0"></span> <span class="_ _0"></span>wyniku <span class="_ _0"></span><span class="ff4">porządk<span class="_ _0"></span>owania <span class="_ _0"></span>wzajemnych <span class="_ _0"></span>rozliczeń <span class="_ _0"></span>w <span class="_ _0"></span>Grupie <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>Czerwona<span class="_ _0"></span> T<span class="_ _0"></span>orebka. <span class="_ _0"></span>Spółka </span></div><div class="t m0 xb7 h6 y68a ff4 fs2 fc0 sc0 ls0 ws0">akcyjna <span class="_ _88"></span>przejęła <span class="_ _88"></span>c<span class="_ _0"></span>z<span class="_ _1"></span>ęść <span class="_ _88"> </span>wie<span class="_ _0"></span>rzytelności <span class="_ _88"></span>pomiędzy <span class="_ _88"></span>spółkam<span class="_ _0"></span>i <span class="_ _88"></span>z <span class="_ _8"></span>Grup<span class="_ _0"></span>y.<span class="_ _0"></span><span class="ff3"> <span class="_ _8"></span></span>Z<span class="_ _0"></span> <span class="_ _8"></span>tego <span class="_ _88"></span>t<span class="_ _0"></span>ytułu <span class="_ _88"></span>powstały <span class="_ _88"></span>nal<span class="_ _0"></span><span class="ff3">e</span>żności <span class="_ _88"></span>w </div><div class="t m0 xb7 h6 y68b ff4 fs2 fc0 sc0 ls0 ws0">nocie <span class="_ _0"></span>jak <span class="_ _0"></span>wyżej<span class="ff3"> <span class="_ _0"></span></span>z <span class="_ _0"></span>terminem <span class="_ _0"></span>płatności <span class="_ _0"></span>w <span class="_ _0"></span>latach <span class="_ _0"></span>2030<span class="ff3">-<span class="_ _0"></span>2032. </span>Z<span class="_ _0"></span>arząd <span class="_ _0"></span>Spółki <span class="_ _0"></span>na b<span class="_ _0"></span>ieżąco <span class="_ _0"></span>monitoruje <span class="_ _0"></span><span class="ff3">s<span class="_ _0"></span>ytuacje <span class="_ _0"></span>i </span></div><div class="t m0 xb7 h6 y68c ff4 fs2 fc0 sc0 ls0 ws0">stan <span class="_ _8d"> </span>należności <span class="_ _8d"> </span>dlatego <span class="_ _92"> </span><span class="ff3">nie <span class="_ _8d"> </span>ident<span class="_ _0"></span>y<span class="_ _1"></span>fikuj<span class="_ _0"></span>e <span class="_ _8e"></span>r<span class="_ _0"></span>yzy<span class="_ _1"></span>ka <span class="_ _8d"> </span>k<span class="_ _0"></span>redytowego <span class="_ _8d"> </span>zgodnie <span class="_ _8d"> </span>z <span class="_ _8d"> </span>MSSF <span class="_ _8d"> </span>9.<span class="_ _0"></span> <span class="_ _8e"></span>W<span class="_ _0"></span> <span class="_ _8d"> </span><span class="ff4">r<span class="_ _0"></span>oku <span class="_ _8e"> </span>2023 <span class="_ _8d"> </span>Spółka </span></span></div><div class="t m0 xb7 hb y68d ff4 fs2 fc0 sc0 ls0 ws0">dokonała c<span class="_ _0"></span>zęściowego odpis<span class="_ _0"></span>u należności <span class="_ _0"></span>długoterminow<span class="_ _0"></span>y<span class="_ _1"></span>ch o<span class="_ _0"></span>d podm<span class="_ _0"></span>iotów z Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _0"></span>w kwocie<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y1be ff3 fs2 fc0 sc0 ls1 ws0">14.<span class="ls0">631 <span class="_ _0"></span><span class="ff4">tys. <span class="_ _0"></span>PLN <span class="_ _0"></span>w pr<span class="_ _0"></span>zypadku <span class="_ _0"></span>spółek <span class="_ _0"></span>posiadających uj<span class="_ _0"></span>emne k<span class="_ _0"></span>apitały własn<span class="_ _0"></span>e i <span class="_ _8"></span></span>nie <span class="_ _0"></span><span class="ff4">prowadząc<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>aktualnie </span></span></div><div class="t m0 xb7 h6 y68e ff4 fs2 fc0 sc0 ls0 ws0">projektów dewelopers<span class="_ _0"></span>kich. <span class="ff3">  </span></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">35<span class="ls0"> </span></div><div class="t m0 xb8 he y128 ff2 fs4 fc0 sc0 lsd ws0">27.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Środki pienię<span class="_ _1"></span>żne i ich ek<span class="_ _1"></span>wiw<span class="_ _0"></span>al<span class="_ _1"></span>enty<span class="ff2"> </span></span></span></div><div class="t m0 xb7 hb y198 ff4 fs2 fc0 sc0 ls0 ws0">Środki <span class="_ _88"></span>pieni<span class="_ _0"></span>ężne <span class="_ _88"></span>w <span class="_ _88"> </span>b<span class="_ _0"></span>anku <span class="_ _88"> </span>s<span class="_ _0"></span>ą <span class="_ _88"></span>oprocentowane <span class="_ _8e"> </span>według<span class="_ _0"></span> <span class="_ _88"></span>zmiennych <span class="_ _88"> </span>s<span class="_ _0"></span>tóp <span class="_ _88"></span>procen<span class="_ _0"></span>towych, <span class="_ _88"></span>k<span class="_ _0"></span>tóry<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _88"></span>wysokość </div><div class="t m0 xb7 h6 y199 ff4 fs2 fc0 sc0 ls0 ws0">zależy <span class="_ _0"></span>od <span class="_ _0"></span>stop<span class="_ _0"></span>y o<span class="_ _0"></span>procentowania <span class="_ _0"></span>je<span class="_ _0"></span>dnodniowych <span class="_ _0"></span>lok<span class="_ _0"></span>at ba<span class="_ _0"></span>nkowych. <span class="_ _0"></span>Lokat<span class="_ _0"></span>y k<span class="_ _0"></span>rótkoterm<span class="_ _0"></span>inow<span class="_ _1"></span>e <span class="_ _0"></span>są<span class="_ _0"></span> <span class="_ _0"></span>dokonyw<span class="_ _0"></span><span class="ff3 lse">a-</span></div><div class="t m0 xb7 h6 y68f ff4 fs2 fc0 sc0 ls0 ws0">ne <span class="_ _0"></span>na <span class="_ _0"></span>różne <span class="_ _0"></span>ok<span class="_ _0"></span>resy, <span class="_ _0"></span>od <span class="_ _0"></span>jednego <span class="_ _0"></span>dnia<span class="_ _0"></span> d<span class="_ _8"></span>o jedneg<span class="_ _0"></span>o m<span class="_ _0"></span>iesiąca, <span class="_ _0"></span>w<span class="_ _0"></span><span class="ff3"> </span>zależności <span class="_ _0"></span>od <span class="_ _0"></span>ak<span class="_ _0"></span>tualnego <span class="_ _0"></span>zapotrzebowan<span class="_ _0"></span>ia </div><div class="t m0 xb7 h6 y690 ff4 fs2 fc0 sc0 ls0 ws0">Spółki na środk<span class="_ _0"></span>i pieniężne i są oprocento<span class="_ _0"></span>wane według ustalon<span class="_ _0"></span>y<span class="_ _1"></span>ch dl<span class="_ _0"></span>a nich stóp procento<span class="_ _0"></span>wych. <span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 hb y21a ff4 fs2 fc0 sc0 ls0 ws0">Dla <span class="_ _88"></span>c<span class="_ _0"></span>elów <span class="_ _88"></span>spra<span class="_ _0"></span>wozdania <span class="_ _8e"> </span>z <span class="_ _8e"> </span>przepływów <span class="_ _8e"> </span>pien<span class="_ _0"></span>iężnych <span class="_ _88"></span>ś<span class="_ _0"></span>rodki <span class="_ _88"></span>pienię<span class="_ _0"></span>żne <span class="_ _88"></span>i <span class="_ _8e"> </span>ich <span class="_ _8e"> </span>ekwiwalent<span class="_ _0"></span>y <span class="_ _88"></span>obejm<span class="_ _0"></span>ują <span class="_ _88"></span>środk<span class="_ _0"></span>i </div><div class="t m0 xb7 h6 y552 ff3 fs2 fc0 sc0 ls0 ws0">p<span class="ff4">ieniężne w kasie <span class="_ _0"></span>i na rachunkach bank<span class="_ _0"></span>owy<span class="_ _1"></span>c<span class="_ _0"></span>h.<span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y691 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y692 ff2 fs5 fc0 sc0 ls0 ws0">27.1. <span class="_ _94"> </span><span class="ff1">Struktura <span class="_ _91"> </span>środkó<span class="_ _1"></span>w <span class="_ _91"> </span>pieniężnych <span class="_ _8f"> </span>do <span class="_ _91"> </span>sprawozdania <span class="_ _91"> </span>z <span class="_ _8f"> </span>przepływów <span class="_ _91"> </span>pienięż-</span></div><div class="t m0 xef hf y693 ff2 fs5 fc0 sc0 ls0 ws0">nych </div><div class="t m0 xb7 h6 y694 ff4 fs2 fc0 sc0 ls0 ws0">Saldo <span class="_ _92"> </span>środków <span class="_ _92"> </span>pieni<span class="_ _0"></span>ężnych <span class="_ _8d"> </span>i<span class="_ _0"></span> <span class="_ _8d"> </span>ich <span class="_ _92"> </span>ek<span class="_ _0"></span>wiwalentów <span class="_ _92"> </span>wyka<span class="_ _0"></span>zane <span class="_ _8d"> </span>w <span class="_ _8f"> </span><span class="ff3">sprawo<span class="_ _0"></span>zdaniu <span class="_ _92"> </span>z <span class="_ _92"> </span></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>epł<span class="_ _0"></span>ywów <span class="_ _8d"> </span>pienię<span class="_ _0"></span>żnych </div><div class="t m0 xb7 h6 y695 ff4 fs2 fc0 sc0 ls0 ws0">składało się z następując<span class="_ _0"></span>ych pozycji:<span class="_ _0"></span><span class="ff3"> </span></div><div class="c xf0 y696 w91 h150"><div class="t m25 x5d h151 y697 fff fs4a fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m25 x95 h151 y698 ffb fs4a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c xf1 y696 w91 h150"><div class="t m25 x5d h151 y697 fff fs4a fc0 sc0 ls0 ws0">O<span class="_ _1"></span>kres z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony</div><div class="t m25 x95 h151 y698 ffb fs4a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c xd1 y699 w92 h152"><div class="t m25 x94 h151 y69a ffb fs4a fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _18"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y69b w92 h153"><div class="t m25 x14 h151 y69c fff fs4a fc0 sc0 ls0 ws0">Środki<span class="_ _1"></span> pieni<span class="_ _1"></span>ęż<span class="_ _1"></span>ne w ban<span class="_ _0"></span>k<span class="_ _1"></span>u i w k<span class="_ _1"></span>asi<span class="_ _1"></span>e</div></div><div class="c xd1 y69d w92 h152"><div class="t m25 x2b h151 y69a ffb fs4a fc0 sc0 ls37 ws0">19<span class="_ _d6"> </span><span class="ls0">1</span></div></div><div class="c xd1 y69b w92 h153"><div class="t m25 x14 h151 y69e fff fs4a fc0 sc0 ls0 ws0">Lokat<span class="_ _5"></span>y<span class="_ _8"></span> k<span class="_ _1"></span>rót<span class="_ _1"></span>k<span class="_ _1"></span>ot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe</div></div><div class="c xd1 y69f w92 h152"><div class="t m25 xf2 h151 y698 ffb fs4a fc0 sc0 ls0 ws0">-<span class="_ _b1"> </span>-</div></div><div class="c xd1 y69b w92 h153"><div class="t m25 x14 h154 y6a0 ffe fs4a fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y6a1 w92 h152"><div class="t m25 x2b h154 y6a2 ffe fs4a fc0 sc0 ls37 ws0">19<span class="_ _d6"> </span><span class="ls0">1</span></div></div><div class="c xd1 y6a3 w93 h155"><div class="t m25 x14 h156 y6a4 ff4 fs4b fc0 sc0 ls0 ws0">Śro<span class="_ _1"></span>d<span class="_ _1"></span>k<span class="_ _1"></span>i <span class="_ _1"></span>pi<span class="_ _1"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>ię<span class="_ _1"></span>żne<span class="_ _1"></span> i<span class="_ _1"></span> i<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _1"></span> e<span class="_ _1"></span>k<span class="_ _1"></span>wi<span class="_ _1"></span>wal<span class="_ _1"></span>e<span class="_ _1"></span>nt<span class="_ _1"></span>y</div></div><div class="t m0 x93 h79 y6a5 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y6a6 ff2 fs5 fc0 sc0 ls0 ws0">27.2. <span class="_ _94"> </span><span class="ff1">Przyczyny <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>stępowania <span class="_ _8"></span>różnic <span class="_ _88"></span>pomiędzy <span class="_ _8"></span>zmianami <span class="_ _88"></span>niektórych <span class="_ _8"></span>poz<span class="_ _0"></span>y<span class="_ _1"></span>cji <span class="_ _8"></span>w </span></div><div class="t m0 xef hf y6a7 ff2 fs5 fc0 sc0 ls0 ws0">sprawozdaniu <span class="_ _8"></span>z <span class="_ _88"></span>sytuac<span class="_ _0"></span><span class="ff1">ji <span class="_ _8"></span>finansowej <span class="_ _88"></span>oraz <span class="_ _8"></span>zmianami <span class="_ _8"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>nikając<span class="_ _0"></span>ymi <span class="_ _8"></span>ze <span class="_ _8"></span>s<span class="_ _0"></span>pr<span class="ff2 ls6">a-</span></span></div><div class="t m0 xef hf y6a8 ff1 fs5 fc0 sc0 ls0 ws0">wozdania z przepływów pieniężnych<span class="ff2"> </span></div><div class="t m0 xf3 h6 y6a9 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf3 h6 y6aa ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x94 y6ab w80 h157"><div class="t m26 x67 h158 y6ac fff fs4c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m26 x43 h158 y6ad ffb fs4c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xda y6ab w80 h157"><div class="t m26 x67 h158 y6ac fff fs4c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m26 x43 h158 y6ad ffb fs4c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y6ae w81 h159"><div class="t m26 x31 h158 y6ad ffb fs4c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _56"> </span>(<span class="_ _0"></span>badan<span class="_ _0"></span>e)</div></div><div class="c xba y6af w81 h15a"><div class="t m26 x14 h158 y6b0 fff fs4c fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>lans<span class="_ _1"></span>owa zm<span class="_ _9"></span>iana st<span class="_ _5"></span>a<span class="_ _0"></span>nu z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązań</div></div><div class="c xba y6b1 w81 h15b"><div class="t m26 x75 h158 y6ad ffb fs4c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>6 739)<span class="_ _7e"> </span>1 268</div></div><div class="c xba y6b2 w81 h15b"><div class="t m26 x14 h158 y6ad fff fs4c fc0 sc0 ls0 ws0"> -<span class="_ _0"></span> odset<span class="_ _9"></span>k<span class="_ _1"></span>i z<span class="_ _1"></span>apłac<span class="_ _1"></span>one pr<span class="_ _0"></span>zez<span class="_ _1"></span> 11CT<span class="_ _d7"> </span><span class="ffb">(<span class="_ _0"></span>20)<span class="_ _63"> </span>(2<span class="_ _0"></span>1)</span></div></div><div class="c xba y6b3 w81 h15b"><div class="t m26 x14 h158 y6ad ffb fs4c fc0 sc0 ls0 ws0"> -<span class="_ _0"></span> por<span class="_ _0"></span>ozum<span class="_ _9"></span>i<span class="_ _1"></span>enie weks<span class="_ _1"></span>lowe<span class="_ _d8"> </span>-<span class="_ _63"> </span>(17<span class="_ _0"></span>)</div></div><div class="c xba y6b4 w81 h15b"><div class="t m26 x14 h158 y6ad fff fs4c fc0 sc0 ls0 ws0"> -<span class="_ _0"></span> z<span class="_ _1"></span>akup wkł<span class="_ _1"></span>adu kom<span class="_ _9"></span>plem<span class="_ _9"></span>et<span class="_ _1"></span>arius<span class="_ _1"></span>za w Pr<span class="_ _0"></span>om<span class="_ _9"></span>ka Sp. z<span class="_ _1"></span> o.o. Sp. k.<span class="_ _11"> </span><span class="ffb">-<span class="_ _d9"> </span>(<span class="_ _0"></span>15)</span></div></div><div class="c xba y6b5 w81 h15b"><div class="t m26 x14 h158 y6ad fff fs4c fc0 sc0 ls0 ws0">-<span class="_ _0"></span> s<span class="_ _1"></span>pr<span class="_ _0"></span>zedaż<span class="_ _1"></span> wier<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>el<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _da"> </span><span class="ffb">1 110<span class="_ _c9"> </span>-</span></div></div><div class="c xba y6b6 w81 h15b"><div class="t m26 x14 h158 y6ad fff fs4c fc0 sc0 ls0 ws0">-<span class="_ _0"></span> s<span class="_ _1"></span>pis<span class="_ _1"></span>ane odset<span class="_ _9"></span>ki<span class="_ _1"></span> od zobowiąz<span class="_ _1"></span>ań<span class="_ _db"> </span><span class="ffb">1 633<span class="_ _c9"> </span>-</span></div></div><div class="c xba y6b7 w81 h15b"><div class="t m26 x14 h158 y6ad fff fs4c fc0 sc0 ls0 ws0">-<span class="_ _0"></span> nali<span class="_ _1"></span>c<span class="_ _1"></span>zone ods<span class="_ _1"></span>et<span class="_ _9"></span>ki<span class="_ _1"></span> od zobowiązań<span class="_ _dc"> </span><span class="ffb">(<span class="_ _0"></span>377)<span class="_ _dd"> </span>-</span></div></div><div class="c xba y6af w81 h15a"><div class="t m26 x14 h15c y6b8 ffe fs4c fc0 sc0 ls0 ws0">Po k<span class="_ _0"></span>orekt<span class="_ _0"></span>ach</div></div><div class="c xba y6b9 w81 h15b"><div class="t m26 x75 h15c y6ba ffe fs4c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>4 393)<span class="_ _7e"> </span>1 215</div></div><div class="c xba y6bb w82 h15d"><div class="t m26 x14 h15e y6bc ff4 fs4d fc0 sc0 ls0 ws0">Prz<span class="_ _0"></span>y<span class="_ _1"></span>cz<span class="_ _0"></span>yn<span class="_ _1"></span>y<span class="_ _1"></span> wy<span class="_ _1"></span>stęp<span class="_ _1"></span>o<span class="_ _1"></span>wan<span class="_ _1"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>różni<span class="_ _1"></span>c<span class="_ _0"></span> p<span class="_ _1"></span>o<span class="_ _1"></span>m<span class="_ _0"></span>i<span class="_ _1"></span>ęd<span class="_ _1"></span>zy <span class="_ _1"></span>z<span class="_ _0"></span>m<span class="_ _0"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>a<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _1"></span>ni<span class="_ _1"></span>e<span class="_ _1"></span>k<span class="_ _1"></span>tó<span class="_ _1"></span>ry<span class="_ _1"></span>c<span class="_ _0"></span>h<span class="_ _1"></span> p<span class="_ _1"></span>o<span class="_ _1"></span>z<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>ji<span class="_ _1"></span> w <span class="_ _1"></span>s<span class="_ _0"></span>pra<span class="_ _1"></span>wo<span class="_ _1"></span>z<span class="_ _0"></span>da<span class="_ _1"></span>n<span class="_ _1"></span>i<span class="_ _1"></span>u <span class="_ _1"></span>z<span class="_ _0"></span> </div><div class="t m26 x14 h15e y6bd ff4 fs4d fc0 sc0 ls0 ws0">s<span class="_ _0"></span>y<span class="_ _1"></span>tu<span class="_ _1"></span>a<span class="_ _1"></span>c<span class="_ _0"></span>j<span class="_ _1"></span>i <span class="_ _1"></span>fi<span class="_ _1"></span>na<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>o<span class="_ _1"></span>wej<span class="_ _1"></span> o<span class="_ _1"></span>raz zm<span class="_ _0"></span>ia<span class="_ _1"></span>na<span class="_ _1"></span>mi wy<span class="_ _1"></span>n<span class="_ _1"></span>ik<span class="_ _1"></span>a<span class="_ _1"></span>j<span class="_ _1"></span>ącymi <span class="_ _1"></span>z<span class="_ _0"></span>e <span class="_ _1"></span>s<span class="_ _0"></span>p<span class="_ _1"></span>rawo<span class="_ _1"></span>z<span class="_ _0"></span>d<span class="_ _1"></span>an<span class="_ _1"></span>i<span class="_ _1"></span>a<span class="_ _1"></span> z<span class="_ _0"></span> p<span class="_ _1"></span>rzep<span class="_ _1"></span>ły<span class="_ _1"></span>wó<span class="_ _1"></span>w p<span class="_ _1"></span>ie<span class="_ _1"></span>n<span class="_ _1"></span>ię<span class="_ _1"></span>żny<span class="_ _1"></span>c<span class="_ _0"></span>h</div></div><div class="t m0 xdd h3b y2a0 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x9f y6be w94 h15f"><div class="t m27 x67 h160 y6bf fff fs4e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m27 x43 h160 y6c0 ffb fs4e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c x84 y6be w94 h15f"><div class="t m27 x67 h160 y6bf fff fs4e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>z<span class="_ _1"></span>ony<span class="_ _0"></span> </div><div class="t m27 x43 h160 y6c0 ffb fs4e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c xd1 y6c1 w95 h161"><div class="t m27 x37 h160 y6c0 ffb fs4e fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _56"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y6c2 w95 h162"><div class="t m27 x14 h160 y6c3 fff fs4e fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>l<span class="_ _1"></span>ansowa zm<span class="_ _9"></span>i<span class="_ _1"></span>ana st<span class="_ _9"></span>anu należ<span class="_ _1"></span>noś<span class="_ _1"></span>ci</div></div><div class="c xd1 y6c4 w95 h161"><div class="t m27 xac h160 y6c0 ffb fs4e fc0 sc0 ls38 ws0">11 840<span class="_ _3f"> </span><span class="ls0">(<span class="_ _0"></span>1 482)</span></div></div><div class="c xd1 y6c2 w95 h162"><div class="t m27 x14 h160 y6c5 ffb fs4e fc0 sc0 ls0 ws0">-<span class="_ _0"></span> porozum<span class="_ _9"></span>ieni<span class="_ _1"></span>e weks<span class="_ _1"></span>lowe</div></div><div class="c xd1 y6c6 w95 h161"><div class="t m27 x21 h160 y6c0 ffb fs4e fc0 sc0 ls0 ws0">-<span class="_ _dd"> </span>-</div></div><div class="c xd1 y6c2 w95 h162"><div class="t m27 x14 h160 y6c7 fff fs4e fc0 sc0 ls0 ws0">-<span class="_ _0"></span> s<span class="_ _1"></span>pr<span class="_ _0"></span>z<span class="_ _1"></span>edaż Cer<span class="_ _0"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>f<span class="_ _1"></span>i<span class="_ _1"></span>k<span class="_ _1"></span>at<span class="_ _1"></span>ów Inwest<span class="_ _9"></span>y<span class="_ _0"></span>cy<span class="_ _0"></span>j<span class="_ _1"></span>ny<span class="_ _0"></span>ch FIZ<span class="_ _0"></span> i wkł<span class="_ _1"></span>adów kom<span class="_ _9"></span>plem<span class="_ _9"></span>ent<span class="_ _9"></span>ar<span class="_ _0"></span>ius<span class="_ _1"></span>z<span class="_ _1"></span>a</div></div><div class="c xd1 y6c8 w95 h161"><div class="t m27 x21 h160 y6c9 ffb fs4e fc0 sc0 ls0 ws0">-<span class="_ _dd"> </span>-</div></div><div class="c xd1 y6c2 w95 h162"><div class="t m27 x14 h163 y6ca ffe fs4e fc0 sc0 ls0 ws0">Po ko<span class="_ _0"></span>rekt<span class="_ _0"></span>ach</div></div><div class="c xd1 y6cb w95 h161"><div class="t m27 xac h163 y6cc ffe fs4e fc0 sc0 ls38 ws0">11 840<span class="_ _3f"> </span><span class="ls0">(<span class="_ _0"></span>1 482)</span></div></div><div class="t m0 x99 hf y6cd ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">36<span class="ls0"> </span></div><div class="t m0 xd5 hf y315 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="c x6d y6ce w96 h164"><div class="t m28 x5d h165 y6cf fff fs4f fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony </div><div class="t m28 x43 h165 y6d0 ffb fs4f fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xf4 y6ce w96 h164"><div class="t m28 x5d h165 y6cf fff fs4f fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony </div><div class="t m28 x43 h165 y6d0 ffb fs4f fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y6d1 w97 h166"><div class="t m28 xcc h165 y6d2 ffb fs4f fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _3e"> </span>(ba<span class="_ _0"></span>dane)</div></div><div class="c xd1 y6d3 w97 h167"><div class="t m28 x14 h165 y6d4 ffb fs4f fc0 sc0 ls0 ws0">Bi<span class="_ _1"></span>l<span class="_ _1"></span>ansowa zm<span class="_ _9"></span>iana s<span class="_ _1"></span>t<span class="_ _9"></span>anu inne ak<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>wa</div></div><div class="c xd1 y6d5 w97 h168"><div class="t m28 xcd h165 y6d6 ffb fs4f fc0 sc0 ls39 ws0">437<span class="_ _c2"> </span><span class="ls0">(<span class="_ _0"></span>93)</span></div></div><div class="c xd1 y6d3 w97 h167"><div class="t m28 x14 h165 y6d7 ffb fs4f fc0 sc0 ls0 ws0">-<span class="_ _0"></span> odr<span class="_ _0"></span>oc<span class="_ _1"></span>zony<span class="_ _0"></span> podat<span class="_ _9"></span>ek doc<span class="_ _1"></span>hodow<span class="_ _0"></span>y</div></div><div class="c xd1 y6d8 w97 h166"><div class="t m28 x91 h165 y6d0 ffb fs4f fc0 sc0 ls0 ws0">(<span class="_ _0"></span>434)<span class="_ _a2"> </span><span class="ls39">90</span></div></div><div class="c xd1 y6d3 w97 h167"><div class="t m28 x14 h165 y6d9 fff fs4f fc0 sc0 ls0 ws0">-<span class="_ _0"></span> ro<span class="_ _0"></span>z<span class="_ _1"></span>li<span class="_ _1"></span>c<span class="_ _1"></span>z<span class="_ _1"></span>enia m<span class="_ _9"></span>iędz<span class="_ _1"></span>y<span class="_ _0"></span>okresowe kos<span class="_ _1"></span>z<span class="_ _1"></span>t<span class="_ _9"></span>ó<span class="_ _0"></span>w f<span class="_ _9"></span>inansowy<span class="_ _0"></span>ch</div></div><div class="c xd1 y6da w97 h166"><div class="t m28 xcd h165 y6d6 ffb fs4f fc0 sc0 ls39 ws0">471<span class="_ _d4"> </span>471</div></div><div class="c xd1 y6d3 w97 h167"><div class="t m28 x14 h165 y6db ffb fs4f fc0 sc0 ls0 ws0">-<span class="_ _0"></span> i<span class="_ _1"></span>nne</div></div><div class="c xd1 y6dc w97 h168"><div class="t m28 x8c h165 y6d6 ffb fs4f fc0 sc0 ls0 ws0">(<span class="_ _0"></span>3)<span class="_ _c9"> </span>3</div></div><div class="c xd1 y6d3 w97 h167"><div class="t m28 x14 h169 y6dd ffe fs4f fc0 sc0 ls0 ws0">Po ko<span class="_ _0"></span>rekt<span class="_ _0"></span>ach</div></div><div class="c xd1 y6de w97 h166"><div class="t m28 xcd h169 y6df ffe fs4f fc0 sc0 ls39 ws0">471<span class="_ _d4"> </span>471</div></div><div class="t m0 xf5 hf y6e0 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y28 ff2 fs4 fc0 sc0 lsd ws0">28.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Kapitał pod<span class="_ _1"></span>stawow<span class="_ _0"></span>y<span class="_ _1"></span> i kapitały<span class="_ _1"></span> zapaso<span class="_ _1"></span>we<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb9 hf y6e1 ff2 fs5 fc0 sc0 ls0 ws0">28.1. <span class="_ _94"> </span><span class="ff1">Kapitał </span>podstawow<span class="_ _0"></span>y<span class="_ _1"></span> </div><div class="t m0 xb7 h6 y6e2 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> ro<span class="_ _1"></span>k<span class="_ _0"></span>u 2023 <span class="ff4">nie doszło do żadnych <span class="_ _0"></span>z<span class="_ _1"></span>m<span class="_ _0"></span>ian w odniesieniu do k<span class="_ _0"></span>apitału podstawowego Spó<span class="_ _0"></span>łki.<span class="_ _0"></span><span class="ff3">  </span></span></div><div class="c x8a y6e3 w98 h16a"><div class="t m29 xf6 h16b y6e4 fff fs50 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m29 x95 h16b y6e5 ffb fs50 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m29 xf7 h16b y6e6 fff fs50 fc0 sc0 ls0 ws0">Iloś<span class="_ _1"></span>ć</div></div><div class="c xf8 y6e3 w98 h16a"><div class="t m29 xf6 h16b y6e4 fff fs50 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m29 x95 h16b y6e5 ffb fs50 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m29 xf7 h16b y6e6 fff fs50 fc0 sc0 ls0 ws0">Iloś<span class="_ _1"></span>ć</div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6e8 fff fs50 fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _9"></span>ał ak<span class="_ _1"></span>cy<span class="_ _0"></span>j<span class="_ _1"></span>ny</div></div><div class="c xd1 y6e9 w99 h16d"><div class="t m29 x9f h16b y6ea ffb fs50 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _5d"> </span>(b<span class="_ _0"></span>adane)</div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6eb fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> A o war<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>i nom<span class="_ _9"></span>inal<span class="_ _1"></span>nej<span class="_ _1"></span> 0,20 PLN<span class="_ _0"></span> k<span class="_ _1"></span>ażda</div></div><div class="c xd1 y6ec w99 h16d"><div class="t m29 x70 h16b y6ed ffb fs50 fc0 sc0 ls0 ws0">2 500 000<span class="_ _c2"> </span><span class="ls3a">500</span></div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6ee fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> B o war<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>i nom<span class="_ _9"></span>inal<span class="_ _1"></span>nej<span class="_ _1"></span> 0,20 PLN<span class="_ _0"></span> k<span class="_ _1"></span>ażda</div></div><div class="c xd1 y6ef w99 h16d"><div class="t m29 xac h16b y6ed ffb fs50 fc0 sc0 ls0 ws0">34 875 000<span class="_ _b4"> </span>6 975</div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6f0 fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> C o w<span class="_ _0"></span>ar<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>i<span class="_ _1"></span> nom<span class="_ _1"></span>i<span class="_ _1"></span>nalnej<span class="_ _1"></span> 0,20 PLN każ<span class="_ _1"></span>da</div></div><div class="c xd1 y6f1 w99 h16d"><div class="t m29 xac h16b y6ed ffb fs50 fc0 sc0 ls0 ws0">11 650 000<span class="_ _b4"> </span>2 330</div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6f2 fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> D o w<span class="_ _0"></span>ar<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>i<span class="_ _1"></span> nom<span class="_ _1"></span>i<span class="_ _1"></span>nalnej<span class="_ _1"></span> 0,20 PLN każ<span class="_ _1"></span>da</div></div><div class="c xd1 y6f3 w99 h16e"><div class="t m29 x70 h16b y6f4 ffb fs50 fc0 sc0 ls0 ws0">2 689 135<span class="_ _c2"> </span><span class="ls3a">538</span></div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6f5 fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> E o war<span class="_ _0"></span>t<span class="_ _9"></span>ośc<span class="_ _1"></span>i nom<span class="_ _9"></span>inal<span class="_ _1"></span>nej<span class="_ _1"></span> 0,20 PLN<span class="_ _0"></span> k<span class="_ _1"></span>ażda</div></div><div class="c xd1 y6f6 w99 h16d"><div class="t m29 x70 h16b y6f4 ffb fs50 fc0 sc0 ls0 ws0">1 525 940<span class="_ _c2"> </span><span class="ls3a">305</span></div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16b y6f7 fff fs50 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>cj<span class="_ _1"></span>e z<span class="_ _1"></span>wy<span class="_ _8"></span>k<span class="_ _1"></span>ł<span class="_ _1"></span>e serii<span class="_ _1"></span> F<span class="_ _0"></span> o war<span class="_ _0"></span>t<span class="_ _9"></span>ości<span class="_ _1"></span> nom<span class="_ _9"></span>inal<span class="_ _1"></span>nej 0,20 PLN k<span class="_ _1"></span>ażda</div></div><div class="c xd1 y6f8 w99 h16d"><div class="t m29 xac h16b y6ed ffb fs50 fc0 sc0 ls0 ws0">21 785 991<span class="_ _b4"> </span>4 357</div></div><div class="c xd1 y6e7 w99 h16c"><div class="t m29 x14 h16f y6f9 ffe fs50 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y6fa w99 h16d"><div class="t m29 xac h16f y6fb ffe fs50 fc0 sc0 ls0 ws0">75 026 066<span class="_ _1d"> </span>15 005</div></div><div class="c xd1 y6fc w9a h170"><div class="t m29 x14 h171 y6fd ff4 fs51 fc0 sc0 ls0 ws0">Ka<span class="_ _1"></span>pi<span class="_ _1"></span>ta<span class="_ _1"></span>ł<span class="_ _1"></span> p<span class="_ _1"></span>od<span class="_ _1"></span>stawo<span class="_ _1"></span>wy</div></div><div class="t m0 xf9 h6 y6fe ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 h6 y6ff ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 h6 y700 ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>szy<span class="_ _1"></span>stkie <span class="_ _0"></span>w<span class="_ _0"></span>yemitowane <span class="_ _0"></span>akcje <span class="_ _8"></span>posiad<span class="_ _1"></span>ają <span class="_ _8"></span>w<span class="_ _1"></span>artoś<span class="_ _0"></span>ć <span class="_ _0"></span>nominalną <span class="_ _8"></span>wy<span class="_ _1"></span>noszącą <span class="_ _0"></span>0,2<span class="_ _0"></span>0 <span class="_ _0"></span>PLN <span class="_ _8"></span>i <span class="_ _0"></span>zostały <span class="_ _0"></span>w <span class="_ _0"></span>pe<span class="_ _0"></span>ł<span class="_ _0"></span>ni <span class="_ _0"></span>opł<span class="ff3 ls1">a-</span></div><div class="t m0 xd5 h6 y510 ff3 fs2 fc0 sc0 ls0 ws0">cone. </div><div class="t m0 xd5 h6 y701 ff3 fs2 fc0 sc0 ls0 ws0">Nie <span class="_ _89"> </span>m<span class="_ _0"></span>a <span class="_ _89"> </span>akcji <span class="_ _89"> </span>upr<span class="_ _0"></span>zywilejowanych <span class="_ _8f"> </span>co <span class="_ _89"> </span>do<span class="_ _0"></span> <span class="_ _92"> </span>pi<span class="_ _0"></span>erw<span class="ff4">szeństwa  w <span class="_ _89"> </span>zaspokajaniu  w<span class="_ _1"></span> <span class="_ _89"> </span>pr<span class="_ _0"></span>zypadku <span class="_ _89"> </span>likwidacji<span class="_ _0"></span> <span class="_ _89"> </span>Spółki </span></div><div class="t m0 xd5 h6 y702 ff3 fs2 fc0 sc0 ls0 ws0">Czerwona Torebk<span class="_ _0"></span>a S.A. </div><div class="t m0 xd5 h6 y703 ff4 fs2 fc0 sc0 ls0 ws0">Akcje serii A, B, C, D<span class="_ _0"></span>, E i F są akcjam<span class="_ _0"></span>i na okaziciela.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd5 h6 y704 ff4 fs2 fc0 sc0 ls0 ws0">Akcjonariusze <span class="_ _8d"> </span>m<span class="_ _0"></span>ają <span class="_ _8d"> </span>prawo <span class="_ _92"> </span>pier<span class="_ _0"></span><span class="ff3">w</span>szeństwa <span class="_ _8d"> </span>objęci<span class="_ _0"></span>a <span class="_ _8d"> </span>akcj<span class="_ _0"></span>i <span class="_ _8e"> </span>w <span class="_ _8d"> </span>p<span class="_ _0"></span>odwyższonym <span class="_ _92"> </span>k<span class="_ _0"></span>apitale <span class="_ _8d"> </span>zakładow<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _92"> </span>Spółk<span class="_ _0"></span>i </div><div class="t m0 xd5 h6 y705 ff3 fs2 fc0 sc0 ls0 ws0">proporcjonalnie do l<span class="_ _0"></span>iczby posiadan<span class="_ _0"></span>y<span class="_ _1"></span>ch pr<span class="_ _0"></span>zez nich akcji.<span class="_ _0"></span> </div><div class="t m0 xd5 h6 y706 ff3 fs2 fc0 sc0 ls0 ws0">Akcjom <span class="_ _0"></span>serii <span class="_ _0"></span>A,B,C,D,E <span class="_ _0"></span>i <span class="_ _0"></span>F <span class="_ _0"></span>przypad<span class="_ _0"></span><span class="ff4">a j<span class="_ _0"></span>eden g<span class="_ _0"></span>łos na <span class="_ _0"></span>ak<span class="_ _0"></span>cję. <span class="_ _0"></span>Akcje <span class="_ _0"></span>wszystkich <span class="_ _0"></span>serii <span class="_ _0"></span>są <span class="_ _0"></span>jednakowo <span class="_ _0"></span>uprz<span class="_ _0"></span>y<span class="_ _1"></span>wil<span class="_ _0"></span><span class="ff3 ls1">e-</span></span></div><div class="t m0 xd5 h6 y707 ff4 fs2 fc0 sc0 ls0 ws0">jowane co do dywidend<span class="_ _0"></span>y oraz zwrotu kapitału.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xd5 h6 y708 ff4 fs2 fc0 sc0 ls0 ws0">Spółka nie posiada ża<span class="_ _0"></span>dnych<span class="ff3"> </span>instrum<span class="_ _0"></span>entów rozwadniając<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _0"></span>zysk na akcję<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 xb7 h69 y709 ff12 fs1 fc0 sc0 ls0 ws0">28.1.1. <span class="_ _95"> </span><span class="ff13">Wartość nominalna<span class="_ _1"></span> akcji<span class="ff12"> </span></span></div><div class="t m0 xb7 h6 y2a1 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>szy<span class="_ _1"></span>stkie <span class="_ _8"></span><span class="ff4">wyemitowane <span class="_ _8"></span>akcje <span class="_ _0"></span>posiadają <span class="_ _8"></span>wartość <span class="_ _0"></span>nom<span class="_ _0"></span>inalną <span class="_ _0"></span>wynoszącą <span class="_ _8"></span></span>0,2<span class="_ _0"></span>0 <span class="_ _0"></span>PLN <span class="_ _8"></span><span class="ls14">i <span class="_ _0"></span></span><span class="ff4">zostały <span class="_ _0"></span>w <span class="_ _8"></span>pełni <span class="_ _0"></span>opł<span class="_ _0"></span></span><span class="ls1">a-</span></div><div class="t m0 xb7 h6 y242 ff3 fs2 fc0 sc0 ls0 ws0">cone.  </div><div class="t m0 xb7 h69 y70a ff12 fs1 fc0 sc0 ls0 ws0">28.1.2. <span class="_ _95"> </span>Prawa akcjonariuszy<span class="_ _1"></span> </div><div class="t m0 xb7 h6 y70b ff3 fs2 fc0 sc0 ls0 ws0">Akcje serii A, B, C <span class="_ _0"></span>i D, E i F <span class="ff4">są ak<span class="_ _0"></span>cjami na okaziciela.<span class="_ _0"></span></span> </div><div class="t m0 xb7 hb y70c ff4 fs2 fc0 sc0 ls0 ws0">Akcjonariusze <span class="_ _92"> </span>m<span class="_ _0"></span>ają <span class="_ _8d"> </span>prawo<span class="_ _0"></span> <span class="_ _8d"> </span>pierws<span class="_ _0"></span>zeństwa <span class="_ _8d"> </span>o<span class="_ _0"></span>bjęcia <span class="_ _92"> </span>akcji <span class="_ _92"> </span>w <span class="_ _92"> </span>podwyższon<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _8d"> </span>k<span class="_ _0"></span>apitale <span class="_ _8d"> </span>zakład<span class="_ _0"></span>owy<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _92"> </span>Spółki </div><div class="t m0 xb7 h6 y70d ff3 fs2 fc0 sc0 ls0 ws0">proporcjonalnie do l<span class="_ _0"></span>iczby posiadan<span class="_ _0"></span>y<span class="_ _1"></span>ch pr<span class="_ _0"></span>zez nich akcji.<span class="_ _0"></span> </div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">37<span class="ls0"> </span></div><div class="t m0 xb7 h6 y215 ff3 fs2 fc0 sc0 ls0 ws0">Na <span class="_ _0"></span>ak<span class="_ _0"></span>cje <span class="_ _8"></span>serii <span class="_ _0"></span>A,B,C,D, <span class="_ _8"></span>E <span class="_ _0"></span>i <span class="_ _8"></span>F <span class="_ _0"></span><span class="ff4">pr<span class="_ _0"></span>zy<span class="_ _1"></span>pad<span class="_ _0"></span>a <span class="_ _0"></span>jeden <span class="_ _8"></span>głos<span class="ff3">. <span class="_ _8"></span></span>Akcje <span class="_ _8"></span>w<span class="_ _1"></span>sz<span class="_ _0"></span>y<span class="_ _1"></span>stk<span class="_ _0"></span>ich <span class="_ _0"></span>serii <span class="_ _8"></span>są <span class="_ _0"></span>jednak<span class="_ _0"></span>owo <span class="_ _0"></span>upr<span class="_ _0"></span>zywilejowane </span></div><div class="t m0 xb7 h6 y216 ff3 fs2 fc0 sc0 ls4 ws0">co<span class="ls0"> <span class="ff4">do dywidend<span class="_ _0"></span>y<span class="_ _1"></span> oraz zwro<span class="_ _0"></span>tu z kapitału.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 xb7 h69 y371 ff12 fs1 fc0 sc0 ls0 ws0">28.1.3. <span class="_ _95"> </span>Akcjonariusze <span class="ff13">o zna<span class="_ _1"></span>czącym udziale<span class="ff12"> </span></span></div><div class="c x8a y70e w5a h172"><div class="t m2a xf6 h173 y70f fff fs52 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień</div><div class="t m2a x95 h173 y710 ffb fs52 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xf8 y70e w5a h172"><div class="t m2a xf6 h173 y70f fff fs52 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień</div><div class="t m2a x95 h173 y710 ffb fs52 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y711 w5b h174"><div class="t m2a x9f h173 y710 ffb fs52 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _27"> </span>(<span class="_ _0"></span>badan<span class="_ _0"></span>e)</div></div><div class="c xd1 y712 w5b h175"><div class="t m2a x14 h173 y713 fff fs52 fc0 sc0 ls0 ws0">Pan Mat<span class="_ _9"></span>eusz<span class="_ _1"></span> Świt<span class="_ _9"></span>als<span class="_ _1"></span>k<span class="_ _1"></span>i</div><div class="t m2a x2d h173 y714 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w kapit<span class="_ _5"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>e<span class="_ _de"> </span><span class="ffb ls3b">29%<span class="_ _d4"> </span>29%</span></div><div class="t m2a x2d h173 y715 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w g<span class="_ _0"></span>ł<span class="_ _1"></span>osac<span class="_ _1"></span>h<span class="_ _df"> </span><span class="ffb ls3b">29%<span class="_ _d4"> </span>29%</span></div><div class="t m2a x14 h173 y716 ffb fs52 fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> Sow<span class="_ _0"></span>i<span class="_ _1"></span>niec<span class="_ _1"></span> Cap<span class="_ _0"></span>i<span class="_ _1"></span>t<span class="_ _9"></span>al s<span class="_ _1"></span>p. z o.o. S.K.A</div><div class="t m2a x2d h173 y717 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w kapit<span class="_ _5"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>e<span class="_ _de"> </span><span class="ffb ls3b">33%<span class="_ _d4"> </span>33%</span></div><div class="t m2a x2d h173 y718 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w g<span class="_ _0"></span>ł<span class="_ _1"></span>osac<span class="_ _1"></span>h<span class="_ _df"> </span><span class="ffb ls3b">33%<span class="_ _d4"> </span>33%</span></div><div class="t m2a x14 h173 y719 ffb fs52 fc0 sc0 ls0 ws0">Sowini<span class="_ _1"></span>ec Capit<span class="_ _5"></span>al s<span class="_ _1"></span>p. z o.o </div><div class="t m2a x2d h173 y71a fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w kapit<span class="_ _5"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>e</div></div><div class="c xd1 y71b w5b h174"><div class="t m2a x73 h173 y710 ffb fs52 fc0 sc0 ls3b ws0">13%<span class="_ _d4"> </span>13%</div></div><div class="c xd1 y712 w5b h175"><div class="t m2a x2d h173 y71c fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w g<span class="_ _0"></span>ł<span class="_ _1"></span>osac<span class="_ _1"></span>h</div></div><div class="c xd1 y71d w5b h176"><div class="t m2a x73 h173 y710 ffb fs52 fc0 sc0 ls3b ws0">13%<span class="_ _d4"> </span>13%</div></div><div class="c xd1 y712 w5b h175"><div class="t m2a x14 h173 y71e ffb fs52 fc0 sc0 ls0 ws0">Sov<span class="_ _0"></span>o D<span class="_ _0"></span>ev<span class="_ _0"></span>elopm<span class="_ _9"></span>ent<span class="_ _9"></span> S.A.</div><div class="t m2a x2d h173 y71f fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w kapit<span class="_ _5"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>e</div></div><div class="c xd1 y720 w5b h176"><div class="t m2a x73 h173 y710 ffb fs52 fc0 sc0 ls3b ws0">16%<span class="_ _d4"> </span>16%</div></div><div class="c xd1 y712 w5b h175"><div class="t m2a x2d h173 y721 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w g<span class="_ _0"></span>ł<span class="_ _1"></span>osac<span class="_ _1"></span>h</div></div><div class="c xd1 y722 w5b h174"><div class="t m2a x73 h173 y710 ffb fs52 fc0 sc0 ls3b ws0">16%<span class="_ _d4"> </span>16%</div></div><div class="c xd1 y712 w5b h175"><div class="t m2a x14 h173 y723 ffb fs52 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>al<span class="_ _1"></span>i - akc<span class="_ _1"></span>jonariat<span class="_ _9"></span> r<span class="_ _0"></span>ozdrobniony</div><div class="t m2a x2d h173 y724 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w kapit<span class="_ _5"></span>a<span class="_ _0"></span>l<span class="_ _1"></span>e<span class="_ _e0"> </span><span class="ffb ls3b">9%<span class="_ _e1"> </span>9%</span></div><div class="t m2a x2d h173 y725 fff fs52 fc0 sc0 ls0 ws0">udzi<span class="_ _1"></span>ał<span class="_ _1"></span> w g<span class="_ _0"></span>ł<span class="_ _1"></span>osac<span class="_ _1"></span>h<span class="_ _e2"> </span><span class="ffb ls3b">9%<span class="_ _e1"> </span>9%</span></div></div><div class="c xd1 y726 w5c h177"><div class="t m2a x14 h178 y727 ff4 fs53 fc0 sc0 ls0 ws0">A<span class="_ _9"></span>k<span class="_ _1"></span>c<span class="_ _0"></span>jo<span class="_ _1"></span>n<span class="_ _1"></span>ari<span class="_ _1"></span>u<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _1"></span> o<span class="_ _1"></span> zna<span class="_ _1"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>ą<span class="_ _1"></span>c<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> u<span class="_ _1"></span>dzia<span class="_ _1"></span>le</div></div><div class="t m0 xf9 h79 y728 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y729 ff2 fs5 fc0 sc0 ls0 ws0">28.2. <span class="_ _94"> </span><span class="ff1">Kapitał </span>zapasowy </div><div class="t m0 xb7 h6 y72a ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _88"></span>roku <span class="_ _88"></span>2017<span class="_ _0"></span> <span class="_ _88"></span><span class="ff4">Kapitał <span class="_ _8e"> </span>Zapa<span class="_ _0"></span>sowy <span class="_ _88"></span>zost<span class="_ _0"></span>ał <span class="_ _8e"> </span></span>zmniejs<span class="_ _0"></span>zony <span class="_ _88"></span>o <span class="_ _8e"></span>rozliczenie <span class="_ _8e"></span>strat<span class="_ _0"></span>y <span class="_ _8e"></span>z <span class="_ _88"></span>rok<span class="_ _0"></span>u <span class="_ _88"></span>2016<span class="_ _0"></span> <span class="_ _88"></span>ora<span class="_ _0"></span>z <span class="_ _88"></span>o <span class="_ _8e"></span>strat<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _8e"></span>z <span class="_ _8e"></span>lat </div><div class="t m0 xb7 h6 y72b ff4 fs2 fc0 sc0 ls0 ws0">ubiegłych, zgodnie<span class="_ _0"></span> z uchwałą <span class="ff3">W<span class="_ _0"></span>alnego Zgromadzenia Ak<span class="_ _0"></span>cjonariuszy <span class="ls13">z <span class="_ _0"></span></span>23 czerwca 2017 r<span class="_ _0"></span>oku.  </span></div><div class="t m0 xb7 hb y72c ff4 fs2 fc0 sc0 ls0 ws0">Ponadto <span class="_ _88"></span>k<span class="_ _0"></span>apitał <span class="_ _88"></span>zapasow<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _88"> </span>po<span class="_ _0"></span>wstał <span class="_ _88"></span>z <span class="_ _88"></span>usta<span class="_ _0"></span>wowych <span class="_ _88"></span>odpisó<span class="_ _0"></span>w <span class="_ _8"></span>z <span class="_ _8d"> </span>zysk<span class="_ _0"></span>ów <span class="_ _88"></span>wypracow<span class="_ _0"></span>ywany<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _88"></span>w <span class="_ _88"></span>popr<span class="_ _0"></span>zednich </div><div class="t m0 xb7 h6 y72d ff3 fs2 fc0 sc0 ls0 ws0">latach obrotow<span class="_ _0"></span>y<span class="_ _1"></span>ch.<span class="_ _0"></span> </div><div class="t m0 xb9 hf y3af ff2 fs5 fc0 sc0 ls0 ws0">28.3. <span class="_ _94"> </span><span class="ff1">Niepodzielony wynik finansowy oraz ograniczenia w wypłacie dy<span class="_ _1"></span>wide<span class="_ _0"></span>ndy<span class="ff2"> </span></span></div><div class="t m0 xb7 h6 y72e ff3 fs2 fc0 sc0 ls0 ws0">Zysk <span class="_ _0"></span>niepodzielon<span class="_ _0"></span>y <span class="_ _0"></span>nie <span class="_ _0"></span><span class="ff4">obejm<span class="_ _0"></span>uje k<span class="_ _0"></span>wot, k<span class="_ _0"></span>tóre <span class="_ _0"></span>nie <span class="_ _0"></span>podlegaj<span class="_ _0"></span>ą p<span class="_ _0"></span>odziałowi, <span class="_ _0"></span>to <span class="_ _0"></span>znac<span class="_ _0"></span>zy <span class="_ _0"></span>nie <span class="_ _0"></span>mogą <span class="_ _0"></span>zostać <span class="_ _8"></span>wypł</span><span class="ls1">a-</span></div><div class="t m0 xb7 h6 y72f ff3 fs2 fc0 sc0 ls0 ws0">cone w form<span class="_ _0"></span>ie dywidendy<span class="ff6">. </span></div><div class="t m0 xb7 h6 y730 ff3 fs2 fc0 sc0 ls0 ws0">Dywid<span class="ff4">enda <span class="_ _8"></span>m<span class="_ _0"></span>oże <span class="_ _8"></span>być <span class="_ _88"></span>wypłacona <span class="_ _8"></span>w <span class="_ _88"></span>oparciu <span class="_ _8"></span>o <span class="_ _88"></span>wynik<span class="_ _0"></span> <span class="_ _8"></span>finansowy <span class="_ _8"></span>ustalo<span class="_ _0"></span>ny <span class="_ _8"></span>w<span class="_ _0"></span></span> jednos<span class="_ _0"></span>tkowym <span class="_ _8"></span>roczn<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _8"></span>s<span class="_ _0"></span>pr<span class="ls1">a-</span></div><div class="t m0 xb7 h6 y731 ff4 fs2 fc0 sc0 ls0 ws0">wozdaniu finansow<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> przygotowan<span class="_ _0"></span>y<span class="_ _1"></span>m dla cel<span class="_ _0"></span>ów statutowych.<span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xb7 hb y732 ff4 fs2 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _89"> </span>z <span class="_ _89"> </span>w<span class="_ _0"></span>y<span class="_ _1"></span>mogam<span class="_ _0"></span>i <span class="_ _92"> </span>Kod<span class="_ _0"></span>eksu <span class="_ _89"> </span>Spółek <span class="_ _89"> </span>Handlo<span class="_ _0"></span>wy<span class="_ _1"></span>ch,<span class="_ _0"></span> <span class="_ _92"> </span>jednostk<span class="_ _0"></span>a <span class="_ _92"> </span>dom<span class="_ _0"></span>inująca <span class="_ _92"> </span>jes<span class="_ _0"></span>t <span class="_ _92"> </span>ob<span class="_ _0"></span>owiązana <span class="_ _89"> </span>utworz<span class="_ _0"></span>y<span class="_ _1"></span>ć </div><div class="t m0 xb7 h6 y733 ff4 fs2 fc0 sc0 ls0 ws0">kapitał <span class="_ _0"></span>zapasow<span class="_ _0"></span>y na<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>pokr<span class="_ _0"></span>ycie strat<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>Do<span class="_ _0"></span> tej<span class="_ _0"></span> <span class="_ _0"></span>kategorii <span class="_ _0"></span>kapitału <span class="_ _0"></span>pr<span class="_ _0"></span>zelewa <span class="_ _0"></span>się <span class="_ _0"></span>co <span class="_ _0"></span>najm<span class="_ _0"></span>niej <span class="_ _0"></span>8% <span class="_ _0"></span>zysku <span class="_ _0"></span>za <span class="_ _0"></span>dany </div><div class="t m0 xb7 hb y734 ff4 fs2 fc0 sc0 ls0 ws0">rok <span class="_ _0"></span>obrotowy <span class="_ _0"></span>wy<span class="_ _1"></span>k<span class="_ _0"></span>azanego <span class="_ _0"></span>w je<span class="_ _0"></span>dnostkowym <span class="_ _0"></span>sprawozdaniu <span class="_ _0"></span>spółki <span class="_ _0"></span>dominującej, <span class="_ _0"></span>dopók<span class="_ _0"></span>i kapitał <span class="_ _0"></span>ten <span class="_ _0"></span>nie os<span class="_ _0"></span>i<span class="_ _0"></span><span class="ls1">ą-</span></div><div class="t m0 xb7 h6 y735 ff4 fs2 fc0 sc0 ls0 ws0">gnie <span class="_ _0"></span>co <span class="_ _8"></span>najmniej <span class="_ _0"></span>jednej<span class="_ _0"></span> <span class="_ _0"></span>trzeciej <span class="_ _0"></span>k<span class="_ _0"></span>apitału <span class="_ _0"></span>pods<span class="_ _0"></span>tawowego <span class="_ _0"></span>jednos<span class="_ _0"></span>tki <span class="_ _0"></span>dom<span class="_ _0"></span>inu<span class="_ _0"></span>jącej. <span class="_ _0"></span>O <span class="_ _8"></span>uży<span class="_ _1"></span>c<span class="_ _0"></span>iu <span class="_ _0"></span>kapitału <span class="_ _8"></span>zapas<span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y736 ff3 fs2 fc0 sc0 ls0 ws0">wego <span class="_ _8"></span>i <span class="_ _0"></span>re<span class="_ _0"></span>zerwowego <span class="_ _8"></span>rozstr<span class="_ _0"></span>zyga <span class="_ _0"></span>W<span class="_ _0"></span>alne <span class="_ _8"></span>Zgromadzenie,<span class="_ _0"></span> <span class="_ _8"></span><span class="ff4">jednakże <span class="_ _8"></span>części <span class="_ _8"></span>kapitału <span class="_ _8"></span>zapasowego <span class="_ _8"></span>w <span class="_ _8"></span>wysok<span class="_ _0"></span></span><span class="ls1">o-</span></div><div class="t m0 xb7 h6 y737 ff4 fs2 fc0 sc0 ls0 ws0">ści <span class="_ _8"></span>jednej <span class="_ _88"></span>trzeciej <span class="_ _88"></span>kapitału <span class="_ _88"></span>zakładowego<span class="_ _0"></span> <span class="_ _8"></span>można <span class="_ _8"></span>u<span class="_ _0"></span>żyć <span class="_ _8"></span>jedynie <span class="_ _8"></span>n<span class="_ _0"></span>a <span class="_ _8"></span>pok<span class="_ _0"></span>rycie <span class="_ _8"></span>straty <span class="_ _88"></span>wykazanej <span class="_ _88"></span>w <span class="_ _8"></span>jednostk<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y738 ff3 fs2 fc0 sc0 ls0 ws0">wym sprawozdaniu f<span class="_ _0"></span>inansowym jed<span class="_ _0"></span><span class="ff4">nostki dominującej<span class="_ _0"></span> i nie podlega ona podziało<span class="_ _0"></span>wi na inne cele.<span class="_ _0"></span></span> </div><div class="t m0 xb7 h6 y739 ff4 fs2 fc0 sc0 ls0 ws0">Na dzień 31 grudn<span class="_ _0"></span>ia 20<span class="ff3">23 </span>rok<span class="_ _0"></span>u nie i<span class="_ _1"></span>stnieją <span class="_ _0"></span>inne ograniczenia dot<span class="_ _0"></span>yczące wypłaty dywidend<span class="_ _0"></span>y.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb8 he y73a ff2 fs4 fc0 sc0 lsd ws0">29.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Dłużne papie<span class="_ _1"></span>r<span class="_ _0"></span>y<span class="_ _9"></span> w<span class="_ _0"></span>artościo<span class="_ _1"></span>w<span class="_ _0"></span>e<span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y73b ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>szy<span class="_ _1"></span>stkie <span class="_ _8"></span>dłużne <span class="_ _8"></span>papier<span class="_ _0"></span>y <span class="_ _8"></span>wartościowe <span class="_ _8"></span>zostały <span class="_ _8"></span>spłacone <span class="_ _8"></span>na <span class="_ _8"></span>dzień <span class="_ _8"></span>31.12.2<span class="_ _0"></span>0<span class="_ _0"></span><span class="ff3">23<span class="lsf">. <span class="_ _8"></span></span></span>Spółka <span class="_ _8"></span>nie <span class="_ _8"></span>em<span class="_ _0"></span>itowała <span class="_ _8"></span>n<span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y73c ff3 fs2 fc0 sc0 ls0 ws0">wych. Podobnie j<span class="_ _0"></span>ak w roku 2022.<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">38<span class="ls0"> </span></div><div class="t m0 xb8 he y128 ff2 fs4 fc0 sc0 lsd ws0">30.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Oprocento<span class="_ _1"></span>w<span class="_ _0"></span>ane<span class="_ _1"></span> kredy<span class="_ _1"></span>t<span class="_ _0"></span>y<span class="_ _1"></span> bankowe i poży<span class="_ _1"></span>czki<span class="_ _0"></span><span class="ff2"> </span>oraz poz<span class="_ _1"></span>ostałe <span class="ff2"> </span></span></span></div><div class="t m0 xd9 he y73d ff1 fs4 fc0 sc0 ls0 ws0">zobo<span class="_ _1"></span>w<span class="_ _0"></span>iązania<span class="_ _1"></span> finanso<span class="_ _1"></span>w<span class="_ _0"></span>e<span class="ff2"> </span></div><div class="t m0 xd5 h79 y73e ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xfa y73f w9b h179"><div class="t m2b xb7 h17a y740 fff fs54 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2b xfb h17a y741 ffb fs54 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xd1 y73f w9c h179"><div class="t m2b x84 h17a y740 fff fs54 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2b x46 h17a y741 ffb fs54 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y742 w9c h17b"><div class="t m2b x1d h17a y741 ffb fs54 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _45"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y743 w9c h17c"><div class="t m2b x14 h17d y744 ffd fs54 fc0 sc0 ls0 ws0">Pozo<span class="_ _0"></span>sta<span class="_ _0"></span>łe z<span class="_ _1"></span>o<span class="_ _0"></span>b<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>iązania f<span class="_ _0"></span>in<span class="_ _0"></span>an<span class="_ _0"></span>so<span class="_ _0"></span>we:</div><div class="t m2b x14 h17a y745 fff fs54 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania weks<span class="_ _1"></span>l<span class="_ _1"></span>owe</div></div><div class="c xd1 y746 w9c h17e"><div class="t m2b xfc h17a y747 ffb fs54 fc0 sc0 ls0 ws0">23 886<span class="_ _ca"> </span>20<span class="_ _0"></span> 492</div></div><div class="c xd1 y743 w9c h17c"><div class="t m2b x14 h17d y748 ffe fs54 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y749 w9c h17e"><div class="t m2b xfc h17d y74a ffe fs54 fc0 sc0 ls0 ws0">23 886<span class="_ _ca"> </span>20<span class="_ _0"></span> 492</div></div><div class="c xd1 y74b w9d h17f"><div class="t m2b x14 h180 y74c ff4 fs55 fc0 sc0 ls0 ws0">Opro<span class="_ _1"></span>c<span class="_ _0"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>to<span class="_ _1"></span>wan<span class="_ _1"></span>e<span class="_ _1"></span> k<span class="_ _1"></span>re<span class="_ _1"></span>d<span class="_ _1"></span>y<span class="_ _1"></span>ty<span class="_ _1"></span> <span class="_ _1"></span>ba<span class="_ _1"></span>n<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>we <span class="_ _1"></span>i <span class="_ _1"></span>po<span class="_ _1"></span>życz<span class="_ _0"></span>k<span class="_ _1"></span>i <span class="_ _1"></span>o<span class="_ _1"></span>raz z<span class="_ _0"></span>o<span class="_ _1"></span>b<span class="_ _1"></span>owi<span class="_ _1"></span>ą<span class="_ _1"></span>z<span class="_ _0"></span>an<span class="_ _1"></span>i<span class="_ _1"></span>a<span class="_ _1"></span> we<span class="_ _1"></span>k<span class="_ _1"></span>s<span class="_ _0"></span>lo<span class="_ _1"></span>we<span class="_ _1"></span> wy<span class="_ _1"></span>c<span class="_ _0"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _1"></span> w </div><div class="t m2b x14 h180 y74d ff4 fs55 fc0 sc0 ls0 ws0">z<span class="_ _0"></span>a<span class="_ _1"></span>m<span class="_ _0"></span>o<span class="_ _1"></span>rty<span class="_ _1"></span>zowa<span class="_ _1"></span>ny<span class="_ _9"></span>m<span class="_ _0"></span> k<span class="_ _1"></span>osz<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>- k<span class="_ _1"></span>ró<span class="_ _1"></span>tk<span class="_ _9"></span>ote<span class="_ _1"></span>rmin<span class="_ _1"></span>o<span class="_ _1"></span>we</div></div><div class="t m0 xfd h79 y74e ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 h79 y74f ff17 fs2 fc0 sc0 ls0 ws0">W <span class="_ _8d"> </span>2<span class="_ _0"></span>023 <span class="_ _89"> </span><span class="ff18">roku <span class="_ _89"> </span>wartośc <span class="_ _92"> </span>nominalna  krótkoterminowych <span class="_ _92"> </span>zobowiązań<span class="_ _0"></span></span> <span class="_ _92"> </span><span class="ff18">wekslowych <span class="_ _89"> </span>wyniosła  18<span class="_ _1"></span>.<span class="ff17">6<span class="_ _0"></span>05 <span class="_ _92"> </span>tys</span>. <span class="_ _92"> </span>zł <span class="_ _89"> </span>i <span class="_ _92"> </span>została </span></div><div class="t m0 xd5 h79 y750 ff18 fs2 fc0 sc0 ls0 ws0">powiększona o <span class="_ _0"></span>kwotę<span class="ff17"> 5.281 tys. </span>zł stano<span class="_ _0"></span>wiącą odsetki od p<span class="_ _0"></span>rzeterminowanych zobowiązań<span class="_ _0"></span> wekslowych.<span class="ff17"> <span class="_ _0"></span> </span></div><div class="t m0 xd5 h181 y2c ff18 fs2 fc0 sc0 ls0 ws0">W <span class="_ _8d"> </span>2<span class="_ _0"></span>022 <span class="_ _92"> </span>roku<span class="_ _0"></span> <span class="_ _92"> </span>wartośc <span class="_ _92"> </span>nominalna<span class="_ _0"></span> <span class="_ _92"> </span>krótkoterminowych  zo<span class="_ _1"></span>bowiązań <span class="_ _89"> </span>wekslowych <span class="_ _92"> </span>wynio<span class="_ _0"></span>sła <span class="_ _92"> </span>18.920  tys. <span class="_ _8d"> </span>zł <span class="_ _92"> </span>i  została </div><div class="t m0 xd5 h79 y286 ff18 fs2 fc0 sc0 ls0 ws0">powiększona o <span class="_ _0"></span>kwotę 1.572 tys. zł stanowiącą od<span class="_ _0"></span>setki od przeterminowanych <span class="_ _0"></span>zobowiązań wekslowych. <span class="_ _8"></span><span class="ff17"> </span></div><div class="t m0 xd5 h79 y751 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xed y752 w9e h182"><div class="t m2c xb3 h183 y753 fff fs56 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2c xfe h183 y754 ffb fs56 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023</div></div><div class="c xd1 y752 w9f h182"><div class="t m2c xa9 h183 y753 fff fs56 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2c xff h183 y754 ffb fs56 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022</div></div><div class="c xd1 y755 w9f h184"><div class="t m2c x14 h185 y756 ffd fs56 fc0 sc0 ls0 ws0">Pozost<span class="_ _0"></span>ałe zob<span class="_ _0"></span>o<span class="_ _0"></span>wiąz<span class="_ _1"></span>an<span class="_ _0"></span>ia fin<span class="_ _0"></span>an<span class="_ _0"></span>so<span class="_ _0"></span>we:</div><div class="t m2c x14 h183 y757 fff fs56 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania wek<span class="_ _1"></span>sl<span class="_ _1"></span>owe</div></div><div class="c xd1 y758 w9f h186"><div class="t m2c x100 h183 y754 ffb fs56 fc0 sc0 ls3c ws0">935<span class="_ _a9"> </span>586</div></div><div class="c xd1 y755 w9f h184"><div class="t m2c x14 h185 y759 ffe fs56 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y75a w9f h186"><div class="t m2c x100 h185 y75b ffe fs56 fc0 sc0 ls3c ws0">935<span class="_ _a9"> </span>586</div></div><div class="c xd1 y75c wa0 h187"><div class="t m2c x14 h188 y75d ff4 fs57 fc0 sc0 ls0 ws0">Opro<span class="_ _1"></span>c<span class="_ _0"></span>e<span class="_ _1"></span>nt<span class="_ _1"></span>o<span class="_ _1"></span>wan<span class="_ _1"></span>e<span class="_ _1"></span> k<span class="_ _1"></span>re<span class="_ _1"></span>d<span class="_ _1"></span>y<span class="_ _1"></span>ty<span class="_ _1"></span> b<span class="_ _1"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>k<span class="_ _1"></span>owe<span class="_ _1"></span> i<span class="_ _1"></span> p<span class="_ _1"></span>o<span class="_ _1"></span>ż<span class="_ _0"></span>y<span class="_ _1"></span>c<span class="_ _0"></span>zki<span class="_ _1"></span> o<span class="_ _1"></span>ra<span class="_ _1"></span>z<span class="_ _0"></span> zob<span class="_ _1"></span>o<span class="_ _1"></span>wią<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>ia<span class="_ _1"></span> we<span class="_ _1"></span>k<span class="_ _1"></span>s<span class="_ _0"></span>l<span class="_ _1"></span>owe<span class="_ _1"></span> wy<span class="_ _1"></span>cen<span class="_ _1"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>e<span class="_ _1"></span> w </div><div class="t m2c x14 h188 y75e ff4 fs57 fc0 sc0 ls0 ws0">z<span class="_ _0"></span>a<span class="_ _1"></span>m<span class="_ _0"></span>o<span class="_ _1"></span>rty<span class="_ _1"></span>zowa<span class="_ _1"></span>ny<span class="_ _1"></span>m k<span class="_ _1"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>- d<span class="_ _1"></span>ł<span class="_ _1"></span>ug<span class="_ _1"></span>o<span class="_ _1"></span>te<span class="_ _1"></span>rmin<span class="_ _1"></span>owe</div></div><div class="t m0 x101 h79 y300 ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 h79 y75f ff17 fs2 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>2<span class="_ _0"></span>023 <span class="_ _8"></span><span class="ff18">roku <span class="_ _8"></span>wartośc <span class="_ _8"></span>nominalna <span class="_ _8"></span>długoterminowych <span class="_ _8"></span>zobowiązań <span class="_ _8"></span>wekslowych <span class="_ _8"></span>wyniosła <span class="_ _8"></span>1.3</span>56 <span class="_ _8"></span>tys<span class="ff18">. <span class="_ _8"></span>zł, <span class="_ _8"></span>a<span class="_ _1"></span><span class="ff17"> <span class="_ _8"></span>dyskont <span class="_ _8"></span><span class="ls13">421 </span></span></span></div><div class="t m0 xd5 h79 y760 ff17 fs2 fc0 sc0 ls0 ws0">tys <span class="_ _8"></span><span class="ff18 ls3d">zł</span><span class="ls3">., <span class="_ _8"></span></span>N<span class="_ _1"></span>atomiast <span class="_ _8"></span>w <span class="_ _8"></span>2022 <span class="_ _8"></span>roku <span class="_ _8"></span><span class="ff18">wartośc <span class="_ _8"></span>nominalna <span class="_ _8"></span>długoterminowych <span class="_ _8"></span>zobowiązań<span class="_ _0"></span> <span class="_ _8"></span>w<span class="_ _1"></span>ekslowych<span class="_ _0"></span> <span class="_ _8"></span>wyniosła <span class="_ _8"></span>1.376 <span class="_ _0"></span>tys. </span></div><div class="t m0 xd5 h79 y333 ff18 fs2 fc0 sc0 ls0 ws0">zł, a dyskonto<span class="_ _0"></span> 790 tys zł<span class="ff17"> </span></div><div class="t m0 xb7 h6 y761 ff4 fs2 fc0 sc0 ls0 ws0">Powyższe zobowią<span class="_ _0"></span>zania weks<span class="_ _0"></span>low<span class="_ _1"></span>e oprocen<span class="_ _0"></span>towane są według stałej sto<span class="_ _0"></span>py procentowej.<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span> </span></div><div class="t m0 xb8 he y762 ff2 fs4 fc0 sc0 lsd ws0">31.<span class="ls0"> <span class="_ _8c"> </span>Rezerwy </span></div><div class="c x102 y763 wa1 h189"><div class="t m2d xc4 h18a y764 fff fs58 fc0 sc0 ls0 ws0">Świadc<span class="_ _1"></span>zeni<span class="_ _1"></span>a po </div><div class="t m2d x3e h18a y765 ffb fs58 fc0 sc0 ls0 ws0">okresi<span class="_ _1"></span>e zat<span class="_ _9"></span>r<span class="_ _0"></span>udnieni<span class="_ _1"></span>a</div></div><div class="c xd1 y763 wa2 h189"><div class="t m2d x25 h18a y765 ffb fs58 fc0 sc0 ls0 ws0">Inne r<span class="_ _0"></span>ezerw<span class="_ _0"></span>y<span class="_ _96"> </span><span class="fff">Ogół<span class="_ _1"></span>em</span></div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18c y767 ffd fs58 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia 202<span class="_ _0"></span>3 roku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>ad<span class="_ _0"></span>an<span class="_ _0"></span>e)</div></div><div class="c xd1 y768 wa2 h18d"><div class="t m2d x34 h18c y769 ffe fs58 fc0 sc0 ls3e ws0">59<span class="_ _42"> </span>450<span class="_ _42"> </span>509</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y76a fff fs58 fc0 sc0 ls0 ws0">Ut<span class="_ _1"></span>wor<span class="_ _0"></span>zone w ci<span class="_ _1"></span>ągu r<span class="_ _0"></span>oku obrot<span class="_ _1"></span>owego</div></div><div class="c xd1 y76b wa2 h18e"><div class="t m2d x103 h18a y765 ffb fs58 fc0 sc0 ls0 ws0">-<span class="_ _58"> </span>-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y76c fff fs58 fc0 sc0 ls0 ws0">Rozwiąz<span class="_ _1"></span>ane</div></div><div class="c xd1 y76d wa2 h18d"><div class="t m2d x41 h18a y765 ffb fs58 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>22)<span class="_ _58"> </span>-<span class="_ _9b"> </span>(<span class="_ _0"></span>22)</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18c y76e ffd fs58 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2023 ro<span class="_ _0"></span>ku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>ada<span class="_ _0"></span>ne)<span class="_ _0"></span>, w t<span class="_ _0"></span>ym<span class="_ _1"></span>:</div></div><div class="c xd1 y76f wa2 h18d"><div class="t m2d x34 h18c y769 ffe fs58 fc0 sc0 ls3e ws0">37<span class="_ _42"> </span>450<span class="_ _42"> </span>487</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y770 fff fs58 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> k<span class="_ _1"></span>r<span class="_ _0"></span>ót<span class="_ _9"></span>kot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe</div></div><div class="c xd1 y771 wa2 h18e"><div class="t m2d x34 h18a y765 ffb fs58 fc0 sc0 ls3e ws0">29<span class="_ _58"> </span><span class="ls0">-<span class="_ _e3"> </span></span>29</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y772 fff fs58 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> dł<span class="_ _1"></span>ugot<span class="_ _1"></span>erm<span class="_ _1"></span>i<span class="_ _1"></span>now<span class="_ _0"></span>e</div></div><div class="c xd1 y773 wa2 h18e"><div class="t m2d x104 h18a y765 ffb fs58 fc0 sc0 ls0 ws0">8<span class="_ _42"> </span><span class="ls3e">450<span class="_ _42"> </span>458</span></div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18c y774 ffd fs58 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 01 st<span class="_ _0"></span>ycznia 202<span class="_ _0"></span>2 roku<span class="_ _0"></span> (<span class="_ _0"></span>b<span class="_ _0"></span>ad<span class="_ _0"></span>an<span class="_ _0"></span>e)</div></div><div class="c xd1 y775 wa2 h18d"><div class="t m2d x34 h18c y765 ffe fs58 fc0 sc0 ls3e ws0">49<span class="_ _42"> </span>350<span class="_ _42"> </span>399</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y776 fff fs58 fc0 sc0 ls0 ws0">Ut<span class="_ _1"></span>wor<span class="_ _0"></span>zone w ci<span class="_ _1"></span>ągu r<span class="_ _0"></span>oku obrot<span class="_ _1"></span>owego</div></div><div class="c xd1 y777 wa2 h18d"><div class="t m2d x34 h18a y778 ffb fs58 fc0 sc0 ls3e ws0">12<span class="_ _42"> </span>100<span class="_ _42"> </span>112</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y779 fff fs58 fc0 sc0 ls0 ws0">Rozwiąz<span class="_ _1"></span>ane</div></div><div class="c xd1 y77a wa2 h18e"><div class="t m2d x2a h18a y765 ffb fs58 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>2)<span class="_ _58"> </span>-<span class="_ _9c"> </span>(<span class="_ _0"></span>2)</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18c y77b ffd fs58 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>zień<span class="_ _0"></span> 31 g<span class="_ _0"></span>rud<span class="_ _0"></span>n<span class="_ _0"></span>ia 2022 ro<span class="_ _0"></span>ku<span class="_ _0"></span>, (<span class="_ _0"></span>b<span class="_ _0"></span>ad<span class="_ _0"></span>ane)<span class="_ _0"></span> w t<span class="_ _0"></span>ym<span class="_ _1"></span>:</div></div><div class="c xd1 y77c wa2 h18d"><div class="t m2d x34 h18c y765 ffe fs58 fc0 sc0 ls3e ws0">59<span class="_ _42"> </span>450<span class="_ _42"> </span>509</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y77d fff fs58 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> k<span class="_ _1"></span>r<span class="_ _0"></span>ót<span class="_ _9"></span>kot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe</div></div><div class="c xd1 y77e wa2 h18d"><div class="t m2d x34 h18a y765 ffb fs58 fc0 sc0 ls3e ws0">51<span class="_ _58"> </span><span class="ls0">-<span class="_ _e3"> </span></span>51</div></div><div class="c xd1 y766 wa2 h18b"><div class="t m2d x14 h18a y77f fff fs58 fc0 sc0 ls0 ws0">-<span class="_ _0"></span> dł<span class="_ _1"></span>ugot<span class="_ _1"></span>erm<span class="_ _1"></span>i<span class="_ _1"></span>now<span class="_ _0"></span>e*</div></div><div class="c xd1 y780 wa2 h18d"><div class="t m2d x104 h18a y781 ffb fs58 fc0 sc0 ls0 ws0">8<span class="_ _42"> </span><span class="ls3e">450<span class="_ _42"> </span>458</span></div></div><div class="c xd1 y782 wa3 h18f"><div class="t m2d x14 h190 y783 ff3 fs59 fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>m<span class="_ _0"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>nu<span class="_ _1"></span> re<span class="_ _1"></span>zerw</div></div><div class="t m0 x105 h79 y784 ff17 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">39<span class="ls0"> </span></div><div class="t m0 xd5 h191 y215 ff17 fs3 fc0 sc0 ls4 ws0">* <span class="_ _0"></span><span class="ff18 ls0">Na <span class="_ _0"></span>inne <span class="_ _0"></span>rezerwy <span class="_ _0"></span>składa<span class="_ _0"></span>ją <span class="_ _0"></span>się <span class="_ _0"></span>przede <span class="_ _0"></span>wszystkim <span class="_ _0"></span>kwoty <span class="_ _0"></span>wynikające <span class="_ _0"></span>z <span class="_ _8"></span>sprawy<span class="_ _1"></span> <span class="_ _0"></span>są<span class="_ _0"></span>dowej <span class="_ _0"></span>Still <span class="_ _0"></span>prz<span class="ff17">eciwko <span class="_ _8"></span>DER<span class="_ _1"></span> <span class="_ _8"></span>(<span class="_ _1"></span> <span class="_ _0"></span>Czerwona <span class="_ _8"></span>Torebk<span class="_ _1"></span>a </span></span></div><div class="t m0 xd5 h191 y216 ff18 fs3 fc0 sc0 ls0 ws0">SA była Komplementariuszem do 2014r.)<span class="ff17"> </span></div><div class="t m0 xb8 he y785 ff2 fs4 fc0 sc0 lsd ws0">32.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Zobo<span class="_ _1"></span>wi<span class="_ _0"></span>ązan<span class="_ _1"></span>ia z tytułu dosta<span class="_ _1"></span>w i usług, pozo<span class="_ _1"></span>stałe zobowiązan<span class="_ _1"></span>ia </span></span></div><div class="t m0 xd9 he y786 ff2 fs4 fc0 sc0 ls0 ws0">i <span class="ff1">rozliczen<span class="_ _1"></span>ia między<span class="_ _1"></span>okresowe<span class="ff2"> </span></span></div><div class="t m0 xb9 hf y787 ff2 fs5 fc0 sc0 ls0 ws0">32.1. <span class="_ _94"> </span><span class="ff1">Zobowiązania <span class="_ _4"> </span>z <span class="_ _95"> </span>tytułu <span class="_ _4"> </span>dostaw <span class="_ _95"> </span>i <span class="_ _4"> </span>usług <span class="_ _e4"> </span>oraz <span class="_ _e4"> </span>pozostałe <span class="_ _e4"> </span>zobowiązania </span> </div><div class="t m0 xef hf y176 ff1 fs5 fc0 sc0 ls0 ws0">finansowe (krótkoterminowe)<span class="ff2"> </span></div><div class="t m0 xd5 h6 y788 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd5 h6 y789 ff4 fs2 fc0 sc0 ls0 ws0">Zasady i warunki płatn<span class="_ _0"></span>ości powyższych zobo<span class="_ _0"></span>wiązań finansowych:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y280 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>arun<span class="_ _1"></span>ki transak<span class="_ _0"></span>cji z podmiotami <span class="_ _0"></span><span class="ff4">powiązanymi</span> <span class="ff4">pr<span class="_ _0"></span>zedstawione są w nocie <span class="_ _0"></span></span>36. </div><div class="t m0 xb7 h6 y556 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>y<span class="_ _1"></span>tułu <span class="_ _8e"> </span>dost<span class="_ _0"></span>aw <span class="_ _88"></span>i <span class="_ _8e"> </span>usłu<span class="_ _0"></span>g <span class="_ _88"></span>są <span class="_ _8e"> </span>ni<span class="_ _0"></span>eoprocentowane <span class="_ _8e"> </span>i <span class="_ _8e"> </span>za<span class="_ _0"></span>zwyczaj <span class="_ _88"></span>ro<span class="_ _0"></span>zliczane <span class="_ _88"> </span>w <span class="_ _8e"> </span>term<span class="_ _0"></span>inach <span class="_ _88"></span>14<span class="_ _8"></span><span class="ff3">-<span class="lse">30</span>-</span></div><div class="t m0 xb7 h6 y78a ff3 fs2 fc0 sc0 ls0 ws0">dniowych.<span class="_ _0"></span> </div><div class="t m0 xb7 hb y750 ff4 fs2 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _8e"> </span>z <span class="_ _8"></span>t<span class="_ _0"></span>y<span class="_ _1"></span>tuł<span class="_ _0"></span>u <span class="_ _8"></span>odsetek<span class="_ _0"></span> <span class="_ _8"></span>są <span class="_ _88"> </span>zazwyczaj <span class="_ _88"></span>rozlic<span class="_ _0"></span>zane <span class="_ _88"></span>w <span class="_ _8"></span>ok<span class="_ _0"></span>resach <span class="_ _8"></span>m<span class="_ _0"></span>iesięcznych, <span class="_ _88"></span>w <span class="_ _8"></span>c<span class="_ _0"></span>iągu <span class="_ _8"></span>całe<span class="_ _0"></span>go <span class="_ _8"></span>rok<span class="_ _0"></span>u </div><div class="t m0 xb7 h6 y5a ff3 fs2 fc0 sc0 ls0 ws0">obrotowego.<span class="_ _0"></span> </div><div class="c x37 y78b wa4 h192"><div class="t m2e xec h193 y78c fff fs5a fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2e x106 h193 y78d ffb fs5a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x107 y78b wa4 h192"><div class="t m2e xec h193 y78c fff fs5a fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2e x106 h193 y78d ffb fs5a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y78e wa5 h194"><div class="t m2e x97 h193 y78f ffb fs5a fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _e5"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y790 wa5 h195"><div class="t m2e x14 h196 y791 ffd fs5a fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ob<span class="_ _0"></span>o<span class="_ _0"></span>wiąz<span class="_ _1"></span>an<span class="_ _0"></span>ia z<span class="_ _1"></span> t<span class="_ _0"></span>yt<span class="_ _0"></span>ułu<span class="_ _0"></span> d<span class="_ _0"></span>o<span class="_ _0"></span>sta<span class="_ _0"></span>w<span class="_ _1"></span> i u<span class="_ _0"></span>słu<span class="_ _0"></span>g, w t<span class="_ _0"></span>ym<span class="_ _1"></span>:</div><div class="t m2e x14 h193 y792 fff fs5a fc0 sc0 ls0 ws0">   W<span class="_ _9"></span>obec jednos<span class="_ _1"></span>t<span class="_ _9"></span>ek powiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch i z<span class="_ _1"></span>al<span class="_ _1"></span>eżny<span class="_ _0"></span>c<span class="_ _1"></span>h</div></div><div class="c xba y793 wa5 h197"><div class="t m2e x9c h193 y78d ffb fs5a fc0 sc0 ls3f ws0">230<span class="_ _3f"> </span><span class="ls0">1 487</span></div></div><div class="c xba y790 wa5 h195"><div class="t m2e x14 h193 y794 fff fs5a fc0 sc0 ls0 ws0">   W<span class="_ _9"></span>obec jednos<span class="_ _1"></span>t<span class="_ _9"></span>ek pozos<span class="_ _1"></span>t<span class="_ _9"></span>ały<span class="_ _0"></span>ch</div></div><div class="c xba y795 wa5 h194"><div class="t m2e x9c h193 y78f ffb fs5a fc0 sc0 ls3f ws0">159<span class="_ _b4"> </span>127</div></div><div class="c xba y790 wa5 h195"><div class="t m2e x14 h196 y796 ffe fs5a fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y797 wa5 h197"><div class="t m2e x9c h196 y798 ffe fs5a fc0 sc0 ls3f ws0">389<span class="_ _3f"> </span><span class="ls0">1 614</span></div></div><div class="c xba y799 wa6 h198"><div class="t m2e x14 h199 y79a ff4 fs5b fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>ob<span class="_ _1"></span>o<span class="_ _1"></span>wią<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>ni<span class="_ _1"></span>a<span class="_ _1"></span> z<span class="_ _0"></span> t<span class="_ _1"></span>y<span class="_ _1"></span>tu<span class="_ _1"></span>łu<span class="_ _1"></span> d<span class="_ _1"></span>o<span class="_ _1"></span>s<span class="_ _0"></span>ta<span class="_ _1"></span>w i<span class="_ _1"></span> u<span class="_ _1"></span>s<span class="_ _0"></span>łu<span class="_ _1"></span>g<span class="_ _1"></span> o<span class="_ _1"></span>raz p<span class="_ _1"></span>ozosta<span class="_ _1"></span>łe<span class="_ _1"></span> zob<span class="_ _1"></span>owi<span class="_ _1"></span>ązan<span class="_ _1"></span>i<span class="_ _1"></span>a <span class="_ _1"></span>fi<span class="_ _1"></span>na<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>owe<span class="_ _1"></span> </div></div><div class="t m0 x108 h6 y357 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y79b ff2 fs5 fc0 sc0 ls0 ws0">32.2. <span class="_ _94"> </span><span class="ff1">Pozostałe zobowiązania</span> </div><div class="c x1f y79c wa7 h19a"><div class="t m2f xa6 h19b y79d fff fs5c fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2f x87 h19b y79e ffb fs5c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x109 y79c wa7 h19a"><div class="t m2f xa6 h19b y79d fff fs5c fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń </div><div class="t m2f x87 h19b y79e ffb fs5c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y79f wa8 h19c"><div class="t m2f x10a h19b y7a0 ffb fs5c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _5d"> </span>(<span class="_ _0"></span>badane<span class="_ _0"></span>)</div></div><div class="c xd1 y7a1 wa8 h19d"><div class="t m2f x14 h19e y7a2 ffd fs5c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ob<span class="_ _0"></span>o<span class="_ _0"></span>wiąz<span class="_ _1"></span>an<span class="_ _0"></span>ia z tyt<span class="_ _0"></span>u<span class="_ _0"></span>łu<span class="_ _0"></span> p<span class="_ _0"></span>od<span class="_ _0"></span>at<span class="_ _0"></span>kó<span class="_ _0"></span>w, ceł, ub<span class="_ _0"></span>ezpie<span class="_ _0"></span>cz<span class="_ _1"></span>eń<span class="_ _0"></span> sp<span class="_ _0"></span>o<span class="_ _0"></span>łecznych<span class="_ _0"></span> i in<span class="_ _0"></span>n<span class="_ _0"></span>ych</div><div class="t m2f x14 h19b y7a3 fff fs5c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z<span class="_ _1"></span> t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u  podat<span class="_ _1"></span>k<span class="_ _1"></span>u VAT</div></div><div class="c xd1 y7a4 wa8 h19c"><div class="t m2f x10b h19b y7a0 ffb fs5c fc0 sc0 ls0 ws0">1<span class="_ _ca"> </span><span class="ls40">10</span></div></div><div class="c xd1 y7a1 wa8 h19d"><div class="t m2f x14 h19b y7a5 fff fs5c fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ał<span class="_ _1"></span>e zobowiąz<span class="_ _1"></span>ania podat<span class="_ _9"></span>kowe, w t<span class="_ _1"></span>y<span class="_ _0"></span>m<span class="_ _9"></span>:</div></div><div class="c xd1 y7a6 wa8 h19f"><div class="t m2f x4b h19b y7a7 ffb fs5c fc0 sc0 ls40 ws0">18<span class="_ _ca"> </span>33</div></div><div class="c xd1 y7a1 wa8 h19d"><div class="t m2f x3f h1a0 y7a8 ffc fs5c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ania z<span class="_ _1"></span> tytuł<span class="_ _1"></span>u podatku doc<span class="_ _1"></span>hodow<span class="_ _1"></span>ego od osób fi<span class="_ _1"></span>zy<span class="_ _1"></span>c<span class="_ _1"></span>zny<span class="_ _1"></span>c<span class="_ _1"></span>h</div></div><div class="c xd1 y7a9 wa8 h19c"><div class="t m2f x1f h1a0 y7a0 ffa fs5c fc0 sc0 ls0 ws0">6<span class="_ _c8"> </span>8</div></div><div class="c xd1 y7a1 wa8 h19d"><div class="t m2f x3f h1a0 y7aa ffc fs5c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ania z<span class="_ _1"></span> tytuł<span class="_ _1"></span>u ubezpi<span class="_ _1"></span>ec<span class="_ _1"></span>zeń s<span class="_ _1"></span>połec<span class="_ _1"></span>z<span class="_ _1"></span>nyc<span class="_ _1"></span>h</div></div><div class="c xd1 y7ab wa8 h19f"><div class="t m2f xc3 h1a0 y7a7 ffa fs5c fc0 sc0 ls40 ws0">12<span class="_ _ca"> </span>25</div></div><div class="c xd1 y7a1 wa8 h19d"><div class="t m2f x14 h19e y7ac ffe fs5c fc0 sc0 ls0 ws0">Razem</div></div><div class="c xd1 y7ad wa8 h19c"><div class="t m2f x4b h19e y7ae ffe fs5c fc0 sc0 ls40 ws0">19<span class="_ _ca"> </span>43</div></div><div class="c xd1 y7af wa9 h1a1"><div class="t m2f x14 h1a2 y7b0 ff4 fs5d fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>o<span class="_ _1"></span>bo<span class="_ _1"></span>wią<span class="_ _1"></span>zan<span class="_ _1"></span>ia<span class="_ _1"></span> p<span class="_ _1"></span>o<span class="_ _1"></span>da<span class="_ _1"></span>t<span class="_ _1"></span>k<span class="_ _1"></span>owe</div></div><div class="t m0 x9b hf y7b1 ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y7b2 ff4 fs2 fc0 sc0 ls0 ws0">Kwota <span class="_ _8d"> </span>wynikająca <span class="_ _8d"> </span>z <span class="_ _8e"> </span>ró<span class="_ _0"></span>żnicy <span class="_ _8e"> </span>pom<span class="_ _0"></span>iędzy <span class="_ _8e"> </span>zobowiązania<span class="_ _0"></span>mi <span class="_ _8e"> </span>a <span class="_ _8d"> </span>należnościam<span class="_ _0"></span>i <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _8e"> </span>podatk<span class="_ _0"></span>u <span class="_ _8e"> </span>od <span class="_ _8e"> </span>to<span class="_ _0"></span>warów <span class="_ _8e"> </span>i </div><div class="t m0 xb7 h6 y7b3 ff4 fs2 fc0 sc0 ls0 ws0">usług jest płacona właśc<span class="_ _0"></span>iwym władzom<span class="_ _0"></span> podatkow<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _0"></span>w okresach miesięcznych<span class="_ _0"></span><span class="ff3">. </span></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">40<span class="ls0"> </span></div><div class="c xb2 y7b4 waa h1a3"><div class="t m30 x2c h1a4 y7b5 fff fs5e fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>i<span class="_ _1"></span>eń </div><div class="t m30 xa5 h1a4 y7b6 ffb fs5e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c xab y7b4 waa h1a3"><div class="t m30 x2c h1a4 y7b5 fff fs5e fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>i<span class="_ _1"></span>eń </div><div class="t m30 xc4 h1a4 y7b6 ffb fs5e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x14 h1a4 y7b8 fff fs5e fc0 sc0 ls0 ws0">Rozl<span class="_ _1"></span>i<span class="_ _1"></span>cz<span class="_ _1"></span>eni<span class="_ _1"></span>a m<span class="_ _9"></span>iędz<span class="_ _1"></span>y<span class="_ _0"></span>okresowe bierne, <span class="_ _0"></span>w t<span class="_ _9"></span>y<span class="_ _8"></span>m<span class="_ _5"></span>:</div></div><div class="c xba y7b9 wab h1a6"><div class="t m30 x27 h1a4 y7b6 ffb fs5e fc0 sc0 ls41 ws0">36<span class="_ _e6"> </span>36</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7ba ffc fs5e fc0 sc0 ls0 ws0">Kos<span class="_ _1"></span>z<span class="_ _1"></span>ty w<span class="_ _9"></span>ynagrodzeń</div></div><div class="c xba y7bb wab h1a6"><div class="t m30 x10a h1a7 y7b6 ffa fs5e fc0 sc0 ls41 ws0">36<span class="_ _e6"> </span>36</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x14 h1a4 y7bc fff fs5e fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>os<span class="_ _1"></span>t<span class="_ _9"></span>ałe z<span class="_ _1"></span>obowiąz<span class="_ _1"></span>ania w t<span class="_ _9"></span>y<span class="_ _0"></span>m<span class="_ _1"></span>:</div></div><div class="c xba y7bd wab h1a6"><div class="t m30 x102 h1a4 y7b6 ffb fs5e fc0 sc0 ls0 ws0">2 668<span class="_ _a3"> </span>7 43<span class="_ _0"></span>5</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7be ffc fs5e fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _1"></span>e z ty<span class="_ _1"></span>t. s<span class="_ _1"></span>płaty<span class="_ _1"></span> k<span class="_ _1"></span>r<span class="_ _0"></span>edy<span class="_ _1"></span>tu r<span class="_ _0"></span>ew<span class="_ _1"></span>ol<span class="_ _1"></span>w<span class="_ _1"></span>i<span class="_ _1"></span>ngow<span class="_ _9"></span>ego p<span class="_ _0"></span>rzez<span class="_ _1"></span> 12C<span class="_ _0"></span>T</div></div><div class="c xba y7bf wab h1a6"><div class="t m30 x10c h1a7 y7b6 ffa fs5e fc0 sc0 ls0 ws0">-<span class="_ _a8"> </span><span class="ls41">940</span></div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7c0 ffc fs5e fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _1"></span>e z ty<span class="_ _1"></span>t. s<span class="_ _1"></span>płaty<span class="_ _1"></span> z<span class="_ _1"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ań z ty<span class="_ _1"></span>tuł<span class="_ _1"></span>u VAT pr<span class="_ _0"></span>zez<span class="_ _1"></span> CT<span class="_ _0"></span> SA Sp.k<span class="_ _1"></span>.</div></div><div class="c xba y7c1 wab h1a6"><div class="t m30 x10c h1a7 y7b6 ffa fs5e fc0 sc0 ls0 ws0">-<span class="_ _98"> </span><span class="ls41">72</span></div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7c2 ffc fs5e fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _1"></span>e z ty<span class="_ _1"></span>t. w<span class="_ _9"></span>yk<span class="_ _1"></span>upu obli<span class="_ _1"></span>gac<span class="_ _1"></span>j<span class="_ _1"></span>i przez<span class="_ _1"></span> 12C<span class="_ _0"></span>T</div></div><div class="c xba y7c3 wab h1a6"><div class="t m30 x10c h1a7 y7b6 ffa fs5e fc0 sc0 ls0 ws0">-<span class="_ _60"> </span>1 200</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7c4 ffc fs5e fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obow<span class="_ _1"></span>i<span class="_ _1"></span>ąz<span class="_ _1"></span>ani<span class="_ _1"></span>e z ty<span class="_ _1"></span>t. s<span class="_ _1"></span>płaty<span class="_ _1"></span> k<span class="_ _1"></span>r<span class="_ _0"></span>edy<span class="_ _1"></span>tu r<span class="_ _0"></span>ew<span class="_ _1"></span>ol<span class="_ _1"></span>w<span class="_ _1"></span>i<span class="_ _1"></span>ngow<span class="_ _9"></span>ego i w<span class="_ _9"></span>yk<span class="_ _1"></span>upu obli<span class="_ _1"></span>gac<span class="_ _1"></span>j<span class="_ _1"></span>i przez<span class="_ _1"></span> 11CT</div></div><div class="c xba y7c5 wab h1a6"><div class="t m30 x10c h1a7 y7b6 ffa fs5e fc0 sc0 ls0 ws0">-<span class="_ _60"> </span>1 042</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x68 h1a7 y7c6 ffc fs5e fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>os<span class="_ _1"></span>tałe z<span class="_ _1"></span>obow<span class="_ _9"></span>iąz<span class="_ _1"></span>ania w<span class="_ _9"></span>obec j<span class="_ _1"></span>ednos<span class="_ _1"></span>tek pow<span class="_ _9"></span>iąz<span class="_ _1"></span>any<span class="_ _1"></span>ch</div></div><div class="c xba y7c7 wab h1a6"><div class="t m30 x10d h1a7 y7b6 ffa fs5e fc0 sc0 ls0 ws0">2 668<span class="_ _a3"> </span>4 18<span class="_ _0"></span>1</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x14 h1a4 y7c8 fff fs5e fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>os<span class="_ _1"></span>t<span class="_ _9"></span>ałe z<span class="_ _1"></span>obowiąz<span class="_ _1"></span>ania do j<span class="_ _1"></span>ednos<span class="_ _1"></span>t<span class="_ _9"></span>ek ni<span class="_ _1"></span>epowiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch</div></div><div class="c xba y7c9 wab h1a6"><div class="t m30 x10c h1a4 y7b6 ffb fs5e fc0 sc0 ls0 ws0">3<span class="_ _d5"> </span>6</div></div><div class="c xba y7b7 wab h1a5"><div class="t m30 x14 h1a8 y7ca ffe fs5e fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y7cb wab h1a6"><div class="t m30 x102 h1a8 y7b6 ffe fs5e fc0 sc0 ls0 ws0">2 707<span class="_ _a3"> </span>7 47<span class="_ _0"></span>7</div></div><div class="c xba y7cc wac h1a9"><div class="t m30 x14 h1aa y7b6 ff4 fs5f fc0 sc0 ls0 ws0">Z<span class="_ _5"></span>ob<span class="_ _1"></span>o<span class="_ _1"></span>wią<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>n<span class="_ _1"></span>ia<span class="_ _1"></span> <span class="_ _1"></span>p<span class="_ _1"></span>ozostał<span class="_ _1"></span>e</div></div><div class="t m0 xeb h6 y7cd ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2a" class="pf wad h1ab" ><div class="pc pc2a wad h1ab"><img class="bi x8 y171 wae h1ac" alt="" src="data:image/png;base64,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"/><div class="t m0 x89 h8 y7ce ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 x10e h9 y7cf ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xd6 h9 y7d0 ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y7d1 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10f h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">41<span class="ls0"> </span></div><div class="t m0 x4f he y7d3 ff2 fs4 fc0 sc0 lsd ws0">33.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Poręcz</span>enia<span class="_ _1"></span> i gwarancje finanso<span class="_ _1"></span>we </span></div><div class="t m0 x7c h6 y7d4 ff4 fs2 fc0 sc0 ls0 ws0">Na dzień 31 grudn<span class="_ _0"></span>ia 20<span class="ff3">23 </span>Spółk<span class="_ _0"></span>a posiada następujące <span class="_ _0"></span><span class="ff3">p</span>oręcznia i gwarancj<span class="_ _0"></span>e finansowe<span class="ff3">:<span class="_ _0"></span> </span></div><div class="c x6f y7d5 waf h1ad"><div class="t m31 x62 h1ae y7d6 ff1 fs60 fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>ół<span class="_ _1"></span>ka<span class="_ _0"></span> </div><div class="t m31 x3e h1ae y7d7 ff1 fs60 fc0 sc0 ls0 ws0">ud<span class="_ _1"></span>zi<span class="_ _1"></span>elając<span class="_ _0"></span>a</div></div><div class="c x1 y7d5 wb0 h1ad"><div class="t m31 x5a h1af y7d8 ff2 fs60 fc0 sc0 ls0 ws0">Po<span class="_ _1"></span>dmio<span class="_ _1"></span>t,<span class="_ _1"></span> d<span class="_ _1"></span>l<span class="_ _1"></span>a<span class="_ _0"></span> </div><div class="t m31 x67 h1ae y7d6 ff1 fs60 fc0 sc0 ls0 ws0">które<span class="_ _0"></span>g<span class="_ _1"></span>o </div><div class="t m31 x110 h1af y7d7 ff2 fs60 fc0 sc0 ls0 ws0">ud<span class="_ _1"></span>zi<span class="_ _1"></span>elane j<span class="_ _1"></span>es<span class="_ _0"></span>t </div><div class="t m31 x68 h1ae y7d9 ff1 fs60 fc0 sc0 ls0 ws0">po<span class="_ _1"></span>rę<span class="_ _0"></span>czenie</div></div><div class="c x111 y7d5 wb1 h1ad"><div class="t m31 xa2 h1ae y7d6 ff1 fs60 fc0 sc0 ls0 ws0"> P<span class="_ _1"></span>od<span class="_ _1"></span>mio<span class="_ _1"></span>t, <span class="_ _1"></span>n<span class="_ _1"></span>a<span class="_ _0"></span> <span class="_ _1"></span>rze<span class="_ _0"></span>cz które<span class="_ _0"></span>g<span class="_ _1"></span>o </div><div class="t m31 x112 h1ae y7d7 ff1 fs60 fc0 sc0 ls0 ws0">ud<span class="_ _1"></span>zi<span class="_ _1"></span>elane j<span class="_ _1"></span>es<span class="_ _0"></span>t <span class="_ _1"></span>po<span class="_ _1"></span>rę<span class="_ _0"></span>cze<span class="_ _0"></span>n<span class="_ _1"></span>ie </div></div><div class="c x6f y7d5 wb2 h1ad"><div class="t m31 x113 h1af y7da ff2 fs60 fc0 sc0 ls0 ws0">U<span class="_ _1"></span>mowa<span class="_ _e7"> </span><span class="ff1">K<span class="_ _1"></span>w<span class="_ _0"></span>o<span class="_ _1"></span>ta po<span class="_ _1"></span>rę<span class="_ _0"></span>czenia</span></div></div><div class="c x6f y7db wb2 h1b0"><div class="t m31 xaf h1b1 y7dc ff3 fs60 fc0 sc0 ls0 ws0">CT <span class="_ _1"></span>SA<span class="_ _e8"> </span><span class="ff4">M<span class="_ _9"></span>a<span class="_ _0"></span>łp<span class="_ _0"></span>ka<span class="_ _e9"> </span><span class="ff3"> S<span class="_ _1"></span>GB <span class="_ _1"></span>Ban<span class="_ _0"></span>k <span class="_ _1"></span>S.A<span class="_ _9"></span>.<span class="_ _1"></span> <span class="_ _99"> </span>um<span class="_ _8"></span>owa<span class="_ _0"></span> kredy<span class="_ _1"></span>t<span class="_ _1"></span>ow<span class="_ _0"></span>a nr F<span class="_ _1"></span>CB/05<span class="_ _0"></span>/<span class="_ _1"></span>20<span class="_ _0"></span>14<span class="_ _0"></span>/00 z<span class="_ _9"></span> 31.03<span class="_ _0"></span>.201<span class="_ _0"></span>4 r.<span class="_ _ea"> </span><span class="ff4">po<span class="_ _0"></span>ręcz<span class="_ _1"></span>eni<span class="_ _0"></span>e do<span class="_ _0"></span> 15.00<span class="_ _0"></span>0 t<span class="_ _1"></span>y<span class="_ _9"></span>s<span class="_ _8"></span>.<span class="_ _1"></span> PLN</span></span></span></div></div><div class="c x6f y7dd wb2 h1b2"><div class="t m31 xaf h1b1 y7de ff3 fs60 fc0 sc0 ls0 ws0">CT <span class="_ _1"></span>SA<span class="_ _e8"> </span><span class="ff4">M<span class="_ _9"></span>a<span class="_ _0"></span>łp<span class="_ _0"></span>ka<span class="_ _e9"> </span><span class="ff3"> S<span class="_ _1"></span>GB <span class="_ _1"></span>Ban<span class="_ _0"></span>k <span class="_ _1"></span>S.A<span class="_ _9"></span>.<span class="_ _1"></span> <span class="_ _99"> </span>um<span class="_ _8"></span>owa<span class="_ _0"></span> kredy<span class="_ _1"></span>t<span class="_ _1"></span>ow<span class="_ _0"></span>a nr F<span class="_ _1"></span>CB/04<span class="_ _0"></span>/<span class="_ _1"></span>20<span class="_ _0"></span>14<span class="_ _0"></span>/00 z<span class="_ _9"></span> 31.03<span class="_ _0"></span>.201<span class="_ _0"></span>4 r.<span class="_ _eb"> </span><span class="ff4">po<span class="_ _0"></span>ręcz<span class="_ _1"></span>eni<span class="_ _0"></span>e do<span class="_ _0"></span> 7.<span class="_ _1"></span>5<span class="_ _0"></span>00<span class="_ _0"></span> <span class="_ _1"></span>ty<span class="_ _9"></span>s<span class="_ _0"></span>. P<span class="_ _1"></span>L<span class="_ _0"></span>N</span></span></span></div></div><div class="c x6f y7df wb2 h1b3"><div class="t m31 xaf h1b1 y7e0 ff3 fs60 fc0 sc0 ls0 ws0">CT <span class="_ _1"></span>SA<span class="_ _2e"> </span><span class="ls42">3CT</span></div></div><div class="c x111 y7df wb1 h1b3"><div class="t m31 x14 h1b4 y7e1 ff4 fs60 fc0 sc0 ls0 ws0">Dz<span class="_ _1"></span>ie<span class="_ _0"></span>wi<span class="_ _0"></span>ąta Sowi<span class="_ _0"></span>ni<span class="_ _0"></span>ec G<span class="_ _1"></span>rou<span class="_ _0"></span>p Sp. <span class="_ _1"></span>z<span class="_ _9"></span> o.o. </div><div class="t m31 x14 h1b1 y7e2 ff3 fs60 fc0 sc0 ls43 ws0">SKA</div></div><div class="c x6f y7df wb2 h1b3"><div class="t m31 xb0 h1b1 y7e0 ff4 fs60 fc0 sc0 ls0 ws0">Um<span class="_ _8"></span>ow<span class="_ _0"></span>a porę<span class="_ _0"></span>cz<span class="_ _9"></span>e<span class="_ _0"></span>ni<span class="_ _0"></span>a z<span class="_ _9"></span> dni<span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _1"></span>12<span class="_ _0"></span>.07.20<span class="_ _0"></span>18<span class="_ _ec"> </span><span class="ff3">do<span class="_ _0"></span> kwoty<span class="_ _9"></span> 8.000<span class="_ _0"></span> <span class="_ _1"></span>ty<span class="_ _9"></span>s<span class="_ _0"></span>. PLN</span></div></div><div class="c x6f y7e3 wb2 h1b5"><div class="t m31 xaf h1b1 y7e1 ff3 fs60 fc0 sc0 ls0 ws0">CT <span class="_ _1"></span>SA<span class="_ _2e"> </span><span class="ls42">2CT<span class="_ _ed"> </span></span>Tekni<span class="_ _0"></span>a Kali<span class="_ _0"></span>s<span class="_ _8"></span>z<span class="_ _9"></span> S<span class="_ _1"></span>p<span class="_ _0"></span>.<span class="_ _1"></span> z<span class="_ _9"></span>o.o.</div></div><div class="c x7a y7e3 wb3 h1b5"><div class="t m31 x14 h1b4 y7da ff4 fs60 fc0 sc0 ls0 ws0">Um<span class="_ _8"></span>ow<span class="_ _0"></span>a z<span class="_ _9"></span>aku<span class="_ _0"></span>pu<span class="_ _0"></span> nie<span class="_ _0"></span>ruch<span class="_ _0"></span>om<span class="_ _8"></span>oś<span class="_ _8"></span>ci <span class="_ _1"></span>- porę<span class="_ _0"></span>cz<span class="_ _9"></span>e<span class="_ _0"></span>ni<span class="_ _0"></span>e do<span class="_ _0"></span>t<span class="_ _1"></span>y<span class="_ _9"></span>cz<span class="_ _1"></span>y<span class="_ _9"></span> z<span class="_ _9"></span>ap<span class="_ _0"></span>ła<span class="_ _0"></span>ty<span class="_ _5"></span> po<span class="_ _0"></span>z<span class="_ _9"></span>o<span class="_ _0"></span>s<span class="_ _0"></span>tał<span class="_ _0"></span>ej<span class="_ _0"></span> </div><div class="t m31 x14 h1b4 y7e0 ff4 fs60 fc0 sc0 ls0 ws0">cz<span class="_ _9"></span>ę<span class="_ _0"></span>ś<span class="_ _0"></span>ci<span class="_ _0"></span> ceny</div></div><div class="c x114 y7e3 wb4 h1b5"><div class="t m31 x112 h1b4 y7e4 ff4 fs60 fc0 sc0 ls0 ws0">po<span class="_ _0"></span>ręcz<span class="_ _1"></span>eni<span class="_ _0"></span>e do<span class="_ _0"></span> kwoty<span class="_ _9"></span> 1 m<span class="_ _0"></span>ln<span class="_ _0"></span> EUR + </div><div class="t m31 x5a h1b4 y7e1 ff4 fs60 fc0 sc0 ls0 ws0">oś<span class="_ _8"></span>wi<span class="_ _0"></span>ad<span class="_ _0"></span>cz<span class="_ _9"></span>e<span class="_ _0"></span>ni<span class="_ _0"></span>e o pod<span class="_ _0"></span>da<span class="_ _0"></span>ni<span class="_ _0"></span>u s<span class="_ _0"></span>i<span class="_ _0"></span>ę eg<span class="_ _0"></span>z<span class="_ _9"></span>e<span class="_ _0"></span>kucj<span class="_ _0"></span>i do<span class="_ _0"></span> </div><div class="t m31 x115 h1b1 y7e2 ff3 fs60 fc0 sc0 ls0 ws0">kwo<span class="_ _0"></span>t<span class="_ _1"></span>y<span class="_ _1"></span> <span class="_ _1"></span>1.5 m<span class="_ _0"></span>l<span class="_ _0"></span>n EUR</div></div><div class="c x6f y7e5 wb2 h1b6"><div class="t m31 xaf h1b1 y7e6 ff3 fs60 fc0 sc0 ls0 ws0">CT <span class="_ _1"></span>SA<span class="_ _2e"> </span><span class="ls42">3CT<span class="_ _ed"> </span></span>PEKA<span class="_ _9"></span>O <span class="_ _1"></span>Le<span class="_ _0"></span>as<span class="_ _8"></span>ing<span class="_ _0"></span> Sp. <span class="_ _1"></span>z<span class="_ _9"></span>o.o.<span class="_ _bd"> </span>A<span class="_ _1"></span>neks<span class="_ _8"></span> <span class="_ _1"></span>nr 1 z<span class="_ _9"></span> dn. 27.10<span class="_ _0"></span>.<span class="_ _1"></span>20<span class="_ _0"></span>23<span class="_ _0"></span> do um<span class="_ _8"></span>owy<span class="_ _1"></span> <span class="_ _1"></span>l<span class="_ _0"></span>ea<span class="_ _0"></span>s<span class="_ _0"></span>i<span class="_ _0"></span>ng<span class="_ _0"></span>u z<span class="_ _9"></span> dn. 07.04<span class="_ _0"></span>.<span class="_ _1"></span>20<span class="_ _0"></span>20<span class="_ _42"> </span><span class="ff4">porę<span class="_ _0"></span>cz<span class="_ _9"></span>e<span class="_ _0"></span>ni<span class="_ _0"></span>e we<span class="_ _0"></span>ks<span class="_ _0"></span>l<span class="_ _0"></span>ow<span class="_ _0"></span>e</span></div></div><div class="t m0 x7c h6 y7e7 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h1b7 y7e8 ff19 fs61 fc0 sc0 ls0 ws0">Zarząd spółki Czerwona Torebka S.A. nie tw<span class="_ _0"></span>orzył rezerwy na poczet zobowiązania z tytułu po<span class="_ _0"></span>ręczenia udzielonego na rzecz SGB B<span class="_ _0"></span>ank S.A.. Rezerwa z tego tytułu została utw<span class="_ _0"></span>orzona natomiast w spółce SOVO <span class="_ _0"></span>–<span class="ff9"> Group Sp. zo.o. Sp.k. (dawniej Projekt 1 </span>–<span class="ff9"> S<span class="_ _0"></span>zesnasta </span></div><div class="t m0 xc h1b7 y7e9 ff19 fs61 fc0 sc0 ls0 ws0">Czerwona Torebka S.A. sp.k. sp.k.<span class="_ _0"></span>) („Dłuznik hipoteczny”) na dzień 31 grudnia 2017 roku w wysokości 12.088 tys. (sprawozda<span class="_ _0"></span>nie<span class="ff9"> </span>sk<span class="_ _0"></span>onsolidowane za rok 2017 nota „Poręczenia i gwarancj<span class="_ _0"></span>e finansowe”). 29 marca 2021 roku Spółka oraz SOVO <span class="_ _0"></span>–<span class="ff9"> Group Sp. z<span class="_ _0"></span>o.o. </span></div><div class="t m0 xc h1b7 y7ea ff19 fs61 fc0 sc0 ls0 ws0">Sp.k. („Dłuznik hipoteczny”) zawarły porozumi<span class="_ _0"></span>e<span class="ff9">-</span>nie w zakresie zwolnienia przez bank <span class="_ _0"></span>poręczenia cywilnego Czerwona Torebka S.A. ora<span class="_ _0"></span>z zabezpieczenia hipotecznego na nieruchom<span class="_ _0"></span>ości stano<span class="ff9">-</span>wiącej własność Dłuż<span class="_ _0"></span>nika hipotecznego. Ugoda została zawarta na </div><div class="t m0 xc h1b7 y7eb ff19 fs61 fc0 sc0 ls0 ws0">kwotę<span class="ff9"> </span>5.000.000,00 PLN płatne w ratach w ok<span class="_ _0"></span>resie 42 miesięcy (do 30 IX 2024 r.). Pod warunkiem term<span class="_ _0"></span>inowej zapłaty całej kwoty, bank<span class="_ _0"></span><span class="ff9"> </span>zwolni zabezpieczenia. W związku<span class="_ _0"></span> z powyższym wysokość rezerwy utworzonej w spółce SOVO<span class="_ _0"></span> –<span class="ff9"> Gro<span class="_ _0"></span>up Sp. zo.o. Sp.k.. </span></div><div class="t m0 xc h1b7 y38e ff19 fs61 fc0 sc0 ls0 ws0">została utrzymana<span class="ff9"> </span>na koniec okre<span class="_ _0"></span>su sprawozdawczego (szczegółowa informacja w skonso<span class="_ _0"></span>lidowany spra<span class="ff9">-</span>w<span class="_ _0"></span>ozdaniu finansowym Grupy Czerwona Torebka S.A., nota „<span class="_ _0"></span>Poręczenia i gwarancje finansowe”). <span class="_ _0"></span><span class="ff9"> </span></div><div class="t m0 xc h1b7 y7ec ff19 fs61 fc0 sc0 ls0 ws0">W dniu 25 marca 2024 roku dokonano spłaty<span class="_ _0"></span> całkowitej zadłużenia wynikającej z Ugody <span class="_ _0"></span>zawartej 29 marca 2021 roku pomię<span class="_ _0"></span>dzy SGB Bank S.A., a SOVO –<span class="ff9"> Group S<span class="_ _0"></span>p. zo.o. Sp.k. (dawniej Projekt 1 </span>–<span class="ff9"> </span>Szesnasta<span class="_ _0"></span> Czerwona Torebka S.A. sp.k. sp.k.<span class="_ _0"></span>) („Dłu<span class="_ _1"></span>żnik hipotec<span class="_ _0"></span><span class="ff9 ls44">z-</span></div><div class="t m0 xc h1b7 y7ed ff19 fs61 fc0 sc0 ls0 ws0">ny”) i Czerwona Torebka S.A. (poręczycielem) <span class="_ _0"></span>w związku z powyższym po dniu bilansowym zos<span class="_ _0"></span>tała rozwiązana rezerwa w<span class="_ _0"></span> spółce SOVO –<span class="ff9"> </span>Group Sp. zo.o. Sp.k. w wysokości<span class="_ _0"></span> 7.087.261,69zł. <span class="ff9"> </span></div><div class="t m0 xc h1b7 y7ee ff9 fs61 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h1b8 y7ef ff19 fs10 fc0 sc0 ls0 ws0">W związku z<span class="_ _1"></span> powyższym Zarząd<span class="_ _1"></span> Spółki nie ide<span class="_ _1"></span>ntyfikuje ryzyka kredyto<span class="_ _1"></span>wego zgodnie z MSSF 9.</div></div><div class="pi" ></div></div><div id="pf2b" class="pf wad h1ab" ><div class="pc pc2b wad h1ab"><img class="bi x8 y171 wb5 h1ac" alt="" src="data:image/png;base64,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"/><div class="t m0 x89 h8 y7ce ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 x10e h9 y7cf ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xd6 h9 y7d0 ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y7d1 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10f h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">42<span class="ls0"> </span></div><div class="t m0 xc he y7f0 ff2 fs4 fc0 sc0 lsd ws0">34.<span class="ls0"> <span class="_ _8c"> </span>Spra<span class="_ _1"></span>w<span class="_ _0"></span>y<span class="_ _1"></span> <span class="ff1">sądowe</span> </span></div><div class="t m0 xc h6 y7f1 ff4 fs2 fc0 sc0 ls0 ws0">Dane odnośnie spra<span class="_ _0"></span>w sądowych dot<span class="_ _0"></span>yczą tylko najbardziej istotn<span class="_ _0"></span>ych kwestii.<span class="_ _0"></span><span class="ff3">  </span></div><div class="t m0 xc h6 y7f2 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xc h6 y7f3 ff4 fs2 fc0 sc0 ls0 ws0">Na dzień <span class="ff3">26 k<span class="_ _0"></span>wietnia 2024 rok<span class="_ _0"></span>u </span>Spółka jest stroną następując<span class="_ _0"></span>ych sporów sądow<span class="_ _0"></span>ych<span class="ff3"> </span>o wartości <span class="_ _0"></span>nie mniejszej niż 40<span class="_ _0"></span><span class="ff3"> tys. PLN: </span></div><div class="t m0 xc h6 y7f4 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x13 y7f5 wb6 h1b9"><div class="t m32 x112 h1ba y7f6 ff1 fs62 fc0 sc0 ls0 ws0">S<span class="_ _1"></span>p<span class="_ _0"></span>r<span class="_ _0"></span>aw<span class="_ _8"></span>a z po<span class="_ _0"></span>w<span class="_ _8"></span>ód<span class="_ _0"></span>z<span class="_ _0"></span>tw<span class="_ _8"> </span>a<span class="_ _ee"> </span><span class="ff2">P<span class="_ _1"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _8"></span>dm<span class="_ _8"></span>iot s<span class="_ _8"></span>por<span class="_ _8"></span>u</span></div></div><div class="c x116 y7f5 wb7 h1b9"><div class="t m32 x14 h1bb y7f7 ff1 fs62 fc0 sc0 ls0 ws0"> W<span class="_ _1"></span>ar<span class="_ _0"></span>to<span class="_ _0"></span>ś<span class="_ _0"></span>ć pr<span class="_ _8"></span>ze<span class="_ _8"></span>dm<span class="_ _8"></span>. </div><div class="t m32 x3e h1ba y7f8 ff2 fs62 fc0 sc0 ls0 ws0">s<span class="_ _0"></span>p<span class="_ _0"></span>or<span class="_ _0"></span>u<span class="_ _0"></span> w<span class="_ _8"></span> tys<span class="_ _8"></span>.<span class="_ _1"></span> PLN<span class="_ _9"></span> </div></div><div class="c x13 y7f5 wb6 h1b9"><div class="t m32 x84 h1ba y7f6 ff2 fs62 fc0 sc0 ls0 ws0">S<span class="_ _1"></span>t<span class="_ _0"></span>an s<span class="_ _0"></span>p<span class="_ _0"></span>r<span class="_ _0"></span>aw<span class="_ _8"></span>y</div></div><div class="c x117 y7f5 wb8 h1b9"><div class="t m32 x3f h1ba y7f7 ff2 fs62 fc0 sc0 ls0 ws0">P<span class="_ _1"></span>r<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _8"></span>w<span class="_ _8"></span>idyw<span class="_ _8"></span>ane<span class="_ _0"></span> </div><div class="t m32 x30 h1bb y7f8 ff1 fs62 fc0 sc0 ls0 ws0">r<span class="_ _0"></span>oz<span class="_ _0"></span>s<span class="_ _8"></span>tr<span class="_ _0"></span>z<span class="_ _0"></span>ygn<span class="_ _0"></span>ię<span class="_ _0"></span>cie</div></div><div class="c x13 y7f9 wb9 h1bc"><div class="t m32 x14 h1bd y7fa ff3 fs63 fc0 sc0 ls0 ws0">Cz<span class="_ _1"></span>erwo<span class="_ _0"></span>na<span class="_ _0"></span> <span class="_ _1"></span>Toreb<span class="_ _0"></span>ka S.<span class="_ _1"></span>A<span class="_ _9"></span>. <span class="_ _1"></span>p-ko </div><div class="t m32 x14 h1bd y7fb ff3 fs63 fc0 sc0 ls0 ws0">Kom<span class="_ _8"></span>is<span class="_ _8"></span>ji Na<span class="_ _0"></span>dz<span class="_ _1"></span>oru F<span class="_ _1"></span>in<span class="_ _0"></span>an<span class="_ _0"></span>s<span class="_ _8"></span>owe<span class="_ _0"></span>go</div></div><div class="c x118 y7f9 wba h1bc"><div class="t m32 xc4 h1bd y7fc ff3 fs63 fc0 sc0 ls0 ws0">Skarga<span class="_ _0"></span> na </div><div class="t m32 x47 h1be y7fa ff4 fs63 fc0 sc0 ls0 ws0">de<span class="_ _0"></span>cy<span class="_ _9"></span>z<span class="_ _9"></span>j<span class="_ _0"></span>ę Kom<span class="_ _8"></span>is<span class="_ _8"></span>ji </div><div class="t m32 x1b h1bd y7fb ff3 fs63 fc0 sc0 ls0 ws0">Na<span class="_ _0"></span>dz<span class="_ _1"></span>oru </div><div class="t m32 x3f h1bd y7fd ff3 fs63 fc0 sc0 ls0 ws0">F<span class="_ _1"></span>i<span class="_ _0"></span>na<span class="_ _0"></span>ns<span class="_ _8"></span>owe<span class="_ _0"></span>go</div></div><div class="c x13 y7f9 wb6 h1bc"><div class="t m32 x49 h1bd y7fe ff3 fs63 fc0 sc0 ls45 ws0">100</div></div><div class="c x6d y7f9 wbb h1bc"><div class="t m32 x14 h1be y7ff ff4 fs63 fc0 sc0 ls0 ws0">25<span class="_ _0"></span> <span class="_ _1"></span>s<span class="_ _8"></span>ie<span class="_ _0"></span>rpni<span class="_ _0"></span>a 20<span class="_ _0"></span>23<span class="_ _0"></span> <span class="_ _1"></span>r. <span class="_ _1"></span>Kom<span class="_ _8"></span>is<span class="_ _8"></span>ja Na<span class="_ _0"></span>dz<span class="_ _9"></span>o<span class="_ _0"></span>ru F<span class="_ _1"></span>i<span class="_ _0"></span>na<span class="_ _0"></span>ns<span class="_ _8"></span>owe<span class="_ _0"></span>go<span class="_ _0"></span> po roz<span class="_ _9"></span>p<span class="_ _0"></span>oz<span class="_ _9"></span>n<span class="_ _0"></span>an<span class="_ _0"></span>i<span class="_ _0"></span>u odw<span class="_ _0"></span>oł<span class="_ _0"></span>an<span class="_ _0"></span>ia<span class="_ _0"></span> s<span class="_ _0"></span>pó<span class="_ _0"></span>łki<span class="_ _0"></span> </div><div class="t m32 x14 h1be y800 ff4 fs63 fc0 sc0 ls0 ws0">utrz<span class="_ _9"></span>y<span class="_ _9"></span>m<span class="_ _8"></span>ał<span class="_ _0"></span>a w m<span class="_ _0"></span>ocy<span class="_ _1"></span> <span class="_ _1"></span>de<span class="_ _0"></span>cy<span class="_ _9"></span>z<span class="_ _9"></span>j<span class="_ _0"></span>ę  <span class="_ _1"></span>na<span class="_ _0"></span>kła<span class="_ _0"></span>da<span class="_ _0"></span>ją<span class="_ _0"></span>cą na<span class="_ _0"></span> <span class="_ _1"></span>s<span class="_ _8"></span>pół<span class="_ _0"></span>kę karę 10<span class="_ _0"></span>0.00<span class="_ _0"></span>0 z<span class="_ _9"></span>ł z<span class="_ _9"></span>a ni<span class="_ _0"></span>ew<span class="_ _0"></span>ła<span class="_ _0"></span>ś<span class="_ _0"></span>ci<span class="_ _0"></span>we<span class="_ _0"></span> </div><div class="t m32 x14 h1be y7fe ff4 fs63 fc0 sc0 ls0 ws0">wy<span class="_ _1"></span>kona<span class="_ _0"></span>ni<span class="_ _0"></span>e ob<span class="_ _0"></span>ow<span class="_ _0"></span>ią<span class="_ _0"></span>z<span class="_ _9"></span>ków<span class="_ _0"></span> <span class="_ _1"></span>i<span class="_ _0"></span>nform<span class="_ _8"></span>acy<span class="_ _9"></span>jn<span class="_ _0"></span>y<span class="_ _9"></span>ch<span class="_ _0"></span>.<span class="_ _1"></span> Kara z<span class="_ _9"></span>os<span class="_ _8"></span>t<span class="_ _1"></span>a<span class="_ _0"></span>ła<span class="_ _0"></span> <span class="_ _1"></span>z<span class="_ _9"></span>a<span class="_ _0"></span>pł<span class="_ _0"></span>aco<span class="_ _0"></span>na<span class="_ _0"></span>.<span class="_ _1"></span> Dni<span class="_ _0"></span>a 18<span class="_ _0"></span> <span class="_ _1"></span>pa<span class="_ _0"></span>ź<span class="_ _9"></span>d<span class="_ _0"></span>z<span class="_ _9"></span>i<span class="_ _0"></span>ern<span class="_ _0"></span>ika </div><div class="t m32 x14 h1be y801 ff4 fs63 fc0 sc0 ls0 ws0">20<span class="_ _0"></span>23<span class="_ _0"></span> <span class="_ _1"></span>r. <span class="_ _1"></span>s<span class="_ _0"></span>p<span class="_ _0"></span>ół<span class="_ _0"></span>ka z<span class="_ _9"></span>ł<span class="_ _0"></span>oż<span class="_ _9"></span>y<span class="_ _1"></span>ła<span class="_ _0"></span> <span class="_ _1"></span>s<span class="_ _8"></span>kargę<span class="_ _0"></span> <span class="_ _1"></span>na<span class="_ _0"></span> decy<span class="_ _9"></span>z<span class="_ _1"></span>ję<span class="_ _0"></span>.<span class="_ _1"></span> W<span class="_ _1"></span>SA<span class="_ _9"></span> <span class="_ _1"></span>od<span class="_ _0"></span>da<span class="_ _0"></span>li<span class="_ _0"></span>ł<span class="_ _0"></span> <span class="_ _1"></span>s<span class="_ _8"></span>kargę<span class="_ _0"></span>,<span class="_ _1"></span> Spół<span class="_ _0"></span>ka wy<span class="_ _9"></span>s<span class="_ _8"></span>t<span class="_ _1"></span>ąp<span class="_ _0"></span>ił<span class="_ _0"></span>a z<span class="_ _9"></span> </div><div class="t m32 x14 h1bd y802 ff3 fs63 fc0 sc0 ls0 ws0">wn<span class="_ _0"></span>io<span class="_ _0"></span>s<span class="_ _8"></span>k<span class="_ _1"></span>i<span class="_ _0"></span>em<span class="_ _8"></span> <span class="_ _1"></span>o uz<span class="_ _9"></span>a<span class="_ _0"></span>s<span class="_ _8"></span>adn<span class="_ _0"></span>ie<span class="_ _0"></span>ni<span class="_ _0"></span>e, </div></div><div class="c x117 y7f9 wb8 h1bc"><div class="t m32 x119 h1bd y803 ff3 fs63 fc0 sc0 ls0 ws0">Na<span class="_ _0"></span> <span class="_ _1"></span>o<span class="_ _0"></span>be<span class="_ _0"></span>cny<span class="_ _9"></span>m<span class="_ _8"></span> </div><div class="t m32 x20 h1bd y7fc ff3 fs63 fc0 sc0 ls0 ws0">etap<span class="_ _0"></span>ie</div><div class="t m32 x110 h1be y7fa ff4 fs63 fc0 sc0 ls0 ws0">po<span class="_ _0"></span>s<span class="_ _8"></span>t<span class="_ _1"></span>ępo<span class="_ _0"></span>wa<span class="_ _0"></span>ni<span class="_ _0"></span>a ni<span class="_ _0"></span>e </div><div class="t m32 xaf h1be y7fb ff4 fs63 fc0 sc0 ls0 ws0">je<span class="_ _0"></span>s<span class="_ _8"></span>t<span class="_ _1"></span> <span class="_ _1"></span>m<span class="_ _8"></span>oż<span class="_ _9"></span>l<span class="_ _0"></span>iw<span class="_ _0"></span>e</div><div class="t m32 x14 h1bd y7fd ff3 fs63 fc0 sc0 ls0 ws0">os<span class="_ _8"></span>z<span class="_ _9"></span>aco<span class="_ _0"></span>wa<span class="_ _0"></span>ni<span class="_ _0"></span>e je<span class="_ _0"></span>go<span class="_ _0"></span> </div><div class="t m32 xa7 h1bd y804 ff3 fs63 fc0 sc0 ls0 ws0">wy<span class="_ _1"></span>niku<span class="_ _0"></span>.</div></div><div class="t m0 x11a hf y805 ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div><div class="t m0 xb7 he y511 ff2 fs4 fc0 sc0 lsd ws0">35.<span class="ls0"> <span class="_ _8c"> </span>Ro<span class="_ _1"></span>zliczenia podatko<span class="_ _1"></span>w<span class="_ _0"></span>e </span></div><div class="t m0 xb7 hb ycb ff4 fs2 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _0"></span>podatkowe <span class="_ _0"></span>oraz <span class="_ _0"></span>inne <span class="_ _0"></span>obszary <span class="_ _0"></span>działalności <span class="_ _0"></span>podlegające <span class="_ _8"></span>regulacjom <span class="_ _0"></span>(na prz<span class="_ _0"></span>y<span class="_ _1"></span>kład <span class="_ _0"></span>spraw<span class="_ _0"></span>y celne </div><div class="t m0 xb7 h6 y806 ff4 fs2 fc0 sc0 ls0 ws0">czy <span class="_ _8"></span>dewizowe) <span class="_ _88"></span>mogą <span class="_ _8"></span>b<span class="_ _0"></span>y<span class="_ _1"></span>ć <span class="_ _88"></span>przedmiotem <span class="_ _8"></span>k<span class="_ _0"></span>ontroli <span class="_ _8"></span>organów <span class="_ _8"></span>adm<span class="_ _0"></span>inistracyjnych, <span class="_ _8"></span>k<span class="_ _0"></span>tóre <span class="_ _8"></span>uprawnione <span class="_ _8"></span>są <span class="_ _8"></span>do <span class="_ _88"></span>n<span class="_ _0"></span><span class="ff3 ls1">a-</span></div><div class="t m0 xb7 hb y807 ff4 fs2 fc0 sc0 ls0 ws0">kładania <span class="_ _8"></span>wysokich <span class="_ _8"></span>kar <span class="_ _8"></span>i <span class="_ _0"></span>sank<span class="_ _0"></span>cji. <span class="_ _0"></span>Brak<span class="_ _0"></span> <span class="_ _8"></span>odni<span class="_ _1"></span>esienia <span class="_ _8"></span>do <span class="_ _8"></span>utrwalonych <span class="_ _8"></span>regulacji <span class="_ _0"></span>pra<span class="_ _0"></span>wnych <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>Polsce <span class="_ _8"></span>powoduje </div><div class="t m0 xb7 h6 y808 ff4 fs2 fc0 sc0 ls0 ws0">występowanie <span class="_ _92"> </span>w <span class="_ _8d"> </span>obowią<span class="_ _0"></span>zujących <span class="_ _8d"> </span>przepisach <span class="_ _92"> </span>niejasn<span class="_ _0"></span>ości <span class="_ _8d"> </span>i<span class="ff3"> </span>n<span class="_ _0"></span>iespójności. <span class="_ _8d"> </span>C<span class="_ _0"></span>zęsto <span class="_ _8d"> </span>występujące <span class="_ _92"> </span>różnice <span class="_ _92"> </span>w </div><div class="t m0 xb7 hb y809 ff4 fs2 fc0 sc0 ls0 ws0">opiniach, <span class="_ _8"></span>co <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>interpretacji <span class="_ _8"></span>prawnej <span class="_ _8"></span>przepisów <span class="_ _8"></span>podatkowych <span class="_ _8"></span>zarówno <span class="_ _8"></span>wewnątrz <span class="_ _8"></span>organów <span class="_ _8"></span>państwowych, </div><div class="t m0 xb7 h6 y21c ff4 fs2 fc0 sc0 ls0 ws0">jak <span class="_ _88"> </span>i <span class="_ _8e"> </span>pom<span class="_ _0"></span>iędzy<span class="_ _1"></span> <span class="_ _88"></span>org<span class="_ _0"></span>anami <span class="_ _88"> </span>państ<span class="_ _0"></span>wowymi <span class="_ _88"></span>i<span class="ff3"> <span class="_ _0"></span></span>przedsiębiorstwam<span class="_ _0"></span>i, <span class="_ _88"></span>powodują <span class="_ _8e"> </span>powstawanie <span class="_ _8e"> </span>ob<span class="_ _0"></span>szarów <span class="_ _88"></span>n<span class="_ _0"></span>iepe<span class="ff3 ls1e">w-</span></div><div class="t m0 xb7 h6 y80a ff4 fs2 fc0 sc0 ls0 ws0">ności <span class="_ _0"></span>i <span class="_ _0"></span>konflik<span class="_ _0"></span>tów. Zja<span class="_ _0"></span>wiska <span class="_ _0"></span>te <span class="_ _0"></span>powoduj<span class="_ _0"></span>ą, <span class="_ _0"></span>że <span class="_ _0"></span>ryzyko <span class="_ _0"></span>podatk<span class="_ _0"></span>owe <span class="_ _0"></span>w <span class="_ _0"></span>Polsce <span class="_ _0"></span>jest <span class="_ _8"></span>z<span class="_ _1"></span>na<span class="_ _0"></span>cząco <span class="_ _0"></span>wyższe <span class="_ _0"></span>niż <span class="_ _0"></span>istni<span class="_ _8"></span><span class="ff3 ls1">e-</span></div><div class="t m0 xb7 h6 y55 ff4 fs2 fc0 sc0 ls0 ws0">jące zwykle w k<span class="_ _0"></span>rajach o<span class="ff3"> </span>bardziej rozwinięt<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span> systemie podatk<span class="_ _0"></span>owy<span class="_ _1"></span>m<span class="_ _0"></span>.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y19d ff4 fs2 fc0 sc0 ls0 ws0">Rozliczenia <span class="_ _0"></span>podatk<span class="_ _0"></span>owe m<span class="_ _0"></span>ogą <span class="_ _0"></span>być pr<span class="_ _0"></span>zedmiotem<span class="_ _0"></span> k<span class="_ _0"></span>ontroli<span class="_ _1"></span> <span class="_ _0"></span>przez <span class="_ _0"></span>ok<span class="_ _0"></span>res <span class="_ _0"></span>pięciu l<span class="_ _0"></span>at,<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>począwszy <span class="_ _0"></span>od <span class="_ _0"></span>końca <span class="_ _0"></span>rok<span class="_ _0"></span>u, </div><div class="t m0 xb7 h6 y19e ff3 fs2 fc0 sc0 ls0 ws0">w <span class="ff4">którym <span class="_ _89"> </span>nastą<span class="_ _0"></span>piła <span class="_ _89"> </span>zapłata <span class="_ _8f"> </span>podatku. <span class="_ _92"> </span>W<span class="_ _8"></span> <span class="_ _92"> </span>wyniku <span class="_ _89"> </span>przeprowadzan<span class="_ _0"></span>ych <span class="_ _92"> </span>k<span class="_ _0"></span>ontroli <span class="_ _92"> </span>d<span class="_ _0"></span>otychczasowe <span class="_ _89"> </span>ro<span class="_ _0"></span>zliczenia </span></div><div class="t m0 xb7 h6 y19f ff4 fs2 fc0 sc0 ls0 ws0">podatkowe <span class="_ _0"></span>Spółk<span class="_ _0"></span>i m<span class="_ _0"></span>ogą <span class="_ _0"></span>zostać <span class="_ _0"></span>powięk<span class="_ _0"></span>szone <span class="_ _0"></span>o <span class="_ _0"></span>dodatkowe <span class="_ _0"></span>zobo<span class="_ _0"></span>wiązania <span class="_ _0"></span>podatkowe. <span class="_ _8"></span>S<span class="_ _1"></span>półk<span class="_ _8"></span><span class="ff3">a <span class="_ _0"></span></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span><span class="ff3 lse">31 </span></div><div class="t m0 xb7 h6 y1a0 ff3 fs2 fc0 sc0 ls0 ws0">grudnia <span class="_ _8"></span>2023 <span class="_ _8"></span>rok<span class="_ _0"></span>u <span class="_ _8"></span>nie <span class="_ _8"></span>tworz<span class="ff4">yła</span> <span class="_ _8"></span>re<span class="_ _0"></span>zerw <span class="_ _8"></span>na <span class="_ _8"></span>rozpoznane <span class="_ _8"></span>i polic<span class="_ _0"></span>zalne <span class="_ _8"></span>ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _8"></span>podatko<span class="_ _0"></span>we <span class="_ _8"></span><span class="ff4">gdyż <span class="_ _8"></span>takie <span class="_ _8"></span>jej <span class="_ _88"></span>zd</span><span class="ls1">a-</span></div><div class="t m0 xb7 h6 y80b ff4 fs2 fc0 sc0 ls0 ws0">niem nie wystąpił<span class="_ _0"></span>y.<span class="ff3"> </span></div><div class="t m0 xb8 he y80c ff2 fs4 fc0 sc0 lsd ws0">36.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Informacje<span class="_ _1"></span> o transakcjach z<span class="_ _1"></span> jednostkami po<span class="_ _1"></span>wiązany<span class="_ _1"></span>mi<span class="_ _0"></span><span class="ff2 fs2"> </span></span></span></div><div class="t m0 xb7 hb y352 ff4 fs2 fc0 sc0 ls0 ws0">Następujące <span class="_ _8"></span>tabele <span class="_ _0"></span>przedstawiają <span class="_ _8"></span>łączne <span class="_ _0"></span>kwoty <span class="_ _0"></span>transa<span class="_ _0"></span>kcji <span class="_ _0"></span>zawart<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>z <span class="_ _0"></span>podmiotam<span class="_ _0"></span>i <span class="_ _0"></span>wewnątrzgrupow<span class="_ _0"></span>y<span class="_ _1"></span>mi <span class="_ _8"></span>i </div><div class="t m0 xb7 h6 y80d ff4 fs2 fc0 sc0 ls0 ws0">powiązanymi<span class="ff3 lsf">  <span class="_ _0"></span><span class="ls0">za bi</span></span>eżący i<span class="ff3"> popr<span class="_ _0"></span>zedni rok obrotowy:<span class="_ _0"></span> </span></div><div class="t m0 xb7 h6 y80e ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y80f ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2d" class="pf wad h1ab" ><div class="pc pc2d wad h1ab"><img class="bi x8 y171 wb5 h1ac" alt="" 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class="t m0 x89 h8 y7ce ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 x10e h9 y7cf ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xd6 h9 y7d0 ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y7d1 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10f h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">44<span class="ls0"> </span></div><div class="c x13 y810 wbc h1bf"><div class="t m33 x14 h1c0 y811 fff fs64 fc0 sc0 ls0 ws0">Podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span> powiąz<span class="_ _1"></span>any</div></div><div class="c x11b y812 wbd h1c1"><div class="t m33 x3c h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">Sprzedaż na rzecz<span class="_ _1"></span> </div><div class="t m33 xfe h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m33 x5a h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c xc3 y812 wbe h1c1"><div class="t m33 x66 h1c0 y813 ffb fs64 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ak<span class="_ _1"></span>upy<span class="_ _0"></span> od </div><div class="t m33 x66 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m33 x3e h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x8c y812 wbf h1c1"><div class="t m33 x18 h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>k<span class="_ _1"></span>i – </div><div class="t m33 x110 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">pr<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>chody<span class="_ _0"></span> </div><div class="t m33 x5a h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe</div></div><div class="c x63 y812 wc0 h1c1"><div class="t m33 x5a h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>k<span class="_ _1"></span>i – </div><div class="t m33 x119 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m33 x110 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe</div></div><div class="c x11c y812 wbe h1c1"><div class="t m33 x43 h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> od </div><div class="t m33 x66 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m33 x3e h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x108 y812 wc1 h1c1"><div class="t m33 x1b h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m33 x3c h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">wobec podm<span class="_ _1"></span>iot<span class="_ _9"></span>ów </div><div class="t m33 x14 h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x11d y812 wc2 h1c1"><div class="t m33 x110 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> </div><div class="t m33 x47 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">weksl<span class="_ _1"></span>owe</div></div><div class="c x11e y812 wc3 h1c1"><div class="t m33 x14 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m33 x119 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">weksl<span class="_ _1"></span>owe</div></div><div class="c x13 y816 wc4 h1c2"><div class="t m33 x14 h1c0 y813 fff fs64 fc0 sc0 ls0 ws0">&quot;Pr<span class="_ _0"></span>oj<span class="_ _1"></span>ekt<span class="_ _9"></span> 4 -<span class="_ _0"></span> Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> C<span class="_ _0"></span>zerwona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka ak<span class="_ _1"></span>cy<span class="_ _0"></span>j<span class="_ _1"></span>na </div><div class="t m33 x14 h1c0 y817 fff fs64 fc0 sc0 ls0 ws0">spół<span class="_ _1"></span>ka k<span class="_ _1"></span>om<span class="_ _1"></span>andy<span class="_ _0"></span>t<span class="_ _1"></span>owa&quot; sp.k.. (daw<span class="_ _0"></span>ni<span class="_ _1"></span>ej Czerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">S.A. SK<span class="_ _1"></span>)</div></div><div class="c x13 y816 wbc h1c2"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         20    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                       823    <span class="_ _90"> </span>                           -    <span class="_ _94"> </span>         76    <span class="_ _94"> </span>                -    </div></div><div class="c x13 y818 wc4 h1c3"><div class="t m33 x14 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawniej: Dr<span class="_ _0"></span>uga - </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y818 wbc h1c3"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           2    <span class="_ _c0"> </span>          1    <span class="_ _94"> </span>                       163    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         44    <span class="_ _91"> </span>              10    </div></div><div class="c x13 y819 wc4 h1c4"><div class="t m33 x14 h1c0 y81a ffb fs64 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rzeci<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K. (<span class="_ _0"></span>dawniej<span class="_ _1"></span>: T<span class="_ _0"></span>rzeci<span class="_ _1"></span>a -<span class="_ _0"></span> </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y819 wbc h1c4"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                        600    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         12    <span class="_ _c0"> </span>          1    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         75<span class="_ _0"></span>    <span class="_ _8f"> </span>                5    </div></div><div class="c x13 y81b wc4 h1c4"><div class="t m33 x14 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">SOV<span class="_ _1"></span>O G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawn<span class="_ _0"></span>i<span class="_ _1"></span>ej: Projek<span class="_ _1"></span>t<span class="_ _1"></span>-1-<span class="_ _0"></span>Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK SK)</div></div><div class="c x13 y81b wbc h1c4"><div class="t m33 x120 h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                             -    <span class="_ _94"> </span>                           1    <span class="_ _90"> </span>         31    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                       275    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       768    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y81c wc4 h1c3"><div class="t m33 x14 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ąt<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K.(<span class="_ _0"></span>dawniej<span class="_ _1"></span>: Piąt<span class="_ _9"></span>a -<span class="_ _0"></span> </div><div class="t m33 x14 h1c0 y81d ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y81c wbc h1c3"><div class="t m33 x11f h1c0 y81d ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         41    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                  11 793    <span class="_ _94"> </span>                      340    <span class="_ _a"> </span>       188    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y81e wc4 h1c4"><div class="t m33 x14 h1c0 y81a fff fs64 fc0 sc0 ls0 ws0">Sz<span class="_ _1"></span>óst<span class="_ _9"></span>a -<span class="_ _0"></span> SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: Szós<span class="_ _1"></span>t<span class="_ _9"></span>a<span class="_ _0"></span> - </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y81e wbc h1c4"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>       107    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                    7 247    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       327    <span class="_ _94"> </span>                -    </div></div><div class="c x13 y81f wc4 h1c4"><div class="t m33 x14 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>1-C<span class="_ _0"></span>zt<span class="_ _9"></span>er<span class="_ _0"></span>nast<span class="_ _9"></span>a C<span class="_ _0"></span>zerwona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. SK<span class="_ _1"></span> SK </div><div class="t m33 x14 h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">(d<span class="_ _0"></span>awniej<span class="_ _1"></span> Siódm<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SK)</div></div><div class="c x13 y81f wbc h1c4"><div class="t m33 x120 h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>         50    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       918    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       150    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y820 wbc h1c5"><div class="t m33 x14 h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">Ós<span class="_ _1"></span>m<span class="_ _1"></span>a - C<span class="_ _0"></span>zerwona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. SK<span class="_ _ef"> </span><span class="ffb ls46">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         54    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                    4 065    <span class="_ _90"> </span>                           -    <span class="_ _94"> </span>       639    <span class="_ _94"> </span>                -    </span></div></div><div class="c x13 y821 wc4 h1c4"><div class="t m33 x14 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>2-Szesnas<span class="_ _1"></span>t<span class="_ _1"></span>a Czerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SK S<span class="_ _1"></span>K </div><div class="t m33 x14 h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">(d<span class="_ _0"></span>awniej<span class="_ _1"></span> Dzies<span class="_ _1"></span>iąt<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S<span class="_ _1"></span>.A. SK)</div></div><div class="c x13 y821 wbc h1c4"><div class="t m33 x120 h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>         23    <span class="_ _90"> </span>          1    <span class="_ _94"> </span>                       214    <span class="_ _90"> </span>                           -    <span class="_ _94"> </span>       282    <span class="_ _91"> </span>              26    </div></div><div class="c x13 y822 wc4 h1c3"><div class="t m33 x14 h1c0 y814 ffb fs64 fc0 sc0 ls0 ws0">Jedenas<span class="_ _1"></span>t<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K. (<span class="_ _0"></span>dawniej<span class="_ _1"></span>: Jedenast<span class="_ _9"></span>a </div><div class="t m33 x14 h1c0 y81d ffb fs64 fc0 sc0 ls0 ws0">- C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SK)</div></div><div class="c x13 y822 wbc h1c3"><div class="t m33 x11f h1c0 y81d ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                         37    <span class="_ _a"> </span>                   2 383<span class="_ _0"></span>    <span class="_ _a"> </span>         10    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y823 wc4 h1c4"><div class="t m33 x14 h1c0 y81a ffb fs64 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>3-Szesnas<span class="_ _1"></span>t<span class="_ _1"></span>a Czerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SK S<span class="_ _1"></span>K </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">(d<span class="_ _0"></span>awniej<span class="_ _1"></span> Dw<span class="_ _0"></span>unast<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SK)</div></div><div class="c x13 y823 wbc h1c4"><div class="t m33 x120 h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>       138    <span class="_ _90"> </span><span class="ls0">      8<span class="_ _0"></span>28    <span class="_ _a"> </span></span>                  18 184    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         15<span class="_ _0"></span>    <span class="_ _8f"> </span>       23 85<span class="_ _0"></span>0    </div></div><div class="c x13 y824 wbc h1c5"><div class="t m33 x14 h1c0 y81d ffb fs64 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rzy<span class="_ _0"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>oreb<span class="_ _0"></span>k<span class="_ _1"></span>a S.A. SK<span class="_ _9c"> </span><span class="ls46">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           9    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                         38    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       228    <span class="_ _94"> </span>                -    </span></div></div><div class="c x13 y825 wbc h1c6"><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Czt<span class="_ _9"></span>e<span class="_ _0"></span>rnast<span class="_ _1"></span>a - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. S<span class="_ _1"></span>K<span class="_ _d9"> </span><span class="ls46">                          24    <span class="_ _c0"> </span>                            -    <span class="_ _90"> </span>         47    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                  11 117    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         60    <span class="_ _94"> </span>                -    </span></div></div><div class="c x13 y826 wc4 h1c3"><div class="t m33 x14 h1c0 y814 fff fs64 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ęt<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K.(dawniej: Pi<span class="_ _1"></span>ęt<span class="_ _1"></span>nas<span class="_ _1"></span>t<span class="_ _1"></span>a - </div><div class="t m33 x14 h1c0 y81d ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y826 wbc h1c3"><div class="t m33 x11f h1c0 y81d ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         72    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                    2 853    <span class="_ _90"> </span>                           -    <span class="_ _94"> </span><span class="ls0">    1 198<span class="_ _0"></span>    <span class="_ _a"> </span></span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y827 wbc h1c6"><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Sz<span class="_ _1"></span>esnast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK<span class="_ _c2"> </span><span class="ls46">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           3    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       608    <span class="_ _94"> </span>                          9    <span class="_ _a"> </span>         54    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y828 wbc h1c5"><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Si<span class="_ _1"></span>edem<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SKA<span class="_ _74"> </span><span class="ls46">                          24    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         46<span class="_ _0"></span>    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y829 wc4 h1c4"><div class="t m33 x14 h1c0 y817 ffb fs64 fc0 sc0 ls0 ws0">Os<span class="_ _1"></span>iem<span class="_ _9"></span>nast<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Os<span class="_ _1"></span>iem<span class="_ _9"></span>nast<span class="_ _1"></span>a - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. S<span class="_ _1"></span>KA)</div></div><div class="c x13 y829 wbc h1c4"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         50    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y82a wbc h1c5"><div class="t m33 x14 h1c0 y815 fff fs64 fc0 sc0 ls0 ws0">Dziewi<span class="_ _1"></span>ęt<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SKA<span class="_ _39"> </span><span class="ffb ls46">                          24<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           3    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         65    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y82b wc4 h1c4"><div class="t m33 x14 h1c0 y817 ffb fs64 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawniej: </div><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SKA)</div></div><div class="c x13 y82b wbc h1c4"><div class="t m33 x11f h1c0 y815 ffb fs64 fc0 sc0 ls46 ws0">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         64    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y82c wbc h1c5"><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a Pierwsza - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. S<span class="_ _1"></span>KA<span class="_ _57"> </span><span class="ls46">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           3    <span class="_ _91"> </span>           -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         75    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y82d wbc h1c5"><div class="t m33 x14 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a D<span class="_ _0"></span>ruga -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SKA<span class="_ _ae"> </span><span class="ls46">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>         62    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                    3 635    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         75    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y82e wbc h1c5"><div class="t m33 x14 h1c0 y82f ffb fs64 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a sp. z o.o.<span class="_ _f0"> </span><span class="ls46">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _91"> </span>            -    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>           3    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y810 wbc h1bf"><div class="t m33 x14 h1c7 y830 ffe fs64 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x13 y831 wbc h1c5"><div class="t m33 x121 h1c7 y815 ffe fs64 fc0 sc0 ls47 ws0">984<span class="_ _f1"> </span><span class="ls0">1<span class="_ _ed"> </span></span>685<span class="_ _f2"> </span>831<span class="_ _53"> </span><span class="ls0">61 970<span class="_ _24"> </span>2 732<span class="_ _f3"> </span>4 492<span class="_ _ed"> </span>23 891</span></div></div><div class="c x13 y832 wc5 h1c5"><div class="t m33 x14 h1c8 y815 ff4 fs65 fc0 sc0 ls0 ws0">Tra<span class="_ _1"></span>nsak<span class="_ _1"></span>c<span class="_ _0"></span>j<span class="_ _1"></span>e zawa<span class="_ _1"></span>rte <span class="_ _1"></span>z<span class="_ _0"></span> p<span class="_ _1"></span>od<span class="_ _1"></span>miota<span class="_ _1"></span>mi zale<span class="_ _1"></span>żny<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _1"></span>- wewn<span class="_ _1"></span>ątrzgru<span class="_ _1"></span>po<span class="_ _1"></span>wymi</div></div><div class="c x11b y833 wc6 h1c6"><div class="t m33 x12 h1c0 y815 ffb fs64 fc0 sc0 ls0 ws0">Dane za okres od 01 st<span class="_ _9"></span>y<span class="_ _0"></span>czni<span class="_ _1"></span>a 2023 do 3<span class="_ _0"></span>1 grudn<span class="_ _0"></span>i<span class="_ _1"></span>a 2023 (<span class="_ _0"></span>badane)</div></div><div class="t m0 x122 h6 y17 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2e" class="pf wad h1ab" ><div class="pc pc2e wad h1ab"><img class="bi x8 y171 wb5 h1ac" alt="" src="data:image/png;base64,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"/><div class="t m0 x89 h8 y7ce ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 x10e h9 y7cf ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xd6 h9 y7d0 ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xc ha y7d1 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10f h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">45<span class="ls0"> </span></div><div class="c x13 y834 wc7 h1c9"><div class="t m34 x14 h1ca y835 fff fs66 fc0 sc0 ls0 ws0">Podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span> powiąz<span class="_ _1"></span>any</div></div><div class="c x123 y836 wc8 h1cb"><div class="t m34 x124 h1ca y837 fff fs66 fc0 sc0 ls0 ws0">Sprzedaż na rzecz<span class="_ _1"></span> </div><div class="t m34 xfb h1ca y838 fff fs66 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m34 x5a h1ca y839 fff fs66 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x125 y836 wc9 h1cb"><div class="t m34 x66 h1ca y837 ffb fs66 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>ak<span class="_ _1"></span>upy<span class="_ _0"></span> od </div><div class="t m34 x65 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m34 x3e h1ca y839 fff fs66 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x85 y836 wca h1cb"><div class="t m34 x18 h1ca y837 fff fs66 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>k<span class="_ _1"></span>i – </div><div class="t m34 x110 h1ca y838 ffb fs66 fc0 sc0 ls0 ws0">pr<span class="_ _0"></span>z<span class="_ _1"></span>y<span class="_ _0"></span>chody<span class="_ _0"></span> </div><div class="t m34 x5a h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe</div></div><div class="c x126 y836 wcb h1cb"><div class="t m34 x5a h1ca y837 fff fs66 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>k<span class="_ _1"></span>i – </div><div class="t m34 x119 h1ca y838 ffb fs66 fc0 sc0 ls0 ws0">kos<span class="_ _1"></span>zt<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m34 x110 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe</div></div><div class="c x127 y836 wcc h1cb"><div class="t m34 x43 h1ca y837 fff fs66 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> od </div><div class="t m34 x65 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">podm<span class="_ _1"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>ów </div><div class="t m34 x3e h1ca y839 fff fs66 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x128 y836 wcd h1cb"><div class="t m34 x1b h1ca y837 fff fs66 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m34 x3c h1ca y838 fff fs66 fc0 sc0 ls0 ws0">wobec podm<span class="_ _1"></span>iot<span class="_ _9"></span>ów </div><div class="t m34 x14 h1ca y839 fff fs66 fc0 sc0 ls0 ws0">wew<span class="_ _0"></span>nąt<span class="_ _1"></span>rzgrupow<span class="_ _0"></span>y<span class="_ _0"></span>ch</div></div><div class="c x129 y836 wce h1cb"><div class="t m34 x110 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> </div><div class="t m34 x47 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">weksl<span class="_ _1"></span>owe</div></div><div class="c x12a y836 wcf h1cb"><div class="t m34 x14 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m34 x119 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">weksl<span class="_ _1"></span>owe</div></div><div class="c x13 y83a wd0 h1cc"><div class="t m34 x14 h1ca y83b fff fs66 fc0 sc0 ls0 ws0">&quot;Pr<span class="_ _0"></span>oj<span class="_ _1"></span>ekt<span class="_ _9"></span> 4 -<span class="_ _0"></span> Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka Spół<span class="_ _1"></span>ka ak<span class="_ _1"></span>cy<span class="_ _0"></span>j<span class="_ _1"></span>na </div><div class="t m34 x14 h1ca y83c fff fs66 fc0 sc0 ls0 ws0">spół<span class="_ _1"></span>ka k<span class="_ _1"></span>om<span class="_ _1"></span>andy<span class="_ _0"></span>t<span class="_ _1"></span>owa&quot; sp.k.. (daw<span class="_ _0"></span>ni<span class="_ _1"></span>ej Czerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. </div><div class="t m34 x14 h1ca y83d ffb fs66 fc0 sc0 ls48 ws0">SK)</div></div><div class="c x13 y83a wc7 h1cc"><div class="t m34 x12b h1ca y83d ffb fs66 fc0 sc0 ls49 ws0">                          11    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>         19    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                    2 390<span class="_ _0"></span>    <span class="_ _a"> </span>                        89    <span class="_ _94"> </span>       174    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y83e wd0 h1cd"><div class="t m34 x14 h1ca y838 ffb fs66 fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> SOV<span class="_ _1"></span>O G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawn<span class="_ _0"></span>i<span class="_ _1"></span>ej: Dr<span class="_ _0"></span>uga - </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y83e wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           2    <span class="_ _90"> </span>          1    <span class="_ _94"> </span>                       133    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         42    <span class="_ _91"> </span>                9    </div></div><div class="c x13 y83f wd0 h1cd"><div class="t m34 x14 h1ca y83c ffb fs66 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rzeci<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K. (<span class="_ _0"></span>dawniej<span class="_ _1"></span>: T<span class="_ _0"></span>rzeci<span class="_ _1"></span>a -<span class="_ _0"></span> </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y83f wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                        456    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>         12    <span class="_ _90"> </span>          1    <span class="_ _94"> </span>                       691    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       298    <span class="_ _91"> </span>              24    </div></div><div class="c x13 y840 wd0 h1ce"><div class="t m34 x14 h1ca y83c ffb fs66 fc0 sc0 ls0 ws0">SOV<span class="_ _1"></span>O G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawn<span class="_ _0"></span>i<span class="_ _1"></span>ej: Projek<span class="_ _1"></span>t<span class="_ _1"></span>-1-<span class="_ _0"></span>Szes<span class="_ _1"></span>nast<span class="_ _9"></span>a </div><div class="t m34 x14 h1ca y83d ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK SK)</div></div><div class="c x13 y840 wc7 h1ce"><div class="t m34 x12c h1ca y83d ffb fs66 fc0 sc0 ls49 ws0">                             -    <span class="_ _94"> </span>                           1    <span class="_ _90"> </span>         30    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       350    <span class="_ _94"> </span>                          1    <span class="_ _94"> </span>       739    <span class="_ _94"> </span>                -    </div></div><div class="c x13 y841 wd0 h1cd"><div class="t m34 x14 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ąt<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. <span class="_ _0"></span>Sp. z<span class="_ _1"></span>o.o S.K.(d<span class="_ _0"></span>awniej<span class="_ _1"></span>: Piąt<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>orebka S.A. SK)</div></div><div class="c x13 y841 wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>         41    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                  11 88<span class="_ _0"></span>4    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>       181    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y842 wd0 h1cd"><div class="t m34 x14 h1ca y83c fff fs66 fc0 sc0 ls0 ws0">Sz<span class="_ _1"></span>óst<span class="_ _9"></span>a -<span class="_ _0"></span> SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: Szós<span class="_ _1"></span>t<span class="_ _9"></span>a -<span class="_ _0"></span> </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y842 wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>       107    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                    7 2<span class="_ _0"></span>88    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>       386    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y843 wd0 h1ce"><div class="t m34 x14 h1ca y83c ffb fs66 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>1-C<span class="_ _0"></span>zt<span class="_ _9"></span>er<span class="_ _0"></span>nast<span class="_ _9"></span>a C<span class="_ _0"></span>zerwona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. SK<span class="_ _1"></span> SK (daw<span class="_ _0"></span>niej<span class="_ _1"></span> </div><div class="t m34 x14 h1ca y839 fff fs66 fc0 sc0 ls0 ws0">Si<span class="_ _1"></span>ódm<span class="_ _1"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>orebka S.A. SK)</div></div><div class="c x13 y843 wc7 h1ce"><div class="t m34 x12c h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         49    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                    1 144    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       64<span class="_ _0"></span>0    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y844 wc7 h1cf"><div class="t m34 x14 h1ca y839 fff fs66 fc0 sc0 ls0 ws0">Ós<span class="_ _1"></span>m<span class="_ _1"></span>a - C<span class="_ _0"></span>zerwona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. SK<span class="_ _f4"> </span><span class="ffb ls49">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>         52    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                    4 177<span class="_ _0"></span>    <span class="_ _a"> </span>                          1    <span class="_ _94"> </span>       806    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y845 wd0 h1ce"><div class="t m34 x14 h1ca y83c ffb fs66 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>2-Szesnas<span class="_ _1"></span>t<span class="_ _1"></span>a Czerwo<span class="_ _0"></span>na Tor<span class="_ _0"></span>ebka S.A. SK S<span class="_ _1"></span>K (d<span class="_ _0"></span>awniej<span class="_ _1"></span> </div><div class="t m34 x14 h1ca y839 fff fs66 fc0 sc0 ls0 ws0">Dzies<span class="_ _1"></span>i<span class="_ _1"></span>ąt<span class="_ _1"></span>a - C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SK)</div></div><div class="c x13 y845 wc7 h1ce"><div class="t m34 x12c h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>         22    <span class="_ _90"> </span>          1    <span class="_ _a"> </span>                       27<span class="_ _0"></span>8    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>       51<span class="_ _0"></span>2    <span class="_ _91"> </span>              25    </div></div><div class="c x13 y846 wd0 h1cd"><div class="t m34 x14 h1ca y838 ffb fs66 fc0 sc0 ls0 ws0">Jedenas<span class="_ _1"></span>t<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (d<span class="_ _0"></span>awniej<span class="_ _1"></span>: Jedenast<span class="_ _9"></span>a -<span class="_ _0"></span> </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y846 wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       166    <span class="_ _94"> </span>                   5 221    <span class="_ _94"> </span>         43    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y847 wd0 h1cd"><div class="t m34 x14 h1ca y848 ffb fs66 fc0 sc0 ls0 ws0">Projekt<span class="_ _9"></span>-<span class="_ _0"></span>3-Szesnas<span class="_ _1"></span>t<span class="_ _1"></span>a Czerwo<span class="_ _0"></span>na Tor<span class="_ _0"></span>ebka S.A. SK S<span class="_ _1"></span>K (d<span class="_ _0"></span>awniej<span class="_ _1"></span> </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>unast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S<span class="_ _1"></span>.A. SK)</div></div><div class="c x13 y847 wc7 h1cd"><div class="t m34 x12c h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>       138    <span class="_ _90"> </span><span class="ls0">      796    <span class="_ _94"> </span></span>                  16 090    <span class="_ _94"> </span>                   2 538    <span class="_ _94"> </span>         15    <span class="_ _91"> </span>       20 454    </div></div><div class="c x13 y849 wc7 h1d0"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">T<span class="_ _0"></span>rzy<span class="_ _0"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK<span class="_ _f5"> </span><span class="ls49">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           8    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       163    <span class="_ _94"> </span>                          1    <span class="_ _94"> </span>       219    <span class="_ _94"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y84a wc7 h1d0"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czt<span class="_ _9"></span>e<span class="_ _0"></span>rnast<span class="_ _1"></span>a - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. S<span class="_ _1"></span>K<span class="_ _44"> </span><span class="ls49">                          24    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>         47<span class="_ _0"></span>    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                  12 560    <span class="_ _94"> </span>                      357    <span class="_ _a"> </span>         58<span class="_ _0"></span>    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y84b wd0 h1cd"><div class="t m34 x14 h1ca y838 fff fs66 fc0 sc0 ls0 ws0">Pi<span class="_ _1"></span>ęt<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K.(dawniej: Pi<span class="_ _1"></span>ęt<span class="_ _9"></span>na<span class="_ _0"></span>s<span class="_ _1"></span>t<span class="_ _1"></span>a - </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a S.A. SK)</div></div><div class="c x13 y84b wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>         70    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                    3 609<span class="_ _0"></span>    <span class="_ _a"> </span>                          5    <span class="_ _94"> </span><span class="ls0">    1 247  <span class="_ _0"></span>  <span class="_ _a"> </span></span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y84c wc7 h1d0"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Sz<span class="_ _1"></span>esnast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SK<span class="_ _ba"> </span><span class="ls49">                          24    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _90"> </span>           3    <span class="_ _91"> </span>           -    <span class="_ _94"> </span>                       578    <span class="_ _94"> </span>                          9    <span class="_ _94"> </span>         52    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y84d wc7 h1cf"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Si<span class="_ _1"></span>edem<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SKA<span class="_ _9b"> </span><span class="ls49">                          24    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       133    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>         44    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y84e wd0 h1ce"><div class="t m34 x14 h1ca y84f ffb fs66 fc0 sc0 ls0 ws0">Os<span class="_ _1"></span>iem<span class="_ _9"></span>nast<span class="_ _1"></span>a - SOVO<span class="_ _1"></span> Group. Sp. zo.o S.K. (daw<span class="_ _0"></span>niej<span class="_ _1"></span>: Os<span class="_ _1"></span>iem<span class="_ _9"></span>nast<span class="_ _9"></span>a </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">- C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SKA<span class="_ _1"></span>)</div></div><div class="c x13 y84e wc7 h1ce"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       133    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>         49    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y850 wc7 h1cf"><div class="t m34 x14 h1ca y839 fff fs66 fc0 sc0 ls0 ws0">Dziewi<span class="_ _1"></span>ęt<span class="_ _1"></span>nast<span class="_ _9"></span>a -<span class="_ _0"></span> Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>ore<span class="_ _0"></span>bk<span class="_ _1"></span>a S.A. SKA<span class="_ _a4"> </span><span class="ffb ls49">                          24<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _94"> </span>                       133    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>         63    <span class="_ _94"> </span>                -    </span></div></div><div class="c x13 y851 wd0 h1cd"><div class="t m34 x14 h1ca y852 ffb fs66 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a -<span class="_ _0"></span> SO<span class="_ _1"></span>VO G<span class="_ _1"></span>r<span class="_ _0"></span>oup. Sp. zo.o S.K. (dawniej: Dwudzies<span class="_ _1"></span>t<span class="_ _1"></span>a </div><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">- C<span class="_ _0"></span>zerw<span class="_ _0"></span>ona To<span class="_ _0"></span>rebka S.A. SKA<span class="_ _1"></span>)</div></div><div class="c x13 y851 wc7 h1cd"><div class="t m34 x12b h1ca y839 ffb fs66 fc0 sc0 ls49 ws0">                          24    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>           2    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       133    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>         62    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </div></div><div class="c x13 y853 wc7 h1d0"><div class="t m34 x14 h1ca y854 ffb fs66 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a Pierwsza - C<span class="_ _0"></span>z<span class="_ _1"></span>er<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A. S<span class="_ _1"></span>KA<span class="_ _1f"> </span><span class="ls49">                          24<span class="_ _0"></span>    <span class="_ _c0"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>           3    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                       13<span class="_ _0"></span>3    <span class="_ _c0"> </span>                           -<span class="_ _0"></span>    <span class="_ _a"> </span>         72<span class="_ _0"></span>    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y855 wc7 h1cf"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Dw<span class="_ _0"></span>udzi<span class="_ _1"></span>est<span class="_ _9"></span>a Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> Czer<span class="_ _0"></span>wona T<span class="_ _0"></span>or<span class="_ _0"></span>ebka S.A<span class="_ _1"></span>. SKA<span class="_ _bd"> </span><span class="ls49">                          24    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _c0"> </span>         62    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _a"> </span>                  17 514    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>         72    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y856 wc7 h1d0"><div class="t m34 x14 h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Czerw<span class="_ _0"></span>ona T<span class="_ _0"></span>or<span class="_ _0"></span>ebk<span class="_ _1"></span>a sp. z o.o.<span class="_ _f6"> </span><span class="ls49">                             -    <span class="_ _90"> </span>                            -<span class="_ _0"></span>    <span class="_ _91"> </span>            -    <span class="_ _91"> </span>           -<span class="_ _0"></span>    <span class="_ _90"> </span>                            -    <span class="_ _90"> </span>                           -<span class="_ _0"></span>    <span class="_ _94"> </span>           3    <span class="_ _a"> </span>                -<span class="_ _0"></span>    </span></div></div><div class="c x13 y834 wc7 h1c9"><div class="t m34 x14 h1d1 y857 ffe fs66 fc0 sc0 ls0 ws0">Razem</div></div><div class="c x13 y858 wc7 h1d0"><div class="t m34 x12d h1d1 y859 ffe fs66 fc0 sc0 ls4a ws0">827<span class="_ _48"> </span><span class="ls0">1<span class="_ _f7"> </span></span>675<span class="_ _f2"> </span>799<span class="_ _3a"> </span><span class="ls0">79 680<span class="_ _bc"> </span>8 222<span class="_ _f3"> </span>5 777<span class="_ _ed"> </span>20 5<span class="_ _0"></span>12</span></div></div><div class="c x13 y85a wd1 h1d2"><div class="t m34 x14 h1d3 y839 ff4 fs67 fc0 sc0 ls0 ws0">Tra<span class="_ _1"></span>nsak<span class="_ _1"></span>c<span class="_ _0"></span>j<span class="_ _1"></span>e zawa<span class="_ _1"></span>rte <span class="_ _1"></span>z<span class="_ _0"></span> p<span class="_ _1"></span>od<span class="_ _1"></span>miot<span class="_ _1"></span>ami zale<span class="_ _1"></span>żny<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _1"></span>- wewn<span class="_ _1"></span>ąt<span class="_ _1"></span>rz<span class="_ _0"></span>gru<span class="_ _1"></span>po<span class="_ _1"></span>wy<span class="_ _1"></span>m<span class="_ _0"></span>i</div></div><div class="c x123 y85b wd2 h1cf"><div class="t m34 x12e h1ca y839 ffb fs66 fc0 sc0 ls0 ws0">Dane za okres od 1 st<span class="_ _9"></span>y<span class="_ _0"></span>czni<span class="_ _1"></span>a 2022 do 31<span class="_ _0"></span> grudnia 2022 (<span class="_ _0"></span>badane)</div></div><div class="t m0 x12f h6 y85c ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA64AAAWQCAIAAADVxI7CAAAACXBIWXMAABYlAAAWJQFJUiTwAAAZC0lEQVR42u3bMW4iaRSF0XpDSQgkROCAmAW4cyRsiS04LOeOEGtAcmpvgdBrcMYSWIEDpzaRyf0mwFMTgCxa0+qpps6JnoYb/UHrk1VTFAAA0EqRmV4BAIAW+ssTAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAABIYQAAaJXOcrncX5PJJCI2m01VVb1e7/Do9/vT6fToTzY2NjY2NjY2Nk3YfHx8XF1dadwTRWbur/l8PhqNiqLY7XaDweDw6Ha72+326E82NjY2NjY2NjZN2Hx+fj48PGjcn05hAABoFd8KAwAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQDg/1LW183NzfX1dVEU6/V6NpsdHuPxeLVaHf3JxsbGxsbGxsamCZsfP37c399rXH8VBgCA70RmegUAAFrIX4UBAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAEAKewIAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAA8Nt0lsvl/ppMJhGx2Wyqqur1eodHv9+fTqdHf7KxsbGxsbGxsWnI5vLystPpyNxTRGbur/l8PhqNiqLY7XaDweDw6Ha72+326E82NjY2NjY2NjYN2SwWi+FwKHN/LoUBAKBVfCsMAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABS2BMAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAH6Tsr4eHx87nU5RFOv1ejabHR7j8Xi1Wh39ycbGxsbGxsbGpiGbu7u7fr8vc0+S/3h+fr69va2q6v39fX+8vb3V/6WqqouLi/onGxsbGxsbGxubZm5eX1+T00Rm7pv46enp5eWlKIrdbjcYDA6Pbre73W6P/mRjY2NjY2NjY9OQzWKxGA6H/uB7in9TGAAAWsX/NgcAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQCQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAFLYEwAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgCAo8r6igjPAQDA2cvMrwCuLwAAaBUfSAAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAgNOU9RURngOAXyUzPQLQcOGfKgAA2skHEgAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAIIU9AQAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAwJ+orK+I8BwAAJy9zPwK4PoCAIBW8YEEAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAAA4TVlfEeE5vpeZHgEA4GyEvAMAoJ18IAEAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQCQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAFLYEwAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAADfK+srIjwHAABnLzO/Ari+AACgVXwgAQCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAATlPWV0R4DgB+lcz0CEDDhX+qAABoJx9IAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFPYEAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAf6KyviLCcwAAcPYy8yuA6wsAAFrFBxIAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAOA0ZX1FhOf4XmZ6BACAsxHyDgCAdvKBBAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAASGFPAACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDACAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAJDCAAAghQEAQAoDAIAUBgAAKQwAAFIYAACkMAAASGEAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAAKQwAABIYQAAkMIAACCFAQBACgMAgBQGAAApDAAAUhgAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAACkMAABSGAAApDAAAEhhAACQwgAAIIUBAEAKAwCAFAYAAAAA4L/4G+bqeJmZ4AeXAAAAAElFTkSuQmCC"/><div class="t m0 x7 h8 y85d ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">46<span class="ls0"> </span></div><div class="c xba y85e wd3 h1d4"><div class="t m35 x14 h1d5 y85f ff4 fs68 fc0 sc0 ls0 ws0">Tra<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>a<span class="_ _1"></span>k<span class="_ _1"></span>c<span class="_ _0"></span>j<span class="_ _1"></span>e<span class="_ _1"></span> z<span class="_ _0"></span>a<span class="_ _1"></span>wart<span class="_ _1"></span>e<span class="_ _1"></span> z po<span class="_ _1"></span>został<span class="_ _1"></span>y<span class="_ _1"></span>mi p<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _1"></span>m<span class="_ _0"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>a<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _1"></span>p<span class="_ _1"></span>owi<span class="_ _1"></span>ą<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>ny<span class="_ _9"></span>m<span class="_ _0"></span>i</div><div class="t m35 x14 h1d6 y860 ffb fs69 fc0 sc0 ls0 ws0">Podm<span class="_ _9"></span>i<span class="_ _1"></span>ot<span class="_ _9"></span> </div></div><div class="c x130 y861 wd4 h1d7"><div class="t m35 x5d h1d6 y862 fff fs69 fc0 sc0 ls0 ws0">O<span class="_ _1"></span>dset<span class="_ _9"></span>k<span class="_ _1"></span>i – </div><div class="t m35 x20 h1d6 y863 ffb fs69 fc0 sc0 ls0 ws0">k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m35 x62 h1d6 y864 ffb fs69 fc0 sc0 ls0 ws0">f<span class="_ _9"></span>inans<span class="_ _1"></span>owe</div></div><div class="c x116 y861 wd5 h1d7"><div class="t m35 x131 h1d6 y862 fff fs69 fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _1"></span> od </div><div class="t m35 x2c h1d6 y863 fff fs69 fc0 sc0 ls0 ws0">podm<span class="_ _9"></span>iot<span class="_ _9"></span>ów </div><div class="t m35 x132 h1d6 y864 fff fs69 fc0 sc0 ls0 ws0">powiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch</div></div><div class="c x7d y861 wd6 h1d7"><div class="t m35 x131 h1d6 y862 fff fs69 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m35 x2d h1d6 y863 fff fs69 fc0 sc0 ls0 ws0">wobec podm<span class="_ _9"></span>iot<span class="_ _9"></span>ów </div><div class="t m35 x132 h1d6 y864 fff fs69 fc0 sc0 ls0 ws0">powiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch</div></div><div class="c x133 y861 wd7 h1d7"><div class="t m35 x110 h1d6 y863 fff fs69 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m35 x87 h1d6 y864 ffb fs69 fc0 sc0 ls0 ws0">weks<span class="_ _1"></span>l<span class="_ _1"></span>ow<span class="_ _0"></span>e</div></div><div class="c xba y865 wd3 h1d8"><div class="t m35 x14 h1d6 y864 ffb fs69 fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> Sowini<span class="_ _1"></span>ec<span class="_ _1"></span> C<span class="_ _0"></span>api<span class="_ _1"></span>t<span class="_ _9"></span>al s<span class="_ _1"></span>p. z<span class="_ _1"></span> o.o. SKA<span class="_ _45"> </span><span class="ls4b">45<span class="_ _f8"> </span></span>-<span class="_ _f8"> </span>-<span class="_ _53"> </span><span class="ls4b">172</span></div></div><div class="c xba y85e wd3 h1d4"><div class="t m35 x14 h1d9 y866 ffe fs69 fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y867 wd3 h1d8"><div class="t m35 x134 h1d9 y868 ffe fs69 fc0 sc0 ls4b ws0">45<span class="_ _f8"> </span><span class="ls0">-<span class="_ _f8"> </span>-<span class="_ _53"> </span></span>172</div></div><div class="c x130 y869 wd8 h1da"><div class="t m35 x43 h1d6 y864 ffb fs69 fc0 sc0 ls0 ws0">Dane za ok<span class="_ _1"></span>r<span class="_ _0"></span>es od 01 s<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span>cz<span class="_ _1"></span>ni<span class="_ _1"></span>a 2023 do 31 gr<span class="_ _0"></span>udnia 2023 (<span class="_ _0"></span>badane)</div></div><div class="t m0 x135 h6 y3ba ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y86a ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x136 h6 y86b ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h9 y86c ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _88"></span>wykazuje <span class="_ _8"></span>zobowiązania <span class="_ _88"></span>finansowe <span class="_ _88"></span>z <span class="_ _8"></span>tytułu<span class="_ _0"></span> <span class="_ _8"></span>wystawionych <span class="_ _88"></span>weksli <span class="_ _88"></span>w <span class="_ _8"></span>kwocie <span class="_ _8d"> </span><span class="ff3">23.<span class="ls5">891</span> <span class="_ _8"></span></span>tysi<span class="_ _0"></span>ęcy <span class="_ _8"></span>PLN <span class="_ _88"> </span>na <span class="_ _88"></span>dzień <span class="_ _8"></span>31<span class="ff3 ls31">  </span></div><div class="t m0 xb7 h9 y86d ff3 fs3 fc0 sc0 ls0 ws0">grudnia 202<span class="_ _0"></span>3 <span class="ff4">roku <span class="_ _0"></span>oraz w <span class="_ _0"></span>wysokości <span class="_ _0"></span>20.512 tysięcy <span class="_ _0"></span>PLN na <span class="_ _0"></span>dzień 31 <span class="_ _0"></span>grudnia 20<span class="_ _0"></span></span>22 roku <span class="_ _0"></span>wycenianych wg <span class="_ _0"></span>zamortyz<span class="ls5">o-</span></div><div class="t m0 xb7 h5e y86e ff4 fs3 fc0 sc0 ls0 ws0">wanego kosztu. Weksle wystaw<span class="_ _1"></span>iane s<span class="_ _0"></span>ą na warunkach rynkowy<span class="_ _1"></span>ch.<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xb7 h3b y2fd ff1a fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y86f ff2 fs5 fc0 sc0 ls0 ws0">36.1. <span class="_ _94"> </span>Transakcje z podmiotami <span class="ff1">powiązan<span class="_ _0"></span>y<span class="_ _1"></span>mi<span class="ff2">  </span></span></div><div class="t m0 xb7 h6 y870 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y72c ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> 2023 <span class="ff4">roku Spółka przeprowadziła transak<span class="_ _0"></span>cje z podm<span class="_ _0"></span>iota<span class="_ _1"></span>m<span class="_ _0"></span>i powiązanymi oraz zależn<span class="_ _0"></span>y<span class="_ _1"></span>mi <span class="_ _0"></span>z tytułu:<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y871 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 hb y38 ff4 fs2 fc0 sc0 ls0 ws0">Usługi <span class="_ _8d"> </span>zarządcze <span class="_ _8e"> </span>k<span class="_ _0"></span>omplementariusza <span class="_ _8e"> </span>pro<span class="_ _0"></span>wadzącego <span class="_ _8e"> </span>s<span class="_ _0"></span>prawy <span class="_ _8e"> </span>Spółk<span class="_ _0"></span>i <span class="_ _8e"> </span>z <span class="_ _88"></span>t<span class="_ _0"></span>ytułu <span class="_ _8e"> </span>podejm<span class="_ _0"></span>owanych <span class="_ _8e"> </span>czynności<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y872 ff4 fs2 fc0 sc0 ls0 ws0">oraz usługa w<span class="_ _0"></span>y<span class="_ _1"></span>najm<span class="_ _0"></span>u powierzchni biurowej dla s<span class="_ _0"></span>półek Grupy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y2c0 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y873 ff3 fs2 fc0 sc0 ls0 ws0">Zakup <span class="_ _8"></span>od <span class="_ _88"></span><span class="ls4c">SO</span>VO <span class="_ _88"></span><span class="ff4">–</span> <span class="_ _8"></span>Group <span class="_ _88"></span>Sp. <span class="_ _8"></span>zo.o. <span class="_ _88"></span>Sp.k. <span class="_ _88"></span>(dawniej: <span class="_ _88"></span>Projek<span class="_ _0"></span>t <span class="_ _8"></span>1- <span class="_ _8"></span><span class="ff4">Szesnasta <span class="_ _8"></span>C<span class="_ _0"></span>zerwona <span class="_ _8"></span>Torebk<span class="_ _0"></span>a <span class="_ _8"></span>spółka <span class="_ _88"></span>a</span><span class="ls1c">k-</span></div><div class="t m0 xb7 h6 y874 ff3 fs2 fc0 sc0 ls0 ws0">cyjna S.K.<span class="ls10">) </span> </div><div class="t m0 xb7 h6 y875 ff3 fs2 fc0 sc0 ls0 ws0">Najem powier<span class="_ _0"></span>zchni biurowej. </div><div class="t m0 xb7 h6 y876 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y877 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> 20<span class="ls1">22</span> <span class="ff4">roku Spółka przeprowadziła tr<span class="_ _0"></span>ansakcje z podm<span class="_ _0"></span>iota<span class="_ _1"></span>m<span class="_ _0"></span>i powiązanymi oraz zależn<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span>i z tytułu:<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y878 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y879 ff4 fs2 fc0 sc0 ls0 ws0">Usługi <span class="_ _8d"> </span>zarządcze <span class="_ _8e"> </span>k<span class="_ _0"></span>omplementariusza<span class="_ _0"></span><span class="ff3"> <span class="_ _8e"></span></span>prowadzącego <span class="_ _8d"> </span>spraw<span class="_ _0"></span>y <span class="_ _88"></span>S<span class="_ _0"></span>półki <span class="_ _8e"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _88"></span>p<span class="_ _0"></span>odejmowanych <span class="_ _8e"> </span>c<span class="_ _0"></span>zynności </div><div class="t m0 xb7 h6 y87a ff4 fs2 fc0 sc0 ls0 ws0">oraz usługa w<span class="_ _0"></span>y<span class="_ _1"></span>najm<span class="_ _0"></span>u powierzchni biurowej dla s<span class="_ _0"></span>półek Grupy.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y87b ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y5fe ff3 fs2 fc0 sc0 ls0 ws0">Zakup <span class="_ _8"></span>od <span class="_ _88"></span>SOVO <span class="_ _88"></span><span class="ff4">–</span> <span class="_ _8"></span>Group <span class="_ _88"></span>Sp. <span class="_ _8"></span>zo.o. <span class="_ _8"></span>S<span class="_ _0"></span>p.k. <span class="_ _8"></span>(dawniej: <span class="_ _88"></span>Pr<span class="_ _0"></span>ojekt <span class="_ _8"></span>1- <span class="_ _88"></span><span class="ff4">Szesnasta <span class="_ _8"></span>Czerwona <span class="_ _88"></span>Torebk<span class="_ _0"></span>a <span class="_ _8"></span>spółka <span class="_ _8"></span>a<span class="_ _0"></span></span><span class="ls1c">k-</span></div><div class="t m0 xb7 h6 y392 ff3 fs2 fc0 sc0 ls0 ws0">cyjna S.K.<span class="ls10">) </span> </div><div class="t m0 xb7 h6 y87c ff3 fs2 fc0 sc0 ls0 ws0">Najem powier<span class="_ _0"></span>zchni biurowej. </div><div class="t m0 xb7 h6 y87d ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xba y86b wd9 h1db"><div class="t m36 x14 h1dc y87e ff4 fs6a fc0 sc0 ls0 ws0">Tra<span class="_ _1"></span>n<span class="_ _1"></span>s<span class="_ _0"></span>a<span class="_ _1"></span>k<span class="_ _1"></span>c<span class="_ _0"></span>j<span class="_ _1"></span>e<span class="_ _1"></span> z<span class="_ _0"></span>a<span class="_ _1"></span>wart<span class="_ _1"></span>e<span class="_ _1"></span> z po<span class="_ _1"></span>został<span class="_ _1"></span>y<span class="_ _1"></span>mi p<span class="_ _1"></span>o<span class="_ _1"></span>d<span class="_ _1"></span>m<span class="_ _0"></span>i<span class="_ _1"></span>ot<span class="_ _1"></span>a<span class="_ _1"></span>m<span class="_ _0"></span>i <span class="_ _1"></span>p<span class="_ _1"></span>owi<span class="_ _1"></span>ą<span class="_ _1"></span>z<span class="_ _0"></span>a<span class="_ _1"></span>ny<span class="_ _9"></span>m<span class="_ _0"></span>i</div><div class="t m36 x14 h1dd y87f ffb fs6b fc0 sc0 ls0 ws0">Podm<span class="_ _9"></span>iot<span class="_ _5"></span> </div></div><div class="c x130 y880 wda h1de"><div class="t m36 x5d h1dd y881 fff fs6b fc0 sc0 ls0 ws0">O<span class="_ _1"></span>dset<span class="_ _9"></span>k<span class="_ _1"></span>i – </div><div class="t m36 x20 h1dd y882 ffb fs6b fc0 sc0 ls0 ws0">k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m36 x62 h1dd y883 ffb fs6b fc0 sc0 ls0 ws0">f<span class="_ _9"></span>inans<span class="_ _1"></span>owe</div></div><div class="c x137 y880 wdb h1de"><div class="t m36 x131 h1dd y881 fff fs6b fc0 sc0 ls0 ws0">Należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i<span class="_ _1"></span> od </div><div class="t m36 x2c h1dd y882 fff fs6b fc0 sc0 ls0 ws0">podm<span class="_ _9"></span>iot<span class="_ _9"></span>ów </div><div class="t m36 x132 h1dd y883 fff fs6b fc0 sc0 ls0 ws0">powiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch</div></div><div class="c x7d y880 wdc h1de"><div class="t m36 x131 h1dd y881 fff fs6b fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m36 x2d h1dd y882 fff fs6b fc0 sc0 ls0 ws0">wobec podm<span class="_ _9"></span>iot<span class="_ _9"></span>ów </div><div class="t m36 x132 h1dd y883 fff fs6b fc0 sc0 ls0 ws0">powiąz<span class="_ _1"></span>any<span class="_ _0"></span>ch</div></div><div class="c x133 y880 wdd h1de"><div class="t m36 x110 h1dd y882 fff fs6b fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania </div><div class="t m36 x87 h1dd y883 ffb fs6b fc0 sc0 ls0 ws0">weks<span class="_ _1"></span>lowe</div></div><div class="c xba y884 wd9 h1df"><div class="t m36 x14 h1dd y883 ffb fs6b fc0 sc0 ls0 ws0">Dr<span class="_ _0"></span>uga -<span class="_ _0"></span> Sow<span class="_ _0"></span>i<span class="_ _1"></span>ni<span class="_ _1"></span>ec Capit<span class="_ _5"></span>al s<span class="_ _1"></span>p. z o.o. SK<span class="_ _1"></span>A<span class="_ _42"> </span><span class="ls4d">43<span class="_ _ba"> </span></span>2<span class="_ _f9"> </span>-<span class="_ _53"> </span><span class="ls4d">128</span></div></div><div class="c xba y885 wd9 h1df"><div class="t m36 x14 h1dd y883 fff fs6b fc0 sc0 ls0 ws0">Dzi<span class="_ _1"></span>esi<span class="_ _1"></span>ąt<span class="_ _9"></span>a -<span class="_ _0"></span> Sowini<span class="_ _1"></span>ec<span class="_ _1"></span> Group sp. z<span class="_ _1"></span> o.o. SKA<span class="_ _aa"> </span><span class="ffb">-<span class="_ _fa"> </span>-<span class="_ _f5"> </span>3<span class="_ _f"> </span>-</span></div></div><div class="c xba y86b wd9 h1db"><div class="t m36 x14 h1e0 y886 ffe fs6b fc0 sc0 ls0 ws0">Razem</div></div><div class="c xba y887 wd9 h1df"><div class="t m36 x134 h1e0 y888 ffe fs6b fc0 sc0 ls4d ws0">43<span class="_ _ba"> </span><span class="ls0">2<span class="_ _ba"> </span>3<span class="_ _53"> </span></span>128</div></div><div class="c x130 y889 wde h1df"><div class="t m36 x43 h1dd y883 ffb fs6b fc0 sc0 ls0 ws0">Dane za okres od 01 s<span class="_ _1"></span>t<span class="_ _9"></span>y<span class="_ _8"></span>c<span class="_ _1"></span>z<span class="_ _1"></span>ni<span class="_ _1"></span>a 2022 do<span class="_ _0"></span> 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022 (<span class="_ _0"></span>bada<span class="_ _0"></span>ne)</div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y85d ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">47<span class="ls0"> </span></div><div class="t m0 xb9 hf y88a ff2 fs5 fc0 sc0 ls0 ws0">36.2. <span class="_ _94"> </span><span class="ff1">Wynagrodzenie kadry<span class="_ _1"></span> kierow<span class="_ _0"></span>niczej Spółki<span class="ff2"> </span></span></div><div class="t m0 xb7 h69 y398 ff12 fs1 fc0 sc0 ls0 ws0">36.2.1. <span class="_ _95"> </span><span class="ff13">Wynagrodzenie <span class="_ _1"></span>wypłacone lub należne<span class="_ _1"></span> członkom Zar<span class="_ _1"></span>ządu oraz człon<span class="_ _1"></span>kom Rady </span></div><div class="t m0 xde h69 y88b ff13 fs1 fc0 sc0 ls0 ws0">Nadzorczej Spó<span class="_ _1"></span>łki<span class="ff12"> </span></div><div class="c xd3 y88c wdf h1e1"><div class="t m37 x67 h1e2 y88d fff fs6c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m37 x106 h1e2 y88e ffb fs6c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x46 y88c we0 h1e1"><div class="t m37 x67 h1e2 y88d fff fs6c fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m37 x106 h1e2 y88e ffb fs6c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y88f we1 h1e3"><div class="t m37 x138 h1e2 y890 ffb fs6c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _fb"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y891 we1 h1e3"><div class="t m37 x14 h1e2 y892 fff fs6c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>arząd Spół<span class="_ _1"></span>ki<span class="_ _fc"> </span><span class="ffb">-<span class="_ _ba"> </span>-</span></div></div><div class="c xd1 y893 we1 h1e4"><div class="t m37 x14 h1e5 y894 ffc fs6c fc0 sc0 ls0 ws0"> Krótkoter<span class="_ _0"></span>mi<span class="_ _1"></span>now<span class="_ _1"></span>e św<span class="_ _9"></span>iadc<span class="_ _1"></span>zeni<span class="_ _1"></span>a pr<span class="_ _0"></span>ac<span class="_ _1"></span>ow<span class="_ _1"></span>nic<span class="_ _1"></span>z<span class="_ _1"></span>e (<span class="_ _0"></span>w<span class="_ _1"></span>y<span class="_ _1"></span>nagr<span class="_ _0"></span>odzeni<span class="_ _1"></span>a)</div><div class="t m37 x7a h1e5 y895 ffa fs6c fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y896 we1 h1e3"><div class="t m37 x14 h1e5 y892 ffc fs6c fc0 sc0 ls0 ws0"> Św<span class="_ _9"></span>iadcz<span class="_ _1"></span>eni<span class="_ _1"></span>a pr<span class="_ _0"></span>acow<span class="_ _9"></span>nic<span class="_ _1"></span>ze w<span class="_ _9"></span> for<span class="_ _0"></span>mie akc<span class="_ _1"></span>j<span class="_ _1"></span>i w<span class="_ _9"></span>łas<span class="_ _1"></span>nyc<span class="_ _1"></span>h </div><div class="t m37 x7a h1e5 y88e ffa fs6c fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y897 we1 h1e4"><div class="t m37 x14 h1e2 y894 fff fs6c fc0 sc0 ls0 ws0">Rada N<span class="_ _0"></span>adzorcz<span class="_ _1"></span>a Spół<span class="_ _1"></span>ki<span class="_ _fd"> </span><span class="ffb">-<span class="_ _ba"> </span>-</span></div></div><div class="c xd1 y898 we1 h1e3"><div class="t m37 x14 h1e5 y892 ffc fs6c fc0 sc0 ls0 ws0"> Św<span class="_ _9"></span>iadcz<span class="_ _1"></span>eni<span class="_ _1"></span>a pr<span class="_ _0"></span>acow<span class="_ _9"></span>nic<span class="_ _1"></span>ze w<span class="_ _9"></span> for<span class="_ _0"></span>mie akc<span class="_ _1"></span>j<span class="_ _1"></span>i w<span class="_ _9"></span>łas<span class="_ _1"></span>nyc<span class="_ _1"></span>h </div><div class="t m37 x7a h1e5 y88e ffa fs6c fc0 sc0 ls0 ws0">-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y899 we1 h1e4"><div class="t m37 x14 h1e6 y89a ffe fs6c fc0 sc0 ls0 ws0">Razem<span class="_ _fe"> </span>-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y89b we2 h1e7"><div class="t m37 x14 h1e8 y89c ff4 fs6d fc0 sc0 ls0 ws0">W<span class="_ _0"></span>yn<span class="_ _1"></span>a<span class="_ _1"></span>gro<span class="_ _1"></span>d<span class="_ _1"></span>z<span class="_ _0"></span>e<span class="_ _1"></span>ni<span class="_ _1"></span>e<span class="_ _1"></span> wy<span class="_ _1"></span>pł<span class="_ _1"></span>a<span class="_ _1"></span>c<span class="_ _0"></span>o<span class="_ _1"></span>ne<span class="_ _1"></span> l<span class="_ _1"></span>u<span class="_ _1"></span>b <span class="_ _1"></span>na<span class="_ _1"></span>l<span class="_ _1"></span>eżne<span class="_ _1"></span> cz<span class="_ _0"></span>ło<span class="_ _1"></span>nk<span class="_ _9"></span>om<span class="_ _0"></span> Z<span class="_ _5"></span>arząd<span class="_ _1"></span>u <span class="_ _1"></span>ora<span class="_ _1"></span>z c<span class="_ _0"></span>z<span class="_ _0"></span>ł<span class="_ _1"></span>on<span class="_ _1"></span>k<span class="_ _1"></span>o<span class="_ _1"></span>m<span class="_ _0"></span> Ra<span class="_ _1"></span>dy<span class="_ _1"></span> <span class="_ _1"></span>N<span class="_ _1"></span>a<span class="_ _1"></span>dzorcz<span class="_ _0"></span>ej<span class="_ _1"></span> </div><div class="t m37 x14 h1e8 y89d ff4 fs6d fc0 sc0 ls0 ws0">Sp<span class="_ _1"></span>ół<span class="_ _1"></span>k<span class="_ _1"></span>i</div></div><div class="t m0 x139 h79 y89e ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h69 y89f ff12 fs1 fc0 sc0 ls0 ws0">36.2.2. <span class="_ _95"> </span><span class="ff13">Wynagrodzenie <span class="_ _1"></span>wypłacone lub należne<span class="_ _1"></span> pozostałym<span class="_ _1"></span> członkom główne<span class="_ _1"></span>j kadry k<span class="ff12 ls4e">i-</span></span></div><div class="t m0 xde h69 y8a0 ff12 fs1 fc0 sc0 ls0 ws0">rowniczej </div><div class="c xd3 y8a1 wdf h1e9"><div class="t m38 x67 h1ea y8a2 fff fs6e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m38 x106 h1ea y8a3 ffb fs6e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x46 y8a1 we0 h1e9"><div class="t m38 x67 h1ea y8a2 fff fs6e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m38 x106 h1ea y8a3 ffb fs6e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y8a4 we1 h1eb"><div class="t m38 x138 h1ea y8a3 ffb fs6e fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _fb"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xd1 y8a5 we1 h1eb"><div class="t m38 x14 h1ea y8a3 fff fs6e fc0 sc0 ls0 ws0">Krót<span class="_ _1"></span>k<span class="_ _1"></span>ot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe świadc<span class="_ _1"></span>zeni<span class="_ _1"></span>a pr<span class="_ _0"></span>acowni<span class="_ _1"></span>cz<span class="_ _1"></span>e (<span class="_ _0"></span>wy<span class="_ _0"></span>nagr<span class="_ _0"></span>odzeni<span class="_ _1"></span>a)<span class="_ _ff"> </span><span class="ffb">-<span class="_ _ba"> </span>-</span></div></div><div class="c xd1 y8a6 we1 h1eb"><div class="t m38 x14 h1ea y8a3 fff fs6e fc0 sc0 ls0 ws0">Świadc<span class="_ _1"></span>z<span class="_ _1"></span>enia pracownic<span class="_ _1"></span>ze w f<span class="_ _9"></span>o<span class="_ _0"></span>rm<span class="_ _1"></span>i<span class="_ _1"></span>e akc<span class="_ _1"></span>j<span class="_ _1"></span>i włas<span class="_ _1"></span>ny<span class="_ _0"></span>ch <span class="_ _b5"> </span><span class="ffb">-<span class="_ _ba"> </span>-</span></div></div><div class="c xd1 y8a7 we1 h1ec"><div class="t m38 x14 h1ed y8a8 ffe fs6e fc0 sc0 ls0 ws0">Razem<span class="_ _100"> </span>-<span class="_ _ba"> </span>-</div></div><div class="c xd1 y8a9 we2 h1ee"><div class="t m38 x14 h1ef y8aa ff4 fs6f fc0 sc0 ls0 ws0">W<span class="_ _0"></span>yn<span class="_ _1"></span>a<span class="_ _1"></span>g<span class="_ _1"></span>rod<span class="_ _1"></span>zen<span class="_ _1"></span>ie<span class="_ _1"></span> wy<span class="_ _1"></span>p<span class="_ _1"></span>ła<span class="_ _1"></span>con<span class="_ _1"></span>e<span class="_ _1"></span> lu<span class="_ _1"></span>b<span class="_ _1"></span> n<span class="_ _1"></span>a<span class="_ _1"></span>le<span class="_ _1"></span>żne<span class="_ _1"></span> p<span class="_ _1"></span>ozosta<span class="_ _1"></span>ły<span class="_ _1"></span>m c<span class="_ _0"></span>zło<span class="_ _1"></span>nk<span class="_ _1"></span>o<span class="_ _1"></span>m gł<span class="_ _1"></span>ó<span class="_ _1"></span>wne<span class="_ _1"></span>j <span class="_ _1"></span>k<span class="_ _1"></span>ad<span class="_ _1"></span>ry<span class="_ _1"></span> <span class="_ _1"></span>k<span class="_ _1"></span>ie<span class="_ _1"></span>ro<span class="_ _1"></span>wni<span class="_ _1"></span>c<span class="_ _0"></span>zej</div></div><div class="t m0 x139 h79 y8ab ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y8ac ff2 fs4 fc0 sc0 lsd ws0">37.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Informacje<span class="_ _1"></span> o w<span class="_ _0"></span>y<span class="_ _1"></span>nagrodzeniu<span class="_ _1"></span> biegłego re<span class="_ _1"></span>widenta lub p<span class="_ _1"></span>odmiotu </span></span></div><div class="t m0 xd9 he y8ad ff2 fs4 fc0 sc0 ls0 ws0">uprawnioneg<span class="_ _1"></span>o do badania spr<span class="ff1">a<span class="_ _1"></span>w<span class="_ _0"></span>ozd<span class="_ _1"></span>ań finanso<span class="_ _1"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff2"> </span></span></div><div class="t m0 xb7 h6 y8ae ff4 fs2 fc0 sc0 ls0 ws0">Poniższa <span class="_ _8d"> </span>tabela <span class="_ _8e"> </span>pr<span class="_ _0"></span>zedstawia <span class="_ _8d"> </span>wynagrodzenie <span class="_ _8d"> </span>podm<span class="_ _0"></span>iotu <span class="_ _8e"> </span>uprawnionego <span class="_ _8d"> </span>do <span class="_ _8d"> </span>badani<span class="_ _0"></span>a <span class="_ _8e"> </span>sprawozdań <span class="_ _8d"> </span>finans<span class="_ _8"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y8af ff3 fs2 fc0 sc0 ls0 ws0">wych <span class="ff4">w<span class="_ _0"></span>ypłacone lub <span class="_ _0"></span>należne <span class="_ _0"></span>za rok <span class="_ _0"></span>zakończony dnia <span class="_ _0"></span>31 grudni<span class="_ _0"></span>a 20<span class="_ _0"></span></span>23 <span class="_ _0"></span>roku i d<span class="_ _0"></span>nia 31 gru<span class="_ _0"></span>dnia 20<span class="_ _0"></span>22 rok<span class="_ _0"></span>u w </div><div class="t m0 xb7 h6 y8b0 ff4 fs2 fc0 sc0 ls0 ws0">podziale na rodzaje usł<span class="_ _0"></span>ug.<span class="ff3"> </span></div><div class="t m0 xb7 h6 y8b1 ff3 fs2 fc0 sc0 ls0 ws0">Za <span class="_ _0"></span>rok <span class="_ _0"></span><span class="ls1">2022</span> <span class="_ _0"></span>i <span class="_ _0"></span>rok<span class="_ _0"></span> <span class="_ _0"></span>2023, p<span class="_ _0"></span>odmiotem<span class="_ _0"></span> <span class="_ _0"></span>uprawniony<span class="_ _1"></span>m<span class="_ _0"></span> <span class="_ _0"></span>do <span class="_ _0"></span>badania <span class="_ _0"></span>sprawozdania <span class="_ _0"></span>fina<span class="_ _0"></span>nsowego <span class="_ _0"></span>jest <span class="_ _0"></span>Moore <span class="_ _0"></span>Po<span class="_ _8"></span><span class="ls11">l-</span></div><div class="t m0 xb7 h6 y877 ff4 fs2 fc0 sc0 ls0 ws0">ska <span class="_ _92"> </span>Aud<span class="_ _0"></span>yt <span class="_ _8d"> </span>s<span class="_ _0"></span>p. <span class="_ _92"> </span>z <span class="_ _92"> </span>o<span class="_ _0"></span>.o. <span class="_ _92"> </span>z <span class="_ _89"> </span>siedzibą <span class="_ _89"> </span>w <span class="_ _92"> </span>W<span class="_ _0"></span>arszawie <span class="_ _92"> </span>(0<span class="_ _0"></span>0<span class="ff3">-<span class="_ _0"></span><span class="ls1">844</span>), <span class="_ _92"> </span>ul. <span class="_ _89"> </span>Gr<span class="_ _0"></span>zybowska <span class="_ _92"> </span>87,<span class="_ _0"></span> <span class="_ _92"> </span>na <span class="_ _89"> </span>podstawie <span class="_ _89"> </span>dwuletniej<span class="_ _0"></span>  </span></div><div class="t m0 xb7 h6 y8b2 ff3 fs2 fc0 sc0 ls0 ws0">umowy zawartej 01 s<span class="_ _0"></span>ierpnia 2022r<span class="_ _0"></span>. </div><div class="t m0 xb7 h6 y8b3 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x92 y8b4 we3 h1f0"><div class="t m39 x13a h1f1 y8b5 fff fs70 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń</div><div class="t m39 x5f h1f1 y8b6 ffb fs70 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x8e y8b4 we4 h1f0"><div class="t m39 x13a h1f1 y8b5 fff fs70 fc0 sc0 ls0 ws0">Na dzi<span class="_ _1"></span>eń</div><div class="t m39 x5f h1f1 y8b6 ffb fs70 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xd1 y8b7 we5 h1f2"><div class="t m39 x14 h1f3 y8b8 ffd fs70 fc0 sc0 ls0 ws0">Ro<span class="_ _0"></span>d<span class="_ _0"></span>zaj usłu<span class="_ _0"></span>g<span class="_ _0"></span>i</div></div><div class="c xd1 y8b9 we6 h1f0"><div class="t m39 x14 h1f1 y8ba fff fs70 fc0 sc0 ls0 ws0">Obowi<span class="_ _1"></span>ązk<span class="_ _1"></span>owe bada<span class="_ _0"></span>ni<span class="_ _1"></span>e r<span class="_ _0"></span>oc<span class="_ _1"></span>znego s<span class="_ _1"></span>pr<span class="_ _0"></span>awozdania j<span class="_ _1"></span>ednos<span class="_ _1"></span>t<span class="_ _9"></span>kowego i r<span class="_ _0"></span>oc<span class="_ _1"></span>znego </div><div class="t m39 x14 h1f1 y8b6 ffb fs70 fc0 sc0 ls0 ws0">s<span class="_ _1"></span>pr<span class="_ _0"></span>aw<span class="_ _0"></span>oz<span class="_ _1"></span>dania s<span class="_ _1"></span>k<span class="_ _1"></span>onsol<span class="_ _1"></span>i<span class="_ _1"></span>dow<span class="_ _0"></span>anego</div></div><div class="c xd1 y8b9 we5 h1f0"><div class="t m39 x13b h1f1 y8b6 ffb fs70 fc0 sc0 ls4f ws0">65<span class="_ _58"> </span>65</div></div><div class="c xd1 y8b7 we5 h1f2"><div class="t m39 x14 h1f1 y8bb ffb fs70 fc0 sc0 ls0 ws0">Dokonani<span class="_ _1"></span>e oceny<span class="_ _0"></span> Spr<span class="_ _0"></span>awozdani<span class="_ _1"></span>a o w<span class="_ _0"></span>y<span class="_ _0"></span>nagr<span class="_ _0"></span>odzeni<span class="_ _1"></span>ac<span class="_ _1"></span>h</div></div><div class="c xd1 y8bc we5 h1f4"><div class="t m39 xf2 h1f1 y8b6 ffb fs70 fc0 sc0 ls0 ws0">6<span class="_ _ef"> </span>6</div></div><div class="c xd1 y8b7 we5 h1f2"><div class="t m39 x14 h1f1 y8bd fff fs70 fc0 sc0 ls0 ws0">Przegl<span class="_ _1"></span>ąd spraw<span class="_ _0"></span>ozdani<span class="_ _1"></span>a ś<span class="_ _1"></span>r<span class="_ _0"></span>ódr<span class="_ _0"></span>ocz<span class="_ _1"></span>nego</div></div><div class="c xd1 y8be we5 h1f5"><div class="t m39 x13b h1f1 y8bf ffb fs70 fc0 sc0 ls4f ws0">40<span class="_ _58"> </span>40</div></div><div class="c xd1 y8b7 we5 h1f2"><div class="t m39 x14 h1f1 y8c0 fff fs70 fc0 sc0 ls0 ws0">Badani<span class="_ _1"></span>e paki<span class="_ _1"></span>et<span class="_ _9"></span>ów<span class="_ _0"></span> k<span class="_ _1"></span>onsol<span class="_ _1"></span>i<span class="_ _1"></span>dacy<span class="_ _0"></span>j<span class="_ _1"></span>ny<span class="_ _0"></span>ch s<span class="_ _1"></span>półek<span class="_ _1"></span> G<span class="_ _1"></span>r<span class="_ _0"></span>upy</div></div><div class="c xd1 y8c1 we5 h1f6"><div class="t m39 x13b h1f1 y8b6 ffb fs70 fc0 sc0 ls4f ws0">25<span class="_ _58"> </span>25</div></div><div class="c xd1 y8b7 we5 h1f2"><div class="t m39 x14 h1f3 y8c2 ffe fs70 fc0 sc0 ls0 ws0">S<span class="_ _0"></span>u<span class="_ _0"></span>ma</div></div><div class="c xd1 y8c3 we5 h1f6"><div class="t m39 x13c h1f3 y8c4 ffe fs70 fc0 sc0 ls4f ws0">136<span class="_ _65"> </span>136</div></div><div class="c xd1 y8c5 we7 h1f7"><div class="t m39 x14 h1f8 y8c6 ff4 fs71 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>yn<span class="_ _1"></span>a<span class="_ _1"></span>gro<span class="_ _1"></span>d<span class="_ _1"></span>z<span class="_ _0"></span>e<span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span> b<span class="_ _1"></span>i<span class="_ _1"></span>e<span class="_ _1"></span>gł<span class="_ _1"></span>e<span class="_ _1"></span>go<span class="_ _1"></span> <span class="_ _1"></span>rewi<span class="_ _1"></span>de<span class="_ _1"></span>n<span class="_ _1"></span>ta</div></div><div class="t m0 x13d hf y8c7 ff2 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y85d ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">48<span class="ls0"> </span></div><div class="t m0 xb8 he y8c8 ff2 fs4 fc0 sc0 lsd ws0">38.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Cele i zasady<span class="_ _1"></span> zarządzania<span class="_ _1"></span> r<span class="_ _0"></span>y<span class="_ _1"></span>zy<span class="_ _1"></span>kiem finansow<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y8c9 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> </span>narażona j<span class="_ _0"></span>est na wiele rodzajó<span class="_ _0"></span>w ryzy<span class="_ _1"></span>k<span class="_ _0"></span>a związanych z instrum<span class="_ _0"></span>entami finansow<span class="_ _0"></span>y<span class="_ _1"></span>mi. <span class="_ _8"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y8ca ff4 fs2 fc0 sc0 ls0 ws0">Ryzykiem, na k<span class="_ _0"></span>tóre narażona jest <span class="_ _0"></span>Spółka<span class="ff3"> </span>przedstawio<span class="_ _0"></span>no poniżej<span class="ff3">: </span></div><div class="t m0 x4f h6 y8cb ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o rynkowe obejm<span class="_ _0"></span>uje ryzyko stopy procento<span class="_ _0"></span>wej,<span class="_ _0"></span> </span></div><div class="t m0 x4f h6 y8cc ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span>ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o kredytowe oraz<span class="_ _0"></span> </span></div><div class="t m0 x4f h6 y8cd ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">ryzy<span class="_ _1"></span>k<span class="_ _0"></span>o płynności.<span class="_ _0"></span><span class="ff3"> </span></span></span></div><div class="t m0 xb7 h6 y7 ff4 fs2 fc0 sc0 ls0 ws0">Zarząd weryfikuj<span class="_ _0"></span>e i uzgadnia zasad<span class="_ _0"></span>y zarządzania każdym z t<span class="_ _0"></span>ych rodzajów ryzyka<span class="_ _0"></span><span class="ff3">. </span></div><div class="t m0 xb7 h6 y8ce ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> procesie zarządzania ryzykiem naj<span class="_ _0"></span>ważniejszą wagę maj<span class="_ _0"></span>ą następujące cele:<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4f h6 y8cf ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">zabezpieczenie k<span class="_ _0"></span>rótkoterminowych oraz średnioterm<span class="_ _0"></span>inowych przepł<span class="_ _0"></span>ywów pieniężnych,<span class="_ _0"></span></span> </span></div><div class="t m0 x4f h6 y8d0 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">stabilizacja wahań <span class="_ _0"></span>wy<span class="_ _1"></span>nik<span class="_ _0"></span>u finansowego <span class="_ _0"></span>Spółki<span class="ff3">, </span></span></span></div><div class="t m0 x4f h6 y8d1 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">wykonanie zakładan<span class="_ _0"></span>y<span class="_ _1"></span>ch progno<span class="_ _0"></span>z finansowych popr<span class="_ _0"></span>zez spełnienie założeń bud<span class="_ _0"></span>żetowych,<span class="_ _8"></span><span class="ff3"> </span></span></span></div><div class="t m0 x4f h6 y379 ff15 fs2 fc0 sc0 ls0 ws0"><span class="ff3"> <span class="_ _8c"> </span><span class="ff4">osiągnięcie <span class="_ _0"></span>stop<span class="_ _0"></span>y <span class="_ _0"></span>zwrotu <span class="_ _0"></span>z <span class="_ _0"></span>długoterm<span class="_ _0"></span>inowych <span class="_ _0"></span>inwest<span class="_ _0"></span>ycji <span class="_ _0"></span>wraz <span class="_ _0"></span>z <span class="_ _0"></span>po<span class="_ _0"></span>zyskaniem <span class="_ _8"></span>op<span class="_ _1"></span>tym<span class="_ _0"></span>alny<span class="_ _1"></span>ch <span class="_ _8"></span>źródeł </span></span></div><div class="t m0 x13e h6 y8d2 ff4 fs2 fc0 sc0 ls0 ws0">finansowania działań i<span class="_ _0"></span>nwestycyjnych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y8d3 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y6e1 ff4 fs2 fc0 sc0 ls0 ws0">Spółka<span class="ff3"> nie zawier<span class="_ _0"></span>a transakcji na r<span class="_ _0"></span>y<span class="_ _1"></span>nkac<span class="_ _0"></span>h finansow<span class="_ _0"></span>y<span class="_ _1"></span>ch w ce<span class="_ _0"></span>lach spekulacyjn<span class="_ _0"></span>y<span class="_ _1"></span>ch.<span class="_ _0"></span> </span></div><div class="t m0 xb7 hb y8d4 ff4 fs2 fc0 sc0 ls0 ws0">Do <span class="_ _0"></span>główn<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8"></span>instrumentów <span class="_ _0"></span>finanso<span class="_ _0"></span>wy<span class="_ _1"></span>ch, <span class="_ _8"></span>z k<span class="_ _0"></span>tórych <span class="_ _0"></span>k<span class="_ _0"></span>orzy<span class="_ _1"></span>sta <span class="_ _8"></span>Spółka, <span class="_ _8"></span>należą <span class="_ _0"></span>należnośc<span class="_ _0"></span>i <span class="_ _0"></span>wekslowe <span class="_ _0"></span>i <span class="_ _0"></span>n<span class="_ _0"></span>ale<span class="ls13">ż-</span></div><div class="t m0 xb7 h6 y8d5 ff4 fs2 fc0 sc0 ls0 ws0">ności <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _0"></span>t<span class="_ _0"></span>yt.nabycia <span class="_ _8"></span>wierzytelności<span class="_ _0"></span><span class="ff6">.<span class="ff3"> <span class="_ _0"></span></span></span>Główn<span class="_ _0"></span>ym <span class="_ _0"></span>c<span class="_ _0"></span>elem <span class="_ _0"></span>t<span class="_ _0"></span>ych <span class="_ _0"></span>instrumentó<span class="_ _0"></span>w <span class="_ _0"></span>finansow<span class="_ _0"></span>ych <span class="_ _0"></span>jest <span class="_ _8"></span>pozyskanie <span class="_ _0"></span>śr<span class="_ _0"></span>o<span class="_ _0"></span><span class="ff3 ls1">d-</span></div><div class="t m0 xb7 h6 y8d6 ff4 fs2 fc0 sc0 ls0 ws0">ków finansow<span class="_ _0"></span>y<span class="_ _1"></span>ch na <span class="_ _0"></span>działalność Spółk<span class="_ _0"></span>i.<span class="ff3"> </span></div><div class="t m0 xb7 hb y89f ff4 fs2 fc0 sc0 ls0 ws0">Poniżej przedstawio<span class="_ _0"></span>no najbardziej znac<span class="_ _0"></span>zące ryzy<span class="_ _1"></span>k<span class="_ _0"></span>a, na które nara<span class="_ _0"></span>żona jest <span class="_ _0"></span>Spółka<span class="ff7">. </span></div><div class="t m0 xb9 hf y8d7 ff2 fs5 fc0 sc0 ls0 ws0">38.1. <span class="_ _94"> </span>Ryzyko stopy procentowej </div><div class="t m0 xb7 h6 y8d8 ff4 fs2 fc0 sc0 ls0 ws0">Narażenie <span class="_ _8"></span>Spółki <span class="_ _8"></span>na <span class="_ _0"></span>r<span class="_ _0"></span>yzy<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _8"></span>wywołane <span class="_ _8"></span>z<span class="_ _1"></span>mianam<span class="_ _0"></span>i <span class="_ _8"></span>stóp <span class="_ _0"></span>proc<span class="_ _0"></span>entowych <span class="_ _8"></span>dotyczy <span class="_ _0"></span>pr<span class="_ _0"></span>zede <span class="_ _8"></span>wszystkim <span class="_ _8"></span>długote<span class="_ _0"></span><span class="ff3 ls10">r-</span></div><div class="t m0 xb7 h6 y8d9 ff4 fs2 fc0 sc0 ls0 ws0">minowych zobowiąza<span class="_ _0"></span>ń finansowych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h59 y8da ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h59 y8db ff6 fs2 fc0 sc0 ls0 ws0">Ryz<span class="_ _1"></span>yko <span class="_ _1"></span>stopy<span class="_ _1"></span> pro<span class="_ _1"></span>cento<span class="_ _1"></span>wej <span class="ff5">–</span> <span class="_ _1"></span><span class="ff5">wraż<span class="_ _1"></span>liwo<span class="_ _1"></span>ść n<span class="_ _1"></span>a zmi<span class="_ _1"></span>any<span class="ff6"> </span></span></div><div class="t m0 xb7 hb y8dc ff4 fs2 fc0 sc0 ls0 ws0">Pon<span class="_ _1"></span>iższ<span class="_ _1"></span>a <span class="_ _8d"> </span>tab<span class="_ _1"></span>ela <span class="_ _8e"> </span>prze<span class="_ _1"></span>dstaw<span class="_ _1"></span>ia <span class="_ _8e"> </span>wrażl<span class="_ _1"></span>iwość <span class="_ _8e"> </span>wyni<span class="_ _1"></span>ku <span class="_ _8e"> </span>finan<span class="_ _1"></span>soweg<span class="_ _1"></span>o <span class="_ _8d"> </span>bru<span class="_ _1"></span>tto <span class="_ _8e"> </span>na <span class="_ _8e"> </span>racjon<span class="_ _1"></span>alni<span class="_ _1"></span>e <span class="_ _8e"> </span>możliw<span class="_ _1"></span>e <span class="_ _8e"> </span>zmiany<span class="_ _1"></span> <span class="_ _8d"> </span>stóp </div><div class="t m0 xb7 h6 y8dd ff4 fs2 fc0 sc0 ls0 ws0">pro<span class="_ _1"></span>centowy<span class="_ _1"></span>ch<span class="_ _1"></span> <span class="_ _8d"> </span>przy<span class="_ _1"></span> <span class="_ _8d"> </span>założ<span class="_ _1"></span>eniu<span class="_ _1"></span> <span class="_ _8d"> </span>niez<span class="_ _1"></span>mienno<span class="_ _1"></span>ści <span class="_ _8e"> </span>inny<span class="_ _1"></span>ch<span class="ff3"> <span class="_ _8d"> </span></span>czy<span class="_ _1"></span>nników<span class="_ _1"></span> <span class="_ _8d"> </span>(w <span class="_ _8d"> </span>zwi<span class="_ _1"></span>ązku <span class="_ _8e"> </span>z <span class="_ _8d"> </span>zobo<span class="_ _1"></span>wiąz<span class="_ _1"></span>ania<span class="_ _1"></span>mi <span class="_ _8e"> </span>o<span class="ff3"> zmienne<span class="_ _1"></span>j </span></div><div class="t m0 xb7 h6 y8de ff3 fs2 fc0 sc0 ls0 ws0">sto<span class="_ _1"></span>pie <span class="_ _1"></span>procen<span class="_ _1"></span>tow<span class="_ _1"></span>ej). </div><div class="t m0 xd5 h79 y8df ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x13f y8e0 we8 h1f9"><div class="t m3a x43 h1fa y8e1 fff fs72 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>więk<span class="_ _1"></span>sz<span class="_ _1"></span>enie</div><div class="t m3a x140 h1fa y8e2 ffb fs72 fc0 sc0 ls0 ws0">o punkt<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m3a xa7 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">pr<span class="_ _0"></span>oc<span class="_ _1"></span>ent<span class="_ _1"></span>owe</div></div><div class="c x80 y8e0 we8 h1f9"><div class="t m3a x66 h1fa y8e1 fff fs72 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>pły<span class="_ _0"></span>w na</div><div class="t m3a x68 h1fa y8e2 ffb fs72 fc0 sc0 ls0 ws0">wy<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>k f<span class="_ _9"></span>i<span class="_ _1"></span>nansowy<span class="_ _0"></span> </div><div class="t m3a xec h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">br<span class="_ _0"></span>ut<span class="_ _9"></span>t<span class="_ _1"></span>o</div></div><div class="c x141 y8e0 we8 h1f9"><div class="t m3a xa2 h1fa y8e1 ffb fs72 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>m<span class="_ _9"></span>niej<span class="_ _1"></span>sz<span class="_ _1"></span>enie</div><div class="t m3a x140 h1fa y8e2 ffb fs72 fc0 sc0 ls0 ws0">o punkt<span class="_ _9"></span>y<span class="_ _0"></span> </div><div class="t m3a xa7 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">pr<span class="_ _0"></span>oc<span class="_ _1"></span>ent<span class="_ _1"></span>owe</div></div><div class="c x142 y8e0 we9 h1f9"><div class="t m3a x66 h1fa y8e1 fff fs72 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>pły<span class="_ _0"></span>w na</div><div class="t m3a x68 h1fa y8e2 ffb fs72 fc0 sc0 ls0 ws0">wy<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _1"></span>k f<span class="_ _9"></span>i<span class="_ _1"></span>nansowy<span class="_ _0"></span> </div><div class="t m3a xec h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">br<span class="_ _0"></span>ut<span class="_ _9"></span>t<span class="_ _1"></span>o</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8e5 fff fs72 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> dnia 31 gr<span class="_ _0"></span>udnia 2023 r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div><div class="t m3a x14 h1fa y8e6 ffb fs72 fc0 sc0 ls0 ws0">Kred<span class="_ _0"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>y</div></div><div class="c xd1 y8e7 wea h1fc"><div class="t m3a x143 h1fa y8e8 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8e9 ffb fs72 fc0 sc0 ls0 ws0">Obl<span class="_ _1"></span>i<span class="_ _1"></span>gacj<span class="_ _1"></span>e</div></div><div class="c xd1 y8ea wea h1fc"><div class="t m3a x143 h1fa y8e8 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8eb ffb fs72 fc0 sc0 ls0 ws0">Leasi<span class="_ _1"></span>ngi</div></div><div class="c xd1 y8ec wea h1fd"><div class="t m3a x143 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8ed ffb fs72 fc0 sc0 ls0 ws0">Net<span class="_ _1"></span>t<span class="_ _9"></span>o</div></div><div class="c xd1 y8ee wea h1fc"><div class="t m3a x80 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">-<span class="_ _7d"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8ef fff fs72 fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res zak<span class="_ _1"></span>ończ<span class="_ _1"></span>ony<span class="_ _0"></span> dnia 31 gr<span class="_ _0"></span>udnia 2022 r<span class="_ _0"></span>ok<span class="_ _1"></span>u (<span class="_ _0"></span>badane)</div><div class="t m3a x14 h1fa y8f0 ffb fs72 fc0 sc0 ls0 ws0">Kred<span class="_ _0"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>y</div></div><div class="c xd1 y8f1 wea h1fd"><div class="t m3a x143 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8f2 ffb fs72 fc0 sc0 ls0 ws0">Obl<span class="_ _1"></span>i<span class="_ _1"></span>gacj<span class="_ _1"></span>e</div></div><div class="c xd1 y8f3 wea h1fd"><div class="t m3a x143 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8f4 ffb fs72 fc0 sc0 ls0 ws0">Leasi<span class="_ _1"></span>ngi</div></div><div class="c xd1 y8f5 wea h1fc"><div class="t m3a x143 h1fa y8e3 ffb fs72 fc0 sc0 ls0 ws0">+1%<span class="_ _5a"> </span>-<span class="_ _28"> </span>-2%<span class="_ _5a"> </span>-</div></div><div class="c xd1 y8e4 wea h1fb"><div class="t m3a x14 h1fa y8f6 ffb fs72 fc0 sc0 ls0 ws0">Net<span class="_ _1"></span>t<span class="_ _9"></span>o</div></div><div class="c xd1 y8f7 wea h1fc"><div class="t m3a x80 h1fa y8f8 ffb fs72 fc0 sc0 ls0 ws0">-<span class="_ _7d"> </span>-</div></div><div class="c xd1 y8f9 web h1fe"><div class="t m3a x14 h1ff y8fa ff4 fs73 fc0 sc0 ls0 ws0">Ry<span class="_ _1"></span>z<span class="_ _0"></span>y<span class="_ _1"></span>k<span class="_ _1"></span>o <span class="_ _1"></span>s<span class="_ _0"></span>to<span class="_ _1"></span>p<span class="_ _1"></span>y<span class="_ _1"></span> p<span class="_ _1"></span>rocen<span class="_ _1"></span>to<span class="_ _1"></span>wej<span class="_ _1"></span> - <span class="_ _1"></span>wrażli<span class="_ _1"></span>wość<span class="_ _0"></span> na<span class="_ _1"></span> zm<span class="_ _0"></span>ia<span class="_ _1"></span>n<span class="_ _1"></span>y</div></div><div class="t m0 x8b h79 y8fb ff17 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y1e4 ff2 fs5 fc0 sc0 ls0 ws0">38.2. <span class="_ _94"> </span>Ryzyko inflacji </div><div class="t m0 xb7 h6 y8fc ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> <span class="_ _8"></span>2023 <span class="_ _88"></span><span class="ff4">roku <span class="_ _88"></span>wzrost <span class="_ _88"></span>cen <span class="_ _88"></span>to<span class="_ _0"></span>warów <span class="_ _8"></span>i <span class="_ _88"></span>usług<span class="_ _0"></span> <span class="_ _8"></span>k<span class="_ _0"></span>onsumpcyjnych <span class="_ _88"></span>w <span class="_ _88"></span>Polsce <span class="_ _88"></span>w <span class="_ _88"></span>stosun<span class="_ _0"></span>ku <span class="_ _88"></span>do <span class="_ _8"></span>rok<span class="_ _0"></span>u <span class="_ _8"></span>po<span class="_ _0"></span>przedniego </span></div><div class="t m0 xb7 h6 y1be ff4 fs2 fc0 sc0 ls0 ws0">wyniósł <span class="_ _8"></span>1<span class="ff3">1</span>,4%. <span class="_ _0"></span>Gru<span class="_ _0"></span>pa <span class="_ _0"></span>C<span class="_ _0"></span>zerwona <span class="_ _0"></span>T<span class="_ _0"></span>orebka <span class="_ _8"></span>działa <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>branży <span class="_ _0"></span>nieruc<span class="_ _0"></span>homościowej, <span class="_ _8"></span>która <span class="_ _0"></span>na <span class="_ _8"></span>ten <span class="_ _0"></span>m<span class="_ _0"></span>oment <span class="_ _8"></span>w<span class="_ _0"></span><span class="ff3 ls12">y-</span></div><div class="t m0 xb7 h6 y8fd ff4 fs2 fc0 sc0 ls0 ws0">kazuje s<span class="_ _0"></span>ię naj<span class="_ _0"></span>większą stabi<span class="_ _0"></span>lnością. Nieruc<span class="_ _0"></span>homości<span class="_ _0"></span><span class="ff3"> <span class="_ _0"></span></span>są jedną <span class="_ _0"></span>z <span class="_ _0"></span>najbezpieczeniejs<span class="_ _0"></span>zych lokat <span class="_ _0"></span>środk<span class="_ _0"></span>ów fina<span class="_ _0"></span><span class="ff3 ls1">n-</span></div><div class="t m0 xb7 hb y8fe ff4 fs2 fc0 sc0 ls0 ws0">sowych, <span class="_ _88"></span>a <span class="_ _8e"> </span>ich <span class="_ _8e"> </span>wartość <span class="_ _88"></span>spa<span class="_ _0"></span>da <span class="_ _8"></span>je<span class="_ _0"></span>dynie <span class="_ _88"></span>w <span class="_ _88"></span>s<span class="_ _0"></span>krajnych <span class="_ _88"></span>s<span class="_ _0"></span>y<span class="_ _1"></span>tuacj<span class="_ _0"></span>ach, <span class="_ _8"></span>k<span class="_ _0"></span>tórych <span class="_ _88"></span>Zarzą<span class="_ _0"></span>d <span class="_ _88"></span>nie <span class="_ _88"></span>odnoto<span class="_ _0"></span>wał. <span class="_ _88"></span>Nie <span class="_ _88"></span>m<span class="_ _0"></span>niej </div><div class="t m0 xb7 h6 y8ff ff4 fs2 fc0 sc0 ls0 ws0">jednak Zarząd na bie<span class="_ _0"></span>żąco anlizuje s<span class="_ _0"></span>y<span class="_ _1"></span>tuacj<span class="_ _0"></span>ę gospodarcza.<span class="_ _0"></span><span class="ff3">  </span></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y85d ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y7d2 ff8 fs3 fc0 sc0 ls4 ws0">49<span class="ls0"> </span></div><div class="t m0 xb9 hf y88a ff2 fs5 fc0 sc0 ls0 ws0">38.3. <span class="_ _94"> </span>Ryzyko kredytowe </div><div class="t m0 xb7 h6 y900 ff4 fs2 fc0 sc0 ls0 ws0">Podstawową <span class="_ _8d"> </span>prak<span class="_ _0"></span>tyką <span class="_ _8d"> </span>Spó<span class="_ _0"></span>łki<span class="ff3"> <span class="_ _8d"> </span><span class="ls12">z <span class="_ _89"> </span></span></span>zakresu <span class="_ _92"> </span>zarządzania <span class="_ _8d"> </span>r<span class="_ _0"></span>y<span class="_ _1"></span>zykiem<span class="_ _0"></span> <span class="_ _8e"> </span>k<span class="_ _0"></span>redytowym <span class="_ _8d"> </span>jest <span class="_ _8d"> </span>dą<span class="_ _0"></span>żenie <span class="_ _8e"> </span>do <span class="_ _92"> </span>zawiera<span class="_ _0"></span>nia </div><div class="t m0 xb7 hb y901 ff4 fs2 fc0 sc0 ls0 ws0">transakcji <span class="_ _92"> </span>wyłącznie <span class="_ _92"> </span>z <span class="_ _8d"> </span>p<span class="_ _0"></span>odmiotami <span class="_ _92"> </span>o <span class="_ _92"> </span>potwierdzonej <span class="_ _92"> </span>wiar<span class="_ _0"></span>y<span class="_ _1"></span>go<span class="_ _0"></span>dności. <span class="_ _8d"> </span>Potenc<span class="_ _0"></span>jalni <span class="_ _92"> </span>odbiorcy <span class="_ _92"> </span>poddawani <span class="_ _92"> </span>są </div><div class="t m0 xb7 h6 y902 ff3 fs2 fc0 sc0 ls0 ws0">przez <span class="_ _0"></span><span class="ff4">Spółk<span class="_ _0"></span>ę</span> <span class="_ _0"></span><span class="ff4">procedurom<span class="_ _0"></span> wer<span class="_ _0"></span>y<span class="_ _1"></span>f<span class="_ _0"></span>ikacji <span class="_ _0"></span>przed <span class="_ _0"></span>pr<span class="_ _0"></span>zydzieleniem <span class="_ _0"></span>lim<span class="_ _0"></span>itu k<span class="_ _0"></span>redytu <span class="_ _0"></span>kupieckiego. <span class="_ _8"></span>B<span class="_ _1"></span>ieżą<span class="_ _0"></span><span class="ff3">c<span class="_ _0"></span>e <span class="_ _0"></span>monitor<span class="ls1">o-</span></span></span></div><div class="t m0 xb7 hb y903 ff4 fs2 fc0 sc0 ls0 ws0">wanie <span class="_ _8d"> </span>poziom<span class="_ _0"></span>u <span class="_ _8e"> </span>nale<span class="_ _0"></span>żności <span class="_ _8d"> </span>z <span class="_ _8e"> </span>t<span class="_ _0"></span>ytułu <span class="_ _8e"> </span>dosta<span class="_ _0"></span>w <span class="_ _8e"> </span>i<span class="_ _0"></span> <span class="_ _8e"> </span>usług <span class="_ _92"> </span>w <span class="_ _8d"> </span>przekroju <span class="_ _8d"> </span>k<span class="_ _0"></span>ontrahentów <span class="_ _8d"> </span>służy <span class="_ _8d"> </span>obniżaniu <span class="_ _8d"> </span>p<span class="_ _0"></span>oziomu </div><div class="t m0 xb7 h6 y904 ff4 fs2 fc0 sc0 ls0 ws0">ryzy<span class="_ _1"></span>k<span class="_ _0"></span>a kred<span class="_ _0"></span>y<span class="_ _1"></span>towego <span class="_ _0"></span>związanego z tymi akt<span class="_ _0"></span>ywami.<span class="ff3"> </span></div><div class="t m0 xb7 h6 y905 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y906 ff3 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> ramac<span class="ff4">h prowadzonej <span class="_ _0"></span>działalności Sp<span class="_ _0"></span>ółka</span> <span class="_ _0"></span><span class="ff4">nie nab<span class="_ _0"></span>ywa akt<span class="_ _0"></span>y<span class="_ _1"></span>wów f<span class="_ _0"></span>inansowych <span class="_ _0"></span>dotkniętych utratą <span class="_ _0"></span>wartości<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y907 ff4 fs2 fc0 sc0 ls0 ws0">ze względu na r<span class="_ _0"></span>yzy<span class="_ _1"></span>k<span class="_ _0"></span><span class="ff3">o kredytowe.<span class="_ _0"></span> </span></div><div class="t m0 xb7 h6 y908 ff4 fs2 fc0 sc0 ls0 ws0">Spółka, <span class="_ _0"></span>ze wzg<span class="_ _0"></span>lędu na <span class="_ _0"></span>swój <span class="_ _0"></span>holdingowy ch<span class="_ _0"></span>arakter, <span class="_ _8"></span>z<span class="_ _1"></span>awiera <span class="_ _0"></span>transak<span class="_ _0"></span>cje wyłąc<span class="_ _0"></span>z<span class="_ _1"></span>nie <span class="_ _0"></span>z<span class="ff3"> <span class="_ _0"></span></span>podm<span class="_ _0"></span>iotami <span class="_ _0"></span>wewnątr<span class="ff3 ls12">z-</span></div><div class="t m0 xb7 h6 y909 ff4 fs2 fc0 sc0 ls0 ws0">grupowymi <span class="_ _8"></span>lub <span class="_ _0"></span>jed<span class="_ _0"></span>nostkami <span class="_ _8"></span>powiązanymi, <span class="_ _0"></span>d<span class="_ _0"></span>la <span class="_ _0"></span>k<span class="_ _0"></span>tórych <span class="_ _8"></span>nie <span class="_ _0"></span>i<span class="_ _0"></span><span class="ff3">dent<span class="_ _0"></span>y<span class="_ _1"></span>f<span class="_ _0"></span>ikuje <span class="_ _8"></span>ry<span class="_ _1"></span>zyka <span class="_ _8"></span>kredytowego.<span class="_ _0"></span> <span class="_ _0"></span>Ak<span class="_ _0"></span>tywa <span class="_ _0"></span>fina<span class="_ _0"></span><span class="ls1">n-</span></span></div><div class="t m0 xb7 h6 y28 ff3 fs2 fc0 sc0 ls0 ws0">sowe <span class="_ _0"></span>wyceniane <span class="_ _8"></span>w <span class="_ _0"></span><span class="ff4">zamortyzowan<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _0"></span>k<span class="_ _0"></span>oszcie <span class="_ _0"></span>to <span class="_ _0"></span>nale<span class="_ _0"></span>żności <span class="_ _0"></span>weks<span class="_ _0"></span>low<span class="_ _1"></span>e <span class="_ _0"></span>od <span class="_ _0"></span>p<span class="_ _0"></span>odmiotów <span class="_ _0"></span>zależn<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span><span class="ff3">, <span class="_ _8"></span>w o<span class="_ _0"></span>dni<span class="ls1">e-</span></span></span></div><div class="t m0 xb7 h6 y694 ff4 fs2 fc0 sc0 ls0 ws0">sieniu do któr<span class="_ _0"></span>y<span class="_ _1"></span>ch Spółk<span class="_ _0"></span>a nie identyfikuj<span class="_ _0"></span>e ryzy<span class="_ _1"></span>ka k<span class="_ _0"></span>redytowego.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y34e ff4 fs2 fc0 sc0 ls0 ws0">W<span class="_ _0"></span> odniesieniu d<span class="_ _0"></span>o <span class="_ _0"></span>innych <span class="_ _0"></span>aktywów f<span class="_ _0"></span>inansowych S<span class="_ _0"></span>półki, <span class="_ _0"></span>takich <span class="_ _0"></span>jak <span class="_ _0"></span>środ<span class="_ _0"></span>ki <span class="_ _0"></span>pieniężne i<span class="_ _0"></span> ich <span class="_ _0"></span>ek<span class="_ _0"></span>wiw<span class="_ _1"></span>alent<span class="_ _0"></span>y<span class="ff3">, <span class="_ _0"></span>ryz<span class="ls12">y-</span></span></div><div class="t m0 xb7 h6 y90a ff3 fs2 fc0 sc0 ls0 ws0">ko  kredy<span class="_ _1"></span>to<span class="_ _0"></span>we <span class="_ _89"> </span>S<span class="_ _0"></span><span class="ff4">półki  powstaje  w</span> <span class="ff4">wyniku  niemożności  dokonania  zapłaty <span class="_ _89"> </span>pr<span class="_ _0"></span>zez <span class="_ _8f"> </span>drugą  stronę <span class="_ _89"> </span>um<span class="_ _0"></span>owy, </span></div><div class="t m0 xb7 h6 y90b ff3 fs2 fc0 sc0 ls0 ws0">a <span class="ff4">maks<span class="_ _0"></span>y<span class="_ _1"></span>malna ek<span class="_ _0"></span>spozycja na to ryzyko ró<span class="_ _0"></span>wna jest wartości bilanso<span class="_ _0"></span>wej tych instrum<span class="_ _0"></span>entów.<span class="_ _0"></span><span class="ff3"> </span></span></div><div class="t m0 xb7 h6 y90c ff4 fs2 fc0 sc0 ls0 ws0">Analiza <span class="_ _8e"> </span>wiek<span class="_ _0"></span>owania <span class="_ _88"></span>n<span class="_ _0"></span>ależności <span class="_ _8e"> </span>pr<span class="_ _0"></span>zeterminowanych, <span class="_ _8e"> </span>w <span class="_ _8d"> </span>przypadku <span class="_ _8e"> </span>k<span class="_ _0"></span>tórych <span class="_ _8e"> </span>nie <span class="_ _8e"> </span>n<span class="_ _0"></span>astąpiła <span class="_ _8e"> </span>utrata<span class="_ _8"></span><span class="ff3"> <span class="_ _88"></span></span>wartośc<span class="_ _0"></span>i, </div><div class="t m0 xb7 h6 y591 ff4 fs2 fc0 sc0 ls0 ws0">została przedstawion<span class="_ _0"></span>a w nocie 2<span class="ff3">5.<span class="_ _0"></span> </span></div><div class="t m0 xb9 hf y90d ff2 fs5 fc0 sc0 ls0 ws0">38.4. <span class="_ _94"> </span><span class="ff1">Ryzyko związane z pły<span class="_ _1"></span>nnośc<span class="_ _0"></span>ią<span class="ff2"> </span></span></div><div class="t m0 xb7 hb y90e ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _89"> </span>m<span class="_ _0"></span>onitoruje <span class="_ _92"> </span>r<span class="_ _0"></span>yzy<span class="_ _1"></span>k<span class="_ _0"></span>o <span class="_ _89"> </span>braku <span class="_ _8f"> </span>funduszy <span class="_ _92"> </span>pr<span class="_ _0"></span>zy <span class="_ _89"> </span>pomoc<span class="_ _0"></span>y<span class="_ _1"></span> <span class="_ _89"> </span>nar<span class="_ _0"></span>zędzia <span class="_ _92"> </span>ok<span class="_ _0"></span>resowego <span class="_ _89"> </span>plano<span class="_ _0"></span>wania <span class="_ _92"> </span>p<span class="_ _0"></span>łynności. </div><div class="t m0 xb7 h6 y90f ff4 fs2 fc0 sc0 ls0 ws0">Narzędzie <span class="_ _88"></span>to <span class="_ _88"></span>uwzgl<span class="_ _0"></span>ędnia <span class="_ _8"></span>t<span class="_ _0"></span>erminy <span class="_ _88"></span>wymagalności/zapa<span class="_ _0"></span>dalności <span class="_ _88"></span>zarówno <span class="_ _88"></span>in<span class="_ _0"></span>westycji <span class="_ _88"></span>jak <span class="_ _8d"> </span><span class="ff3">i </span>akt<span class="_ _0"></span>yw<span class="_ _1"></span>ów <span class="_ _88"></span>finans<span class="_ _0"></span><span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y910 ff4 fs2 fc0 sc0 ls0 ws0">wych <span class="_ _8"></span>(np. <span class="_ _0"></span>k<span class="_ _0"></span>onta <span class="_ _8"></span>należności, <span class="_ _8"></span>pozostałych<span class="ff3"> <span class="_ _8"></span></span>aktywów <span class="_ _8"></span>finansowych<span class="ff3"> <span class="_ _8"></span></span>ora<span class="_ _0"></span>z <span class="_ _0"></span>progn<span class="_ _0"></span>ozowane <span class="_ _8"></span>przepływy <span class="_ _8"></span>pieniężne </div><div class="t m0 xb7 h6 y911 ff4 fs2 fc0 sc0 ls0 ws0">z działalności operac<span class="_ _0"></span>yjnej<span class="ff3">). </span></div><div class="t m0 xb7 hb y3c8 ff4 fs2 fc0 sc0 ls0 ws0">Celem <span class="_ _8d"> </span>Spółk<span class="_ _0"></span>i <span class="_ _8d"> </span>jest <span class="_ _8d"> </span>utr<span class="_ _0"></span>zy<span class="_ _1"></span>manie <span class="_ _92"> </span>równowagi <span class="_ _8d"> </span>p<span class="_ _0"></span>omiędzy <span class="_ _8d"> </span>ciągłośc<span class="_ _0"></span>ią <span class="_ _8e"> </span>a <span class="_ _92"> </span>elast<span class="_ _0"></span>ycznością <span class="_ _8d"> </span>finansowania, <span class="_ _92"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y912 ff4 fs2 fc0 sc0 ls0 ws0">korzystanie z ro<span class="_ _0"></span>z<span class="_ _1"></span>m<span class="_ _0"></span>aitych źródeł finansowania, tak<span class="_ _0"></span>ich <span class="_ _0"></span><span class="ff3">jak kredyty bankowe c<span class="_ _0"></span>zy obligacje. </span></div><div class="t m0 xb7 h3b y913 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y914 ff4 fs2 fc0 sc0 ls0 ws0">Tabela <span class="_ _0"></span>poniżej <span class="_ _0"></span>przedstawia<span class="_ _0"></span> <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>finansowe <span class="_ _0"></span>Spółk<span class="_ _0"></span>i na <span class="_ _8"></span>dzień <span class="_ _0"></span>31 <span class="_ _0"></span><span class="ff3">gru<span class="_ _0"></span>dnia <span class="_ _0"></span><span class="lse">20</span>23 </span>rok<span class="_ _0"></span>u <span class="_ _0"></span>oraz n<span class="_ _0"></span>a d<span class="_ _0"></span>zień </div><div class="t m0 xb7 h6 y915 ff3 fs2 fc0 sc0 ls1 ws0">31<span class="ls0"> grudnia <span class="lse">20</span>22 rok<span class="_ _0"></span>u <span class="ff4">według daty zapadalności na po<span class="_ _0"></span>dstawie umown<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span><span class="ff3"> </span>niezd<span class="_ _0"></span>yskontowanych płatnośc<span class="_ _0"></span>i.<span class="ff3"> </span></span></span></div><div class="t m0 xb7 h6 y3af ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y917 fff fs74 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2023 r<span class="_ _0"></span>oku (<span class="_ _0"></span>badane)</div></div><div class="c xba y918 wec h202"><div class="t m3b xa h201 y919 fff fs74 fc0 sc0 ls0 ws0">Na żądanie<span class="_ _101"> </span><span class="ffb">Do 1<span class="_ _0"></span> roku</span></div></div><div class="c x2 y918 wed h202"><div class="t m3b x67 h201 y91a ffb fs74 fc0 sc0 ls0 ws0">Od 1 roku </div><div class="t m3b x5f h201 y919 ffb fs74 fc0 sc0 ls0 ws0">do 3 lat</div></div><div class="c x144 y918 wee h202"><div class="t m3b x145 h201 y91a ffb fs74 fc0 sc0 ls0 ws0">Od 3 l<span class="_ _1"></span>at<span class="_ _9"></span> </div><div class="t m3b x119 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">do 5 lat</div></div><div class="c x146 y918 wef h202"><div class="t m3b x3b h201 y91a fff fs74 fc0 sc0 ls0 ws0">Powy<span class="_ _0"></span>żej<span class="_ _1"></span> </div><div class="t m3b x87 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">5 lat</div></div><div class="c xba y918 wec h202"><div class="t m3b x147 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">Razem<span class="_ _9"></span> </div></div><div class="c xba y91b wec h203"><div class="t m3b x14 h201 y919 fff fs74 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z<span class="_ _1"></span> t<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu dos<span class="_ _1"></span>t<span class="_ _1"></span>aw i us<span class="_ _1"></span>ł<span class="_ _1"></span>ug <span class="_ _fa"> </span><span class="ffb">-<span class="_ _bf"> </span><span class="ls50">389<span class="_ _102"> </span></span>-<span class="_ _49"> </span>-<span class="_ _103"> </span>-<span class="_ _bf"> </span><span class="ls50">389</span></span></div></div><div class="c xba y91c wf0 h204"><div class="t m3b x14 h201 y91d fff fs74 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a f<span class="_ _9"></span>inansowe </div><div class="t m3b x14 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>weks<span class="_ _1"></span>lowe)</div></div><div class="c xba y91c wec h204"><div class="t m3b xdf h201 y919 ffb fs74 fc0 sc0 ls0 ws0">-<span class="_ _104"> </span>23 886<span class="_ _83"> </span><span class="ls50">223<span class="_ _49"> </span></span>-<span class="_ _105"> </span>1 442<span class="_ _104"> </span>25 551</div></div><div class="c xba y91e wec h203"><div class="t m3b x14 h201 y919 fff fs74 fc0 sc0 ls0 ws0">Porę<span class="_ _0"></span>c<span class="_ _1"></span>zeni<span class="_ _1"></span>a udzi<span class="_ _1"></span>el<span class="_ _1"></span>one*<span class="_ _106"> </span><span class="ffb">34 848<span class="_ _102"> </span>-<span class="_ _fb"> </span>-<span class="_ _49"> </span>-<span class="_ _103"> </span>-<span class="_ _104"> </span>34 848</span></div></div><div class="c xba y91f wec h203"><div class="t m3b x14 h201 y919 fff fs74 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania podat<span class="_ _9"></span>kowe<span class="_ _67"> </span><span class="ffb">-<span class="_ _a6"> </span><span class="ls50">19<span class="_ _102"> </span></span>-<span class="_ _49"> </span>-<span class="_ _ce"> </span>-<span class="_ _a6"> </span><span class="ls50">19</span></span></div></div><div class="c xba y920 wec h203"><div class="t m3b x14 h201 y921 fff fs74 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a<span class="_ _107"> </span><span class="ffb">-<span class="_ _be"> </span>2 707<span class="_ _102"> </span>-<span class="_ _108"> </span>-<span class="_ _ce"> </span>-<span class="_ _be"> </span>2 707</span></div></div><div class="c xba y922 wec h205"><div class="t m3b x148 h206 y921 ffe fs74 fc0 sc0 ls0 ws0">34 848<span class="_ _104"> </span>27 001<span class="_ _83"> </span><span class="ls50">223<span class="_ _49"> </span></span>-<span class="_ _105"> </span>1 442<span class="_ _104"> </span>63 514</div></div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y923 fff fs74 fc0 sc0 ls0 ws0">Na d<span class="_ _0"></span>z<span class="_ _1"></span>ień 31 gr<span class="_ _0"></span>udni<span class="_ _1"></span>a 2022 r<span class="_ _0"></span>oku (<span class="_ _0"></span>badane)</div></div><div class="c xba y924 wec h202"><div class="t m3b xa h201 y919 fff fs74 fc0 sc0 ls0 ws0">Na żądanie<span class="_ _101"> </span><span class="ffb">Do 1<span class="_ _0"></span> roku</span></div></div><div class="c x2 y924 wed h202"><div class="t m3b x67 h201 y91a ffb fs74 fc0 sc0 ls0 ws0">Od 1 roku </div><div class="t m3b x5f h201 y919 ffb fs74 fc0 sc0 ls0 ws0">do 3 lat</div></div><div class="c x144 y924 wee h202"><div class="t m3b x145 h201 y91a ffb fs74 fc0 sc0 ls0 ws0">Od 3 l<span class="_ _1"></span>at<span class="_ _9"></span> </div><div class="t m3b x119 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">do 5 lat</div></div><div class="c x146 y924 wef h202"><div class="t m3b x3b h201 y91a fff fs74 fc0 sc0 ls0 ws0">Powy<span class="_ _0"></span>żej<span class="_ _1"></span> </div><div class="t m3b x87 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">5 lat</div></div><div class="c xba y924 wec h202"><div class="t m3b x147 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">Razem<span class="_ _9"></span> </div></div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y925 fff fs74 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z<span class="_ _1"></span> t<span class="_ _1"></span>y<span class="_ _0"></span>t<span class="_ _9"></span>ułu dos<span class="_ _1"></span>t<span class="_ _1"></span>aw i us<span class="_ _1"></span>ł<span class="_ _1"></span>ug </div></div><div class="c xba y926 wec h203"><div class="t m3b xdf h201 y919 ffb fs74 fc0 sc0 ls0 ws0">-<span class="_ _be"> </span>1 614<span class="_ _102"> </span>-<span class="_ _108"> </span>-<span class="_ _ce"> </span>-<span class="_ _be"> </span>1 614</div></div><div class="c xba y927 wf0 h204"><div class="t m3b x14 h201 y91d fff fs74 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a f<span class="_ _9"></span>inansowe </div><div class="t m3b x14 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">(<span class="_ _0"></span>weks<span class="_ _1"></span>lowe)</div></div><div class="c xba y927 wec h204"><div class="t m3b xdf h201 y919 ffb fs74 fc0 sc0 ls0 ws0">-<span class="_ _104"> </span>18 920<span class="_ _83"> </span><span class="ls50">223<span class="_ _49"> </span></span>-<span class="_ _105"> </span>1 153<span class="_ _104"> </span>20 296</div></div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y928 fff fs74 fc0 sc0 ls0 ws0">Porę<span class="_ _0"></span>c<span class="_ _1"></span>zeni<span class="_ _1"></span>a udzi<span class="_ _1"></span>el<span class="_ _1"></span>one*</div></div><div class="c xba y929 wec h203"><div class="t m3b x149 h201 y919 ffb fs74 fc0 sc0 ls0 ws0">222 190<span class="_ _102"> </span>-<span class="_ _fb"> </span>-<span class="_ _49"> </span>-<span class="_ _103"> </span>-<span class="_ _109"> </span>222 190</div></div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y92a fff fs74 fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania podat<span class="_ _9"></span>kowe</div></div><div class="c xba y92b wec h207"><div class="t m3b xdf h201 y92c ffb fs74 fc0 sc0 ls0 ws0">-<span class="_ _a6"> </span><span class="ls50">43<span class="_ _102"> </span></span>-<span class="_ _49"> </span>-<span class="_ _ce"> </span>-<span class="_ _a6"> </span><span class="ls50">43</span></div></div><div class="c xba y916 wec h200"><div class="t m3b x14 h201 y92d fff fs74 fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a</div></div><div class="c xba y92e wec h208"><div class="t m3b xdf h201 y919 ffb fs74 fc0 sc0 ls0 ws0">-<span class="_ _be"> </span>7 476<span class="_ _102"> </span>-<span class="_ _108"> </span>-<span class="_ _ce"> </span>-<span class="_ _be"> </span>7 476</div></div><div class="c xba y92f wec h208"><div class="t m3b x149 h206 y930 ffe fs74 fc0 sc0 ls0 ws0">222 190<span class="_ _104"> </span>28 053<span class="_ _83"> </span><span class="ls50">223<span class="_ _49"> </span></span>-<span class="_ _105"> </span>1 153<span class="_ _109"> </span>251 619</div></div><div class="c xba y931 wf1 h208"><div class="t m3b x14 h209 y919 ff4 fs75 fc0 sc0 ls0 ws0">Ryzy<span class="_ _1"></span>ko<span class="_ _1"></span> zwią<span class="_ _1"></span>z<span class="_ _0"></span>an<span class="_ _1"></span>e<span class="_ _1"></span> z<span class="_ _0"></span> p<span class="_ _1"></span>ł<span class="_ _1"></span>y<span class="_ _1"></span>nn<span class="_ _1"></span>o<span class="_ _1"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>ią</div></div><div class="t m0 xd4 h3b y1e9 ff7 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y2f4 ff3 fs2 fc0 sc0 ls0 ws0">* <span class="_ _89"> </span> <span class="_ _89"> </span><span class="ff4 fs10">stanowi <span class="_ _92"> </span>wartość <span class="_ _8d"> </span>aktualnych <span class="_ _8d"> </span>zobowiązań <span class="_ _8d"> </span>warunkowych <span class="_ _8d"> </span>na <span class="_ _92"> </span>31 <span class="_ _92"> </span>grudnia <span class="_ _8d"> </span>20<span class="_ _0"></span><span class="ff3">23 <span class="_ _8d"> </span></span>rok,  któr<span class="_ _1"></span>e  z<span class="_ _1"></span>ostały <span class="_ _92"> </span>wymienione <span class="_ _8d"> </span>w <span class="_ _8d"> </span>nocie<span class="_ _0"></span><span class="ff3"> <span class="_ _8d"> </span><span class="ls51">nr</span>  33.</span></span></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">50<span class="ls0"> </span></div><div class="t m0 xb8 he y511 ff2 fs4 fc0 sc0 lsd ws0">39.<span class="ls0"> <span class="_ _8c"> </span>Instrumenty<span class="_ _1"></span> finansowe </span></div><div class="t m0 xb9 hf y372 ff2 fs5 fc0 sc0 ls0 ws0">39.1. <span class="_ _94"> </span><span class="ff1">Wartości godziwe poszczególnych klas instrumentów finansow<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="ff2"> </span></span></div><div class="t m0 xb7 h6 y1c2 ff4 fs2 fc0 sc0 ls0 ws0">Poniższa <span class="_ _8e"> </span>tabela <span class="_ _8d"> </span>przedstawia <span class="_ _8d"> </span>porównanie <span class="_ _8d"> </span>wartości <span class="_ _8e"> </span>b<span class="_ _0"></span>ilansowych <span class="_ _8e"> </span>i <span class="_ _8e"> </span>wartoś<span class="_ _0"></span>ci <span class="_ _8e"> </span>godziwych <span class="_ _8e"> </span>ws<span class="_ _0"></span>zystkich <span class="_ _8e"> </span>instr<span class="_ _8"></span><span class="ff3 ls1">u-</span></div><div class="t m0 xb7 h6 y932 ff4 fs2 fc0 sc0 ls0 ws0">mentów finanso<span class="_ _0"></span>wy<span class="_ _1"></span>c<span class="_ _0"></span>h Spółki, w podziale na pos<span class="_ _0"></span>zczególne klas<span class="_ _0"></span>y i kategorie aktywów i<span class="_ _0"></span><span class="ff3"> </span>zobo<span class="_ _0"></span>wiązań.<span class="ff3"> </span></div><div class="c x14a y933 wf2 h20a"><div class="t m3c x3e h20b y934 ffa fs76 fc0 sc0 ls0 ws0">Kategor<span class="_ _0"></span>i<span class="_ _1"></span>a </div><div class="t m3c x47 h20b y935 ffa fs76 fc0 sc0 ls0 ws0">zgodni<span class="_ _1"></span>e</div><div class="t m3c x14 h20b y936 ffa fs76 fc0 sc0 ls0 ws0"> z MSSF 9</div></div><div class="c x14b y933 wf3 h20a"><div class="t m3c x112 h20c y934 fff fs76 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3c x110 h20c y935 ffb fs76 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m3c x43 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">(b<span class="_ _0"></span>adane)</div></div><div class="c xb0 y933 wf4 h20a"><div class="t m3c x112 h20c y934 fff fs76 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3c x110 h20c y935 ffb fs76 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m3c x43 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">(b<span class="_ _0"></span>adane)</div></div><div class="c x138 y933 wf4 h20a"><div class="t m3c x112 h20c y934 fff fs76 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3c x110 h20c y935 ffb fs76 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m3c x43 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">(b<span class="_ _0"></span>adane)</div></div><div class="c x144 y933 wf3 h20a"><div class="t m3c x112 h20c y934 fff fs76 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3c x110 h20c y935 ffb fs76 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m3c x43 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">(b<span class="_ _0"></span>adane)</div></div><div class="c x46 y933 wf5 h20a"><div class="t m3c x5c h20c y937 ffb fs76 fc0 sc0 ls0 ws0">Pozi<span class="_ _1"></span>om<span class="_ _1"></span> </div><div class="t m3c xaf h20c y934 fff fs76 fc0 sc0 ls0 ws0">war<span class="_ _0"></span>t<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span> </div><div class="t m3c x110 h20c y935 ffb fs76 fc0 sc0 ls0 ws0">godzi<span class="_ _1"></span>wej wg </div><div class="t m3c x87 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">MSSF</div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14 h20e y939 ffe fs76 fc0 sc0 ls0 ws0">A<span class="_ _1"></span>kty<span class="_ _0"></span>w<span class="_ _1"></span>a f<span class="_ _0"></span>in<span class="_ _0"></span>anso<span class="_ _0"></span>we</div></div><div class="c xba y93a wf7 h20f"><div class="t m3c x14 h20c y935 fff fs76 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>. dost<span class="_ _9"></span>aw<span class="_ _0"></span> i us<span class="_ _1"></span>ług oraz pozos<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span>e </div><div class="t m3c x14 h20c y936 fff fs76 fc0 sc0 ls0 ws0">należ<span class="_ _1"></span>nośc<span class="_ _1"></span>i dł<span class="_ _1"></span>ugot<span class="_ _1"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe</div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14c h20b y93b ffa fs76 fc0 sc0 ls0 ws0">AFwZK</div></div><div class="c xba y93a wf6 h20f"><div class="t m3c x14a h20c y936 ffb fs76 fc0 sc0 ls0 ws0">60 654<span class="_ _2d"> </span>77 664<span class="_ _2d"> </span>60 654<span class="_ _2d"> </span>77 664<span class="_ _b9"> </span>3</div></div><div class="c xba y93c wf7 h20f"><div class="t m3c x14 h20c y935 fff fs76 fc0 sc0 ls0 ws0">Należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>ułu dos<span class="_ _1"></span>t<span class="_ _1"></span>aw i usł<span class="_ _1"></span>ug ora<span class="_ _0"></span>z<span class="_ _1"></span> </div><div class="t m3c x14 h20c y936 fff fs76 fc0 sc0 ls0 ws0">pozos<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span>e należnoś<span class="_ _1"></span>ci<span class="_ _1"></span> krót<span class="_ _1"></span>kot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>nowe</div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14c h20b y93d ffa fs76 fc0 sc0 ls0 ws0">AFwZK</div></div><div class="c xba y93c wf6 h20f"><div class="t m3c x14d h20c y936 ffb fs76 fc0 sc0 ls0 ws0">2 295<span class="_ _b6"> </span>3 036<span class="_ _b6"> </span>2 295<span class="_ _b6"> </span>3 036<span class="_ _b9"> </span>3</div></div><div class="c xba y93e wf7 h210"><div class="t m3c x14 h20c y93f ffb fs76 fc0 sc0 ls0 ws0">Ak<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>wa f<span class="_ _1"></span>inans<span class="_ _1"></span>owe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w </div><div class="t m3c x14 h20c y940 ffb fs76 fc0 sc0 ls0 ws0">zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>z<span class="_ _1"></span>owa<span class="_ _0"></span>ny<span class="_ _0"></span>m<span class="_ _9"></span> kosz<span class="_ _1"></span>ci<span class="_ _1"></span>e</div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14c h20b y941 ffa fs76 fc0 sc0 ls0 ws0">AFwZK</div></div><div class="c xba y93e wf6 h210"><div class="t m3c x14d h20c y940 ffb fs76 fc0 sc0 ls0 ws0">4 603<span class="_ _b6"> </span>4 867<span class="_ _b6"> </span>4 603<span class="_ _b6"> </span>4 867</div></div><div class="c xba y942 wf6 h211"><div class="t m3c x14 h20c y943 fff fs76 fc0 sc0 ls0 ws0">Środki pi<span class="_ _1"></span>enięż<span class="_ _1"></span>ne i ic<span class="_ _1"></span>h ekwiwal<span class="_ _1"></span>ent<span class="_ _1"></span>y<span class="_ _10a"> </span><span class="ffa">AFwZK<span class="_ _fb"> </span><span class="ffb ls52">19<span class="_ _bc"> </span><span class="ls0">1<span class="_ _a6"> </span></span>19<span class="_ _bc"> </span><span class="ls0">1<span class="_ _b9"> </span>3</span></span></span></div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14 h20e y944 ffd fs76 fc0 sc0 ls0 ws0">Zo<span class="_ _0"></span>b<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _1"></span>iązania<span class="_ _0"></span> fin<span class="_ _0"></span>an<span class="_ _0"></span>sowe</div></div><div class="c xba y945 wf6 h211"><div class="t m3c x14 h20c y936 fff fs76 fc0 sc0 ls0 ws0">Zo<span class="_ _0"></span>bowiąz<span class="_ _1"></span>ania z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _1"></span>aw i us<span class="_ _1"></span>ług<span class="_ _49"> </span><span class="ffa">ZF<span class="_ _0"></span>w<span class="_ _1"></span>Z<span class="_ _0"></span>K<span class="_ _3a"> </span><span class="ffb ls52">389<span class="_ _b6"> </span><span class="ls0">1 614<span class="_ _d3"> </span></span>389<span class="_ _b6"> </span><span class="ls0">1 614<span class="_ _b9"> </span>3</span></span></span></div></div><div class="c xba y946 wf7 h20f"><div class="t m3c x14 h20c y947 fff fs76 fc0 sc0 ls0 ws0">Zo<span class="_ _0"></span>bowiąz<span class="_ _1"></span>ania weksl<span class="_ _1"></span>owe w<span class="_ _0"></span> zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzowany<span class="_ _0"></span>m<span class="_ _1"></span> </div><div class="t m3c x14 h20c y936 ffb fs76 fc0 sc0 ls0 ws0">kos<span class="_ _1"></span>zc<span class="_ _1"></span>ie</div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14c h20b y948 ffa fs76 fc0 sc0 ls0 ws0">ZF<span class="_ _0"></span>w<span class="_ _1"></span>Z<span class="_ _0"></span>K</div></div><div class="c xba y946 wf6 h20f"><div class="t m3c x14a h20c y936 ffb fs76 fc0 sc0 ls0 ws0">24 821<span class="_ _2d"> </span>21 078<span class="_ _2d"> </span>24 821<span class="_ _2d"> </span>21 078<span class="_ _b9"> </span>3</div></div><div class="c xba y949 wf6 h211"><div class="t m3c x14 h20c y936 fff fs76 fc0 sc0 ls0 ws0">Pozos<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span>e zobowiąz<span class="_ _1"></span>ania (poza budżet<span class="_ _1"></span>owy<span class="_ _0"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>)<span class="_ _cb"> </span><span class="ffa">ZF<span class="_ _0"></span>w<span class="_ _1"></span>Z<span class="_ _0"></span>K<span class="_ _d2"> </span><span class="ffb">3 245<span class="_ _b6"> </span>8 707<span class="_ _b6"> </span>3 245<span class="_ _b6"> </span>8 707<span class="_ _b9"> </span>3</span></span></div></div><div class="c xba y938 wf6 h20d"><div class="t m3c x14 h20c y94a fff fs76 fc0 sc0 ls0 ws0">Uży<span class="_ _0"></span>t<span class="_ _9"></span>e<span class="_ _0"></span> s<span class="_ _1"></span>krót<span class="_ _1"></span>y<span class="_ _0"></span>:</div><div class="t m3c x14 h20c y94b ffb fs76 fc0 sc0 ls0 ws0">AFw<span class="_ _0"></span>ZK -<span class="_ _0"></span> Akt<span class="_ _9"></span>y<span class="_ _0"></span>wa f<span class="_ _1"></span>inansowe wy<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w<span class="_ _0"></span> zam<span class="_ _9"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzowan<span class="_ _0"></span>ym k<span class="_ _1"></span>osz<span class="_ _1"></span>ci<span class="_ _1"></span>e</div><div class="t m3c x14 h20c y94c fff fs76 fc0 sc0 ls0 ws0">AFw<span class="_ _0"></span>W<span class="_ _9"></span>GW<span class="_ _1"></span>F -<span class="_ _0"></span> Ak<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>wa f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w w<span class="_ _0"></span>art<span class="_ _1"></span>ośc<span class="_ _1"></span>i godzi<span class="_ _1"></span>wej przez wy<span class="_ _0"></span>nik<span class="_ _1"></span> f<span class="_ _1"></span>i<span class="_ _1"></span>nansowy</div><div class="t m3c x14 h20c y94d fff fs76 fc0 sc0 ls0 ws0">ZF<span class="_ _0"></span>w<span class="_ _0"></span>ZK  –   Z<span class="_ _0"></span>obowiązani<span class="_ _1"></span>a f<span class="_ _1"></span>inans<span class="_ _1"></span>owe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w zam<span class="_ _1"></span>ort<span class="_ _1"></span>y<span class="_ _0"></span>zowany<span class="_ _0"></span>m<span class="_ _1"></span> kos<span class="_ _1"></span>zc<span class="_ _1"></span>ie</div></div><div class="c xba y94e wf8 h212"><div class="t m3c x14 h213 y94f ff4 fs77 fc0 sc0 ls0 ws0">W<span class="_ _0"></span>arto<span class="_ _1"></span>śc<span class="_ _0"></span>i g<span class="_ _1"></span>od<span class="_ _1"></span>ziwe p<span class="_ _1"></span>osz<span class="_ _0"></span>cz<span class="_ _0"></span>eg<span class="_ _1"></span>ól<span class="_ _1"></span>ny<span class="_ _1"></span>ch k<span class="_ _1"></span>la<span class="_ _1"></span>s<span class="_ _0"></span> i<span class="_ _1"></span>nstrumen<span class="_ _1"></span>tó<span class="_ _1"></span>w fin<span class="_ _1"></span>an<span class="_ _1"></span>sowych</div></div><div class="c x14b y950 wf9 h211"><div class="t m3c x5f h20c y936 fff fs76 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>a<span class="_ _0"></span>rt<span class="_ _1"></span>ość<span class="_ _1"></span> bil<span class="_ _1"></span>ansowa</div></div><div class="c x138 y950 wf9 h211"><div class="t m3c x131 h20c y936 fff fs76 fc0 sc0 ls0 ws0">W<span class="_ _9"></span>a<span class="_ _0"></span>rt<span class="_ _1"></span>ość<span class="_ _1"></span> godzi<span class="_ _1"></span>wa</div></div><div class="t m0 x14e h6 y951 ff3 fs2 fc0 sc0 ls0 ws0">  </div><div class="t m0 xb7 h6 y952 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8e"> </span>nie <span class="_ _88"></span>posi<span class="_ _0"></span>ada <span class="_ _88"></span>instrum<span class="_ _0"></span>entów <span class="_ _88"></span>finanso<span class="_ _0"></span>wych <span class="_ _88"></span>o <span class="_ _88"></span>s<span class="_ _0"></span>tałej <span class="_ _88"></span>stopie <span class="_ _8d"> </span><span class="ff3">pr<span class="_ _0"></span>ocentowej <span class="_ _8e"></span>wycenian<span class="_ _0"></span>y<span class="_ _1"></span>ch <span class="_ _8e"></span>w <span class="_ _8e"></span><span class="ff4">wartoś<span class="_ _0"></span>ci <span class="_ _88"></span>g</span><span class="ls1">o-</span></span></div><div class="t m0 xb7 h6 y5f3 ff3 fs2 fc0 sc0 ls0 ws0">dziwej <span class="_ _8"></span>przez <span class="_ _0"></span>w<span class="_ _0"></span>ynik <span class="_ _0"></span>f<span class="_ _0"></span>inansowy<span class="ls21">. <span class="_ _0"></span></span><span class="ff4">W<span class="_ _0"></span> <span class="_ _8"></span>zw<span class="_ _1"></span>iązku <span class="_ _8"></span>z <span class="_ _0"></span>t<span class="_ _0"></span>ym <span class="_ _8"></span>z<span class="_ _1"></span>miana <span class="_ _8"></span>stopy <span class="_ _8"></span>procentowej <span class="_ _8"></span>na <span class="_ _0"></span>d<span class="_ _0"></span>zień <span class="_ _0"></span>bila<span class="_ _0"></span>nsowy <span class="_ _0"></span>n<span class="_ _0"></span>ie <span class="_ _8"></span>w<span class="_ _1"></span>pł<span class="_ _8"></span><span class="ff3 ls1d">y-</span></span></div><div class="t m0 xb7 h6 y953 ff4 fs2 fc0 sc0 ls0 ws0">nęła na spra<span class="_ _0"></span>wozdanie z całkowit<span class="_ _0"></span>y<span class="_ _1"></span>ch dochodó<span class="_ _0"></span>w<span class="ff3">. </span></div><div class="t m0 xb7 hb y954 ff4 fs2 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>najleps<span class="_ _0"></span>zą <span class="_ _0"></span>wiedzą <span class="_ _0"></span>Spółk<span class="_ _0"></span>i <span class="_ _0"></span>zaprezentowane <span class="_ _0"></span>dane <span class="_ _0"></span>w <span class="_ _0"></span>s<span class="_ _0"></span>prawozdaniu <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _0"></span>sytuac<span class="_ _0"></span>ji f<span class="_ _0"></span>inansowej <span class="_ _0"></span>dotycz<span class="_ _8"></span><span class="ls1">ą-</span></div><div class="t m0 xb7 h6 y955 ff3 fs2 fc0 sc0 ls0 ws0">ce <span class="ff4">akt<span class="_ _0"></span>ywów i zobowiązań finansow<span class="_ _0"></span>ych nie odbiegają w sposób istotn<span class="_ _0"></span>y od wartości godziwej<span class="_ _0"></span>.<span class="_ _0"></span></span> </div><div class="t m0 xb7 h6 y956 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _0"></span>na <span class="_ _8"></span>dz<span class="_ _1"></span>ień <span class="_ _0"></span>31 <span class="_ _0"></span>gr<span class="_ _0"></span>udnia <span class="_ _0"></span>20<span class="_ _0"></span><span class="ff3">23 <span class="_ _0"></span></span>roku <span class="_ _8"></span>nie b<span class="_ _0"></span>yła <span class="_ _0"></span>stroną <span class="_ _0"></span>ani <span class="_ _0"></span>ni<span class="_ _0"></span>e <span class="_ _0"></span>posiadała <span class="_ _8"></span>ż<span class="_ _1"></span>adnego<span class="_ _0"></span> <span class="_ _0"></span>instrumentu <span class="_ _8"></span>finansow<span class="ff3 ls1">e-</span></div><div class="t m0 xb7 h6 y957 ff4 fs2 fc0 sc0 ls0 ws0">go zabezpieczająceg<span class="_ _0"></span>o transakcje.<span class="ff3"> </span></div><div class="t m0 xb9 hf y958 ff2 fs5 fc0 sc0 ls0 ws0">39.2. <span class="_ _94"> </span><span class="ff1">Pozycje <span class="_ _8"></span>przychodów, <span class="_ _8"></span>kosztów, <span class="_ _8"></span>zyskó<span class="_ _1"></span>w<span class="_ _0"></span> <span class="_ _8"></span>i <span class="_ _8"></span>strat <span class="_ _8"></span>uj<span class="_ _1"></span>ęte <span class="_ _8"></span>w <span class="_ _88"></span><span class="ff2">s<span class="_ _0"></span>pra<span class="_ _1"></span>wozdaniu <span class="_ _8"></span>z <span class="_ _8"></span>ca<span class="_ _0"></span><span class="ff1 ls53">ł-</span></span></span></div><div class="t m0 xef hf y959 ff1 fs5 fc0 sc0 ls0 ws0">kowitych dochodów w<span class="ff2"> </span>podziale na kategorie instrumentó<span class="_ _1"></span>w<span class="_ _0"></span> finanso<span class="_ _1"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span><span class="ff2"> </span></div><div class="c x14f y95a wfa h214"><div class="t m3d x3f h215 y95b ffa fs78 fc0 sc0 ls0 ws0">Kategoria </div><div class="t m3d x62 h215 y95c ffa fs78 fc0 sc0 ls0 ws0">zgodni<span class="_ _1"></span>e</div><div class="t m3d x68 h215 y95d ffa fs78 fc0 sc0 ls0 ws0"> z MSSF 9</div></div><div class="c xb2 y95a wfb h214"><div class="t m3d x150 h216 y95b fff fs78 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3d xc4 h216 y95c ffb fs78 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 </div><div class="t m3d x5e h216 y95d ffb fs78 fc0 sc0 ls0 ws0">(bad<span class="_ _0"></span>ane)</div></div><div class="c xdc y95a wfb h214"><div class="t m3d x150 h216 y95b fff fs78 fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3d xc4 h216 y95c ffb fs78 fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022 </div><div class="t m3d x5e h216 y95d ffb fs78 fc0 sc0 ls0 ws0">(bad<span class="_ _0"></span>ane)</div></div><div class="c xba y95e wfc h217"><div class="t m3d x14 h218 y95f ffe fs78 fc0 sc0 ls0 ws0">A<span class="_ _1"></span>kt<span class="_ _0"></span>ywa finan<span class="_ _0"></span>so<span class="_ _0"></span>we</div></div><div class="c xba y960 wfc h219"><div class="t m3d x14 h216 y95d fff fs78 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>ki<span class="_ _1"></span> ot<span class="_ _1"></span>rzy<span class="_ _0"></span>m<span class="_ _1"></span>ane z ak<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>wów f<span class="_ _1"></span>inansowy<span class="_ _0"></span>c<span class="_ _1"></span>h<span class="_ _a2"> </span><span class="ffa">AFwZK<span class="_ _30"> </span><span class="ffb ls54">471<span class="_ _9a"> </span>470</span></span></div></div><div class="c xba y961 wfc h21a"><div class="t m3d x14 h216 y962 fff fs78 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody z t<span class="_ _1"></span>yt<span class="_ _1"></span>ułu um<span class="_ _1"></span>orzenia nali<span class="_ _1"></span>cz<span class="_ _1"></span>ony<span class="_ _0"></span>ch ods<span class="_ _1"></span>et<span class="_ _1"></span>ek<span class="_ _3f"> </span><span class="ffa">AFw<span class="_ _1"></span>Z<span class="_ _0"></span>K<span class="_ _96"> </span><span class="ffb">1 633<span class="_ _39"> </span>-</span></span></div></div><div class="c xba y963 wfc h219"><div class="t m3d x14 h216 y95d fff fs78 fc0 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody ze sprzedaży wier<span class="_ _0"></span>zyt<span class="_ _1"></span>elnoś<span class="_ _1"></span>ci<span class="_ _d6"> </span><span class="ffa">AF<span class="_ _0"></span>w<span class="_ _1"></span>ZK<span class="_ _96"> </span><span class="ffb">1 110<span class="_ _39"> </span>-</span></span></div></div><div class="c xba y964 wfc h219"><div class="t m3d x14 h216 y95d ffb fs78 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>ki<span class="_ _1"></span> weksl<span class="_ _1"></span>owe<span class="_ _10b"> </span><span class="ffa">AFwZK<span class="_ _96"> </span></span>1 251<span class="_ _9a"> </span><span class="ls54">766</span></div></div><div class="c xba y95e wfc h217"><div class="t m3d x14 h218 y965 ffd fs78 fc0 sc0 ls0 ws0">Zo<span class="_ _0"></span>b<span class="_ _0"></span>owiązania f<span class="_ _0"></span>inan<span class="_ _0"></span>so<span class="_ _0"></span>we</div></div><div class="c xba y966 wfc h21b"><div class="t m3d x14 h216 y95d ffb fs78 fc0 sc0 ls0 ws0">Ods<span class="_ _1"></span>et<span class="_ _1"></span>ki<span class="_ _1"></span> weksl<span class="_ _1"></span>owe<span class="_ _10b"> </span><span class="ffa">ZF<span class="_ _0"></span>w<span class="_ _1"></span>Z<span class="_ _0"></span>K<span class="_ _5d"> </span><span class="ffb">(4 0<span class="_ _0"></span>78)<span class="_ _86"> </span>(1<span class="_ _0"></span> 802)</span></span></div></div><div class="c xba y967 wfc h21c"><div class="t m3d x14 h216 y95d fff fs78 fc0 sc0 ls0 ws0">Pozos<span class="_ _1"></span>t<span class="_ _1"></span>ałe k<span class="_ _1"></span>osz<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _0"></span> f<span class="_ _1"></span>i<span class="_ _1"></span>nansowe<span class="_ _10c"> </span><span class="ffa">ZF<span class="_ _0"></span>w<span class="_ _1"></span>Z<span class="_ _0"></span>K<span class="_ _39"> </span><span class="ffb">(498)<span class="_ _c1"> </span>(<span class="_ _0"></span>23)</span></span></div></div><div class="c xba y95e wfc h217"><div class="t m3d x14 h216 y968 fff fs78 fc0 sc0 ls0 ws0">Uży<span class="_ _0"></span>t<span class="_ _1"></span>e s<span class="_ _1"></span>krót<span class="_ _1"></span>y<span class="_ _0"></span>:</div><div class="t m3d x14 h216 y969 ffb fs78 fc0 sc0 ls0 ws0">AFw<span class="_ _0"></span>ZK -<span class="_ _0"></span> Ak<span class="_ _1"></span>t<span class="_ _1"></span>y<span class="_ _0"></span>wa f<span class="_ _1"></span>inans<span class="_ _1"></span>owe w<span class="_ _0"></span>y<span class="_ _0"></span>ceni<span class="_ _1"></span>ane w zam<span class="_ _1"></span>or<span class="_ _0"></span>t<span class="_ _1"></span>yzowany<span class="_ _0"></span>m<span class="_ _1"></span> kos<span class="_ _1"></span>zci<span class="_ _1"></span>e</div><div class="t m3d x14 h216 y96a fff fs78 fc0 sc0 ls0 ws0">AFw<span class="_ _0"></span>W<span class="_ _9"></span>GW<span class="_ _1"></span>F -<span class="_ _0"></span> Akt<span class="_ _9"></span>y<span class="_ _0"></span>wa fi<span class="_ _1"></span>nansowe wy<span class="_ _0"></span>ceniane w war<span class="_ _0"></span>t<span class="_ _1"></span>ośc<span class="_ _1"></span>i godz<span class="_ _1"></span>iwej przez wy<span class="_ _0"></span>ni<span class="_ _1"></span>k f<span class="_ _1"></span>i<span class="_ _1"></span>nansowy</div></div><div class="c xba y96b wfd h21d"><div class="t m3d x14 h21e y96c ff4 fs79 fc0 sc0 ls0 ws0">Pozycje<span class="_ _1"></span> przycho<span class="_ _1"></span>dó<span class="_ _1"></span>w, k<span class="_ _1"></span>osz<span class="_ _0"></span>tó<span class="_ _1"></span>w, zysków i<span class="_ _1"></span> strat <span class="_ _1"></span>w po<span class="_ _1"></span>dzial<span class="_ _1"></span>e n<span class="_ _1"></span>a <span class="_ _1"></span>ka<span class="_ _1"></span>teg<span class="_ _1"></span>ori<span class="_ _1"></span>e i<span class="_ _1"></span>nstrumen<span class="_ _1"></span>tów </div><div class="t m3d x14 h21f y96d ff3 fs79 fc0 sc0 ls0 ws0">fin<span class="_ _1"></span>an<span class="_ _1"></span>sowych</div></div><div class="c xb2 y96e wfe h219"><div class="t m3d x5d h216 y95d fff fs78 fc0 sc0 ls0 ws0">W<span class="_ _1"></span>art<span class="_ _1"></span>ośc<span class="_ _1"></span>i uj<span class="_ _1"></span>ęt<span class="_ _1"></span>e w r<span class="_ _0"></span>achunku wyn<span class="_ _0"></span>i<span class="_ _1"></span>ków</div></div><div class="t m0 xae h79 y96f ff17 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">51<span class="ls0"> </span></div><div class="t m0 xb9 hf y315 ff2 fs5 fc0 sc0 ls0 ws0">39.3. <span class="_ _94"> </span>Ryzyko stopy procentowej </div><div class="c xd1 y970 wff h220"><div class="t m3e x14 h221 y971 ffb fs7a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023 (ba<span class="_ _0"></span>dane)</div><div class="t m3e x14 h222 y972 ffb fs7a fc0 sc0 ls0 ws0">Oprocent<span class="_ _9"></span>ow<span class="_ _0"></span>anie z<span class="_ _1"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>enne<span class="_ _10d"> </span>&lt;1 rok<span class="_ _10e"> </span>1-<span class="_ _0"></span>2 l<span class="_ _1"></span>at<span class="_ _10f"> </span>2-<span class="_ _0"></span>3 l<span class="_ _1"></span>at<span class="_ _10f"> </span>3-<span class="_ _0"></span>4 l<span class="_ _1"></span>at<span class="_ _10f"> </span>4-<span class="_ _0"></span>5 l<span class="_ _1"></span>at<span class="_ _8a"> </span>&gt;5 lat<span class="_ _110"> </span><span class="ffe">Razem</span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y974 ffd fs7a fc0 sc0 ls0 ws0">Pozo<span class="_ _0"></span>stałe zo<span class="_ _0"></span>bo<span class="_ _0"></span>wiązania f<span class="_ _0"></span>in<span class="_ _0"></span>anso<span class="_ _0"></span>we:</div></div><div class="c xd1 y975 w100 h224"><div class="t m3e x14 h221 y976 fff fs7a fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u leas<span class="_ _1"></span>ingu f<span class="_ _9"></span>inansowego</div><div class="t m3e x14 h221 y977 fff fs7a fc0 sc0 ls0 ws0"> i um<span class="_ _9"></span>ów<span class="_ _0"></span> dzi<span class="_ _1"></span>erżawy<span class="_ _0"></span> z opcj<span class="_ _1"></span>ą zak<span class="_ _1"></span>upu</div></div><div class="c xd1 y975 wff h224"><div class="t m3e x151 h222 y978 ffb fs7a fc0 sc0 ls0 ws0">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></div></div><div class="c xd1 y979 wff h225"><div class="t m3e x14 h222 y972 fff fs7a fc0 sc0 ls0 ws0">Dłużne papi<span class="_ _1"></span>er<span class="_ _0"></span>y<span class="_ _0"></span> war<span class="_ _0"></span>t<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span>owe (<span class="_ _0"></span>obll<span class="_ _1"></span>igac<span class="_ _1"></span>je)<span class="_ _c2"> </span><span class="ffb">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y97a ffd fs7a fc0 sc0 ls0 ws0">Kred<span class="_ _0"></span>yt<span class="_ _0"></span>y i po<span class="_ _0"></span>życzki:</div></div><div class="c xd1 y97b wff h225"><div class="t m3e x14 h222 y972 fff fs7a fc0 sc0 ls0 ws0">Kredy<span class="_ _0"></span>t<span class="_ _1"></span> w r<span class="_ _0"></span>achunku bi<span class="_ _1"></span>eżąc<span class="_ _1"></span>y<span class="_ _0"></span>m<span class="_ _112"> </span><span class="ffb">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y97c ffd fs7a fc0 sc0 ls0 ws0">S<span class="_ _0"></span>U<span class="_ _0"></span>MA<span class="_ _1"></span> CA<span class="_ _1"></span>Ł<span class="_ _0"></span>KOW<span class="_ _0"></span>I<span class="_ _8"></span>T<span class="_ _1"></span>A</div></div><div class="c xd1 y97d wff h225"><div class="t m3e x151 h222 y972 ffe fs7a fc0 sc0 ls0 ws0">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span>0</div></div><div class="c xd1 y97e wff h220"><div class="t m3e x14 h221 y971 ffb fs7a fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022 (ba<span class="_ _0"></span>dane)</div><div class="t m3e x14 h222 y972 ffb fs7a fc0 sc0 ls0 ws0">Oprocent<span class="_ _9"></span>ow<span class="_ _0"></span>anie z<span class="_ _1"></span>m<span class="_ _1"></span>i<span class="_ _1"></span>enne<span class="_ _10d"> </span>&lt;1 rok<span class="_ _10e"> </span>1-<span class="_ _0"></span>2 l<span class="_ _1"></span>at<span class="_ _10f"> </span>2-<span class="_ _0"></span>3 l<span class="_ _1"></span>at<span class="_ _10f"> </span>3-<span class="_ _0"></span>4 l<span class="_ _1"></span>at<span class="_ _10f"> </span>4-<span class="_ _0"></span>5 l<span class="_ _1"></span>at<span class="_ _8a"> </span>&gt;5 lat<span class="_ _110"> </span><span class="ffe">Razem</span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y97f ffd fs7a fc0 sc0 ls0 ws0">Pozo<span class="_ _0"></span>stałe zo<span class="_ _0"></span>bo<span class="_ _0"></span>wiązania f<span class="_ _0"></span>in<span class="_ _0"></span>anso<span class="_ _0"></span>we:</div></div><div class="c xd1 y980 w100 h224"><div class="t m3e x14 h221 y976 fff fs7a fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u leas<span class="_ _1"></span>ingu f<span class="_ _9"></span>inansowego</div><div class="t m3e x14 h221 y981 fff fs7a fc0 sc0 ls0 ws0"> i um<span class="_ _9"></span>ów<span class="_ _0"></span> dzi<span class="_ _1"></span>erżawy<span class="_ _0"></span> z opcj<span class="_ _1"></span>ą zak<span class="_ _1"></span>upu</div></div><div class="c xd1 y980 wff h224"><div class="t m3e x151 h222 y982 ffb fs7a fc0 sc0 ls0 ws0">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></div></div><div class="c xd1 y983 wff h225"><div class="t m3e x14 h222 y972 fff fs7a fc0 sc0 ls0 ws0">Dłużne papi<span class="_ _1"></span>er<span class="_ _0"></span>y<span class="_ _0"></span> war<span class="_ _0"></span>t<span class="_ _1"></span>oś<span class="_ _1"></span>ci<span class="_ _1"></span>owe (<span class="_ _0"></span>obll<span class="_ _1"></span>igac<span class="_ _1"></span>je)<span class="_ _c2"> </span><span class="ffb">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y984 ffd fs7a fc0 sc0 ls0 ws0">Kred<span class="_ _0"></span>yt<span class="_ _0"></span>y i po<span class="_ _0"></span>życzki:</div></div><div class="c xd1 y985 wff h225"><div class="t m3e x14 h222 y972 ffb fs7a fc0 sc0 ls0 ws0">Rozli<span class="_ _1"></span>c<span class="_ _1"></span>zeni<span class="_ _1"></span>e kart<span class="_ _1"></span> kredy<span class="_ _0"></span>t<span class="_ _1"></span>owy<span class="_ _0"></span>ch<span class="_ _113"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span><span class="ffe">0</span></div></div><div class="c xd1 y973 wff h223"><div class="t m3e x14 h222 y986 ffd fs7a fc0 sc0 ls0 ws0">S<span class="_ _0"></span>U<span class="_ _0"></span>MA<span class="_ _1"></span> CA<span class="_ _1"></span>Ł<span class="_ _0"></span>KOW<span class="_ _0"></span>I<span class="_ _8"></span>T<span class="_ _1"></span>A</div></div><div class="c xd1 y987 wff h225"><div class="t m3e x151 h222 y988 ffe fs7a fc0 sc0 ls0 ws0">-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _111"> </span>-<span class="_ _50"> </span>0</div></div><div class="c xd1 y989 w101 h226"><div class="t m3e x14 h227 y972 ff4 fs7b fc0 sc0 ls0 ws0">I<span class="_ _9"></span>nstrument<span class="_ _1"></span>y<span class="_ _1"></span> fi<span class="_ _1"></span>na<span class="_ _1"></span>nsowe <span class="_ _1"></span>Spó<span class="_ _1"></span>łk<span class="_ _1"></span>i<span class="_ _1"></span> n<span class="_ _1"></span>ara<span class="_ _1"></span>ż<span class="_ _0"></span>o<span class="_ _1"></span>ne<span class="_ _1"></span> n<span class="_ _1"></span>a ry<span class="_ _1"></span>zyk<span class="_ _1"></span>o<span class="_ _1"></span> stop<span class="_ _1"></span>y <span class="_ _1"></span>pro<span class="_ _1"></span>c<span class="_ _0"></span>e<span class="_ _1"></span>nt<span class="_ _1"></span>owej</div></div><div class="t m0 x6e hf y8a ff2 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb9 hf y98a ff2 fs5 fc0 sc0 ls0 ws0">39.4. <span class="_ _94"> </span>Zabezpieczenia </div><div class="t m0 xb7 h6 y98b ff4 fs2 fc0 sc0 ls0 ws0">Spółka nie stosuj<span class="_ _0"></span>e rachunkowości<span class="ff3"> <span class="_ _0"></span></span>zabezpieczeń.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xb7 h69 y98c ff12 fs1 fc0 sc0 ls0 ws0">39.4.1. <span class="_ _95"> </span><span class="ff13">Zabezpieczenia pr<span class="_ _1"></span>zepływów środkó<span class="_ _1"></span>w pieniężnych<span class="ff12"> </span></span></div><div class="t m0 xb7 h6 y98d ff4 fs2 fc0 sc0 ls0 ws0">Zarówno <span class="_ _88"></span>na <span class="_ _88"></span>dzień <span class="_ _88"></span>31 <span class="_ _88"></span>grud<span class="_ _0"></span>nia <span class="_ _8"></span>20<span class="_ _0"></span><span class="ff3">23 <span class="_ _88"></span></span>rok<span class="_ _0"></span>u <span class="_ _8"></span>jak<span class="_ _0"></span> <span class="_ _8"></span>i <span class="_ _88"></span>w <span class="_ _8"></span>c<span class="_ _0"></span>ałym<span class="_ _0"></span> <span class="_ _8"></span>okres<span class="_ _0"></span>ie <span class="_ _8"></span>sprawozdawc<span class="_ _0"></span>zym, <span class="_ _88"></span>Spółka <span class="_ _8"></span>ni<span class="_ _0"></span>e <span class="_ _8"></span>posi<span class="_ _0"></span>adała </div><div class="t m0 xb7 h59 y98e ff4 fs2 fc0 sc0 ls0 ws0">żadnych kontrak<span class="_ _0"></span>tów zabezpieczających.<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 xb8 he y98f ff2 fs4 fc0 sc0 lsd ws0">40.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Zarządzanie<span class="_ _1"></span> kapitałem<span class="ff2"> </span></span></span></div><div class="t m0 xb7 hb y18a ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8d"> </span>zarządza <span class="_ _8d"> </span>strukturą <span class="_ _8d"> </span>kapitało<span class="_ _0"></span>wą <span class="_ _8e"> </span>i <span class="_ _8d"> </span>w <span class="_ _8e"> </span>w<span class="_ _0"></span>yniku <span class="_ _8d"> </span>zmian <span class="_ _8d"> </span>warunków <span class="_ _8d"> </span>ekonom<span class="_ _0"></span>iczny<span class="_ _1"></span>c<span class="_ _0"></span>h <span class="_ _8e"> </span>wpro<span class="_ _0"></span>wadza <span class="_ _8e"> </span>do <span class="_ _8d"> </span>niej </div><div class="t m0 xb7 h6 y2df ff4 fs2 fc0 sc0 ls0 ws0">zmiany. <span class="_ _8"></span>W<span class="_ _0"></span> <span class="_ _8"></span>celu <span class="_ _8"></span>utr<span class="_ _0"></span>zymania <span class="_ _8"></span>lub <span class="_ _88"></span>skor<span class="_ _0"></span>ygowania <span class="_ _8"></span>struktury <span class="_ _8"></span>k<span class="_ _0"></span>apitałowej, <span class="_ _88"></span>Spółka <span class="_ _8"></span>m<span class="_ _0"></span>oże <span class="_ _8"></span>zmienić <span class="_ _88"></span>wypłatę <span class="_ _88"></span>dyw<span class="_ _0"></span><span class="ff3 ls11">i-</span></div><div class="t m0 xb7 h6 y990 ff4 fs2 fc0 sc0 ls0 ws0">dendy <span class="_ _0"></span>d<span class="_ _0"></span>la <span class="_ _0"></span>akc<span class="_ _0"></span>jonariuszy, <span class="_ _0"></span>zwrócić <span class="_ _8"></span>kapitał <span class="_ _8"></span>akcjonarius<span class="_ _0"></span>zom <span class="_ _0"></span>lub <span class="_ _8"></span>wy<span class="_ _1"></span>em<span class="_ _0"></span>itować <span class="_ _0"></span>nowe<span class="_ _0"></span> <span class="_ _0"></span>ak<span class="_ _0"></span>cje. W<span class="_ _8"></span> roku <span class="_ _8"></span>z<span class="_ _1"></span>akońc<span class="_ _0"></span>z<span class="ff3 ls1">o-</span></div><div class="t m0 xb7 h6 y991 ff3 fs2 fc0 sc0 ls0 ws0">nym <span class="_ _0"></span>dnia 31 grudn<span class="_ _0"></span>ia 2023 <span class="_ _0"></span>rok<span class="_ _0"></span>u i <span class="_ _0"></span>31 grudnia <span class="_ _0"></span>2022 <span class="_ _0"></span><span class="ff4">roku <span class="_ _0"></span>nie wpro<span class="_ _0"></span>wadzono <span class="_ _0"></span>żadnych zmian <span class="_ _0"></span>do <span class="_ _0"></span>celów, <span class="_ _0"></span>zasad </span></div><div class="t m0 xb7 h6 y992 ff4 fs2 fc0 sc0 ls0 ws0">i procesów obo<span class="_ _0"></span>wiązujących w tym<span class="ff3"> o<span class="_ _0"></span>bszarze.  </span></div><div class="t m0 xb7 hb y204 ff4 fs2 fc0 sc0 ls0 ws0">Spółka <span class="_ _8"></span>monitoruje <span class="_ _8"></span>stan <span class="_ _8"></span>kapitałów <span class="_ _8"></span>stosując <span class="_ _8"></span>wska<span class="_ _0"></span>ź<span class="_ _1"></span>nik<span class="_ _0"></span> <span class="_ _8"></span>dźwigni, <span class="_ _8"></span>któr<span class="_ _0"></span>y <span class="_ _0"></span>jest <span class="_ _8"></span>lic<span class="_ _0"></span>zony <span class="_ _0"></span>j<span class="_ _0"></span>ako <span class="_ _8"></span>stosunek <span class="_ _8"></span>zadłużenia </div><div class="t m0 xb7 h6 y205 ff4 fs2 fc0 sc0 ls0 ws0">netto <span class="_ _0"></span>do <span class="_ _8"></span>sumy <span class="_ _0"></span>kapitałów <span class="_ _8"></span>powiększonych <span class="_ _0"></span>o <span class="_ _8"></span>zadłużenie <span class="_ _0"></span>netto. <span class="_ _0"></span>D<span class="_ _0"></span>o <span class="_ _0"></span>zadłużenia <span class="_ _8"></span>netto <span class="_ _0"></span>Spółk<span class="_ _0"></span>a <span class="_ _0"></span>wlicza <span class="_ _0"></span>oproce<span class="_ _8"></span><span class="ff3 ls1">n-</span></div><div class="t m0 xb7 h6 y206 ff4 fs2 fc0 sc0 ls0 ws0">towane <span class="_ _8d"> </span>kred<span class="_ _0"></span>y<span class="_ _1"></span>t<span class="_ _0"></span>y <span class="_ _8e"> </span>i <span class="_ _8d"> </span>pożyczki, <span class="_ _92"> </span>zobowiązania <span class="_ _8d"> </span>z<span class="_ _0"></span><span class="ff3"> </span>tytułu <span class="_ _8d"> </span>dos<span class="_ _0"></span>taw <span class="_ _8e"> </span>i <span class="_ _8d"> </span>usł<span class="_ _0"></span>ug <span class="_ _8d"> </span>i <span class="_ _8e"> </span>i<span class="_ _0"></span>nne <span class="_ _8d"> </span>zobowiązania, <span class="_ _8d"> </span>pom<span class="_ _0"></span>niejszone <span class="_ _8e"> </span>o<span class="_ _0"></span> </div><div class="t m0 xb7 h6 y207 ff4 fs2 fc0 sc0 ls0 ws0">środk<span class="_ _0"></span>i pieniężne i ekwiwalenty środków pienię<span class="_ _0"></span>żnych.<span class="_ _0"></span><span class="ff3"> </span></div><div class="c xd2 y993 w102 h228"><div class="t m3f x2f h229 y994 fff fs7c fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3f x62 h229 y995 ffb fs7c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x13b y993 w102 h228"><div class="t m3f x2f h229 y994 fff fs7c fc0 sc0 ls0 ws0">Na dzień</div><div class="t m3f x62 h229 y995 ffb fs7c fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y996 w103 h22a"><div class="t m3f x10a h229 y995 ffb fs7c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _114"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y998 fff fs7c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania z t<span class="_ _9"></span>y<span class="_ _0"></span>t<span class="_ _1"></span>uł<span class="_ _1"></span>u dost<span class="_ _9"></span>aw<span class="_ _0"></span> i us<span class="_ _1"></span>ług</div></div><div class="c xba y999 w103 h22c"><div class="t m3f x152 h229 y99a ffb fs7c fc0 sc0 ls55 ws0">389<span class="_ _c1"> </span><span class="ls0">1 614</span></div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y99b fff fs7c fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wy<span class="_ _0"></span> na spra<span class="_ _0"></span>wy<span class="_ _0"></span> sądowe</div></div><div class="c xba y99c w103 h22a"><div class="t m3f x152 h229 y99a ffb fs7c fc0 sc0 ls55 ws0">450<span class="_ _af"> </span>450</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y99d fff fs7c fc0 sc0 ls0 ws0">Rezer<span class="_ _0"></span>wy<span class="_ _0"></span> krót<span class="_ _1"></span>kot<span class="_ _9"></span>er<span class="_ _0"></span>m<span class="_ _9"></span>inowe</div></div><div class="c xba y99e w103 h22a"><div class="t m3f x4b h229 y99a ffb fs7c fc0 sc0 ls55 ws0">29<span class="_ _3f"> </span>51</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y99f fff fs7c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiąz<span class="_ _1"></span>ania weksl<span class="_ _1"></span>owe</div></div><div class="c xba y9a0 w103 h22a"><div class="t m3f x4c h229 y9a1 ffb fs7c fc0 sc0 ls0 ws0">24 821<span class="_ _115"> </span>21 078</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9a2 fff fs7c fc0 sc0 ls0 ws0">Poz<span class="_ _1"></span>ost<span class="_ _9"></span>ałe zobowiąz<span class="_ _1"></span>ania, z<span class="_ _1"></span>obow<span class="_ _0"></span>i<span class="_ _1"></span>ązani<span class="_ _1"></span>a podat<span class="_ _1"></span>kowe</div></div><div class="c xba y9a3 w103 h22a"><div class="t m3f x153 h229 y9a4 ffb fs7c fc0 sc0 ls0 ws0">2 785<span class="_ _4e"> </span>8 249</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9a5 fff fs7c fc0 sc0 ls0 ws0">Minus<span class="_ _1"></span> środki<span class="_ _1"></span> pienięż<span class="_ _1"></span>ne i i<span class="_ _1"></span>ch ek<span class="_ _1"></span>wiwalent<span class="_ _9"></span>y</div></div><div class="c xba y9a6 w103 h22c"><div class="t m3f x154 h229 y99a ffb fs7c fc0 sc0 ls0 ws0">(<span class="_ _0"></span>19)<span class="_ _f"> </span>(<span class="_ _0"></span>1)</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9a7 fff fs7c fc0 sc0 ls0 ws0">Z<span class="_ _0"></span>adł<span class="_ _1"></span>użeni<span class="_ _1"></span>e net<span class="_ _1"></span>t<span class="_ _9"></span>o</div></div><div class="c xba y9a8 w103 h22a"><div class="t m3f x4c h229 y99a ffb fs7c fc0 sc0 ls0 ws0">28 455<span class="_ _115"> </span>31 441</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9a9 fff fs7c fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span> w<span class="_ _0"></span>ł<span class="_ _1"></span>asny</div></div><div class="c xba y9aa w103 h22a"><div class="t m3f x155 h229 y99a ffb fs7c fc0 sc0 ls0 ws0">139 157<span class="_ _d3"> </span>154 6<span class="_ _0"></span>23</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9ab fff fs7c fc0 sc0 ls0 ws0">Kapi<span class="_ _1"></span>t<span class="_ _1"></span>ał<span class="_ _1"></span> i z<span class="_ _1"></span>adłuż<span class="_ _1"></span>enie net<span class="_ _9"></span>t<span class="_ _1"></span>o</div></div><div class="c xba y9ac w103 h22d"><div class="t m3f x155 h229 y99a ffb fs7c fc0 sc0 ls0 ws0">167 612<span class="_ _d3"> </span>186 0<span class="_ _0"></span>64</div></div><div class="c xba y997 w103 h22b"><div class="t m3f x14 h229 y9ad fff fs7c fc0 sc0 ls0 ws0">W<span class="_ _9"></span>skaź<span class="_ _1"></span>nik<span class="_ _1"></span> dźwi<span class="_ _1"></span>gni</div></div><div class="c xba y9ae w103 h22d"><div class="t m3f xbf h229 y9af ffb fs7c fc0 sc0 ls0 ws0">0,17<span class="_ _28"> </span>0,17</div></div><div class="c xba y9b0 w104 h22d"><div class="t m3f x14 h22e y99a ff4 fs7d fc0 sc0 ls0 ws0">Z<span class="_ _9"></span>arząd<span class="_ _1"></span>z<span class="_ _0"></span>an<span class="_ _1"></span>i<span class="_ _1"></span>e <span class="_ _1"></span>ka<span class="_ _1"></span>p<span class="_ _1"></span>ita<span class="_ _1"></span>ł<span class="_ _1"></span>em - W<span class="_ _0"></span>s<span class="_ _0"></span>k<span class="_ _1"></span>a<span class="_ _1"></span>ź<span class="_ _0"></span>ni<span class="_ _1"></span>k<span class="_ _1"></span> d<span class="_ _1"></span>ź<span class="_ _0"></span>wig<span class="_ _1"></span>n<span class="_ _1"></span>i</div></div><div class="t m0 x156 h6 y9b1 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi xb3 y171 w60 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x7 h8 y19 ff5 fs3 fc0 sc0 ls0 ws0">„CZERWONA TOREBKA” S.A.<span class="ff6"> </span></div><div class="t m0 xb5 h9 y1a ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie finansowe za rok zakończony dnia <span class="_ _0"></span><span class="ff3">31 grudnia <span class="_ _1"></span>2023<span class="_ _0"></span> roku </span></div><div class="t m0 xb6 h9 y1b ff4 fs3 fc0 sc0 ls0 ws0">(w tysiącach PLN)<span class="ff3"> </span></div><div class="t m0 xb7 ha y1c ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x50 h9 y1d ff8 fs3 fc0 sc0 ls4 ws0">52<span class="ls0"> </span></div><div class="t m0 xb8 he y128 ff2 fs4 fc0 sc0 lsd ws0">41.<span class="ls0"> <span class="_ _8c"> </span>Struktura zatrud<span class="_ _1"></span>nienia </span></div><div class="c x45 y9b2 w105 h22f"><div class="t m40 x67 h230 y9b3 fff fs7e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m40 x106 h230 y9b4 ffb fs7e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2023</div></div><div class="c x13c y9b2 w105 h22f"><div class="t m40 x67 h230 y9b3 fff fs7e fc0 sc0 ls0 ws0">Ok<span class="_ _1"></span>res z<span class="_ _1"></span>akońc<span class="_ _1"></span>zony</div><div class="t m40 x106 h230 y9b4 ffb fs7e fc0 sc0 ls0 ws0">31 gr<span class="_ _0"></span>udnia 2022</div></div><div class="c xba y9b5 w106 h231"><div class="t m40 x10d h230 y9b4 ffb fs7e fc0 sc0 ls0 ws0">(<span class="_ _0"></span>badane)<span class="_ _10"> </span>(<span class="_ _0"></span>badane)</div></div><div class="c xba y9b6 w106 h232"><div class="t m40 x14 h230 y9b7 ffb fs7e fc0 sc0 ls0 ws0">Adm<span class="_ _9"></span>ini<span class="_ _1"></span>st<span class="_ _5"></span>r<span class="_ _0"></span>acj<span class="_ _1"></span>a</div><div class="t m40 xc3 h230 y9b4 ffb fs7e fc0 sc0 ls0 ws0">5<span class="_ _7c"> </span>7</div></div><div class="c xba y9b8 w106 h231"><div class="t m40 x14 h230 y9b4 fff fs7e fc0 sc0 ls0 ws0">Dzi<span class="_ _1"></span>ał s<span class="_ _1"></span>przedaży<span class="_ _116"> </span><span class="ffb">-<span class="_ _58"> </span>1</span></div></div><div class="c xba y9b9 w106 h231"><div class="t m40 x14 h233 y9ba ffe fs7e fc0 sc0 ls0 ws0">Razem<span class="_ _117"> </span>5<span class="_ _7c"> </span>8</div></div><div class="c xba y9bb w107 h234"><div class="t m40 x14 h235 y9bc ff3 fs7f fc0 sc0 ls0 ws0">Stru<span class="_ _1"></span>k<span class="_ _1"></span>tu<span class="_ _1"></span>ra<span class="_ _1"></span> zat<span class="_ _1"></span>rud<span class="_ _1"></span>n<span class="_ _1"></span>ie<span class="_ _1"></span>n<span class="_ _1"></span>ia</div></div><div class="t m0 x35 h6 y9bd ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y9be ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb8 he y9bf ff2 fs4 fc0 sc0 lsd ws0">42.<span class="ls0"> <span class="_ _8c"> </span><span class="ff1">Zdarzenia następ<span class="_ _1"></span>ujące po dniu<span class="_ _1"></span> bilanso<span class="_ _1"></span>w<span class="_ _0"></span>y<span class="_ _1"></span>m<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 xb7 h6 y9c0 ff4 fs2 fc0 sc0 ls0 ws0">Po dniu <span class="_ _0"></span>bilansowym do <span class="_ _0"></span>dnia sporządzenia s<span class="_ _0"></span>prawozdan<span class="_ _0"></span><span class="ff3">ia finans<span class="_ _0"></span>owego to j<span class="_ _0"></span>est <span class="ls1">do <span class="_ _0"></span></span>26 k<span class="_ _0"></span>wietnia <span class="ls1">20</span>24 <span class="_ _0"></span>roku, <span class="ls15">w </span></span></div><div class="t m0 xb7 h6 y9c1 ff4 fs2 fc0 sc0 ls0 ws0">spółce Czerwona T<span class="_ _0"></span>orebka S.A. (dalej: „Spółk<span class="_ _0"></span>a”, „Emitent”) <span class="_ _0"></span>wystąpiło poni<span class="_ _0"></span>ż<span class="_ _1"></span>s<span class="_ _0"></span>ze <span class="ff3">zdar<span class="_ _0"></span>z<span class="_ _1"></span>enie :<span class="_ _0"></span> </span></div><div class="t m0 xb7 hb y9c2 ff4 fs2 fc0 sc0 ls0 ws0">Dnia <span class="_ _0"></span>25 <span class="_ _0"></span>m<span class="_ _0"></span>arca <span class="_ _0"></span>2024 rok<span class="_ _0"></span>u <span class="_ _0"></span>dokonano <span class="_ _0"></span>spłat<span class="_ _0"></span>y ca<span class="_ _0"></span>łkowitej <span class="_ _0"></span>zadłużenia <span class="_ _0"></span>w<span class="_ _0"></span>ynikającej <span class="_ _0"></span>z <span class="_ _0"></span>Ugody <span class="_ _0"></span>zawartej <span class="_ _8"></span>29<span class="_ _1"></span> <span class="_ _0"></span>m<span class="_ _0"></span>arca </div><div class="t m0 xb7 h6 y9c3 ff4 fs2 fc0 sc0 ls0 ws0">2021 <span class="_ _8"></span>rok<span class="_ _0"></span>u <span class="_ _8"></span>pomiędzy <span class="_ _88"></span>SGB <span class="_ _88"></span>Bank <span class="_ _8"></span>S.A., <span class="_ _88"></span>a <span class="_ _8"></span>SOVO<span class="_ _0"></span> <span class="_ _88"></span>–<span class="ff3"> <span class="_ _8"></span>Gro<span class="_ _0"></span>up <span class="_ _8"></span>Sp. <span class="_ _88"></span>zo.o. <span class="_ _8"></span>Sp.k<span class="_ _0"></span>. <span class="_ _8"></span>(dawniej <span class="_ _88"></span>Projekt <span class="_ _8"></span>1 <span class="_ _8e"></span></span>–<span class="ff3"> <span class="_ _8"></span>S<span class="_ _0"></span>zesnasta </span></div><div class="t m0 xb7 hb y9c4 ff4 fs2 fc0 sc0 ls0 ws0">Czerwona <span class="_ _88"></span>Torebk<span class="_ _0"></span>a <span class="_ _88"></span>S.A. <span class="_ _8"></span>s<span class="_ _0"></span>p.k. <span class="_ _88"></span>sp.k.) <span class="_ _88"></span>(„Dłużnik<span class="_ _0"></span> <span class="_ _8"></span>hipoteczn<span class="_ _0"></span>y<span class="_ _1"></span>”) <span class="_ _88"></span>i <span class="_ _8d"> </span>Czerwona <span class="_ _88"></span>T<span class="_ _0"></span>orebka <span class="_ _88"></span>S.A. <span class="_ _88"></span>(poręcz<span class="_ _0"></span>y<span class="_ _1"></span>cielem<span class="_ _0"></span>) <span class="_ _88"></span>w </div><div class="t m0 xb7 h6 y9c5 ff4 fs2 fc0 sc0 ls0 ws0">związku <span class="_ _8d"> </span>z <span class="_ _8d"> </span>powyższ<span class="_ _0"></span>y<span class="_ _1"></span>m <span class="_ _8d"> </span>po <span class="_ _92"> </span>dniu <span class="_ _8d"> </span>bilansowym <span class="_ _8d"> </span>została <span class="_ _8d"> </span>r<span class="_ _0"></span>ozwiązana <span class="_ _8d"> </span>rezerwa <span class="_ _8d"> </span>w <span class="_ _8d"> </span>spół<span class="_ _0"></span>ce <span class="_ _8e"> </span>SOVO <span class="_ _89"> </span>–<span class="ff3"> <span class="_ _8d"> </span>Gr<span class="_ _0"></span>oup <span class="_ _8e"></span>Sp. </span></div><div class="t m0 xb7 h6 y9c6 ff4 fs2 fc0 sc0 ls0 ws0">zo.o. Sp.k. w w<span class="_ _0"></span>y<span class="_ _1"></span>sok<span class="_ _0"></span>ości 7.087.261,69zł.<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 xb7 h6 y9c7 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y9c8 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h6 y9c9 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h9 y9ca ff4 fs2 fc0 sc0 ls0 ws0">PODPISY CZŁON<span class="_ _0"></span>KÓ<span class="_ _1"></span>W<span class="_ _0"></span> ZARZĄDU<span class="_ _0"></span><span class="ff3 fs3"> </span></div><div class="t m0 xb7 h6 y9cb ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="c x157 y9cc w108 h236"><div class="t m0 x145 h4 y9cd ff2 fs2 fc0 sc0 ls0 ws0">Stanowisko </div></div><div class="c x158 y9cc w109 h236"><div class="t m0 x18 h4 y9cd ff1 fs2 fc0 sc0 ls0 ws0">Imię i nazwisko<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x116 y9cc w10a h236"><div class="t m0 x69 h4 y9cd ff2 fs2 fc0 sc0 ls0 ws0">Data </div></div><div class="c xff y9cc w10b h236"><div class="t m0 x159 h4 y9cd ff2 fs2 fc0 sc0 ls0 ws0">Podpis </div></div><div class="c x157 y9ce w108 h237"><div class="t m0 x145 h4 y9cf ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y9ce w109 h237"><div class="t m0 x18 h4 y9cf ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9ce w10a h237"><div class="t m0 x13a h4 y9cf ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xff y9ce w10b h237"><div class="t m0 x15a h4 y9cf ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y9d0 w108 h238"><div class="t m0 x145 h6 y9d1 ff3 fs2 fc0 sc0 ls0 ws0">Prezes <span class="ff4">Zar<span class="_ _0"></span>ządu</span> </div></div><div class="c x158 y9d0 w109 h238"><div class="t m0 x18 h6 y9d1 ff4 fs2 fc0 sc0 ls0 ws0">Mateusz Świtalsk<span class="_ _0"></span>i<span class="ff3"> </span></div></div><div class="c x116 y9d0 w10a h238"><div class="t m0 x2d h6 y9d1 ff3 fs2 fc0 sc0 ls0 ws0">26 kwietnia 2024<span class="_ _0"></span> </div></div><div class="c xff y9d0 w10b h238"><div class="t m0 xfe h6 y9d1 ff3 fs2 fc0 sc0 ls0 ws0">__________________<span class="_ _0"></span>______<span class="_ _0"></span> </div></div><div class="c x157 y9d2 w108 h239"><div class="t m0 x145 h6 y9d3 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y9d2 w109 h239"><div class="t m0 x18 h6 y9d3 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x80 h59 y265 ff6 fs2 fc0 sc0 ls0 ws0">S<span class="ff5">prawozdanie zost<span class="_ _0"></span>ało sporządzone pr<span class="_ _0"></span>zez:</span> </div><div class="t m0 xb7 h59 y9d4 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15b h59 y9d5 ff6 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x15c h59 y38f ff5 fs2 fc0 sc0 ls0 ws0">Główna Księgowa<span class="_ _0"></span><span class="ff6"> </span></div><div class="t m0 x89 h59 y9d6 ff6 fs2 fc0 sc0 ls0 ws0">Sylwia Mazurkiew<span class="_ _0"></span>icz </div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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