example.svg

<?xml version="1.0" encoding="utf-8" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN"
  "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg xmlns:xlink="http://www.w3.org/1999/xlink" width="828pt" height="475.2pt" viewBox="0 0 828 475.2" xmlns="http://www.w3.org/2000/svg" version="1.1">
 <metadata>
  <rdf:RDF xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
   <cc:Work>
    <dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
    <dc:date>2024-06-21T12:28:13.417646</dc:date>
    <dc:format>image/svg+xml</dc:format>
    <dc:creator>
     <cc:Agent>
      <dc:title>Matplotlib v3.8.4, https://matplotlib.org/</dc:title>
     </cc:Agent>
    </dc:creator>
   </cc:Work>
  </rdf:RDF>
 </metadata>
 <defs>
  <style type="text/css">*{stroke-linejoin: round; stroke-linecap: butt}</style>
 </defs>
 <g id="figure_1">
  <g id="patch_1">
   <path d="M 0 475.2 
L 828 475.2 
L 828 0 
L 0 0 
z
" style="fill: #ffffff"/>
  </g>
  <g id="axes_1">
   <g id="patch_2">
    <path d="M 166.15 429.64 
L 249.9 429.64 
L 249.9 187.48275 
L 166.15 187.48275 
z
" style="fill: #ffffff"/>
   </g>
   <g id="line2d_1">
    <path d="M 208.025 429.64 
L 208.025 187.48275 
" clip-path="url(#p2255e8123c)" style="fill: none; stroke: #999999; stroke-width: 1.5; stroke-linecap: square"/>
   </g>
   <g id="line2d_2">
    <path d="M 166.15 369.100688 
L 249.9 369.100688 
" clip-path="url(#p2255e8123c)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_3">
    <path d="M 166.15 308.561375 
L 249.9 308.561375 
" clip-path="url(#p2255e8123c)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_4">
    <path d="M 166.15 248.022063 
L 249.9 248.022063 
" clip-path="url(#p2255e8123c)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="matplotlib.axis_1">
    <g id="xtick_1">
     <g id="line2d_5">
      <defs>
       <path id="m2661c6a3bc" d="M 0 0 
L 0 3.5 
" style="stroke: #333333; stroke-width: 0.8"/>
      </defs>
      <g>
       <use xlink:href="#m2661c6a3bc" x="180.108333" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_1">
      <!-- −0.1 -->
      <g style="fill: #333333" transform="translate(166.752786 444.998281) scale(0.11 -0.11)">
       <defs>
        <path id="DejaVuSans-2212" d="M 678 2272 
L 4684 2272 
L 4684 1741 
L 678 1741 
L 678 2272 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-30" d="M 2034 4250 
Q 1547 4250 1301 3770 
Q 1056 3291 1056 2328 
Q 1056 1369 1301 889 
Q 1547 409 2034 409 
Q 2525 409 2770 889 
Q 3016 1369 3016 2328 
Q 3016 3291 2770 3770 
Q 2525 4250 2034 4250 
z
M 2034 4750 
Q 2819 4750 3233 4129 
Q 3647 3509 3647 2328 
Q 3647 1150 3233 529 
Q 2819 -91 2034 -91 
Q 1250 -91 836 529 
Q 422 1150 422 2328 
Q 422 3509 836 4129 
Q 1250 4750 2034 4750 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-2e" d="M 684 794 
L 1344 794 
L 1344 0 
L 684 0 
L 684 794 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-31" d="M 794 531 
L 1825 531 
L 1825 4091 
L 703 3866 
L 703 4441 
L 1819 4666 
L 2450 4666 
L 2450 531 
L 3481 531 
L 3481 0 
L 794 0 
L 794 531 
z
" transform="scale(0.015625)"/>
       </defs>
       <use xlink:href="#DejaVuSans-2212"/>
       <use xlink:href="#DejaVuSans-30" x="83.789062"/>
       <use xlink:href="#DejaVuSans-2e" x="147.412109"/>
       <use xlink:href="#DejaVuSans-31" x="179.199219"/>
      </g>
     </g>
    </g>
    <g id="xtick_2">
     <g id="line2d_6">
      <g>
       <use xlink:href="#m2661c6a3bc" x="208.025" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_2">
      <!-- 0.0 -->
      <g style="fill: #333333" transform="translate(199.278281 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-30" x="95.410156"/>
      </g>
     </g>
    </g>
    <g id="xtick_3">
     <g id="line2d_7">
      <g>
       <use xlink:href="#m2661c6a3bc" x="235.941667" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_3">
      <!-- 0.1 -->
      <g style="fill: #333333" transform="translate(227.194948 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-31" x="95.410156"/>
      </g>
     </g>
    </g>
   </g>
   <g id="matplotlib.axis_2">
    <g id="ytick_1">
     <g id="text_4">
      <!-- Adherencia_tto_recalc -->
      <g style="fill: #008000" transform="translate(10.425 373.65975) scale(0.12 -0.12)">
       <defs>
        <path id="DejaVuSans-41" d="M 2188 4044 
L 1331 1722 
L 3047 1722 
L 2188 4044 
z
M 1831 4666 
L 2547 4666 
L 4325 0 
L 3669 0 
L 3244 1197 
L 1141 1197 
L 716 0 
L 50 0 
L 1831 4666 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-64" d="M 2906 2969 
L 2906 4863 
L 3481 4863 
L 3481 0 
L 2906 0 
L 2906 525 
Q 2725 213 2448 61 
Q 2172 -91 1784 -91 
Q 1150 -91 751 415 
Q 353 922 353 1747 
Q 353 2572 751 3078 
Q 1150 3584 1784 3584 
Q 2172 3584 2448 3432 
Q 2725 3281 2906 2969 
z
M 947 1747 
Q 947 1113 1208 752 
Q 1469 391 1925 391 
Q 2381 391 2643 752 
Q 2906 1113 2906 1747 
Q 2906 2381 2643 2742 
Q 2381 3103 1925 3103 
Q 1469 3103 1208 2742 
Q 947 2381 947 1747 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-68" d="M 3513 2113 
L 3513 0 
L 2938 0 
L 2938 2094 
Q 2938 2591 2744 2837 
Q 2550 3084 2163 3084 
Q 1697 3084 1428 2787 
Q 1159 2491 1159 1978 
L 1159 0 
L 581 0 
L 581 4863 
L 1159 4863 
L 1159 2956 
Q 1366 3272 1645 3428 
Q 1925 3584 2291 3584 
Q 2894 3584 3203 3211 
Q 3513 2838 3513 2113 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-65" d="M 3597 1894 
L 3597 1613 
L 953 1613 
Q 991 1019 1311 708 
Q 1631 397 2203 397 
Q 2534 397 2845 478 
Q 3156 559 3463 722 
L 3463 178 
Q 3153 47 2828 -22 
Q 2503 -91 2169 -91 
Q 1331 -91 842 396 
Q 353 884 353 1716 
Q 353 2575 817 3079 
Q 1281 3584 2069 3584 
Q 2775 3584 3186 3129 
Q 3597 2675 3597 1894 
z
M 3022 2063 
Q 3016 2534 2758 2815 
Q 2500 3097 2075 3097 
Q 1594 3097 1305 2825 
Q 1016 2553 972 2059 
L 3022 2063 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-72" d="M 2631 2963 
Q 2534 3019 2420 3045 
Q 2306 3072 2169 3072 
Q 1681 3072 1420 2755 
Q 1159 2438 1159 1844 
L 1159 0 
L 581 0 
L 581 3500 
L 1159 3500 
L 1159 2956 
Q 1341 3275 1631 3429 
Q 1922 3584 2338 3584 
Q 2397 3584 2469 3576 
Q 2541 3569 2628 3553 
L 2631 2963 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-6e" d="M 3513 2113 
L 3513 0 
L 2938 0 
L 2938 2094 
Q 2938 2591 2744 2837 
Q 2550 3084 2163 3084 
Q 1697 3084 1428 2787 
Q 1159 2491 1159 1978 
L 1159 0 
L 581 0 
L 581 3500 
L 1159 3500 
L 1159 2956 
Q 1366 3272 1645 3428 
Q 1925 3584 2291 3584 
Q 2894 3584 3203 3211 
Q 3513 2838 3513 2113 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-63" d="M 3122 3366 
L 3122 2828 
Q 2878 2963 2633 3030 
Q 2388 3097 2138 3097 
Q 1578 3097 1268 2742 
Q 959 2388 959 1747 
Q 959 1106 1268 751 
Q 1578 397 2138 397 
Q 2388 397 2633 464 
Q 2878 531 3122 666 
L 3122 134 
Q 2881 22 2623 -34 
Q 2366 -91 2075 -91 
Q 1284 -91 818 406 
Q 353 903 353 1747 
Q 353 2603 823 3093 
Q 1294 3584 2113 3584 
Q 2378 3584 2631 3529 
Q 2884 3475 3122 3366 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-69" d="M 603 3500 
L 1178 3500 
L 1178 0 
L 603 0 
L 603 3500 
z
M 603 4863 
L 1178 4863 
L 1178 4134 
L 603 4134 
L 603 4863 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-61" d="M 2194 1759 
Q 1497 1759 1228 1600 
Q 959 1441 959 1056 
Q 959 750 1161 570 
Q 1363 391 1709 391 
Q 2188 391 2477 730 
Q 2766 1069 2766 1631 
L 2766 1759 
L 2194 1759 
z
M 3341 1997 
L 3341 0 
L 2766 0 
L 2766 531 
Q 2569 213 2275 61 
Q 1981 -91 1556 -91 
Q 1019 -91 701 211 
Q 384 513 384 1019 
Q 384 1609 779 1909 
Q 1175 2209 1959 2209 
L 2766 2209 
L 2766 2266 
Q 2766 2663 2505 2880 
Q 2244 3097 1772 3097 
Q 1472 3097 1187 3025 
Q 903 2953 641 2809 
L 641 3341 
Q 956 3463 1253 3523 
Q 1550 3584 1831 3584 
Q 2591 3584 2966 3190 
Q 3341 2797 3341 1997 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-5f" d="M 3263 -1063 
L 3263 -1509 
L -63 -1509 
L -63 -1063 
L 3263 -1063 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-74" d="M 1172 4494 
L 1172 3500 
L 2356 3500 
L 2356 3053 
L 1172 3053 
L 1172 1153 
Q 1172 725 1289 603 
Q 1406 481 1766 481 
L 2356 481 
L 2356 0 
L 1766 0 
Q 1100 0 847 248 
Q 594 497 594 1153 
L 594 3053 
L 172 3053 
L 172 3500 
L 594 3500 
L 594 4494 
L 1172 4494 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-6f" d="M 1959 3097 
Q 1497 3097 1228 2736 
Q 959 2375 959 1747 
Q 959 1119 1226 758 
Q 1494 397 1959 397 
Q 2419 397 2687 759 
Q 2956 1122 2956 1747 
Q 2956 2369 2687 2733 
Q 2419 3097 1959 3097 
z
M 1959 3584 
Q 2709 3584 3137 3096 
Q 3566 2609 3566 1747 
Q 3566 888 3137 398 
Q 2709 -91 1959 -91 
Q 1206 -91 779 398 
Q 353 888 353 1747 
Q 353 2609 779 3096 
Q 1206 3584 1959 3584 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-6c" d="M 603 4863 
L 1178 4863 
L 1178 0 
L 603 0 
L 603 4863 
z
" transform="scale(0.015625)"/>
       </defs>
       <use xlink:href="#DejaVuSans-41"/>
       <use xlink:href="#DejaVuSans-64" x="66.658203"/>
       <use xlink:href="#DejaVuSans-68" x="130.134766"/>
       <use xlink:href="#DejaVuSans-65" x="193.513672"/>
       <use xlink:href="#DejaVuSans-72" x="255.037109"/>
       <use xlink:href="#DejaVuSans-65" x="293.900391"/>
       <use xlink:href="#DejaVuSans-6e" x="355.423828"/>
       <use xlink:href="#DejaVuSans-63" x="418.802734"/>
       <use xlink:href="#DejaVuSans-69" x="473.783203"/>
       <use xlink:href="#DejaVuSans-61" x="501.566406"/>
       <use xlink:href="#DejaVuSans-5f" x="562.845703"/>
       <use xlink:href="#DejaVuSans-74" x="612.845703"/>
       <use xlink:href="#DejaVuSans-74" x="652.054688"/>
       <use xlink:href="#DejaVuSans-6f" x="691.263672"/>
       <use xlink:href="#DejaVuSans-5f" x="752.445312"/>
       <use xlink:href="#DejaVuSans-72" x="802.445312"/>
       <use xlink:href="#DejaVuSans-65" x="841.308594"/>
       <use xlink:href="#DejaVuSans-63" x="902.832031"/>
       <use xlink:href="#DejaVuSans-61" x="957.8125"/>
       <use xlink:href="#DejaVuSans-6c" x="1019.091797"/>
       <use xlink:href="#DejaVuSans-63" x="1046.875"/>
      </g>
     </g>
    </g>
    <g id="ytick_2">
     <g id="text_5">
      <!-- Age -->
      <g style="fill: #008000" transform="translate(119.439375 313.120437) scale(0.12 -0.12)">
       <defs>
        <path id="DejaVuSans-67" d="M 2906 1791 
Q 2906 2416 2648 2759 
Q 2391 3103 1925 3103 
Q 1463 3103 1205 2759 
Q 947 2416 947 1791 
Q 947 1169 1205 825 
Q 1463 481 1925 481 
Q 2391 481 2648 825 
Q 2906 1169 2906 1791 
z
M 3481 434 
Q 3481 -459 3084 -895 
Q 2688 -1331 1869 -1331 
Q 1566 -1331 1297 -1286 
Q 1028 -1241 775 -1147 
L 775 -588 
Q 1028 -725 1275 -790 
Q 1522 -856 1778 -856 
Q 2344 -856 2625 -561 
Q 2906 -266 2906 331 
L 2906 616 
Q 2728 306 2450 153 
Q 2172 0 1784 0 
Q 1141 0 747 490 
Q 353 981 353 1791 
Q 353 2603 747 3093 
Q 1141 3584 1784 3584 
Q 2172 3584 2450 3431 
Q 2728 3278 2906 2969 
L 2906 3500 
L 3481 3500 
L 3481 434 
z
" transform="scale(0.015625)"/>
       </defs>
       <use xlink:href="#DejaVuSans-41"/>
       <use xlink:href="#DejaVuSans-67" x="68.408203"/>
       <use xlink:href="#DejaVuSans-65" x="131.884766"/>
      </g>
     </g>
    </g>
    <g id="ytick_3">
     <g id="text_6">
      <!-- Structural_conflic -->
      <g style="fill: #800080" transform="translate(38.225625 252.581125) scale(0.12 -0.12)">
       <defs>
        <path id="DejaVuSans-53" d="M 3425 4513 
L 3425 3897 
Q 3066 4069 2747 4153 
Q 2428 4238 2131 4238 
Q 1616 4238 1336 4038 
Q 1056 3838 1056 3469 
Q 1056 3159 1242 3001 
Q 1428 2844 1947 2747 
L 2328 2669 
Q 3034 2534 3370 2195 
Q 3706 1856 3706 1288 
Q 3706 609 3251 259 
Q 2797 -91 1919 -91 
Q 1588 -91 1214 -16 
Q 841 59 441 206 
L 441 856 
Q 825 641 1194 531 
Q 1563 422 1919 422 
Q 2459 422 2753 634 
Q 3047 847 3047 1241 
Q 3047 1584 2836 1778 
Q 2625 1972 2144 2069 
L 1759 2144 
Q 1053 2284 737 2584 
Q 422 2884 422 3419 
Q 422 4038 858 4394 
Q 1294 4750 2059 4750 
Q 2388 4750 2728 4690 
Q 3069 4631 3425 4513 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-75" d="M 544 1381 
L 544 3500 
L 1119 3500 
L 1119 1403 
Q 1119 906 1312 657 
Q 1506 409 1894 409 
Q 2359 409 2629 706 
Q 2900 1003 2900 1516 
L 2900 3500 
L 3475 3500 
L 3475 0 
L 2900 0 
L 2900 538 
Q 2691 219 2414 64 
Q 2138 -91 1772 -91 
Q 1169 -91 856 284 
Q 544 659 544 1381 
z
M 1991 3584 
L 1991 3584 
z
" transform="scale(0.015625)"/>
        <path id="DejaVuSans-66" d="M 2375 4863 
L 2375 4384 
L 1825 4384 
Q 1516 4384 1395 4259 
Q 1275 4134 1275 3809 
L 1275 3500 
L 2222 3500 
L 2222 3053 
L 1275 3053 
L 1275 0 
L 697 0 
L 697 3053 
L 147 3053 
L 147 3500 
L 697 3500 
L 697 3744 
Q 697 4328 969 4595 
Q 1241 4863 1831 4863 
L 2375 4863 
z
" transform="scale(0.015625)"/>
       </defs>
       <use xlink:href="#DejaVuSans-53"/>
       <use xlink:href="#DejaVuSans-74" x="63.476562"/>
       <use xlink:href="#DejaVuSans-72" x="102.685547"/>
       <use xlink:href="#DejaVuSans-75" x="143.798828"/>
       <use xlink:href="#DejaVuSans-63" x="207.177734"/>
       <use xlink:href="#DejaVuSans-74" x="262.158203"/>
       <use xlink:href="#DejaVuSans-75" x="301.367188"/>
       <use xlink:href="#DejaVuSans-72" x="364.746094"/>
       <use xlink:href="#DejaVuSans-61" x="405.859375"/>
       <use xlink:href="#DejaVuSans-6c" x="467.138672"/>
       <use xlink:href="#DejaVuSans-5f" x="494.921875"/>
       <use xlink:href="#DejaVuSans-63" x="544.921875"/>
       <use xlink:href="#DejaVuSans-6f" x="599.902344"/>
       <use xlink:href="#DejaVuSans-6e" x="661.083984"/>
       <use xlink:href="#DejaVuSans-66" x="724.462891"/>
       <use xlink:href="#DejaVuSans-6c" x="759.667969"/>
       <use xlink:href="#DejaVuSans-69" x="787.451172"/>
       <use xlink:href="#DejaVuSans-63" x="815.234375"/>
      </g>
     </g>
    </g>
   </g>
   <g id="patch_3">
    <path d="M 166.15 429.64 
L 249.9 429.64 
" style="fill: none; stroke: #000000; stroke-width: 0.8; stroke-linejoin: miter; stroke-linecap: square"/>
   </g>
   <image xlink:href="data:image/png;base64,
iVBORw0KGgoAAAANSUhEUgAAAkMAAAN8CAYAAABbYq5XAAEAAElEQVR4nOydd5wcZ33/38/M9nK9Szr1LkuWJfduYxvTDDLgQIAECD0EJzEJCfklQIAQolATSgiYQCAkgGim2Ma9F0lusnq/puu3t31n5vn9Mddvd293b8vZet6v19naqd/dvZv5zLcKKSUKhULxcqZbfHIZcAmwDTgPaAScQALoAHaP/TzcKv+hv0JmKhSKCiGUGFIoFC9HusUndeB1wAeBawGRw25J4CfA11rlPzxSQvMUCsUCQokhhULxsqNbfPIy4NvAGgAJxHUnhtAAgYbEYybRs1//7gfe3Sr/4Vip7VUoFJVFiSGFQvGyoVt80gt8BvhI2OHWej1VhJ0ewg4PlqZN31hKvGaSQCpOXSJCfWIUbfYhI8Bft8p/+PcymK9QKCqEEkMKheJlQbf4ZLWEO/o8wcu6vbWMurx57e8yDZpjw7RFh3BKa+bq/wTe1yr/YdYKhULx0keJIYVC8ZKnW3wyENVdDx0NNp074vbP61hO02DV6BnqE+GZq74LvKtV/oO6aCoULzPSeIUVCoXipUWHr/aBZ+uWzlsIAaR0B/trFnGwqgVres71HwN/O+8TKBSKBYfyDCkUipc099Z8678HPME/LMWxa5Mh1g31oDNxnUwB21vlPzxXivMpFIrKoDxDCoXiJcsvG7/30VIJIYAhVxVHauoBY3yRE/hut/iko1TnVCgU5UeJIYVC8ZLkxy0/2pLQnJ8r9Xn63PX0+104iY4v2gq8udTnVSgU5UOJIYVC8ZLjxy0/ciLl9xCiLNewg/6VCMcorklB9MFynFehUJQHJYYUCsVLkY8ixOZynUwKjd1VW6ihEwcJgEu7xSfLdn6FQlFalBhSKBQvKX7c8iOXkPK2cp93xFlNn6ueanqwe1rzmnLboFAoSoNKAlQoFC8ZTorPVi32Vf+8I1hfm/fOUuIyTFwpE5dholkSgUQiMHSNpFMn6dQxdD3jIY74lnNZ8kn8DBKhftt83otCoVg4KDGkUCheEpwUnz0f+GnI5VuSz36ulEEwmsQXT+bkCk/pGqM+N2GPC6lNn+3a7WompnkIWgPEqL4gHzsUCsXCRYXJFArFguek+OzlwD0SloRd7pz2cRomzYOjtA6GCeQohACcpkXdaIzFfSNUh2MwtRebEBx2rkIg8TGyuFt80pn3m1EoFAsOJYYUCsWC5qT47LnAHUAw5nBizVVAJiVVkTitA6N4UmbB59WAmkiC1sFRXKmJPkN0OhfRTyM+hnEQ9xV8AoVCsWBQYkihUCxYTorPeoAfAVUgiTuyO2KElDQNR6gNx6cP0pgHLsOiZTCML5YEIOXQOcw6DHTqOfbpIp1GoVBUECWGFArFQuYfgbUgcWBiaJkvWUJKmobCeJNGxm0KRQANoSj+WBJTE1g4OMI6BNafInZ8pOgnVCgUZUWJIYVCsSAZC4/9BYCOiYZEisz+noaRyLzCYnMhgPpQFJdhi61h6uijDeCLiB03l+zECoWi5CgxpFAoFiofATSBNTEoVWQYLO2PJfAliu8RmokAmkIRPHbjRbpoH1/8PcSOppIboFAoSoIqrVcoFAuOk+KzdcAt4+ExAJ0kdVYXJ5iuOXTTonY0XnQbhnxu9rU1cKC1ngMtdYx43Ri6htMwaRsdZVN3L+09EVq6DtOS6vUB9wEbi26IQqEoOUJmeNJSKBSKSnFSfPZDwL/pmOhYuBmhhlNEdD+/a7hx2rZ1I1GC8WTRzv3UshZ+sm0ND61egqnP7Tz3JxK844WH+ODue9jU1/HXyF2fL5oxCoWiLCgxpFAoFhwnxWd/APKtTgy8DFHDKQT2EIyfN74BQ7OryoRlsbgvVJR4/8HmWv7pVRcy4nfjSZmYmmDU7WLQn3v1/GsP7TFr4tGN3/vlDQeLYJJCoSgTSgwpFIoFx0nx2QMa1lo/Q9RyfFqZ/MM1l9HtbgMgGIlTF55PiEyiCZNjLdXowmRd7wAeY3oSdq/fxwutjTzX1swvNq3hdG111iP6k/FkxOX5E/lp//fnYZhCoSgjSgwpFIoFxUnxWT8w6iIumjiAzvTE6C5XK4/UXg5A82ChjRUlHpK4SeHAynkvUwgeWrGE752/mQdXLp1r8y8At8lP+9VFVqFY4KhqMoVCsdCoBUQNp2cJIYDWZDc+M2wPXi1ACDkxqCGMn0ReQghAl5Krjp7iOz+6g6/+9HfURWLZNv8L4Mt5G6hQKMqOEkMKhWKh4fQwjJeRtCsFsC5yEKdp5XkBk/iJUUV0olR/Ptx44Ci//Y//4erDJ7Jt9mHxd5Fb530yhUJRUpQYUigUC414Fb1ZN1geO0ptPJTHISVBonhIzc+yGdRHY3z9x7/h9c8dyLbZP4m/i6wp6okVCkVRUWJIoVAsKBbzTMBDZqEjgRT1tEf7cjyiJEgMF6XpTu2Qkn++415u3H8k0yYe4HbxdxF1vVUoFijqj1OhUCwodIy3ZBuyahDExItL5ubl8ZLAlSb3qJjoUvLPv7qHpYPDmTa5BHhDSY1QKBQFo8SQQqFYaFyUaYWFgxRVAGg5JD/rmHgpXkPGbPhSBv90x72QuUL3g2UxRKFQ5I0SQwqFYqGxLd1CCSSpg7GuQx4icxxGEiBGNi9TsbngdDdv2/1CptXXiL+LrCujOQqFIkeUGFIoFAsHsaMFSDvw1MKNhWvitZcwWpbwlxMj79L5YvDux/dmHCgLvK6ctigUitxQYkihUCwkajKtMAhMe61h4Wc044GKXTmWK0tGRrnqyMn0K6XcXl5rFApFLigxpFAoFhJ6uoUSDRPPrOV19KQ9iIaFs8RJ09l4y559aZcHE8mrymuJQqHIBSWGFArFQiLtoDETF8zI/pFAA11pQ2UOzLLmCs1k++mutInUox53o/i7SFrBp1AoKocSQwqFYiFxGmaXf03NFRpH4kDHpIGuWescJeoplCtViSRLh9J30L73W9+5sszmKBSKOVBiSKFQLBzkriQwqxwrnRgaX7aIozhm6KdKiyGAjT3pm0IuCoVuKbMpCoViDpQYUigUC43dMxfItJcqDQsdJymWsn/aGlGE2WPzpTEcnbXMaZoEE8mtFTBHoVBkQYkhhUKx0PjN7EXpM4BMvADUc4b6KeGyhSCGnOZs79S6vjPoUm7uFX/vrIBJCoUiA0oMKRSKhcavJHRPX5Re3Bj4J/69nH1U0z+2dSXTp21S+uw86e09xwDcgBrcqlAsIJQYUigUCwqJ/93grJu6TGRonihxYuIGQEOymr3UcmZBiKG+gG/Wsou6DqHbBXPBshukUCgyosSQQqFYEEjx9qAUb/8t8E1wuqcKGi3LfLEUVRN+Iw3JKp7Fx3BJbc2FfS2N0157UkluPvAUXoZAXXsVigWF+oNUKBQVR4q3VwP3AK+0lwiYUkGWTQxZuKd1pxZAbYZmjOVi1O3iZG31tGVvfHEv9bEwTqIAsYoYplAo0qLEkEKhqChSvN0N3AGcP32NA4kDAJ0kmfKGAFJUY41tC+AllHX7UvNCazM1ienNIP9k99NIwEEcF6HjlbFMoVCkQ4khhUJRaT4BXJZ+lQuJhsBCz+pMESRowBq7pDlI4bPDURXhN5vWUpdI4TbsirI/2vs0W7t7MXEjkNRwalnFjFMoFLNwzL2JQqFQlAYp3n4+8NEsW8BY8rSDCCbTk5JHPH56A7VE3F5MTUOz1lKV6qcl3EMw2kuUujTHLC3dVQGeWroYATTFkmDF+fTv7wLskB4kABrKbphCociIEkMKhaKSfIsMw1ltIWSPKutlCRoWPpKcql3CC60r6KxuJOGc3Zl6HKeR5No9z+OPl3d6/U+2bkIKO/nbZUluPPgCVckYoE1UvgGqz5BCsYBQYkihUFQEKd5+DbAl8xYJQNLFGoZp4XRzHceXNDLq82feZQoph4vHNqzjmr0voKUZmloKnmtr5o5N66Yte7x9DZb2azTLjTmpgRJlMUihUOSEyhlSKBSV4oOZVxkITLpZTbdrCU9uWslza5flLITGGQn4OdC+aJ5m5kbc4eAL114GYnqPoyFvkLtWrx17NXHJ7SiLUQqFIieUGFIoFGVHirfXAjdlWAskGaSFQ7VreHD7BvrqqtNvmgMH2hdxsqG0uUOmEPzLKy6nu7oq7fqfrz9v6ssQcLikBikUirxQYkihUFSC7WQM05ukcPFs3Xk8vXElhiNDSlGOSCH4wcXbeHJpaTxEphDsfMXlPLxqWcZtXmhqH0sDl0jYi9xV+eFpCoViAiWGFApFJdiWeZXBc1Xb2b1hFZZWnEvUmYCfT7zqFfxqRj7PfBn2evjEq6/l3rUrs24Xdbk5UVuPTpIh2tYeFjvPLaohCoViXigxpFAoKsG56RdLRrQAj63bXDQhBDDg9WDqGv921cV87KYb6AkG5t5pDh5YtYz3vPUNPLlsSU7bH2hsRiPJMG0twKOHxc4b522EQqEoCkoMKRSKSpAhicfivhXXEPO4068ukMSUCfJ7l7Tx/re8nm9dsp2uqvzmpZpC8MTSxfzN667ns6+8mpDXk/O+IbeHBG5Me8yIF/j5YbHzhrwMUCgUJUGV1isUikqQNhGoM9DI4db2op9MzhhiH3M5+cl55/CTrZvYfqqTC0+cZnXvAMsHBvGMdY0eZ8Dn5XBTAweaG7h37UrO5CmgxrE0yTDNUxe5gF2Hxc7zVsvbDhZ0UIVCURSUGFIoFJUgnm7h04vOnVWaXgx0K0O+shA8vXQxTy9dDIBmWdRHorgNE0sIIm4XI3l4f7LhNOLYY2Sn4QNuPyx2XrZa3mYV5UQKhSJvVJhMoVBUghMzF8Qcbo42LCvJyYLJ3LpQW5pGXzBAR201XTVVRRNCAIFRF3Wcpp6TjI8YGeNi4C+KdiKFQpE3SgwpFIpKsHvmgoONKzD1+ZXRZ6IhltYRVVbW9A7Qxwqq6GMJz6MzTaD93WGxM7+OkgqFomioMJlCoagEs8RQd7CxZCcrthhyGgYrBwapjsXRLYuUrtMX8HOqtiZtFVxTKEx1PIHEQR/LaeUgi3mBDjaOJ1RXA38I/EdRDVUoFDmhxJBCoagEL0joFDDRCbEnULpB7q2RCLplYc6jXH91bz+vevEAm7p7WDo0hCNNHlLM4eBoQz17lizi1xvW0TdWwr/tdOfkNtQQopEq+mhjPx2cg7Sd9B9EiSGFoiIIWaYBhgqFQjGVo3Uf/Y8VQz3vAbAQfOHydyFF6SL39y1u5XBdTd77XXnkGG/a+xwbzvTmtZ8pBI8ta+eH27fykfseZWX/4MQ6nRTNnMRFiGEaGWDZ+Kolq+Vtam6ZQlFmlGdIoVBUhH+98o1Hv/yLr+GQFindUVIhBLBxYCgvMVQbifIX9z/EpcdPFnQ+XUouO36SS46fBAQWGuPVZCZOYtRg4iVAiDAhElSB3ZlbiSGFosyoBGqFQlERDjYtWX3HhosAsEoshACaYnGWhMI5bXvhiVN854c/LlgITUUDNCQ6JvYQWpsYPkCQopp6BtAwIOuYEoVCUSqUGFIoFJVi1X9ecCPdwTocllGWE17R0Y3LNLNuc+Xho/zjb+6kOpEo6rkFTBNESTtxegwHjfTgIHluUU+qUChyQokhhUJRKbxxp4udV74RTVoEEpGSn9BvGFzcdSbj+gtPnOLjd9+bNjm6GEwVRBaOsdCZjY6knr5rI+IjLSU5uUKhyIgSQwqFolKYAM+2reRH66+lOdxflpOuHRphc9/ArOW10Sgfu/u+kgmhcaYKohTOaet0LJ+E75TUAIVCMQslhhQKRaUYGf/HIe8K9NHyVbZe1N07SxD9+f0PFz00lgkBCOQ0z9CUdTeGxUfeXRZDFAoFoMSQQqGoHM+N/6O5P4R/KLeRGcXiou5eLu/oxmmaXHb0OJcdO1HW82tYacUQgER8LSI+Ul9WgxSKsxglhhQKRaWY6ELdMBShPXyGptBgtu2LzvrBYd506Bhve3pvWc8LtnfIyNDdREO64nj+pbwWKRRnL6rPkEKhqBRPjv/DlTIIyijndB3j3kANNeEIdeEwtaMR/HF75IUUgqTDwYjfx1AwwGAwQMztnrcRi4ZHWNNXnnylmSRxk0THxewKNwepdxwSO/9ijbxtuPyWKRRnF0oMKRSKinDPN9tOXPu+roeBy4SUeImzqHeQ1w4+jdvIXGrfNjgE2AXqvTXVHGlroau+DoQoyI5VnV0F7VcMNOAkS2mlhwDRaescmLqPyNeAt1bEOIXiLEKFyRQKRSX5miuVYpExyDD1xAhkFUJTEUDz8AiXvniQG5/aQ9PQcEEGtPdXxis0jgOLIywnRGDWOh3zpoPiC/N3fykUiqwoz5BCoagYX/7uj/riLqdVb0S08VEVhRCIJ7jy+Rc52tLMcyuWYTj0nPZb3NuPK0fxVSpcpJBoHKedVRzHT2xinZOkD3gz8P2KGahQnAUoz5BCoagIx8Xn3utLJu+sD0eKdh1a2XOGq599HncyOee2TSNDXHjwwDwkWHFw2WM4sNA5yRKsKRY5SQK8qTKWKRRnD0oMKRSKsnNcfO59wDdFCa5BNZEoVz27D1cyc6l+/cgIN7ywG4+cWzSVGg3J+IiOBG66aJmyzgLYXhHDFIqzCCWGFApFWTmk/cvrJHy9lOeoisW4bN9+hJzRyFFKavpHqekcJax7xjpBV56p3qk+6oniGVsuAVoPii+0VsIuheJsQYkhhUJRNp7yfHUpyF1iPglCOVI/Gmbt6c6J185EisXH+2k8E0KTgj31q+gPVJXajJxopnfKK0E/dr9FOfkxrS+3TQrF2YQSQwqFoiycdvzDBS7LOOKUVm7ZzUVgw8nTNPUO0XpqgKVHevHGJsNirqTJ3uaV5TIlIwKTVnppom9i2RA1GGiYkzUu/ooYp1CcJSgxpFAoSs6Q+Ot39es1j1WlEmWtYNWl5NyjJwiMxtO6onwjCRKOyhbVOsYSqNvoIUAYAAuNYapJ4qqkaQrFWYMSQwqFoqT0iY//7aCo+XZ1MlGR601VKobTTF8+r0kYdXvLbNF0HNiJ3gJYSgfaWB5TBN9UMRSpiHEKxVmCEkMKhaJknBaf+vcQwc8gK3epEUB9YjTjetOqbHH91CRuFyna6UTDIoaXBBNCbV9FjFMozhKUGFIoFCXhmPjcV5J4Pjh+mamk5KhOxjKu06TJeGl7uRHTugrZVBMiSIQkTlI4ATrWyr84UwHzFIqzBtWBWqFQFJ2j4vP/BNqHx1+LComNcTxmCiEtpJj9/Bcw4+iYU5OV80JO/F9M/MDke56+dDoODCym55NrSKoYxRrzGTlgd0GGKRSKnFGeIYVCUVSOis//MfCxStsxFQF4jfQNFgNmDCcp8vUOScBEw8CBgRMTBxY6Eg2JhoU+JmgcY9voWFNkocDCgTEmlaZTRQgBmPY+v8/v3SoUinxRYkihUBSNo+Lzi4AvVdqOdHjSJFFr0sJtGWjIMUE0NxIw0DFwjnl1cgkACuRYqbyBAxOBi+QUH9L0S7GLFDoGIEih3ZSTYQqFomCUGFIoFMXkW0B1pY1IR7pQnSatiX87xjr7ZGKqJ2imeMnXEgsHcTwTGUPpfFJuEuPbv+I58ZX3zOOECoViDpQYUigUReGo+PxlwI2VtqNQBIx5a6xZ62whpOfhCZobAyejBDHQ0x5xUgwB8InnxFdUjqdCUSKUGFIoFMXig+kWimmZMpXDErMlhym0aZZpSNwkpgmicSE0P29QJgQR/GmbK86Ym9YGvL4EBigUCpQYUigUReCo+HwTcPPM5QJrfPJ6xYnpswWHFBox3T1tmYbEQ3wiZFY6ITSOYIRaUjOq2WYKSAfJvyuhEQrFWY0SQwqFohi8Ama6N+yaKkHlS+stBHHdmXZdWPfMWiYADwkEZomFkI1EY4TaaZ/SzGJ8A+eWfvGnbSU3RqE4C1ExaIVCUQy2zVygpWkoWCmiDhcxt5Pe2iB9NUEGqv0knToSQSC5ilWDZ1jR38fyvl5aRkOALaCSuOc4cvEwcBEhSAC7W7bJzHm2AifJ/wReVTajFIqzBCWGFApFMZghhuxuOzOXVaoP9YPrV7HrovMgTd4QwIvtiyb+vWRwgOtefIFL9h8HWV57wwTxEkHHIpFGiKVw34jYcQFy15NlNUyheJmjwmQKhaIYrJz6YmaeULFDZWKsyN3O68l+3JjTya+3bc4ohGZyuq6eH593AUlRiYnxghh+gLRiaGxW2VcROxaK002heFmgPEMKhaIYTEm8SddTeXJdId4hN1G8hHERx0UcfUa1Vwo3STwk8BClatqIi8dWryDhSp8vlInLDxzBYVUm8TuKDyfxtONBDNxYOC7QMB5G7Hg7ctexCpioULzsUGJIoVAUg4k68ExzuMbbC6Zfm257Cz8jBBnCRfpRGuPHdZHARYIAI9TSS5QqQtTS763hF9vPzed9ALD92Mm89ykWFg5CGfpWSlzEaEEjcYmT8PO62PFKIXc9VGYTFYqXHSpMplAo5s3Uvjxzh8PmDpe5idLKceo5k1UIpUNDEmCEVk4w0mhgOPLzRLkMg9ahkbz2KRS7F3VqQsy5SOAkOTatfvbn5CCOgyigkaDeF6fpgReDH9/57VW7lpbFYIXiZYqQsvLN0BQKxUuXfvHxV0fx/iqFSwDoGLN8P5KppeLZxImkll6CDBUt1bqzqo5/uuYWDjYtyWn7FT19fOyXdxbp7LPRMHGRxEkqTZL5JHb4z0kUDzE8SDTa2UcNfRPrLVwY+Himdh0v1K0aAO4FvvHuIzvuLdkbUChehigxpFAoCqZffLwO2JfA1RK3k3uniaFJEZSLtLFopBMfkaLbGXO4+Ifr38bexavm3Pay/Yd5x0NPFN0GHQMPcRxZ5p9lwkIQxUMLB/AQnbVeIuhxt3JX2+UYmhPgAPDZdx/Z8f15G65QnAWoMJlCoZgPXwFaJkdH2NLH9lqMT2PPRQhJGukqiRAC8BpJPnXn99nUfXzObT2p2dPt54fEQww/kYKEEIyH/mJEaSM5Vm02FYGkNdHFLSd/Tmu0G2Ad8L1vr/zpHd9etUs1alQo5kCJIYVCURD94uPnAX8I9hyt8fEV+XmDbGrox0e4BFZO4jFT/P3dP6Q6VtrzTEXDJMgobpJFCftZOAnRTpimtAE2j5Xgxu572D6w114gxKuFJY98f8mPX1+E0ysUL1uUGFIoFIXyofF/jE98h/yFkIs4VQwU27a01MYj/NnDv8y6TcJZnCJbDRM/kax5QYUSp54wrWmPLIAtw/u4pM/uyyg14U05tZ/9rPYH371P3D6zrbVCoUCJIYVCUQD94uM1wB9MXWbnCuXbR0hST3dZ+1JfcfwFLjv2Qsb13TXpy9rzwW4LUBohNE6CGiI0ZVy/PnSIbQPPACA1wVCt54+iXv35+8TtG0pmlELxEkWJIYVCUQivBHzjLyR2x+R8RU2QAVwkimpYLrzlmQcyrjvdUIuVY7fqTHiJlVQIjROnPm0O0Thbhl+gJXYGsAVRf6N3vSV44j5x+9UlN06heAmhxJBCoSiE7VNfJHFh5dDDVcPATYwAIzTQQQ39JTMwG2v6O1nbezrtuoTTSU91VcHHdpLESbGTsDMTphUrw6VcAJf3PoZu2fYYTp3BOk8A+M194vYry2akQrHAUWJIoVAUwsRgVnu6e+Y5XjoGQYZppJsmzlDLIAHCOHLuRV0aXvNi5lmne5bn1pNoNhIvsQL3LQwLJ1EaMq6vMsJsGZ4MC4aqXSRcmgf45X3i9uVlMFGhWPAoMaRQKAph3fg/7G7Js2WNTopa+mngDP6xSexT0TArKoa2dGce6/Xg+tWYBYTKXEWqGsuXBDVZpeW6kcNocqysXwhC1W6AKuDb94nb1dBXxVmPEkMKhSJvJATG/j8mhqav9TFKA724SWS8RWsF9twpFq2jQwTjsxsYAgwH/Dy7dHGeR5R5jw4pFhKdeIZ5ZgBeK8Hy8KmJ1+GAE9O++l8NfKDU9ikUCx0lhhQKRV7sFf+2UiL8ACb6WGNFG4FFLQNUEZrTQyIqLIYAVvd3Zly364KtJPXcK9F1zFner3ISpSlj7hDAqtFJT5jUBBH/hIj95H3idndprVMoFjZKDCkUipzZK/5ttYRHDKELsMXQOLYQ6sedY3XY3ANdS099dDTjut6aKn5+/pacj6VXWNxJdEZozyiIGhPTezkJz8T31AC8uaTGKRQLHCWGFApFTuwV/9ZgwaNRl6s57PAAU8WQpIZBXKQqZ2ABOM3sVV/3nLOeg62Ze/lMpdJiCMDEyyiL08pMt5UkmJoUf6bbzusaQ4XKFGc1SgwpFIqcSOj6Axo0jHi9hB32UNZxL4SPSM4eoYWEoWUPg0kh+Nr1V3GqvnbOYy0EMQSQwk+MurTr6hJDE/8edlXTwkQe0cX3idvrS2+dQrEwUWJIoVDMyb2+b/+fyzQ3JDQdV8okbng4Qz0W2ljpfCjvY1a2sN5m2Ju5YeE4MbeLL7zmFRxtyly+Dgsj7DdOlEaMNO0OnNak584SGm2iEybt3jZrB4XiLEGJIYVCkZEnxTe0ez3f3hmIJd9koKNZgupoHEcKXmxtIqVrBBkpSAhIKj8m63DDopy2i7rd/Otrr+O3524sqOS+/GhEaJ61dOb35MCgjt7xl9tn7aBQnCUoMaRQKNLypPjGGyScCCRSf8mU4asnGqv54PtexZv/4g9IOgVu4kjARJtWSyWn/KQjW+VTOej3VTHkC+a8vaHr/OyCrXzuphvShs0WgqdrKin8mDPaHphiugB1yBjtnBx/uao8likUC4/ijGdWKBQvC2Liw2sTuN7cSeu7IbB06u3dFIIfXrGJb92wjUUDo+x4bD893ho6PQ3EdM/Edpo08RsJfEYSv5GgNhkZKzs3cJDCQQoXiYp7hl5oWVrQfiebGvjia67lG//9HSzTRQI3di2dVtHSepupg3IFMWoJTHp+CDknxZ8/FcGBRTX9gAVo3nJaqlAsJJQYUijOcmLiwxrweuCDcVzXnGCZmNlIMe7Q+du3XYPTknzyfx5gTdcgAGEtMOt4ltAZdfoYddpzXHXLpCExSlN8BM/YjCyBiYcYOomKJR7/Zt35Be/7jiceImDGgTinnE30OBtYnJA0mPnnThULyWQSt0RDIkhQPSGGJBByTIqhhrFSew2TxZykg+WVVnIKRcVQYkihOIuJiQ+vBW4HLo7j4hjLMadcFiQQ8rrYdfF6/vj+56kfzX/ulqnpnPHW0OuppjU2RFtsCNCJEQBMaukr0rvJndPVDexdtLKgfc89fYLrDzwPQFRzc8LTiiU0+mQ1DbHKiaGwy8Ow38eyoV4EFhI7FGniQMdAANeduZ/ftV6LqTloSAxO7NvKKTpYPlIx4xWKCqNyhhSKs5SY+PCfA88AFxvonGAZJg5MTdBf7eXIolpeWN5Ib12A6549UZAQmooUgi5fHS9WLyam256nGEGMCjyT/WTzZVBAInR1NMKHHrxr4vVBzxIsYV9GQw5fRaetddbU89DKc3hgxSYSugMB6FhEaZrIZ2qJ93H1mYcAWBKd7L7tJ0QtfZnbcSsUL3OUZ0ihOMuIiQ8L4KvAh8aXddFKVHdzps7PUNCL1ARISSCSwp0qbvQk6nCzv2oRa0a7CRgJRmiinq6iniMbz7YuLyhE5k/E+fvf7qIhEgZgVPMyMiXsZAqdPmc1LanhYpmaMxI43NQGwKm6ZkIeH6849AxeI4mBnzBtBOhCIFka7WTbwF7qk5M9hwSwjENz9xlQKF6mKM+QQnH28SWmCKERgpwINHOovZ7Bal9JhdA4pqZzKNhKVHeRwEeEqpKcZyYxh4udV96ct1eoNhrm07/6P1YMTIb0Ol2Ns7brcaVvdlhqeoI1jHp8E6+HfUF+v2YrCd1+3jXwEaZtwkN0zvCLs45RxdDsWnyF4ixBiSGF4iwiJj78TuDPxl8bCB5p3sjplmpMffJy4I2bJRNC45iazuFgC6YQhGggSWlnhZpCsPOqm+mpyk+wXHr0IF/68fdYNtg/eSwEvc7Z5fVR3UO/ozzCbhwLeG7R8lnLh30BHlm+ceK1gY8otoDT0zQ80JBbS2akQrHAUWJIoThLiIkPLwK+OP7aFBr3tJ3HUNA3bTvdsPDGs8/sKhZJ3ckpXwMSjQHaSiaITKGx88qbeXDFOTnv0zIyzF/d/Stuu+fXVCXi09aFdd9ErtBMjnlaSIrytQ040LKEgUB6AdZZ08DR+taJ10mqSeFLuy0wW1EpFGcJKmdIoTh7+CZQDXaOycPNG+n3VU/fQkoC0VRZ04D7PVXUJcNUp2IMsIhaevAQLdrx47qLX667mMfbN8y5rcM02Npxklfue5atHScyfg6jekZBgaE5OOZpZV2so0CLc2fY4+O5tmVZt3l6yWpaQwP4UkkAIjRRzcl0XcM9s3ZWKM4SlBhSKM4CYuLDW4FXj78+WL2YjsDsnBdnysJhln/GVpe3lupUDInGIG14CVFNH9o85331uOp5sPk8rjz4Ijfu20d3VQ1HG5s5WddA1OVGAm7DoDU0xMq+XpYO9uG05g4PhufoTzjorOKE1cSyRG/W7eaDgeDhlRuwtOwO/qTDycGmJWztPAqAxEmCKjzMqqQvjztQoViAKDGkUCwQPnXDEy5gE/bAzCbABSSAbmA38OLf33lh3jesPeJrwZU4P+XCHtI56vDyTH36HjueRGUaIIadXmK6E69p2xijigRe6unGQbIAT5VBDB+JZAPLB4dwm7a3qy00TFtomMuPHpyXvSkx96Wzy20Pdi2FIIoLJwNOH4tG+wjlMGz2SEMbm7uOoUtbXCaoTieGhmbtqFCcJSgxpFBUkE/d8IQbeDPwHuBCSDNqfJL4p2544mHscNfPswmjPeJr9cA7gT/SMDc4MCbcB081rsHUZue0aKaF06hcE+JeTzVLI5NJyhZOItTiJYKGMfZjkn4KmD0dzU5tTiGBQVYhgObIaNHHZMgcq9G63A3ENDcr4124ZHGE5oAjyFFPK83GAOv7TrK/admc+8SdLk7VNrF88AwAFm5SeHAyLRfqmaIYqFC8BFFiSKGoAGNeoL/GruxqyHE3D/CKsZ+uT93wxE7gy39/54UTd/o94msNwOeAPxzbHi+xiXBTyOmj21+f9uBOw6roqNGQY3boKYULL1EsnFgTI0IkAgudMA6ijI+DnWr7IEsxpyVjCzKPjM0fIXMXV0POIM84VrE81k2jUXiH6pTQOeZpYcBp53lpUlIXH8WTShB3zp143hOsnRBDYFeXzRBDuws2TqF4iaPEkEJRZj51wxPnAd8Fci9tmk0b8AXgTZ+64Yl3/v2dFx7cI752M/A17BDbBB6iaMTRSHG0enHag/mSCQKx5Kwp5+UkrjsxEdPKvo209ggkGhox+pwNDOu1DDtqGdWrMIWOhYaUOl4zhc9I4jMSBA0NZxFnoHlkKq/tDaFz2LeYDjNOS3KIxtQIjhy9VWHNQ4+rln5n9bQKNo9MANAQHaGjuinT7hMM+KdXnJmz86Ufz8kgheJliBJDCkUZ+ftXPvkhHb4sKNrI9ouR8pn/W/7TR1bBtVNXuIjSSCeNdKBhIoGjwclJ7UJKWsIjLB0ZoD4e4fnqdiKOyokhhCDqcBM0Jr0VEg0Tfdow15jmptNdw2nPNhJa5gKouMPN0JjD5KTZwOJEL23xftxy/nnCAbOwareY7uG4t5WTnmaqjAgBK47fjOOxkmhIO9gndCKah7DuIax7ierp32PQjADQEMlNDI14/JhCTOQNGdPbGJwGfl/Qm1IoXgYoMaRQlIl33bLva8uk/EDRDyyE58DqRdd6EikWdw8iMFnEERo5PS10NOKsIqHbN8C6aJjNvR34jeTE+qRW+ctBOhssNHRMTASHfe2c8LTl3UE6qTs55lvEcW8ry2PdLI31FNxkLaXpyHl+VJbQGHYGGSY498bpkBK/ac+K86dymxlnaRrDzgC+ZAqQ6DixmGg29x/IXZXJnlcoFgCVv/opFC9zxE7Df+XRrl9eMxy+pnQnETy7cRnB1DAX9z+Ch9k3yH53PZplsX6gm6UjA7PygyqbMTRmQxqRIxEMOwI8H1hFJEt/n1yQQuOYbxF9rho2hE8QMONz7mMBHcEGTlc1MOgJMOqyc5uauyPoVvnbEAA4TIufL7mQdjqpj+bu6eoSrXiZDPF10IKPUQyc6+PiG+vPl+/fXwp7FYqFjpCyMn/MCsXZgNhp1NVH4ve+74n9W9xm6Su1/IkIH3j02/jSeAuerN1KIOqhNpE+xPN07UqMNFVm5WT56BkakuFpy/odfk5UNSEzdHwuFF2abA4dpc4YTbs+qekcqF/M0ZoWYmkSlIMjCYKjyTR7lh5/LIFuSd745zuoj0c4r2uQC0/N7e3a+twpPMms4uk+4Ivny/f/qnjWKhQLHzWOQ6EoEWKnUY2Uv3/NgVNlEUIAEbef3667btZyCawZ7qQ10YlOgpmVVX2eIEm9skIIwJmm/LzHV1t0IQR2bs6zVasYcgRmresK1PKbldt5oXFpWiEEEAk4i1ifljvCkrhTJk7T4rW7D3OosZEfbVnLly/dyplAlmaQUuIw5oyEXQ388inxjZ8+Jb4xdyKSQvEyQYkhhaJ0/M+mM0NbVwym9zyUin2t6zle1z5tmQBqZC+1nKKJAzSzjyCdCJLsr27jxbrFxL3ZWhyVB58x3dNiIYg5SmeXJTSeDa4irjknzvdE62rubz+H6Bzl6pauEfWXP+Hcm5wcl/K63YdhzLt/oq6Kf7liGw8tbUu7nydh4Mg9rLcD2PeU+MaN87VXoXgpoMSQQlECxE7j3cCNF54q3TiGbDy5ZFvW9RomAfppZj/r4s8gfQYJT2VTCJ2mMcszFHW48k6WzhdT09nvX4YpBA8u2cDR2ta5dxojVO3G0MuXa6Wb5rQwV1MoyqIpYjul6/xk82p+t3rprH390US+p2vA9hLdUpi1CsVLB5UzpFDMg4+97pntwFXYIzS2Aa0S3ClNOJO6oCmcW6VPsRGWxUce+gZVidy8UknNwYOtlzMaz7X/Y/GpTYRZFT4zbVmPp5rT/vLYpDuTdNXV5r2fK25Q3x8rffq5lFRH4rO8O3//psu5d9PsgfM37TvKNccmh8Wee/Qgy4c68BPCRwgnSQQWEo0ULqJUEaGKUWqJUDP1UAbwhvPl++8oyftSKBYASgwpFHnysdc94wXeAnwQWwClxWkYOM3KVStfe+g+Lj3xZF77/Lbu1cTF/Cq2CmVNqIvqGYnfz1cvIV7CMNlUTE3Q3+AtyBPlH01SPZK35yV3pCQQS+JOk/Pzg0s38vXrZ/8aCin56INPcv3RPWzu3UdjbCDn00UJ0MsSBmjFsouOh4FN58v3dxb8HhSKBYwqrVe8JBE7jTbsDs5V2OHeGHAIOCRvc8yZrbzzsvsbgS1ADfbfQQw4Brx428NXZVQwH3vdM9cA3waWZTu+M2HgMlJIR+Ui0V1VuYd7xlkb2c+zgewhtqlIYNTvYdTvxdTt9+o0TGpCEbyJ3Ls0e8wkVTOEUMjhKZsQAtAtiTthFhQujARdCCRVIyWoLpOSQDy9EAKoH03vfbzhyLP82VP/xaLR/Oev+gizjP20cYwTbGCExhrgP4BX530wheIlgBJDipcEYqfhBN6APXPrfCDTnX5U7DT2Ar8Abpe3OYYAdl52vwa8Cvgj7IGoSzLsH9t52f3PAL8BvnXbw1edAdsbpJnmd9G0N6f1HEhJXd8oLR1DVA1HccdT7L5yVUWqjcbprmrJe5/2xEkO+DZm7eycdOocW9xEZ0sdQ1V+DGf6y4gnnqRuOMyyzj4W9wyiZfFCN8dGZoWZerw1eds/X3zRVMG5U+GgG1PXqB6KoxXpi9csC38siStLNeJM76M/EefLv/0v3r33/nmf30WCNeyljzZOse5VT4lvvPV8+f4fzvvACsUCQ4XJFAsasdPwAh8F3k9mAZSJmJDyf9//8PMdKwZCb2MOb04aUsAuYZiPD9dUfTLlclbN3EBYkkUn+ll0sh9vbNITEvc4ee7SFXmervj89T1fxG3m563odC3iyeAls5ZHvG5eWL2YU4saMPMsw/fEk6w8dYb1RzpxWNNv7IFUjHWhrumDVl1+jgbzF3PzRQJ9jT6kVngGkGZa1AzF8cTnFyJ1Jw188eScVS6/27yCT998GQC10TC//e/PcWHn0XmdOx1hqjjMuc9vlbduLvrBFYoKozxDigWL55/iVzo08T1D19vn3jotXinEH3/nog28at8JLj7Rk2+Sq1PCLcO11bek8374QzHWPXeaYGh2F2PDuTAKNZMOV95iaFGyk8WJU3S4Jz/2I+3NPLN+aUYv0FzEPS72rVnCyUUNXPDsEZrGKqA0abE83Dvte0kJjZP+xoLOM18E4DAsUq7cxZ4vFaUxPkBjrJ+a5AhOy672MqVOhCBhq4qQXpvV2zaOZpnUJUepSYUJyCgOTAQSCzGW5Owhhpc47jFrYShgHzeQiHHn9/+J87uO5f2+cyFAiDU8c063+POPtMovfrkkJ1EoKoQSQ4oFx1e33bnsO5du+mFySdPFsghl1Qmng5+du4oX2up5+5MH8M7deG6CsN+XVgAsPt7HigM9GUM/A02znEgVQRZY47QlsocRvZpBTx2PnLeGnqb8q6zSEfZ7uffiTaw/0smWAydZGu7DY02WilvAsUBzRTthO1NziyFNmqwMnWDj4EFaYrm1TzjjauK4awW9ohXGm0hKiW5ZVKfCLEr1US+H0HMIriZxMEAdA9RysK0egNt//o2SCaFx/IQA+SXEjlbgb5C7VGhB8bJAiSHFguGr2+6sl/Dl/z1/3VufaW8ueqXy4aZavnnZObz3kefxpaYLIgtIOHQsTdiJtIZJ0ukg4Z6dwLvsUA/LjmS/AQ40FziAs8g4rNyTmKfikinOjT/J3191KwM11cU1Sgj2r16MUzPY/vDkzVsCnZ56Qq7yV7Np0kJIiUSgGyaQuZnimuEjXHzmabw5zDWbSnOyl+ZkLxGHl0ebz+do1XK2HuhgmewgQPoRKZlwYdBKL8308QcH/CxKneKNL+ZXOVgofkYB/hpoROz4EyWIFC8HVM6QYkHw1W137gC+/vNzVzXdu352w7hi0j4Y4l2PvciB5lpO1FfRWROgu8qPoU+GtrxJg6ZIjJZwnKXDEZYNhRHA4mN9rDrQnfX4I7U+9m1bii4rO/rUm4zx0fu/UtC+Sd3Jp67/IIeblhXXqBlcse9Fbnp6NxaCMF5OB+uJukpfQeZPxQmm4niNFF4jiUNO5jFZQNjjJuTxMOLzciYYxNR1/KkIV3Q/xtJwR+YD54gEetztBBKgFSHN3hIWPtk/Nmql9EjGg3R8BbnrI2U5qUJRQpQYUlScr26787PA3+xrreebV51blnM6TGua+JmLmliCC4718u6fPE5VLLu35ej6Fh48dxnN4SgN+Xf9LRor+o/ztj3/V9C+39t+E7/eeFVxDcrAO37/AEs6h5Bo9ASDRF3Zx2AUiiYtauMR6hNhPGbuk94NTWPI72J9ZC/V1si87ZBAggZMsswRK/DILoZxEp570+JyE3LXL8t9UoWimCyMLE/FWctXt935r8DfRJ0OfnTBurKdNx8hBDDsdXPXxiV84M9fzePrF2Xc7kyNjy/deB7/t2UFp2pmDwAtJ62hnoL2O9C4nN+sv6LI1mRm1yUXEHPa3iAt99lZeRFIxlkz3MOi6HBeQgjAYVk0jsbpt9YywJKC87CglEIIQJCkliRlD9F+E7GjrtwnVSiKiRJDiorx1W13fgT4C4A7tqxkxDd3tU2lGazy8ck/upJ/efPFxJ3Tk2zv3L6CD9z6ao401QBwoLGm/AZOYU3fkbz3sRB885JbkFr5Lg1hn5f7tm0AwJWnUJkLISWLwoMsH+3DZc23G7jGMIvo4BwSBYqZJHUlEkKTpKjBoKx5Vy3A58p5QoWi2CgxpKgIX91251rGLqBRp4Mnl+ffLbmS3Hvecv7mT64l7LETbX9w7Sa+9MaLiHkmE28PNVYz7KnMJPiWUA9LRrry3u/ZRevoqmkugUXZeX7lYmIuJ26jeGJISItlo33UJyJFzd1K4qOLjcTJz/Nn4MXAX0RLMpOgBquMl3cJ71DeIcVLGVVNpig7X912pwbcDngAnljRStIxv1Jqb9Jg8UiE1tEoraMxAokUo24nv9zQTrzA3jhzcWBpA3//zqvYdrCb/75udh86KQS7FzVw7dH8Rcl82X76mYL2u2vtpcU1JEcMh4PnVi3h/BePg5TznlQvpGTZaD/BVGlytiwcdLOONvbjJjLn9hKNJMVpT5AbOknq8NBf0rNINEw7LOcGuhHv7ALRIeABYDfwmC6/U1i8VqEoI0oMKSrBm4GLx188saJwr1D7UJjtHf2s6xtBn1IMYGiCn29cWjIhNM7+pY3sX5q5QeAT7U1s7+ijOo85XfOlMdzH5q4X8t5v2BNk76L1JbAoN55d1c6FLx7Dn0wScc8vibolOlwyITSOhYMe1rCE59DIHoJLEURS3t5JJl5M3CWuMLOw68oEgAu7y/syibxs3AxTvOtXwNeA3+vyO6piR7EgUWEyRSX40Pg/4g6d7ur8E43rI3H++KlD/NGeI2zsHZ4mhADuWdnGgL/yOUgJh84vN5S2VcBUhGVx0wu/wSHzz4850the1lyhmfTXBEk4HVTF0w8ezRVfKkFDvDwVVQZu+sn+/UogVabw2ExSeYby8sX236WbmzYhkHQJr5dwF7DHFO86t6QGKRQFosSQoqx8ddud5wDjT42crg2Sc5dp04JwgosPdPKeJw6yJDS7UZ0EjtcFeWpJQ5Esnj9HGqp5elF57Lns+OO0FVhFdqw+0+zaMiEEPXXVeA0DV4G5Q0JKloQHy9rfaZQmomRuTGknM5fXK6SRxMUITqJItLHzT/3Rxn5K/UlNiCIknCvhaUO86x9N8a7MXS0VigqgxJCi3Nw89UVnbQ5lwEkThuNofVFu3n+aV3T24UzTH0sCUbeLx5Y25S6wysSv17VzqL60IzrO6drHVUcfKnj/E3WZWwaUizP1tqhoiITt3KE8qU5GcVvFrUjLhSHaMq4zy1bZJXEQxUMfXvpxEkEniUgreMZFyrhQKrUwmji2LuDvJOJAQrx/eQlPqFDkhcoZUpSbbVNfRF1ZfgUtCeEkxA2ElNx8upt1ofTJqhKIuN2MeF0cq61sf590WJrgf7es5E3PHWNd//wb943jMEyqQlHWnz7K2jNH6WQ1AgsnCXyM4mMULW0YY5KUpnO8tpVTNeWdEu+LJ2gdGKJ1cARvMolmSVoGhtGw8BopqmNRRnz5hZfqyxQem0mcapJ4cDF7RIeVZbRHsRCkcDOMTqG5aePiSJI+7DXXvrluJ8e6V8sVGsahuPjgezzya9/N84QKRdFRYkhRbqaJIUvLcCFNmhBK2IIIuK67P6MQAoi5XVi6xr6m6gXnFRrH0DV+dO5KLj/ew5XHunEU2P1dN0wWdw3Q3tlP1Whs4lbUy7I0W1v4CdFAJ7X0TIx+MIXg8fZN/GrD5TzTtpqU7qQ6aaT1uBUTfyzOeYdPsPXICepHs1dhtcZC1CRjDPgChJ3uOSvMPEYSv5Esprl5EaKZBk5OW2ahIUt8mXUQxkWoSH6dcW+RHPvJjpwIt+VzfFsQaVgOSN0eFx96A/B2j/z3UAEGKxRFQYkhRdn46rY7q4FppWO6meaCmzBgZLICpj0c5YKB4YzHTeo6hm7nZJyuLv+Qz3yQQvDgilYONNVw074TLE6T95QJzbRYe6SL9o4+nGauT+8aEWqIUEMHq2nmFLvXtvHf215Jb6B8bWF88QTXP/085xw/jcPKzXYB+MwUvtEhUppOnzfAiCfz9+svcfXYXMSYHQaVJfYKOQnhKvr4jXEvkcVcgqiwCrlxDxRomFiYr5Po98XFh673yH8fKOCACsW8UWJIUTQeEN85D7gU2/tzHtCAPf47AZxe43bsP7RxekO/uuiMyqGkOU0IOS2L13b2ZnzqtQTEXfYNRwJ9C6CCLBd6A16+deF6lg2OcsHpXtb1DaNnue/UDY6yZd9J/LHpN3xLwDPLWnihvYn9ixs52FZP2OPC1ATulMnigRDrO/tY39HPhYc7MSOrMAeq0ZKzb2KmAGcJHEMbTnTw6ieeIRAvXKw4LZO2yAhVyRjd/poJ8TsVXwW9QgBJvFiIaYNX5zO6Yy6cjJZACE1FI4GfCI2AQCDRMNCJ4yCOkyiF30IEcuzT0Uli4DkPxO/i4kPXeOS/j87efIcLuBbYjn192QQEsN1SUWA/dl+j3cDdyF2ViZcqXrIoMaSYFw+I7/iBtwIfBM7Nsuki3bQumrmwfWDKdc+SMDI95+K8gRHqkpnzIBIO50T4ZMjjIpXnzLFKc6IuyIm6IL5kisUjEdpCUVpDUQLJFLqUGJrGhsOdXPTM0WnBiCGfm19esI6fXrSeziyJ2WdqA+xeZSf3Og2Ta587xpsee5GP7LqfH1+xlT1r2ie2NcTkE3sxEFLy6sf3cv6h40U7ZiCVZMVIHx3BWqLO6b2IvGZlxZBdw+XHU4ZBqTpxXMzWDMXGTYQkAZJUjWUTOTHwjnUukjhI4CKGg2RBss/OHwINAwvnduArwDsnNhA7lgLvB94NZG7oBUuBV479O4TY8X3g68hd+wowS3EWoqbWK9Jy6837AthPX1XYT18x4NCXfrqxe3ybB8R3bgK+gT2bKC2WAFPXkMLODzq0sWXW+tvedLU9OHUkDokp/XGk5IOHTlKfQQxJYNTrmRBDp6p8/GxjhcvDi8z77nya9/5+z8RrCfz44g189VUXEJ3HqI9L95/ib3/yIA+du4Yn1y0D7IGkNan5zu+yEVLyhoefYsux00U53kwsoCNYR2TKhPuNgx2z+k2Vm2YOEmBo4rWJizjFHm9i4aVvzkaPxTubxjBLs+Y+aaTwEUIn30o+ORE0M/Awloz9Kg/d9wD/APwV83to/0/gL5G7VD6SIitKDCkAuPXmfQK4DngbcD6whvSZkd2aaT3bfvTMonP2d5zjmJG7IoGkSyfp0jEdAmuGp+bU0vppYQSAL11/Psf8PjthegrLRyO87UTmURZJh07cNSkIjtf4+eX6xXO+15cKb3p0Hx/72SMTr7trAnzilit5elVxSuADsQR/+ctHGair48VlrSAldUmjKP02Xvnks1y8P/9BsflgIThZXU9cd4AQbBromPW7VW6aOEyQybQXiUaU4rYscDE8FqIqHwn8hLO0D7CRuIngJp9ZcJOBRAMnEgeCZK+LgT4BGws2eDqngXcjd91dpOMpXoaoMNlZzq0373Nih7g+BKzOYZdWS9daT6xppXNZI+2n+llzqAt3IkXM4yDhcSAzVYgBMY8L/5TcEQlceqSLY6tnd/FdM0e1UWpG3kilvQLFZGnvMLf+6vGJ14dbavnQe17NQFXxEsTDXjefvOVq/vCB5/DHEkS8buK6hi/n5Oz0rOg6U3IhBKAhaQ0Pc7y6gaboCMUM8RWKmGGDwEJgFLGizMRRZiEE4CKCRhKLbN5IQYIAJg58jOQsiCZDZRaSBE6GmgQ0zd/qCZYAv0XseA9y1+1FPK7iZYQSQ2cxt96871zgu8CWQvZPuRwcXdXCseVN+KNx3IkUrmQSPZnCkJIRt4vugI8+r4eIQ6c2mWJLLDYhhkxNw3DqNPcMwvLZ4a22aPaEW2vG6AhvkUI8lUZYkk/87/14DPv9HG+s5v3vew3DAW9JzveDKzfzRw8+zZ8+fj8Dvmq6ato4Xr+EvmB93sdypVLc9OieuTcsEh7ToDE2SsTpQcTKGwmxc2gEcuwHYIA2RqnDQ3jsxxYRZpEutU6iZe2uPY4APIwQzZq2Y2PgIQo5CqLJPDWBiYPhUr0/Hfg2YoeJ3PW90pxC8VJGiaGzlFtv3ncb8FmYf+2v1DXCQR/hqc2kpcQfjbFhJIyvb4CYQ+dgYx1xl9Oe1eRyYjh1/KEoj62fHUYQUtKcpfrIEmJWP6G6WALdsjArOF+rGLz26YNsPtUL2E0pP/LuG0smhMb5ryu2c2nnc7xnz+8mlvUG6vj9mou5d/VFjHpya2R5xXMHqYmU13NRH4sw7PZhInCU2DtkCyANE22sx850ItRNm2EvMAkyiI8kbuaf4F0Jr9A4bkJEaSCXJosGHhKYeSWTz/SqlQABfAex4xBy1+Nzbq04q3hp3zUUBXHrzfv+GfgXiiCEMiIEEb+PrrYmTi5pRbqcbO3uY3F3HwmPi6THhTcSRwBHamdXQ1WlsjcAtNI04NMlNMzhTXopcMujkwUwX371hVmrxYrJR296C93BmonXTeFB3rrn13ztx5/knY//FPd4Hx8p0dKE0nTT5LzDxascyxUBLIn0EyhhFZed4KuRxImBI60QSr+fTohGelhED60k5/EnJzDLljSdDg0Lndz/vhL4MPJ63rYL7UuMDtyO2PHS6MGhKBvKM3SWcevN+/4fdoVG2Ui5nHS1NlEVClMVjmC4XbhiCXTTIqFr9Ppnez3m6s6caW1bKMaZEntRSsmmk2dY12kn4D61spWfXrShbOce8Xl5z83v547vfm5imYVgyGpk+cEh3n/ktwyLWhyG/elLIBzw0F8foL8+iM9K4E9UprzdkzJxkSRegunwFuQlgDKRwEM3i6hmmOoCwkFawaM2iodjzN+TG4IY1QQYqEhoLwvrgE9R5uugYmGjxNBZxK0377sS+GSlzh+qChDxe6kZDROI2zfNjoAv7fiMQh3mm3pH2NtWvs7K05ByzpERc3Hj3snE46/fcH7WZPRS8OuN5/HU4pVs6uiig2V0sJQUY+XrJtPCUAIIhuMEw3GWn+wHoIcqAiTwkyjrDVCO+S10jKLl54AtBlM4KN4QU8EItcTx0MSZvKrfFooYysf3auEglWFmW4X5M8SOzyN39VfaEMXCQImhCiF2GiuxE5ersF23ceAI8Ky8zVH0K8etN+/zA9+hlKOppUS3LBymiRjz7EghMDXd7iMkBKauYyDQpMQdT+G10l9aE3Pk/WR6E3WxJItHonRUYCzH+Ye7eGrN/MqoN5zuA+zqsWeXl3dwKoBmWdxbdwkjHUNYBYQskjgZxEkID/VEcOfdd6ZwUjjxECNCcO6Nc8BEjIV5iv8nk8DLGVponjIvLjMWGkk04kwOURUz/l8eRAHfZxJfHmKobBWBbuDjiB0fRe4q3y+pYsGixFCZEDsNN/Am4B3YfXxqMmxqiJ3GPuAO4JvyNkexutZ9AlhRpGNNIKTEk0jiSSZxmmbGS7PELoVPuJwERyM09IZp6hnl5Lr0TRIjTgdhh07ASJ8joVtWRk/MeV2DZRdDnpTBa/afZkPPEP91xaaCjqFZFmu67RDZTy4uX3hsnNb+Uf7qfx5lw6lQQUJoKgYOzlBFkDg1ZaqASuHET4Qo/nmHtKwSCqFxknjoo4kmzsw6i0YSB2F0EgiMNFZMFQ3js8Sg1OKokCRncyzPyjGnkDKZFHtl4Vbg/YgdzwI/Bm5H7hospwGKhYNKoC4xYqfhEzuNT2M3/vo+dmPDmiy7OLA9Rh8Hjoudxs/FTmPzfGwY6yb93vkcYyaaZRGMRGkYHqEqFsOVRQiBfYl2mSbBWBzD5yZc5SPldDCzaeNUuj3ujOsEoGXIK1o+HGFtX3nLrK873IUR8NCeMvizh/expSv/eZNL+kN4xtoDPJpBJJaKFV1DfPHf72LDqWJGDQSjeOknWJbn/RRONCSBeY6psJOldcrhdYnjIzzFk6UTw8MZvJzBSQQtrRCaiV3jNvlTuk+70FlrRtb+RGB7v8KVyC3yABcCO4EOxI7vIHa8fDq3KnJGeYaKgNhprMMeHrgdOznPh31VcgHrA/Fk7aJQhGVDYRojcZymfcNL6jq9AS9dVT66qvwM+Wbd/HXgJuC1YqdxD/CvwBPyNsfwnDZ9bNQNbAW2X1Jb9dbzh0JzliSFHTpnPC56PW76PS6Smt0/xSElNckUTfEkTfEEi0IRqmKxjGJkLqSm0dtWw0BjEGcoc8Jtl8/D6nDmUmLdsmb1GhrnqhNnOF3tI+oq/a/4yv4Q53ZPPlBWJ1K8bv9pNvUMccf6dka8uY3N8CXsnJARr5uuuvJUkAEsOTPCP/3HPdRESlOJF8NFP0EaGC3pzW78Ru0mSYI4yZwTfadjos/bs5QPQ9ThJYKPviJ0lpZjPxqlEHOFNo+0ENien+kex7ju4GhtLZv7j5SjtH4uvNhz0XYgdvwF8L/YA6fHh8O2YF/Tk8AZ7KGwTwO7kbuyd4gFEDt8Y8cZ/2lNc7zdY8dTg2bLjBrHUSBip1GFHfL6AJBTTGPJcJgLTveysWcobbVUZ5WPJ5c08XxLnZ1jk54ksAv4mrzN8dAsuz42unrMpj8GagH+4FQPzRmqfCzgaNDHc7VBOtJUdU1FtyzedPgUmweGs26XL/tqgvzviiUYM4RNXSLJBw+dzHhJNzSNaBbvUUeVl5+vX1zSvkO10QR/vPswgWT6EEBC1/jFhnYONtXMeawNp3v5/ld+zuOrF/Gh9766yJamx500+PoXf8Oi/tIP/awiSg2xkh1fYNHCGcC++Y5Qk3cytYSx8vfy+iiC9LGE/UU+qt3XuZiEaSJBdd77aaSo4SgWPiSTf7Nf2X4FF/a8yKUdh4tpZrGYrd7SEwF+CHwNueuZWWvFjs3Y1+S3Abk07IpOOd7eXI1VzI+zQgz94/WPC+z27l7AAEL/766LcoqjiJ2Ghj0teWJf4L1I+QmEyFjHq5sWVbEEDsPC0DUiHhdJp/135U+muPHAaTb3pA9PR506d61ezJ7FY91ex7+j8b71MJ4r8yzwXnmb40nxsdFG4KvAmxGI8Vwa3TT54JGOtJfEYwEv97XUE3bOfcNwmBbvOHCMVSOleWA5HvDx3dXLZk2df+vxTlZm8A5JIOxxI7OIneM1fn69tq0kgqgmluDte45SE89eTm4J+OX6dp5vzV7ltrJnkP/715+w68J1fOaNVxTT1Iy8/xdP84aHD5blXCBpZgR3yXrlSFromfgTKUQQGeiYpe91kwaLNTyBo+gVY8UVRMO0Y5L5ASQbdRwY8w95kXiwEHzh4kv42GN3FM2+BcADwDuRu44jdizBHmT9qnkc7/fAe5G7yt/A6yzjZSmGxsTPNcCrsd2RW2FWiclxbBfnk8AP/99dF3UBiJ2GAF4B3IjtHt0KBEiZ9kR1tw7O2RdLh2lxwaFOzjnZy8qeIdr7RnBNyYcxhaCjIcjR5loOLGng4XVLWD4c5rX7T87yKkQdOs831rKvsYaT1QG7vFoXoImxXMkpT6329xfGlJ6xKYcwRVC0jMa4Zd+pacdPaBoPNNexvya3rsJCSt524Djrh0qbh3OoKsB/rV46rdR+dSjMH5zszrhPwqGTcGUPQ3UGPNy1soXQ7DBkwSwejvDG548TzOARmokp4Mebl3O4IfNTtTtl8ODf3c6PL97AztdfWixTM7LheC//+vW70cp4CXBi0JLH3Kp8EEiChPBPCTVZCEapIjVnzkrlvELjNHKCRk7NvWHeFCdkZqEzxPKCj1XHIcRYgrSJj4eWrOGC7hfxGZXpTVVierFzQ3OLkWcngt0T6evIXS+/G/YC4WUlhv7x+sf9wHuwXZJr8tjViDr1O35w7uqO07WBGxgfWColxA2IjD2t1XltQTKF2tEYN+45wiuePU5NHt2Poy4HD25cygPnLOX64900RuJ0+b08vqiRFxpq7TCZQ9g/+fSumfF1ntMzxDUneidehxw6P2tvYdideyfcS7t6eXWW6fHF5HdLmnmwefr8ozef6GJthqGtEoh43BlzhzTTYtMLJ3DFEnz7Fedy/znL5mWfw7S46lg3F53qy/uWEHXqfOPCdUSyfPY/+tefsHdFC//8hsvmZWcufOZb97L9UGahWSrqGcVfhNEUM9GwcGBQy+C0cnUJxPHMWWVm9xQqXVP2uXATZiWlmus2f0EUo3ZsHEdh1HFwIi9IAr9bsZkbjz03L5vOMr4PvEu1AigNBWXDiZ1GDXZi2TnYMVANO855ANgtb3P05Hm8NmwPzhomk49HgeeBPfI2x8i07T+XcgAbx2xoBlwXdPQuvl6INwSj8QZ3PIVumiDtPjeGUyfhcZFyOSaEhQQGPW66gl6O1QQdL7TUvj7hcIBh2YLHtGAkYb/2OqDKPUuUXPPsMd5573P4E/m7tn1Jg1fuPcornj3GYxuXsntJI11BP1LTaE4k6KvyTITV8mLcxLF7gXtKaXrYofP7xhpW9gywaDiM2zCxEMRcDk7VVXGsoZrojBt1fSzBdafKd8O8trOXAzVV9LrduFMGywdDJMJx6nqGcJl2wnTC7STqd5NyOxGAN5Ek4pn9/WimxTnPH6dmxBZSf/brp7jqhZP88oI17F3RkrbZYyacpsmmnmEuPnmG+lhhN3JfyuTGgx38ZPPyjNu8uKSBYBlGirT2j3Le4fILIYAwnpKIIYFEopHAjXdKXxuBxEcEDzGi+InjTSuKrAr3SU7gx0JDK0l5ucV8Rl3YgjL/XKHp55/esPP648/P43hnJW8HnIgdf4jcld8vidjRin2PXUuaeyxy1whix8qxbZZhV9kZwCDwDPAscldsxjF17HzZmcnlPdiJ4C8idxU/Ji52OIFN2Pf/xrHzJoDOsfMezPvzIQ/PkNhpLMYuz34LsGqOzbuwk3y/Lm9zvJjheOcAHwRej/1BZkICh5DyR5j0AG8GLsb+svAkUrz34efZcqIbTyyZ9XJmaoL+mgD3rF/G3WvbSWTKlUmZtrzzOqaFnGxrJMFIgo/8+knOO34my9nyYzTgYf/6pcTGQjkSGPK6ONBQxb6m6oKropYOhnnrnqO0dg0QGApTE8sy/BTorvbz0OrF3L1+KUN+D+/cd5TVI6VPrp1KyKHTdKKfJUOj6Fl+PQ2Hxki1n/6maoZqgiRc04Xc+hdP0tQ3knbfnmo/d25bxbOrWukO+kikEZ7BeJLW0RjLB0fZ3D2IJ0sbgHz40eblHG5Mf2O5Yt8JPvybJ3nTR99clHNl4t137OHNDxQ7YTd3WhnGWdTcIYkDc2y6lUEtA+iYiDQSx0IQw0cCDymcWGPPhCn0efdXmi/L2Itvnq0BMlN4/lCCIOGsl+nsOIhRzcmC91dMYw/wFuSuQ1m3Ejs2YUdJ3oBduZYNi+y/HAZ2jup/ASPYwuxS7FzaTMSAR4D/AH6O3FV4Qpw9S+7NwJ8AF0DWxLUwdu7WN4Df5CqM5hRDYqexHHuo5+sp7NHifuCv5G2Op8aOdwnwz0BucQApJ9toTMGVMnjjk/u54fljOI38b1I9VX5+dt4aHlrbPrlwfE6gQ5sdmhqzo3Y0xif+70GWDBT/gpV0Onhu83IiM2ZrGUJwpD7Aw+2NWUMsM1nTOcAH79xNe296QZANQxM8s6SJGq+OUYby9JksO9SNJ577307U5+bwilaGx4aaNvYOsWF/9n6VJ5c1M9hYNSE8Y04HlhDolkVVIpWxQmy+HK8N8N/npX+e0CyLn//Tj7jltjcRy+O7zpd/+9JvWN05VLLjz0UtEYJFHNEgsHBg4SJOkBCuPDxPFhoGOr20YFQwTAbQyiFqycuxnif5X8ItdIZZipyHUHQzRIDiPTwqkMA9wEdnVbCJHRcBnwcuL79ZGekGvgh8IS9vkdjhBv4W+BBQX8B5TwKfA745V75VRjE0lkj8QWzhMt/phybwBWx31oeZqUCnVkvNRDJr3dquft53zx5aRuZu7TAXzyxp4ltXnstQtS9zfo5lC6FALMGn/+cB2gdKl0icdOo8c+5KYr7ZPVLiusaDy5rY35TdXe00TN7y4Au89qlDWT0ruWBqgt7WWkbqc0u2LhbVg2FaO/JvBntiUQM9bXVs23sUZ4bu1QCGrvH81hXzniVWKF+7aB0D/vR9cN55z16eW9rM7lVtJTm30zD52d/9H84ieboKwU+ceub/9zuOgxTVDOMjUnCwq4MlFRdDzRyhnlLm5+WfOzRKC8l5jjgJ0IWb8jZCPUtIAZ8BPoutdP8R+AsWbkPlp4A/Ru5KGzGahthxAXA7ObaumYP7gHdnq8pLK4bETsMH/AS7oqo0ZBNAGfeBm54+yJsef7GoFTARl5MvvvZCXlzSNON8cppH6m92PcL5R0ufZxHxudm9bXXGkvFD9UHuXNWKlWaIZ30oyv/7v4do7y/uhWe0yktXe33WMvZiIiyL1fs6CvqeU7o2543+1KJ6Bio10BV4ZGkT92YQO754kvfevZsvvfbikpx79ekB/u0rvyvJsXPFiUEr+Xss06Fh0kIXjnmG3c4OMZRfqGy+SdP2GU1qWRBNFScYt6SyWWJF5Vns0NG6ShuSAwngPchd38+4hdjxEewmw8WMW0eAP0DuStvLYdZfhdhp+IG7KLUQGm+UmisCbnlsH7c8VlwhBHbfn7/6+aNsPjHFPT1DCF31womyCCEAfzTBshOZXcprBkZ57YEONGv6B9EwEuUz/31f0YUQQDAUY/HxPoRVHm+C1DQSnsKqUnPxeDy/aq4QemlZNJK503DU7WTvilaqI6WZ9N00XDyPTKEYRXtwlTTRPW8hBIXN3So2pUmenkru7zFGzbyFEICb0IL4bKcigBS1mAV2KV+AbOGlIYTAFm3/hdjxnrRrxY6/Bb5EcYUQ2BGunyF23Jxu5bQr0liDwV3YiVELBwGv2nOEm57Oni82H1ymxZ/f8QQrewZnCaHqSJx33ftsyc6djsUdfXjDmbv1LhuJcsORSXHmjyf5xI8eoCk033b+mfFHEiw62T/p1Ssx8RzHWOTLo2sX46hQeGycltHotM+xJpbkiuM9vOXZY/z5Iy9ySf8oV+8vRc8Zss6DKx/F+fzrGMBVwCT1dDhLUOGWL+4ihg4zk/3vVyKI0ECUxqzb5XouD5XLTcuOhkmQFNVlHb+iAOwLwDcQO3ZMX7rjvdhhv1LhAH6I2HH1zBUzfwNuBa4voSE2QuR2LRSAJmjvH+EPHnmh1FbhNkw+cOfTOFPTnzJveOYYgQLK5+eDJsEYivBQUy0RPb1AXjMwyoax5Oh33/0MbUOlH2cTGI1TM1CesTkJb2lCFj+7cC0N0dJ4XXLFY1rUxJMsGwrz5ueP874nD3LpqT6WDUcmqtZWRxK0luA7LeV4ktyZv6AOECJA8T4fN6VvaZAdiacsYigzKdyMsIS4Pcln3ngZQF8AIjMbEhcpauaVIK4oCA34FmKHXaYodqzB9giVGhe2Z2raAMiJq6LYaawGPl0GQ8ZOOIcaGuu0rJsW779rNw6rPN6ItqEwtzy6b+K1Zkmue64yndDPP9HDUZ+H769s40BV+hz2K070cun+01y1r3xlq009wzhLVGk1FTPzfLaCOdhWR3dDVVm7LmfiusNdvOW546wcDKd9LnUA1x7vQRTZExfyF68Td6Fo8xJDEjcx6sg/wT4brgqLITeRMoTJ0pPCwyjNhFhS8LiNmejE8dJflGMVG/u3b+o9SMeYd52QogDqsD1EGvAdspfqF5Ml2EVdE0y9Bn+ljIbYZNJDU0ZOXPfcMZZl6BVTKl757FEWjVWMbTvWTX2WcFUpcVoW1xw4RULXuXNRI79a3ERyRtK02zB5312l6lqbHs2SNHWVw/Vd/FDWXeeuKLq4KJRVg3O3Z1gyGuOSk71zbpcPR9uK89Q/HwoPbUl0DBrpK6o9AB7i6EUKuRVCVRmFg4VOEh9RahlmCSGWkKSKYv3NCUwCdC/YBGWJg5nvVau4Z/Cs5SZsYVLu9Jx3I3ZcOP5Cgwmv0A1lNmRu75CUXP/s0fLYMgVNwvXPHwNg46niX3TzYWPXwMS/jwV97GpvIT4lzNHQP0KgwI7I8yEQipXcO1QK0bKvvQkjTRXeQuaKk71s7yjejTLidWE5K9vR35V3wrMcG7dh4i+RB0UA/pI1PJwLib9I1XVzcZjNHOE8QiwiRkPRk4gFJkE6cCxgcSHTDF/Qij4kV5EH76rQef90/B/jd9UPUKkqw5lnneIV2nyyl5YKVb5ceuA0nmSKlWcqm/y3sm942uszXje/XNJEauwzWtQ5kGav0iOg5LlDxRZbo24nvTV+Ek4HMUdl8wPylXnXHe3mshNniiIQ37b7IRalStnYb27cOd94JkWQPtZN2l/CvBp7jEf5PYduEhjz7OWTKzGChAkwQF3RR5AIUlRxGieV8abnipzVQsGcGCKrqAjl+eWfzZsQOxpgUgy9rUKGzGaKt+jSA6WppskFX8pg+9EuVpwZrpgNANXx5KwwXbfPw8NNtbgSyYm5W5Wgaqi05/YU2ePVXTvZOLI7WN6IcFryrGi7/GQvb3vmGHXzmF0mLIt/vPMnLCJ7d+5S4sTATxwdE21iZIaFQE78W8NEx5gmgsBurugs6RO8Nm3qfTkQWAQJk8Jf8nEgSdwYYzlBEXx00wxFCg26GaGG4ziK2Fm8FNi/ZdPzokQFw6OKiuLGHvOBJnYay6AoNZSFMfWGMOPeUGmvzJruAbypyv+R1KbpN/NcbZBkorK2OQ0TRwk/n2KLoam/Xz1VvuIeO0/yGRI7lcWhKO/afZg/fPB56kbzv2m/7sU9LBvqp44hAhUKCVURQ8NOotaROMZGaTgwJ/6tjxU7z/yUSln+bksugZ8IjjLeHANE0LGwb8ml7XsTnfEAbuAgioafHrQCP1sHUYKcJkB3xRLA88HCw8zfLOUVOqs5H2zP0LYKGzLJlBuEN5GipQyl4tlYXsBMr1LgSNfoUAhGylRhlw1PtDQ3J3csOavFwXwJTJl1dqS+Ul5ZGzmP6ITTkrzj/uf5+Wf+l0/84D4uPNiRddK9bpps6j7FX9/7c374g69OLF9K+askNSyC8wihlFIMjfeaEUAVIcoRLnORwDvl8yi1GAqlaaIYogE3w9RwjCCncRFCZPW+STSSuBmimuNUcwpXhVsC5IqEl1OjRUVx2A529e7mChuSNltp8UCo4m2wFg0tjFk6Roa+MK3DlRWLAO54inD2UWkFUTNY/PcWjE0KhpO1Qfp8bhrnEXIqFEnhnqFxLE3gNC1ueOYYNzxjJ/t31gU53FZH2OOkTuumyehj5UAP53aewGuM39wmq2ja6KCbNgaL0GU4V5oZRJ+HyHCUMEQ2NUTlxKCGEYapplTplE5SVBOadvRilbWnw0RnMM3k+QQ+RqmjikFcRCaEjYWOgQdrLNlYIMdG2saL5gGSlDdZ1cQHaZKnFWc16xE7HA6gBLey+eMrc5PDdHhSJjGnjrfIHop8GfGlv0D6ytDrZy60Eozn0ExrXvlIhq6RdDtIuh2kXDpSEzA2AebaAyc5XRukoybI7sUNvPJQZ/EMzxEpMgwEzoNEmon2iwZHWTRRri9ZxklamJp3J5h66xHARp7nUS7HLMMNooEzNDFAuKDh0zbz60+UnZlHdpMsmSByjh175vspZSfkQVonhM1M+llM1Yy+TRpmyT0+Fi40jLKEqewAbPrwuOpAfVajA/7ZzRYWCAvCKCE40VjD+q7KVGwBhDwu+oKZ8lsqHyYrhQl1fSH0PEOAEogE3ISrvVk7V7/mBTs0ZAGHm2pJIHFLyja9XkLaAbv5MlztpzlrGFdwgvWMUsMy9o8lHc8+r5cYG3mO59iadn2x8BJhI88To2ZeYqjcuElSzyAhgqQoxngYiZ8IfqIZPu3SfAcmOmdYmnH9MI1EqMJfxsnyErDwY2HhYKSk13yJGKvWS3+WdKX2irMKTYMFkvo/42aUdFReqRua4GhLZRvUHW3I7LhLZRjTUU5kkXv2uGNJ6nvzuyCPBj10LK9noKUq5xEeGrC2d4jWoRGqQyGcyfJ4Ii1t/l4hgJHq3LrlDtDKs1xKPy0ZdWsLPWzkeUolrj1E2c6TuEninLP3jJzxM3ttqcj0rTgwqWWYAKPz8mA4SVLHIIGMQggokYekk9Uks/TUNTWNQ87NRBweTFGea6+JD4kDiQuDqpJ9t7YQqiZ7eExHLoxHcEVliDmAw5W2Ih09NYG5Nyq1DdUBXlzcwGv2HKmYDftbMz9Fd1f7Obejsk0hk+7iPVEJS9J6eiDnS5Lh0BhoDBL3z++JXbckwUiERMpJ1OtFlmh2lyUo2rGHagNYQqDl0HfIwM0RtiDZRyNn0m6ziA50DF7kHIxZPVgKp4phzmU3njERNFNM2CX0JhoWOua07972HGgTP8ZYvRklyhvKJnTs/kYxfMSI4yGKN8fPSeIhjo8Yzhwq1EoxxytEHf0smrZsJODlVFsDA7VBBmsChP3jQukGhLRoHB2gfbiTJUOdnNu5j+p4cSsPZ4asJG4MqnEUecK9RCdFFbnkCUmciAU+R01REjqQu+IOYHelLUmXRTcY9DHic1NdgQTXcY431fDUqjaGfG5qK2CHoQnuWdeecf3RxpryGZOBok2Wl5LWU/144rnd6BJuB71t1VhFnF/mTqZwGCajAT9Wkb1udniseLYm3E56mmto68m9/cRcN+8WeqhhmH2cw8A8u21omKzgCMs5mkbc2mX0TlJZc4AEoGONlZ2DiyRWCXM7ckkKFtiNGb3EsRBjXY/sbkgSMZaVZeHAwImBAyMvf0Oxe/TE8HOcc2BMYpxqa+DgijZ6mjJ7vKXQ6K1qpLeqkafbz+UX57ySc7r2c/mxJ1jVf2LeNtlp2LNHf9gDU+vQCaPPs3u1LaS9mPhnnScTJt6C2wsoXtLsBlsuvwAkoIRlDLkg5azwwfGmGs49kf5Jthwcb6rB1DXu2bycNz5+oOznf2ppC0P+zGWgRxsrm/tuaYJkmkTe/A8kaTs9QFUot5LrhNvBmUXVJfHg6JZF1WiYUDBQNEEkGRs6W+S8pBNLm/ISQ7kkSXuIs42n6KaNkywjRE1eNmmYNNPDco5mmCiv4SNWUEBCTPlvKbA9Q7nXN2lI3CRxF/EGWkwxFCXAEc7DxEnI7+HRbWvpbajJ+ziWpnO6dhEPrbyQfn8dWzuex20W5p2zPTXVkKG5pMCY91gMWwi58xJC9n5OJDoi71Exipc4thiStzlSYqfxW+D1FTEji5t/94rWiokhC9i7zC5D/d25K3n17iNlbcBoAb/YsjLrNqfqqugJ+mgpoPleMQgHvfO+wTsTKVpPD+LL0fNmODR620ojhMbRpCQYjjBSFZz3+7OEKFqe0Ez6G6oYrvZRM5Lb9x8l99BzK1200sUI1XSymBFqCRNIW3XjIEUVI9TTzyJO48pyMzNwzUvO2G0ZRUmqygS2mMtUcVVqNBLoRQoBHmpYQXN/gipCPLViPU9sWouRxwgaIS3W9xzm4hNPs2LgJP7k/MdrWLjGkpjT/e1KdMJoxOctd22PYgKBgUlVHsnRAhMvjrQiXvEy5pcwGUj9OhUTQ5lXPbyunbc8/EJFSsifb2/izFje0mDQy39ddQ7vv3tv2c7/m3NWcKilLus2Ugju3rCUtz+xv0xWTWewfh55XVJSMxCmqXs4p7yXcQaagkUNjWVCtyx80RhRf2GdqkfcTp5a0shVpRTzQrB3ywqueHhfTtV3kQLG/1QzQvXYAFETjTBBUjiRCDQsvMTw5TG+Yv5NBQUp3LhLVPfhIEWyQmLIDh+55zXgdMQT5H+33kRfoJG/uvt73LtpKY+s2ZDz/kJaXHLsKa4+/AgN0eJMALAbHQbHOj+n38LBSNEHpdqjXoYxqE4ziyw9Fh4sEmpoa/kxyeQuLC2PInc9C5Ni6G7gCLCqrGZMvQmm8U4nXA4eXtfO9c8dK6tZAHefs2La67u2rOCSgx1sLsMU+64qP/99wbqctv39unb+4KmDOEvQ7ycbp+qDfPrVF3LhqTNs6+jHl6PXTEpJXf8otQNhXHmK3NEqD3FfkXKUcsCTTHKqroqGPMaedFb5eHpRPfuaa6mJJ0srhoDRKh+HV7WxLod+SQm8JHFm9dxkQ8eaEEaFIIFUEbr/JnHhKoIHIR3js9Iq0XdG4mSEZTgJ42EYJ5Gc3+PpmjYeWX4+u5dsJuVwURUL89uNl/DAmu0ANA0P0To8SOvQIA2jI7gMOxSUdOgMBKvprqkl7ta47vA9rBwo/kzIzLleEgehkokPMSa0chdEdgm+k0FVW1Ze7geurcB5vzb+DyHHBInYadwM/KSsZsx8mp0ysX6c2nCMz3//9/jL2IRxf1s9n95x+awuwbXhGJ/54f20lHA4asTl4P+97lJOZCmpn8kfPbmfm/aUtyjws6+8gKfXLwaXhsOSrOwfYfFIhEUjEZrCMVzm2MVW1+kNeOmq9tNR7cc0LT7z3/fhyLePkICOZfVl8QpNpavKz7cv28zSoTCto1FaQ1ECSQOHZWEKQcTloCfoozvo5VRNgN6pA2Cl5C8ffhFXiYWqsCTn7z5MSw5Dhds5TFuFhrTGCTDM4qIcy0MU1zyTbDNhomctQy8XGkmcRO08IpEk7tZxWCam0Ii4/XTUtHG6to1j9e101rRN29ebiGFpOuecPM6240doGM3ersLNCEG6ilrJNRWJIEU9M5947WTp0k+4l2ikqCV9iG42gsRYZZuiDBwFrgGeAprKeN69wAXIXQZMEUMAYqfxI+CWspgh5ewQWRoxBHDFvpO8/+7yFL3FHTp/89ZrOFOdPgTUNBzhE//3YEkEUdjl5NOvunDO8NhMHG6Nz//wPpb1lWeW2v1rFvOVa85jyUCIK4908vg57Rxpy93mtzz4Am96NL/QXjjoZqC5Kl9Ti8JXrzyXYwVW7r1t71GWhEqf06WZFuc/fZjmOX4H3EQ5l8crcpEfZDHJPPKWsiMJECrZYNAkbswithgoBv/4hrfmlnsmJRccOcgV+5/Hbczt1XQzPCaESouJG5PJv2FBCgfDZftdNPFg5hwqljjpV2Ko9EjgKuSuBxE7yumQSQHbkbueG18wUyb/KdBTcjPSCSEY67M2e8WDG5eyZ/nsmTql4EeXbeJMbeYLdm+Nn4+/9SoiReyvA9BRE+D/3XRJ3kIIwHA7+LdXn0+qDF6TAb+H51vq+cefPsy///e9vPnxg3zhW3fzL/95N1c/cxxffO7Kmt+du4KBQH7hktHqyj2pX3q08JEdJ7P8LhUTS9d48vzVnGjPXhKfwMdwBTpAG7hIklujyNwQxPCVrFGf3RxyYU0yd5hzVznVhkd5+4P3cN3ze3MSQi5CZRFCYCeIa0QYb6jpYLSsYkMnnnMfoWIkcity4ivIXQ8CIHf9FPifMp33k1OFEMzwDAGIncYW7PhdTUlMyCSEJgwg7dOPJ5ni4z99mJVnipPUl47fnruS71+1xX4hZdZr4dvve5Y3PD3/0JQp4I7NK/nh+etI5VHtMYFDg4D9BHvhwQ5u+/nj6HkkJOeDBWgpC0eWz0UCnfVBjrbW0tFQRcKpIwBP0mBp7wgruwZpHonaSZWu3KqsDIdG57LKjXBIahp/8/rLCuoTFIwn+eATB8uagdLYN8KWZzMLUzcxNvMkeplKiCUwSDupDHOh5oOTBJ6sHZ0Lx0Ijjnese1Dl+czr35L1d3DRQD+3PHo/3lRuKQUCgzqOopW5lFwikDgr0tPHGhvBO/dWgyULGSom+DnwRuSuyV9AscML/Ba4soTn/Q7wJ8hd077gWWIIQOw0zgN+B/PsvDaTuYTQhAGkvUn64kk++svHWFuCWWG/Pm8VP7hi8/SFWQTRpQdO85e/emLidcyh4zVyv6ikNI3HVrTyyy0rCw7BAPZ4OeekiLroQAd//qsncJpFfqqVEj0lEUW8Pkgg6dHnFG9Rv4u+1sr2VPqXV2ynq8Cu6O/YfZhF4fJOvXGkTNYdOEVrzzDeNPl2zXSwnENlsSVCLaM0l+z4pRJEYYebp+vXsLXvFC6rsr1nkrqDf74pcwZD22A/b334vpy8QeNUcRo3xe0s/VIgSS3ZOlLblW0vueaLCexIz8KK7WbmJ8AfInfN/qDFDj/wC0qTUP0fwAeQu2bdINM+ZsjbHHuA84F7imZCrkIIMobLoh4Xn91xGb8+bxVWka58YbeTr1+/bbYQAluQZXgQ27u8hfgUEbJ3SSNfu2ILD69so6vKn1ZD9fs9PLGshf+6aAPvfft1fOkV2+YnhHRhe4am8Pi6xXz8bVdzqqF4+TXCkujJ4gohsJOi925dxZmmmqzbJYockiyExUOF3zTc0XjWflqlwBLQX+/nhfWt3H/xeg4tb2WgJoA5NkvuDIsYpKHkdqRwM1rkZ6p054gSKGp36tP+Bu5atI3uQD33L1pXcR9BT03mjtHBWJRbHn0gLyHkYvSsFEJgh8syoRF7KQqh8fv1pcCLFbZlLuLAXwO3pBVCAHJXBHgV8FnIYYZNbowC70fuel86IQQZPEMTK3caAngf8M9AoXfXFPB5LNkNfJV8WoJm8BABrO4a4H1376ZtqPAGWbuXtvDtyzczXOeHuQaOWrPF3Afu3M11zx2feP25G87nyeWtAPgSKWqjcZymhaFphLwuQt4iN/kOOiFDnlBwNMbb7t/H1ftP5F25NYGUaIZEK1HqRG9TNc+fuxyA+v4RVh/uxJ2m3L6vpYpooLIN0u9ds4Rfbc7eBDMTn/3pA1huN5FgMXNmslPXP4QnYV9rTrc0ERo7t2ZabNx/kiWd/WjS5ILokzQa/SWxIYWLQdrLOBFc4iaGi0TBXqK45mRPwypOBqd7sq46tY+aVOmrnjLxxMq13LVle9p1tzxyP6vOdOd1vGpO4MqjP9TLCQsdg9m5mRpx9DLnMc2TBPAZ4J/GK6IQO9zAJ4G/YOF5iR4H3oXclXv1jNixDTuslcZbkTN3A+9B7jqZ9VTZxNDERjuNIPAO4APAxhwN6MB2SX1L3uboARCfT71jbFnud7YsgkhIydZj3Vz33DHOOdmb03Nh3Knz6OrF3LVhOafqqyfP4c5hXMK4d2vsI1t2ZpgvfO/3E6uHvG4+csvVhD1l6IXj0cGT/iajmxZLukL2ANJYgouOdHLB0U5qYjmWIlsSzZQIq5TDD2DPtpUM1U9WdwjLorFvhEWdA1RN6ap9prV63sNY58vDK9v46dY1ee9XG4nzqV88jAR6m+oxnaUXBr5IjJrhyVLqvtpqehsmL/7bdx+ibth+iNCkydbYHtpjhSeJpyOJlyEWIyvSR83CSRI38Zw7Vdvl9C7uX7SJYc9s0bq57xQrQr3FNjRnfnrBpby4eNms5ZtPHOO1e56YvUMWdBLUcbRIlr30sPtdNTD16qYRQyf8UhFCJ4BvAt9G7krf+E7saAXeC7wHZkzpnR97gRi2JyoXsZUCfgZ8DbnrgYLOKHYI4Abgg8Crya0/Qhz437HzPpnTaXIRQ9N22Glsxv4gtgGbgCD2b1UUOIg95+Np4Cl5m2NWoF18PrUe+C5wQe4nZU6hUjcaZXX3IMt7h1nWO0wwnkSzJIYuGAj6ON5Uw/GmWg631hFzOexcIEtOenx0Ac483OxjwujDv36Kq/dNCs4X2ur59KsuIllIMnSOuJAkq91pPxNhSVp7R/Empn/0mmWxZDDE4sEQiwdHaQxFcZomEkg4HfRU+6kfjbHhdH/Rw2HpiLudPHJlZl3tjSYIjkYJjsZAtzBdlbipTlKoGNp8upf3PGQXLaQcOgMNdSXtleRMJKkfGEKb8h2GvR5OLrY9lp5Ygs0vHCfq9xAOeBkNegkHvFxw8lle//xd+FLzy20y0YhQRzRNT5lyYqADAgcpdIyx/0/+TdhJvGJsZKw+IdoiDhePLFpNwjH9Ol+diHB1R2U6vUddbr504xswZ8zKE5bFh3/3S4Lx/DxWPnrxUxpv4EuFFDVjTRhNHIRfCqGxPuDT2N6VpzOFemYhdjiw79fbse/ZawEv9l1vFHh+7McA6sa2W4btsDCBQeAZ7Hv648hdJ8aO2wBcMnbM84BWwAUkgW7s0N1u7A7Pxftls0XexVPO2zh23gTQOXbO8fMO53XofMVQMRCfT+nAn2G78nLvwpaDKCoUZ9Jg2dAoR5pqZjVbzIYvnuTL/3kn9VMSZPcubuSfbzifZAm8AI3RmJ1MnEEINfeF8cfzC7MKKVnZP8TrnjrA4t7yPB1NDZHNRePgEP5YeROQZ3LPmiXcUUCY7IqDp3nT7oMTr1NOBwP1tSURRLYQmj3eJO5ycnSp/WemmyaODH/z1bEQr9l3L+d27MOZZ8KwBHqcLezzbWBdqAeHrGxZui1w7M/YAkI+HwmnE0sINEviSyaoikdwpqmkGnW6ebxtJXHHdG/kFR37qUuUruFqJh5dvZ57zjlv1vJ1Hae4+clH8j5eNSdxUf73sZBIEUQg0Ym8FKrGHgBeg9ylhqaVkIpkpsq/cprAF8XnU18BXoftyruU7HlJA0juB/kEcD5CXA1ZM0DHFUG29ziIlA8SN19MRY3zDzu8Fzf0hQOhOl/Onp2ox8XXbtzO3/7kYfSxv6mtHX188leP8aVrz+NMdXHyRDRLcv6pHp7YsjS9IDQtZNSg1+mkSgoCKQO3aWUWj1JSnUiyYjjEhv4hgqkU0ZYqotEk/nDpn5JGq3LvG5R0OIraoaYQegr8Hh0zuk87UwYN/YMM1VaTchUvpO+NxqgeDk3zCI0zIY6kzFq5N+Kt4veLr6A7upiV0RMsTnQQNEczhpokENH8dLnaOO5ZRlQfy0uS+eWvlIKo08WBRUvoq6pixOeb5VUBcBop6sNhWkcGWXWma6IkPZhKcGnnEfY0tTPknawgPFrTTN2Z8o4GMjSN3SvSeySv2l/YrERHGTo+L3Rm9jiSiIn/LjC+DfwpcldlnwbPAiriGUqH+HxKAKuxXV9NTLq+uoDd8q+cJ2bts9NYiu0uW4Tt1ktiuxP3wETd8MqxY7Yw6cbrAvbI2xzTrmzib8IasAaHuAq/84M4tHNytf+6Z47xgd9N75Idd+h8/8L1/G7T8ry8TTNZNDTKa/cd5/brt5JwzdB2UkLChPjsJ9zF4SjX9AwScjowx86vS4k/ZbC8f4jq+Oy/L90wWXawF4dR2if7Z7YuZ6Axt3J5byxO82Dp+kvlwueuP58zVfkLoisPnuKNu2eXsEsgHPQzGvTPy9upmSY1wyE8WZpdJpxOjixbjMM0s4qh5ce6aT89PQVBkyY1xghVZghdGgjAEDphPcCwXoOhzRZ0FwwcQq9ww8IH1m7kdEPunf01y6J9oI9NnSepi9gP4BI4Vt3IgbrWif4+F3UfoiWafbRFMbl34xYeWbtp1vLGUB/v/f3d5BuK1EhRT3lH9yx00ozFXAicxk76vbPShpwtLBgxtBARO43rsLtyv5ocJupe++xx3v+73bNuOEcbqvnNpuU8smpRXrlEy/tHuGHfCRpiMXbuuJT4VCEkJSQtWwilqxaTkmu6BzhnJINnVUrqRkL4ErNvooHhGItODuZsZyE8ff4qRnLszqybJkt6Kpe8Gnfo/O1NlxUkaM870cM7H30h43pD14kEfER9HmQeTR11w8AfieGLxGaFxWZhgStiIZBYmkYk4CFU5WO0yos59vuYTggVytaho3isyk79vmvTVnqra/LeT1gW53SeZPPpExOfa9Th4kR1A6eCdejS4trT+YcRC6Grpo7vXH0DUsz+vfjTe/+L6uH8iwp04tRR/sHXC5UiCyEJ3AX8G/bg8w8Db4ecZ4CAnXf7Dezk6LOz90GFUGIoB8ROox14M5NJaCvJ8De0tqOfP/3NUywanC1CRt1OHl3ZxqGmWo411tBRE8CckjtSHU2won+YlX0jnHfqDCv7htl18Xp+csl6uz+MJcGQYFqQsjL2bQomDbYNhxAOwdZT/ZjuDOEYKQlEotSORpAzWgs0dQxTO1C6vIKnLlhNqCZ3T0tL3wCeZGWSHJ9Y1sKPtq8raN/GUIS/v+OxObezBMQ9HpJuJymnk5TTMc1jJCwLZ8rAmUzhTiRxJ5I5X8SrhmLU987+LiUw0FBFqMrD4u7iNTJdM9pJfbJy13EJ/O+Fl2M4Cs8CqImEuXr/cwQTk95TUwi6/dWYQrB8tK+k3oSIy813r7yeweDszIEtnS9wyxN3EyH/EUUOYtRyfO4NFQC/wS5dv5zJa//MRMfjTBYN/QS5a3qZntgRBN7IZNLvJuwIxThDTCYb3wXcO7MzsqI8KDFUAGKn4Qa2Al8ELpq53pUyectDL3Dj7iO4snSCNjRB3OHA1AQuw5zWwfpwYw1fv3ILJ8ZDSTl+TZpTYHkdMOZlOO9UH5d3Zvfy1A6EaBwYIVo9ZV6YlLScHqJ6qDT5BU9duJpQHnk4vmiMpqHhktgyF1+45jxO1xXYZktKPv+T+/Gm8k9IlkIgBQjJ3N6fNAhpIYVGQ/cowVD6tgoSSHlyaCuRB22xAZZGi+NlKoQRr49fnXdh9o3GP88s79ubTHDdC3upic3uxyOwxn6KT9Tl4geXXkNPbfoRNB9+4D9pGkgQT9MrZy7O9rL6HOkD/hq56/ZZa8QOD0ykMEbyzuWxq7uC2LmsceX9WTgoMTRPxE5jO3b/gz/ALlmcoCqa4Npnj3P9M0dpHsmpwVkC+MmdG5be980rtlwG3DLzmBmwezpp4naqXJeM2WPPdpGSDzx+iLkc6mte7KCle4ihpgAj9T672klKGrtD1PYVt8LsmRXN9K1oQtPyKJeXksU9vbMSkkvNibogX75m27yO8YH79rKhiJ6XmWjSoj10itZIL43RPhqj/XhMu/GghSCm+RgRNYxoNfTrTYS0yW7GKZeG1It7Sw+momwKnSrqMfPhSFMrj6+e9OR5kwnaB3ppiIxQHw5RE4tM/B6lNJ1hX4D+QBX9gSpO1jWRdE7+tfgScV75/B4CiXT3PAutyIJo0B/g/y66kr40Ib5AOMa2/ft5w+mfEaKNREHjIy0aOLAQc2QWAo8BXwN+jNyVY1M2xcsFJYaKhNhp+LC9RdvG/l+P3ZQqLqQ8dfGBjq5X7z4s13YMtGh2HwcP0/s47Ab2vKH/LRPxNfF3kYzHBE4x2VNhv/y0f5pKEDuNZsZcuxt6h19x3dEzl2e135Kc+/RRms6EsIQg7ncS87mI+53ohkXNQATHPOedRdxObr9uC3dtW8nm7iGuPpFfHlC5vUOmgK9cdR6n6uc32mTLqTP8ycPPF8mqSfypCBv797Ox/wB+I/duwkNaLScdK+h0LiZZogahW4aP4TMrE9b83ebz6A9W0zIyyPruU7QP9uY8vNjQNI43tLC/pZ3+oO2VbR4Z4voX9mYQEHJMEM3vOiqBE9UtPLZ8AzGvGylAMyWBSJza4TB1w2EC4TjtHGIxx+YhhqCWozg4e+/1BpgOuA87RLWf8TCX3NVVWcsUlUSJobOEW3e88F2E+KNs22imxZbdx2g6M7taRgKWLpA6eYdU4k6dBze186MrN9FfbU8ubw7H+IPn8/ceNA4M4U9TBVcK7lm7hDvOKWwEx1Q0y+ITv3iE2lw7gM+FlGzu28fF3U/itAof3TOqBdgduIARRw3Vxgg+K4IuTaQQpISTEb2GmF7YpPmW2CDLo+VPeh/0B7h3w2YuPfoiSwfnd/7O6jqO17diahpL+3tZPDzu3UvT4wsLWxjldz2VQBQPg9QQwzPn9ut5ihoGCNNMjPRhtLkI0omHkYL2fZnwJuSun1TaCMXCQomhs4Rbb95Xg5S7EWJFtu2EJVl1sItlR8+k7VkjAamB1ARSI2sfIyTEHQ5uf8U53HXeSruL9Nj2QkretfsogTxzaTTTpK2vf95eqrnoqAnwpavPm5bgPh+u2X+SN+ydf0lzMDnKK07ez6JwcXr52F+xGLu9z/4uE8LNoKOWU+6ldLva0lY2pUO3TLYOH8Mpyzvt/VBrK6v6uvAYxalmk9jBMJlxAoCY2K6LRgSSKkbxksCJkdabJIEELqJ4GCFIKo8RUtu5BycpYtQQpi3Pd2PjIkQ1HQXt+zLgEeSuyypthGLhocTQWcStN+9bATxIDrNqqocibHrmJIFwdi/MuDiaihib3xZ2O/nWNZv5/TlLAVjbNcDbH3+RgaYggeEEyVo/8brcyuun4kwZtPQPoJcof+hM0Mu/Xbm1qDPmNMviL+96ivbBwvMla2ND3HT01wRSpRqwKchWaBwTHo55VnLEuxpLzJ3vVZ8IsSZcvsjDqNdNfaz4+ahzCSIL6KWeCNO9aBoWbpLomAgkEkEKB0lcBbX3cxFnG/cDkMLDMFmfa7IgqeMwetEGgr9k6AfakLsq2/dBsSBRYugs49ab9y3HnuI7Z/xHWJKWriGWnOijdij3MvvuGj+/3bKcOzcvJexxse14D2/YfZhLDnehSclI0E1wNMXutW2c3Lgkp6l7M3GkDFoGBnGYxfU8OGMp/uWG8znZVFPU4wK0Dof56O+ewJmuL9QcVCdG2HHol/iNUncPzi6IAEJ6kD3+7Qw5565mKnaZvcDESQwHMZzE0DBhTGiAjokbAw8mHorZQSabILKEYEhWMTwxprE0eAizlYcn7OlnHbnNrJzNWTifzADWInepJkuKtCgxdBZy6837gsC/Yo9ByYlAKEZ9/yhVw1GqRqJ4YvYgXCkg6nFyoKWWQy21HGmuoT/oZc2ZIdZ2D3LBsW4WD9k54SmHxkiVhwG/l7qhGH/1nlewKJFia89wQe9DsyzqhkMEYkUQCFJS1xOhsTPEwSX1/M2fXEM8U3+meXDR0U7+8In8Bn5qlskfHPwpdfHhotuT4YxzbmEh2O/byCHv2qzbOSyTjaGT806mdhLFxwAeRnJKVrbQSVBFghqsOWspc0NizzzLJHhiuOihAWvu/qwF4SXMuWNiCJhXErXApI4jY2LyZY8F3Izc9fNKG6JYuCgxdBZz6837rgO+BGwoZP/q4Qhbnj1O40D2J/+UQ+PY0nq+dfk5PNnWDMDWjl72nrMEh2nxh8+eoCZRuOfaG4tTFwrhNAq7sHsiSVpOjuCNTNqwd2Uzn/yjK0oiiF79zBFeue94zonoF3c+wbbeZ4tuR2bm9g6Nc9C7hhd92afWOK0UG0dO47XyF0Q6carpxEVhoUEJJAkSpXliMv18mEsQJXHQRdPYNsXFTZTzeHDi9fxCZWdN7pAB/DFy1w8qbYhiYaPEkIJbb953DXZvotfCHI/RlqS1e5A1R7ppyCKCJBAOuHl+RTP/u20Nz7Q0TBtn4XcJIn77VG2hKDfvO12gw3/8hBJPIklVJII3npjzVi5Mi6qhOLW9kWkiaCr72+v57B9eRl8enbLnYm1nP//yX3fjQnJ0ScOc0+ubIr288dAv8q5Smj+5C6K9NVs4oa/Kuo3DMlgz2kl1zmE+iZ9+ApwpylRxC50IzaTymoyQHjNrQjUkcNJJU9ZtCkNyAXdPm/s2xHKMnFqRpedlXlk2CPwRctcdlTZEsfBRYkgxwa0373MBm7H7Gq1nstNqeNjp6Px9a8Pru73uSy1g8eAo20+dYUtHPw2RKA5TYuqCYb+Hw821PLmsmaP1NSRnTAvXLSt5ce9gz2NrW9vNKbO4Np4Z5hXHzhTnjUiJK5XCnUzhNAyElJhCcLCximP11XTUBvnXr9xJbWTuUveI28G3XnMev7sg+81+LhyGybvv3cs779k7kTMUdzk42t7ISDDzzexVx+5kxcjJeZ27MHIXQ5YQ3LHkVZiROUrDpaQlPkR7tA89q8CxqOEUHoqfDB2jnhgN8zrGXN4hgBB++groED0Xm3icIMMTr23v0PKstmTHoppTBXveFjC/AN6P3NVTaUMULw2UGFLkhfh45E3ArcAlee46AnwP+Bdq3Q3Y83imsfHMMNccO1P05+mYQ+fn6xfTG5i8Wf/jd+7j/IO5l6c/u6KJn16xnqfXTk4wzwVXyuAVzx3nHfc/w+qeoVnrJdBfG6C7sYqwf7qYCCTDvGPf/1TAKzRO7u+z31/Hr9peRc1gBs+PlAjTbiToMA2qjBhBI4oLE69M4CY1dju3qOUkbjIMGC4CMeqI0TivY8zlHQK71D6X3kH5sIwXaWV6f64IjUTn9X4WpCB6ELvRbL6uvAeBL6r8IEW+KDGkKAjx8cgW4I+xZ7NtIf3YkNPY3V1/C/xAfsYfARA7jT8BvpXuuEuGI7ziaA9VyeKU/XYGvdy9qoWRGWXy77jzWd567768j9dT6+fO81eyb1kjR9tqiXhnRxVrwzHWd/Rx/pEuXvvUQWqjuTVbDHtd9NYHCfvcRLwuzj+zhwt6ZmnGMpK7dwjggRUXc4KVVI2MCSIp0VMSPWGhmdmLyTVpEiDORmsv1WWocorQXHDyMYx7h7IPgk2hc4pWillhVsUAG3lqli3DLMOgsAaZNhZ++vAysBBGdXQC67A/uLcBN2B300/XEiSK3cH/MeB25K78/6gVCpQYUhQB8fGIDqwFagEde1zIcfkZf9ppnWKn8QXgzzMdz2laXH6il029IwVfmFOa4NH2Bp5pqU2bqHzlMyf4m/95tMCj20iguz7A3lUtdLUE2H6km/rRGMt7h6iLzq/CzQLWiKepksPzOs78yE8MhV0+/v2id7NifzeeiIEjadk9p3KkUXazzXoifzMLQCIYYdm8Ks2MOUJlAD1p+g/Nl3N5CC/TW11YaAyzbKylQOE4iBKkCweVGaUyxquRu34za6nY0Yw9ysjN5CijQ8hdZ0VJnKK0ZH+0UShyQH7GbwIv5rFL1k6LKV3j3pUt7GmrY3PPMOv7RvDk2HF62O3kheZq9jXVEHdmruiJu+b/qy+AtoEw/dUjXH1oMq9n1OtBCkFdJJr1VpnQdZIOnaTDQVLXsYQAYXfndhom/sjssSjlRZKPGAoko2zqOogRDeBM5NcQ0yGTbLSeyc+8eSCQ+DnDKIsp1HMjJvobZaaKcNHFUA9LWM6Bacs0LGo4wQjt8/IQGfgYYiUuRvEyhJNIuT1Ft6cVQgBy1xmgSImFCsV0lBhSLFiGvS4eXN7Eo+0NLApFaYr8f/buPM6uur7/+Ossd7939slkJntCFgIkZAEiuyDgAihBpLii1iW4tLVqq7W1tvanIrbVVqlWK9pS6gaKiiIiIPsa1uzrJJl9n7vfc87398edTGa5M3P3O2E+z8cjmrln+96E3HnPd/l8E8wLx6mNJzEdlV42bej0+j10BT10Bry0h3xZLlkv3kf8su7BSf+Swl4PCdOgIRzFPaYwpKNB2OMh7PGQMqcOaz4i41YNnSzO3r+dZ/XX5HzdMrUPb5k3D3URxUWE1PTZvCB+EphYWEX8qO1iEc0cxsv43sfjgShGPREaybcgI2gkqSJJiACd+OgrVyB6Evh4eR4lxHgShkQlZF/OGrAMncO1QQ7XFu+bljdZvIr8LmXjZPjGs39eLV9+w9l8/u7HqInFibpd9Pv9KH3mby0+Z1ZNZs1aTR7DeppyWKgOFb0t2fDQn3cYSvcMZfOMZFHDUH8owH11F3Ll4XsnhRQN8NOLm2HCzCdFgHyCv4swQTrLubv908AbUXeWbua8ENOQMCQqIZchtZJY3FWcISgFOOaJbzZJQ+ep5c389vRl7FiQXsL9zNKDrOnoy7rIIoCuTr5eIQAXKfwqTFTLPmDMV8fwVGiOiosoOsmiVanOxEOySENlCpeRoqepjsFAIy9ETufMnpcznmmSpIbWkc1L6khQhTPDhrA6KTwM4aW/3HOGfgq8D3Vn8WspCJElCUOiEp6tdANOOdZXnBvpCn80heE4mJbDJ97xWrYvbx49vLhnML0dSQ5BCBhXoPJkE2KIaA69LU0q+xIHxaYBbsLES1AT6Dgf0292nA0Dm1qG8dgp6vcP8czS5TzasoWAFWXlwNTbbRmkCNJJkE4cDFL4sPGMlgXQRjYuObHPW1n1AB9F3fmjcj9YiIkkDIlKeBlIkF4VUhErjxYnDPksC906MVgS9p14Swv6hvnCzx8lmMeQXFKr2B9NwVwqldPITNWYIoKVYBQhrEzHcht0NwUw4zaesI0vlsr6j8fAIkCcALHRgVhDKc4+uJ9nli7lvsWvxdZ01vTvm/FeOvZI/aaKj0QdI11a45uoO+fUbrFi9pIwJMpOfdJMardYvwDeVonnn36gi7pw4d8AYwE3YY+X2oEwLis9rGWPzAfyJ1L83S8fozqe33DDoFmd41qu2UPLYeK3SyXxV7jYn5lnGJppJdlxSdPkwMiefJDeYLi+f5h5nUMEh8cHZQ2FCwsXKbwkxxSjZMJ5cNahgzy/ZCH3L7qYTv88zm1/CpdTnPpchcjw320CeJF0j/B9wN2oOyvfUCHGkDAkKuVbVCgMXfnE3oLvkXQZPHbBGpJeFyjFKfvaWHSkG2OkbteNj7xE43D+tYZszWTYqKLKrvTy+tzlsmt7oPK9FOikyLWMAGQfhuwJFcsdXae7vpru+mpC0SinHT7CvKEhNNIrwrJvhcbmwwdIrdB5ueE0DocW8dqjD7Mo3JbL2yi6Y/oi9rlXP7wp8eSHQmp4GOhE3Vm8FQtClECxdz4QIivqk+ZDpIfLyqp2KMb5L7XOfOIMdqxbnA5CAJrG/hUtRAJeGodjbDjcyet2Fv6MPrO+4HsUJr9+qZiW/WThCsxTmST9LnMrPqvGXDmTiGfqQojDfj9PnLqaF5cuxtFz/xO38HDxgRdpiPYz7Kni7hVv4scr38LO2lXYFepXjBrBpyN61WUh5wc7UXcelSAkTgYShkQl/Tm5fhcq0Ad+vR3TKeyRB05pon3RiQm3SU3jD831/GjdClZ09fOOx4uzWO6wZ1lR7lNOChikutLNKLlse4UA+gIzTyY/1NTEH844g4gn97liUVXFZYeewBwZIuv2N/KHxRfxvdPeRWsw0w4WpeOgxVeldl76psg7y1s0SogCSRgSFaM+ad4PfLtcz3vNK0e45PlDBd3j4Ip57D59IQCWBruqAty+vIUX66q4e+NKDtWEWN4zWITWQp+rngGjpij3yl1uW3EcFyWArU2/hHusYtbfyVcuvTzHz9ewcDOMhyHcDI1Uas48DaY3kN1eoxGvl4fWriWcYyBSGJgpjXPaXxr3esr08Kvlr2d37Sk53S/7506mo26TJfLiZCRhSFTap4A9pX5I7VCMj9359MwnTsEydF5Zt4g9axdQ3R+hZX8Xff1xdrndhM0T39A3HM24HVve9vlWFfV+pdatzcvp/Aih8nYNZmDjIZcw5GaYevZRQyvVHKGGI9RyiEZ2U88eqjiCm2FAkTBMeoNVWd877nbzyJo1JI3s510BRKjmjJ69NEV6x72uNJ3fL7qYJ5s2YWvF+7hPL82fdD8L+LeiPUSIMpKNWkXFabdYS4BHgIWluH8wmuCr3/49yzry67FJeEyGavz4YkmqBmPoE/7NxFwG+5tqaKsNsqmjE1eBw3ATnTv0R5pS5dySKb9eIYCH9dcS0bLrCTnuPPt+QlSuMyFBNRHmZ3WuhkU1h7Ka62Tj4mBoOfesuRhHzy3cLOrp4az9+3O6Zj6HOFw9n98tPTfj8fpYL5e2PkRjvDfj8Wyk/8v2oHCjMTzxv5J/RN35d3nfXIgKkp4hUXHqk+Zh4AJg5mIpOQrFEnzqV0/SMhjOqQdCASiF7jj4Y0ma2weoGYhOCkIAvpTN6Ud7ed0rh4sehAC2BzaT0so5nJRfEOqlPucgBDCk1eT1vGKxctjp3U9X1pO+DVKcMrybP3nlZzREciunc6ShgbaampyuSeFh6eAx/KnMqxh7ffX8ZNVb+N3i19Lmb8p4zlQUoHCjCKLwkmHW1EvAP+Z0UyFmEQlDYlZQnzQPAZuB/yrWPdd09nPj9v0k66vpbqkmVm2S8Buk3Dq2oY0LRwpwdLBcGkmfTrzKxHFr6GQfDWyzNP+cYoaf5wJnlWk4Kb8gpIB9+pq8rm3XStIhmBWFRjLLatkeBvDk0YM1L9rDDa/8lA3tL+R03QtLl+b0d57Eg4FiTd/BKc9Rms7e2lO4a+XVRGkkRRAbz6RyCApwcGHhw8GHogqFD0bO08Zv19EH/ImsGhMns8rPXhRihPqkOQi83/3lxM/8ydSPBv3evHbQDCVSXHywg1O70zV6Um6TPacuor5rkCWHO3Enx0x0HdvTM2ELjLjfxEwm0bP8juRksQFrvto8C3lOncWGyDPoJYtF+Q+PtWrL6NfyKwXQwzwiBAjktn9vUSQJorL4GHQziJ/8hyoN5XBR66N4rTiPLzonq2tiHg/ttbW09PePeVWNbBB7/O/pxN+XNbL32PxseqGUQsfAJjimn2vsf1ca6TiUZPJUaQWM5p5+4A2oOyu+36AQhZAwJGad5F977vmzK7bXdIX8P395YeOVO1rqcfTpe100pTils5/1nQMsHYpl7PLsnVdNb2MVdb3DNHX0UT0YnX7PMF0jFjQJDGdXLFeVuKxLq3cplmayMfI0LlXsAr75B6EIfnZrpxbwaI1WbRmnqrKXnSJO7QxnKLz046O7KFV7zml7lqTh5tmWDVmd31sdYEX/UUxSGFgYY6p7K8DGxMLEwjUaWRpj/RnvNVZVMlPw1Mb8zsEkMcV7TjHSr3oAuAZ154tZvRkhZjGZQC1mtW+e+ZsrYi7ju8dqQwtb66porwmSMNNd9W7LpmkowuK+YRb1DuFPWSggHAowUBNCzRCgDMsmEI4RDMfxxhIYtkJp6QrB0YCHuM+9wzaMd7/mwd2vBb46U1sTPoOEv/Q/X/jsKBsizxRxUnX+QSiBmyf183PapT5jC5TDuc6DhChfxe0EVURonvK4TpIAHbjIv5J4Jg4aPz5tKx3BzPN2NMdhRe8x1nYdpik8c7A5TpHerd4kyf+c+kYi7qmLXy7vP8prW7dnvIuBhY41xX8RCo1hpaG+BfwV6s7yd+cJUQIShsSs980zf1MFfBr4UyCrmZ+WaTBYHSTq980YijLYSXqJ8He+8ov1NsD92m2fBr4y3UUJr0EiUL7O1oWJVk6J7aHWzv4b5nj5hyCAOB6e0V9DWMt+6fh0qtQAW5yHSjgMeIKDySBLURm2DtFI4WUQL31oJWpLn7eG2894G7Y+/r+X+sggFx14nvpoIaFQcaCmmUcXnYE9xSq2s9te4YzuA+Ou0bExsKZ9zxqxFzSSH0Pd+XABDRRi1pEwJE4a3zzzN27gWuA60pOtF01x6lHgaeCnnfPq70v4PO8A3ghsAuoynO+QrnX0JPDDr/xi/R8y3fR+7bbrSO+p1pDpuGVqRKvd2b+hIqlN9bEkcZA6q5eQPZQxTFiaga6cMcOHhQ36HA00sy92GvEctt7IxnJnN6vUzqLecyIFDLMQi8DoazopDOJ4GMJFuCwbWTyxYDNPLDx7pFGKjcf2sKFtb8YVi/kYdPt5eMk6evw14w8oxbW7H6AmEUbDQceZpido3IX36Oq2NxWlcULMMhKGxEnrm2f+phFYC6PLgSLAjo88/4auqa75qze/sAxYAXgBGxgAXvrKL9ZntWPo/dpt80gHomsnHlMaDNe6p5+HVGKnDh1ifqoLheKxpWuwdINQv01Vv8Pe1Q1s6X6CZX3575uWMFzcv/JCnmtex5mPHcS0st+hPltrnBdZqg7MfGIe0lN/fRxfSKvhYJBAp/jvYyZR08v3NrwHR9O5aP92VvYeK/ozUrrBA0vOpK2qcfS1BcOdXHXgj+S2qQj3AVfp6vuyzYZ4VZIwJEQe7tduOwe4CXgbnChUE65x4RiVq1gR0nvY0N0OwM9O20LKdOFJpDhzV/ob7UtrF2P4Imw+8jyru/dhqOxCQL+3iucWrmf7gjOIjcxFWbS3m/lH8h2im95KZwcrVHELkztotLGCMLUYWHiJ4GeIAEN4iRb1Wdn67fJLmD8UY2XP0ZI9w9J07lu+mc5gulP0ikOPsnwwp+B1F3CDBCHxaiZhSIgC3K/dVgdcQXoIblPcZ2xM+s3iTKLJUWtdkD+/6gLWdXZwzrFjrO+NgJ5ebr3saC9NvekaOcfm17Jj9UI8Ks7y3sPMH+qkebiT2ugApmPjaBpxl5fOYCPtVU0cq27mcO2iST1eZtJi3eMHMezSfIY0qE5Oc57HV4QJzBGqOMxpxMcMjY3lY4hGjlJHR1l7ifo9tbgThU0+z0bccPGL1edTlRzmmn1/yLZHKEx6u5xv6+r78o1CvKpJGBKiiO5quGMecAQo++Shf73qbHb5/HT5fAC8ee9hLmttA0C3HdbtacM7UmMp4TbZuWoB7U21qDzqI3njSVYe6KCxbYBhPfsKzrkyVYqVagcLVStGlpWfx0rhopMldLGEbOZJGaRYwF4aaMujtblTaERZQKFzuLJxpKqRxkQXtYkZC0c6wN3An+vq+4dL3jAhZgEJQ0IU2V0Nd/wQeFc5n9kX9PLhbW/CctQvzM7wZZZh+Nf29HPTC7tGz6kajnHqgc5x33bjbpMjCxs42lJHzDf9buma41DfH2bxkR6augdH7zOoe0iWeLsQl0rinjfAqsgemoanLyqo0IhQRQ8L6adpZFPR3FTRw2J24qb0I0NRmlBlys4uophkrlFlY0QM7H8H/kNX3z9UlgYJMUtIGBKiyO5quGM+8AqZV66VxFeuOZcnVy/4I/B62sObUepeDXyff2w7DfET39Abe4dZcTTzRp0Jt8lglZ+hkI+Uy0QBuqPwxRNUD8UIDccwMnxeKGBA92JpuW1GmosjSxp45cwlAPiTURb1t7FwoI1AMkpVOMLC9n5SeIhSRZRQxiXzuTJJcArb8ZPV3Pq8Jagbt7KttBTGierRDLm9fPXsi3n3IwdJ4f7qRnXTp8vUECFmFQlDQpTAXQ13vAP4n3I8649rF/GvV2+5H3iL+qQZBtD+cuAi4O7LDh2revP+8avHGnuHWX60t6gDMw4wWKJAVONEGJrv44EN64h5x/detXT08drHX84Y0orBIMkqnsVXwq1CEtRgkfsGt/myMQCdw9U1vOVt7+JAbR0Pfv3/CCVSn92obvpS2RoixCwiG7UKUQLX9NxwO2UIQ+21Qe648PR/Bd54PAgBqK/VPASc80RL4zPDrvFDWN31IXYubyLuLt7QVtxlEqly0V8fwClSytKVQ5MzwHw1yKr2Dt79+wdY3tYxerx6KMLFT75SsiAEYONmHxuwSrpzUXl/INVw+OXKNVzyzj/lQG2683JnUz1AppLUQswJEoaEKJ33kZ6IWhJ9QW/q7rNWXt3xxZq/UJ80kxOPq6/V7Bp2u7c81tJ0+8RjQyEfL65qoaM+VNC3YlvT6An66akK4hgGHjvJjnWL0IzCvsH7VZxlTje16sSSd18yxZVPPsPaw0fQlOK8Z3dj2qVf+ZXCyxFWl/AJ5a1LNex2885rrqcncGJo7mB9NcCzZW2IELOIDJMJUUJ3NdxhAt8D3l3M+0bd5mEFF76z7bqsKij+y8Z7f+F2nKszHfMkUjT1DjOvdxjTye7zIGkYDHvdRD1u1Ngl90qxJNpLbTxCGA8DeoAInqwKUWpKEVIxalUE35h5LRM5wIsLl7L4aF9WbS2W5bxADd1Fv2+cBmx8Rb/vdFZt+xRtoerRrz/4yAt93370/PqyNkKIWUR2rReihK7pucEC3nNXwx33AP/OFFt5ZEuBrcHX/Enr767puSHrpU5ux3k38CBw5sRjCY+L1pY62hqqWHisH49l47ZsTNsZ3afK0TRShkHSNEiaJikz89yg+bFB6uLp+TUhEoScBCl0YpqbOC7imht7ZMMQDYULB69K4lUpfCQxsuynWny0l3L3qBzjFKqLtHv9WA6uIt9xZhs62saFoSO1oafL3gghZhEJQ0KUwTU9N/zoroY7HgD+H/B2yKsr4AENPnNNzw1P5nrhR55/w+A3z/zN5cDvyBCIACy3yVDQhzeReen1THxWkqbY4KTXXTi4VJwq4kWZHpPEDSMxLWUYOJqG0tI9Sy7bKdkcogQBhqmjiuL1SDnoqAp8DC8YHv/39NyipgfK3gghZhEJQ0KUyTU9N3QBf3pXwx2fBt4LvAM4g+n/HR4GfgHcek3PDbumOW9GH3n+Dd3fPPM3ryU9bLc10zmRkCe/MKQUi8O9JZ+EGDHdtHtqiJsuUoaRcfjNcBzcloUvmSKQSBa1Td0sLGoYsildwcrpuO3xBSw7qwJPVKQhQswSMmdIiAq6q+EOL7AeWAdUkR77iQF7gWev6bkhc1GgAn3v1Ls/lDL0W23TmJQmanoj+GNTz9nJJJSMccrwlPvjFkQBfZ4A3d4qYmZuxQk1RxFMJKiKx7OeDzXt/bA5kwdHhw8LFWMeDtMXuyyFT176Jv5j02vSXygFmlatvhIaKntDhJglpGdIiAq6pueGOPDkyK+yef/Oq7/9kP97aiDk+3ZXfYjkmGX2gzU+PAkLI4fw0BCfcYuHvCR0k9ZgPWFXfj0oStcY9nkJe9zURWMEE5MW3eV2PwxiBPFT+Pu1cVUkCAH0+E+sJGuKDtNZUyPfC8ScJkvrhZijLoq+/zsLuga/d+bOo6w62Mn87kFC4TgaMFDnz7rvw3QsqlOFb6Y6Ua8nwK6a5ryD0FhK1+kNBugKBQuugxQtUoHEFBXZzxeA55taRn9/1b4Xoczbxwgx20gYEmJu+5AG/1c7FGNJWz9r93ew+eVWFrb1onQ7PYQyg2AqUfQVVp3eEK3BBhytuB9RMbeLzqoQdhZL/acSx19wOyz82EW4Tz4G3R721aZX0Zu2zSeeuh/gwoo0RohZQsKQEHPYZrXNJj2R+9+Pv6YBDcNxgvEU84aH0Z3pCxv6rcKGnibq8QRpC5RuW7ekaaZ7iPK8vtB9z+Kah0OsYqhs+5GN99z8BaMTz6/e9yIrBnpBqc0VaYwQs4SEISHmuM1qm7NZbfsY8HrgyPHX68Ix/KkULQMD+JJTBx6fXbwwFDNcHC1hEDou6TLpD+Rb6DD/ydMWBi+ps2llETtZyQusoYMGrDJ+FHePvO9AMsFXHvw5jqaBpi3WPhcpqAaWECczCUNCCAA2q233AqcDXwHVq418zzeVoml4mIbhYdzW5GX3Lsee9Fo+FHA4WD++onUJhT0e4mbu84YN8qvDlMLkBbYwTM3oa3G8HGYhL3AqfVRPfXHROJx/dC+acvjSQ79g+WAvQ57ROVlNZWiAELOShCEhxKjNatvQZrXtr0FbGCT6wthjwWSSlsFB5g8OEozHMe30nCKtSOU5urxVxMwyrq7SNAaDJlV0kUtvj4/wzCdNMEwVz3E+g2Tu9bJwsZdl7GUJVoHDcNMxsFg6PMBnHvsdN23/IwAvzRudTJ1b3QIhXkUkDAkhJtmstsWrifylnmFmjdeyaIhEWDgwwOL+fowZ5hRlQwHdvuKs0spF3PDhdfdxOo/QxCHIYiZRLsvqHTQOsIpnuIBIFqvQ+qhlJ6eQKkHVEw0HfaRX63OP/2500vuzzUuOn1LcyV9CnEQkDAkhMmpWn7/fxJq2G0RX6V3GCjXg9pPSK1Pq5oD3FNwkWMA+1vAUPqauPWiQxMPMZQSSuDjMCp7gEg6xGpXDR20UHztZUeQeIoXBiVV/5pgA+8yJMNRRxAcKcVKRMCSEmJKB858znWMX4WOk1xMs+B55P9vVyLCefr6fMGt4mnkczniujyhDNJLAj4OOg4aNTlz30Ks1cJgVvMRmHuMy9rM272X4MXzsY8nMJ2bJIDmyPe5x6Rra/V4fv1p5Bi1DQ5b6YqAk1c6FOBlI1VEhxJRieP9Kw9mm0KesfJjuwcht+46xFBAp51yhDPpcDYQS6U4wDcVC9mJg0c6KCWe66B7z2vPzFxJ3pXed1xxFXXcMd7LwYUOAQarooo55Be6FZpDEYOIk93Qf0Q/P2ELM5ebc1sNRaC7oOUKczKRnSAgxpQ3qoyng36Y7x5rQ55CrhG7i6JX9KBowaye91szBcT1EJhbGhHc6dvK40jX6GnxYZvFWw7WygGTeP7Omh8amWv1mo3PrpnStxXUdHYfyfIgQrwoShoQQ01Lofw/q6DTHSRUwvyXXzVdLYcCoyfj6AvaNzCFSeElMPmFC7lGGxkC9t0jbuIKNQQeNeVypcBHP0CN0wvc2nMve+iZ8qRQ3Pvfs3fm3UoiTn4QhIcS0NqiPRkF7x3R7cyRw5X1/Sy/dUvJsJfTMw3QaiqXswEt8Uq8QgJWhRyvlNgiH8v/zmKibepwsJ6k76CTxkJ7WPn0k+4cL3gjAta+8zOKhwUcLbacQJzMJQ0KIGW1QH/0jaF+e6riFkXcV5WL1ohRiutVePsI00Trp9ZSukzIyD2GFq91YRnGGyyxMepg8jAfpP7v0gnkXcXwk8GPjQs0Qnjr9QTpCNbhsmw8/9cQQ8FBRGivESUrCkBAiKxvURz8LfCfzUY3ISI9EropVtLEQ+jTDSQDVdDIxtkXc00z61jSiweL1Dg1QQ4zASODxksBHHB9xAiTwk8Izbs+0mXqFnly4FIBPPvJHTuvu+l6NunnmegFCvIpJGBJC5OLDwNcyHXAwiOdRxNhdpO08CuGzp88CJkkCE1Z1hacLQ0A04Cpar1cUD+mIY+Bg4mCMhJ/MPUDaDMUjn2pZwhkd7Xzi0YcVcGuRminESUvCkBAiaxvUR9UG9dFPgnoTqEkVi+O4SOY4mbqYG73mq8bun/GcEN2jv1dAd2D62kjK0Ij7ilO9JIE763lDMP3+aZam87vlp3LbnT/BVOo7NermvcVooxAnMwlDQoicbVAfu0eDLR4SanwvhEYEb06ByO3YmBXuHaq1Zg5D3jF7kg14fSTMmYfBUp5ifcRqWW/RoeFMu4rs/mWr+OYv72Z5f/9h4FNFaqAQJzUJQ0KIvJypPrbdpSfuWUgbNQzhIgUj65gieImT/TBRKBUvYUunpymH+lT3jOcZWJik29kRrMrq3ilX8VbKZdszZMywxdiqzkHWdnfbwPtr1M3Zb7QmxKuYhCEhRN4anYFPGDiEGGY+PSygk1oGSOBigAD9BLJaZdYQr9z35JbkMbwqQw2hDDxE6fUFGPRlt81Gyl28j9iZJkUfN93eaUnczIvEFfDBGnXz/UVqmhAnPQlDQohC7FVosfSwjEJHESRGHYMkcDNMgDbq6CM4bWHGoJXAa1Vm7tCy+P6sz3U0m4O19Vmfr/RsI8zMzBlWvAHoWBhTbI3ioJHCd7xH6L+K1CwhXhUkDAkh8lajblbAjzXGL0+vYwi/nu6hUOgM46eNOjqpZggfccxJ653mxwbL1u7j6lPdNFozD5Ed1xMIYhnlLxLpIpXhT2wyD9GMg2kKSOJvA/2SGnXz94veQCFOcrJRqxCiIDrq34D3pHcos3FGeoB2nL6QqmNx6nojI2dqxPEQ5/iS9PRC8eN9J05Sx5WwSXnKEzYMZbEx/ExO14TdvhK1Znq+TFuBTGCSwM3kuVcKSOH7tY37bTXq5mgJmifESU96hoQQBalRNz8LPAmg49BPkB0tizgyr4kd6xfTNX+qycYa9si0ZAsTB51AJInmlKcI49roywSd8MwnjhE2Azmdb1i5LIifmj9DyBnPwcfkeVcKUg7GewLqG1dKEBJiahKGhBDF8BcKHAuDDq2eJ5evBdJzZnafvpBdpy/IamWVriA4nJxuG7SiWBw/xIp4buV1HDT6XZm3xZiKKznz0NZMNBS1GYLOCYoAg+gThtFSuF7RYIVX/ccPC26EEK9yEoaEEAWrUTc/DnwzhoeexmoS3vGVqLvnV/Psa1bQvqAGW5++r8RlOYRKGIgWJQ6xMfJ0zj02w2YIS89tiw1XsvD6SVWEcU05eVrhZxBzzKTpJG6GqPlvv/rW6S71n0cKboAQc4CEISFEUWjw6Qi+1LGFmVdbpdwm+05t4ckLVrF/VRNDVT6cKYKRK+UQHEpAEYfMNOVwavRlNoVzD0IAbd7mnK/xxAsNQ4oGMk8s17EI0I+LJA46YapoZ9HgUVZcW6+++u4CHyzEnCITqIUQRVGjbo6/4vr2zoHawLrpzrNdBm2L62lbXI/mKPyRBP5wHMNOz6+xdZ1YwE046AUNmtr6qe8aBC3/2TfV1gAbw09RY+e3Yk0Be4On5HSNK2HjShU2TFbPEIEJ84UUCgMLNzFsXEQI0UsToP0MuGm1+kRXQQ8VYg6SMCSEKJqemqpULqFF6RqRkJdIyDvlOR0L65kf66OuZ4geTzW2lv1qs7pUD8vj+1mQPIJeQMWfDk8Tw67sqk4f5w9nrveTLRcp5tMz5hWFjj3yS+HgJo5HDVD3c9C+sVp94sGCHijEHCZhSAhRNEPVgeqi31QpoiGDza0dLI12EXcnGDIDDJh1DBrVOGPCkd+OUGP1U2P1Mz/VTnWePUHjHg+8VH1GTteYKRtfdOrNUmei47CEdlxYaNiAho49OrynwI7j++UQ1R9bpT55NO8HCSEACUNCiCKK+t25zTCewbLeVl6/62HqYoMk8DHEPKoSiqWJF0ZXT6X7STSMMWGhmHYHV9Htacz+AqWo7kvk3RYNh9Xsp2ZkBZmNjjP+o/ohDT7cpL64qynPZwghxpMwJIQompTLjMx81szcVpLX7XmUDW07R1/zEMNDhAQBotQRHBlCMrKozJyvITPI89Xrc7omMJzCneeS+nQQOjAahCA9OAYOLiIkTPXdmtR/fiCvmwshpiRhSAhRNJZpZL+3xRSq4sO8/blfUh8dmHQsRC82BuYMO7MXQ0z38GDDxdh69h+T3qhFaDC/trmwWEQbtQyNedXBRzsGSRSa7bPUX+d1cyHEtGRpvRCiaFIu42Ah11fFh3n3M3dlDEKQLkBYTQeecYGh+KKGj/vnXcqwK5T1NYFonJreWM7DYyY2ARLUM8S8cROmwWQYk+Txe/4f6s7eHG8vhMiC9AwJIYom4XU9ANyYz7UuO8UNz/2S6vj0W2TopEoyN+i4Dk8Tj9edQzTLrTc05bBsqJvlQ50kMemnighe4rhHhrgmnI8CXaErhV+lMEZWibXQNuF9OZikd9BQgI66peA3J4TISMKQEKJ4NO3ZfC997d4naJiiR2i8/FdpTSelmWyvOZO9gVOyrmkUTMY4ve8IoVS6FpAHi/n0AekAE8eNhYFCQ0NhYhMzXeysXkJdOIKRUGg4LOQonglDfyYRtJH5UFHq2wPqP58v2psVQowjYUgIUUy7UGoYTct+fAlY3H+MzUdfyuJMBRkmTNvotLOcOAEaOEY1vekemCyE9QAHA8vYHVpJwpi63tGJJijqEmEWhXtpjA1N2UulAb4JAcfSdF4OLgHA0dLL5RdxBD+xcefppDBHXkvhYYiWp3PbIlYIkQsJQ0KIovncfVvsL172xO3Ah3O57rLdj2Y59DV5F/g4fg6wjiR+AMLU4yJOiD58DONnGDcxdBwUGjYm/WYtva56+lz19JiN6ChO6e8gaZoMufwMu32kdAOlaWhK4bVTVCWjVCVj1CbCBKzcJ0mnq1i3kDTS1QfcJFnOAVyTeroUJnHAIuLyEE0tBfSnc36gECJrEoaEEMX2LXIIQwsG2pkf7pn5RIAJvT0xAuxnAxbjN4ZN4aWPlox38BKnNVBPxDzRC+SgccTbxGlDh1lqZ9uW7DnA3uAC+twnqljX0zcpCCVw00YzS9mJD41/Pn8rb39kL/5UKu/hRyHEzGQ1mRCiqD5335aXgAezPX/T0Zfzek4SD/s5c1IQmomPOD47Mel1Szd4uWoJvTmsIMtGSjPYFVpEj2d8ce6APX5oLIKfwywhjp/9nM4QC7hv9RnEXWYceKKojRJCjCNhSAhRCh8FJieOCTTlsLo799X4CmhlLRaenK7zEqWGfhqszCvUbd1gV9Ui9gRbSGmFfzz2uENsr1lBv3tywKqy0vUpHTQ6aKKVxdgjnfUpPLSzkOcXLMTW9bua1ef7C26MEGJKEoaEEEX3ufu2vAJ8YabzGiL9uO1cVoelZwz1soAwtVOeldJ1hr1uukN+OqsCdFX5iYYULl8E21BUW9Mv3+/21LC95hSOeutJ5bAxLKSD2oArwI7QInaHFpHKULTRZ8dxKYs+ajnAcvqpG31vx0UJ8Prn9uGy7X/PqQFCiJzJnCEhRKncDFwGvHaqE+YP5VqwWieFizZWTDqSNAz6gj4G/V4sc3KA6SbEQeYD4LGSuBL2uE1eJ0rpJocDTbT6G2lIDlGbDBO04nid5KRJ3JamEza8DLt8dHlqiBvT91g1JvtQaPRTS2qaYb4/+/VTxJKhXdPeTAhRMAlDQoiSGFlZ9mbgd8CWTOc0RHId/dHoo2XcxqUJ06CjJkTY6866PlDCdOM4Ni5r5uX3StPp9tTQ7akBwFA2HjuFjkIBlmaQMHKYt6QUnrgCNPxESU4z1OdLWgDvBb6W/QOEELmSYTIhRMl87r4tw6R7h+7NdNyV0xBZegiqd2SVmAK6Q372z68n7PNkHYSOs0w9y0pE49maQdT0EjZ9RExfbkEI8KYsko6fYYJ4iWdzyYef075VyqLbQsx5EoaEECX1ufu2hIE3AB8HCtrVPkKIJD5sTeNQYy1dNSFUjiHoOKVrWGaZM4ZS1EbTq8i6acSTXRg6BTivlM0SYq6TMCSEKLnP3bdFfe6+Lf8GrAN+hlI2QNLMbaQ+SjAdhObVEvXm1iOTScql45QxD1XH4rhtO/1s3KRwZXvpOSVrlBBCwpAQonw+d9+WA5+7b8tb0bQlCzp6HwmbwZyuD+OntbGGuDvrEDE9TSPpNvIaLsuV27Kojo3vCRqkJtvLNxe7PUKIE2QCtRCi7D5335Zj+7WvvNZDPMnENeXTOFTVQtRTeI/QWI6hkXTruJOTt/ooFtO2mTcUnnT/6MgWIllYX+QmCSHGkJ4hIURFGKighVtzsvwY6ndV0VlVPfOJebBNnaQ7vwnVM3FZFvMHhzHU5Lur7D+Ca4rZJiHEeBKGhBCVYoBGlOy2v3im9vS8J0tnwzZ14l6jeHOIlCIYj08ZhHKUW+VHIUROJAwJISolDjBM3Ywn9rmq6PbUl7xBSteIew1SplZQL9HxYbH6SKxYH7JZLTsTQuRHwpAQoiKWqr+OAF1JfCTwTnvuzuDK8jQKQNNIuQ1iPoOkS0fHzu46pahLDtI4NEzLwBA+K7saSlmGrgPZnSaEyIdMoBZCVNKzwBv6mM98DmWcwLy3aj4HQi0Y5VjyNZamYbk0IoaLCzpeJmZ4GTL9xAw3Ch0NhaksQnaUaitMlTWMqRx2c2pOj7F1DdOZ8c09m/f7EELMSMKQEKKSngHekMRPAj9eoqMHbE3jq1su4z/XvZZ/vOexijVQ6Top06A50Utz8vhu9wodGx17UoDTcHKZGC1hSIhZQIbJhBCVdA+AhxgKF8dXlu2pm8d57/kUn73kGhYOTr/DfDkMuifWQ9JwMLFxTRrmynW2ka3POGM7Cdyf002FEDmRMCSEqJil6q+fALb7CQMaCYI81byU897zKZ5asAyAhf3DFW0jwJArcz0ghY6FGzWmf0jlWK3I0Wb8GP7ZRnVTV043FULkRMKQEKKiPER/6SIFwEvzWnj9DR+j13+iJ8aXym0z11KwtOlWtmtYuFBo2Og5DZFZuoZhOzOd9q2sbyiEyIuEISFERVUxMA9gyO3hrW97DwO+8b0wWrknTmegZuzsSQei+Ayr4ibqD3rxWtOuVrt3o7rpkZxuKoTImYQhIURFabAF4DOveyNHq2smHU+alf+YMtSMvTekZwvl1taw1z3doNog8Kc53VAIkZfKf8oIIeasqPZxD3Da/ctO4bYNZ2c8pyMUKG+jMgimsqt56CaFl1hW5w753LitaUPWX2xUNx3N6mZCiIJIGBJCVNIZgOtLF1w65QkHG0qzH1kuqlPZrWjTgDr6ZjzP0eBoQ4iGoehUp9y8Ud30/awbKIQoiIQhIUQlNb40bz6PL1o65QmttVXYJdyTLBs1yUjW5/qJ4SI57TntdSHcloMn83yhmzeqm/4qtxYKIQohYUgIUUnmdzeeM+0JSdPg5eaGMjVnsupkGJ89fbgZSwOqGZry+LDXTWe1n6b+SQFrEHivBCEhyk/CkBCikpJ/WDbzvmO/X724DE3JbGm4M+dr/GQe/op4XOxvqaVhOEYoPi5g3QOctlHddFs+bRRCFEa24xBCVMzvlq8aPFA38270zy+cR3fAR2Mku8nJxeJyLBZEe3K+zk1y0rYcwz43+5trMW2HBT3DaDj4iO2IEvjTjeqmx4vZbiFEbiQMCSEq5k+ue2com/OUpvGjjav56MPPl7hF460ePIKZ1bL68TTAQ5I4XhwN2upCdNUEMBzFho6DNKk+AoR7TezXetStUl1aiAqTYTIhRMUkTNfCbM99YlkLTy1uKmVzxqlLDLEs3JH39QYpBv0edi5qpKs2iOE4bGo/yKrEQaoZxMT+iAQhIWYHCUNCiErKqWTzbeeczqDXXaq2jDIcmzP79ue4y9h4bfUh9rfUkXCb+JJJzjx2jMb44PHDP/aoW39UhKYKIYpAwpAQopJSuZw85PNw86VnEXGVboRfdxzO6dlF0Mqu0OJUUqYBSrGwv5/NR44QSiZxkwB4GLixCE0VQhSJhCEhRCX15nrB4fpqvnT5OQx5it9DZDg25/TspCEx9dL4bPkTKTYdPcopvb0YKr3BmobDEDU3edSt5Z0JLoSYloQhIUQlbc/nokP11fztm87j5fkzr0TLVk1imAs7X6KxCEEIoHkgTCiRGP1awyZOAAvPO4vyACFE0WhKzYItoYUQc5b2uUgvUJfXxUpxyZ5Wrn9uN4GUldctDMdm1dBRThluK2iO0Fg2Oj2Mn+ytUATT9YeealZ/P32lSSFEWUkYEkJUlPa5yC+BKwu5hydlcf6BY1y6u5XFA8NZXRNIxVga7mRRpAu3yrgtRt7ieBmkdswrCh0LX3qbjjgQalZ/n196E0IUndQZEkJU2n9RYBhKuEzuX72E+1cvoWVgmOU9g3zmoYcwbA1LMwAwlUPQilGdjFCTDFOVihatJ2iiGP5xX3uIop94mhc4DXihRI8XQuRIwpAQotLuBo4CWdccmk5bTYi2mhC/7lvGl+/7TTFumRMLgyQnJne7SOAlijU+ILUgYUiIWUMmUAshKkp9MWAD3yj2fW9ft4F+r6/Yt51RlACM9AJpONTRjYkNjJuS4Cl7w4QQU5IwJISYDf6FPFeWTWXQ6+PTl7+xmLecURLXmCEyh3o6cZFCBwys8acKIWYNCUNCiIpTXwxYwI264xR1JvOPzjiTe1auLuYtp6SAIWpI9wopGujESxxb01DomOPDkGzDIcQsImFICDErqC8GXlzXdeTLxb7vR9/0Fg7U5rdyPxdDVGNjooB62vGSrmD9TPNiQENHoWFDuur2SyVvkBAiaxKGhBCzxvbvff7zX3zwpzlt0TGTnkCQq99+I4era4p523HuXbuZHm8tDhpV9OHjRLHFH67bPPp7AwfglWb194nJdxFCVIqEISHE7KF+Yv/No7966Ov33IHLKt6IWWtNLR+48m10e0NFuydA0jC4c9MFPLJmPQ9sOAM3CaoY3YyVnQ3zeGTx8tGvtXQYeqSojRBCFEyW1gshZhWF9oP3b3/kdYHWWm696nSeXVDYinvTtrn65f1csfsQDyxYz6n9R1jb14pBYQVnD9U3cdemC+gLVgNwuHkeyZoU2kD6uIPGn19xDVGXa/QaPR2GvlPQg4UQRSc9Q0KIWSVM8x91FGf2HuP3P/gOX/vtL1nZ053zfUzb4ezD7fzdvY/zhl2H0BUoTWNH3WLuW7SB1mADdh5lF2OGi/6Aj19sOHc0CB335PLTR3//nU1b+OPSU1DaiY9ZDWU3q7+X+UJCzDKyHYcQYlYZ1D611MPAwV7mU0UESK/UenDpcm5ft5GnFyzkUG0dSpscZDwpi8X9w5zR3s35B48RSkw//chrJVk+1MH8aD81iTAu5Uw6RwFhl48eb4jDoXmc3b2DmlSEpGHy29New6OnrB8912Wl+MxvfsDh6moueO/Hibg9LBoY4MVvfv34vZK16mapMSTELCPDZEKI2SaRoIrgSBCC9GL11x46wGsPHQDgmKeOQ/MCvNi4mEOh+bgch4ZwlKbhaE7d3XHTzY66xeyoWwxKUZWKEkgl0JWDQiNpmAx4Alh6+qNyXe8+alLpdrlti6tffJi6yCC/XH8hACnTxRNLVvHBN1xNxJ3OPGH3iWrUGumdWoUQs4uEISHEbNPb5w5aDcnhKT6fFAsS3Sw90sZrjhziN4u2EPZ4C3+qpjHkDjDkDmQ8XJsY4oz+g5NeP3//iziazq/XnQ/Av553OceqakaP2/q4eNZeeEOFEMUmc4aEELNKtfpqctDjn3LpuY6Fi1R6+Ipa1nUcxWWXdgN4j5Xkgo4X0aeYdH3hvufZ0LoLgPmx8U3Xxk9FeLZETRRCFEDCkBBi1nE0LWOvkIaNkS5cSIQqbFwEU0k2tbWWLBB5rCSva3uW6tT0I1xXv/AwoViE+dHx5/mtcfOWJAwJMQtJGBJCzCrfO+XOGqXpGSYZKwzSwSKFiyjB0SNViThnHT1EIFncWobViTBXHHuKuuTwjOf6Uwmuef5BfCmL2tiJQLSyp2fsaQ8WtYFCiKKQMCSEmG3OVBmWvOtjFsJHCMGEc4KpJK9pPcDS/p6JQ1M505TD6X0HeNORx2fsERrrtPaDzB/q5fV7d42+tr5jdJrQkzXq5ucLapgQoiRkArUQYrapTxqTP5r0keExG4MkmSdM6yhW9XaxKNzFkZpaWoNNOFr2P/Ppjs2SSCdr+w9n1RuUyebDOwlbC7lj3UYAzmwfDUPfyuuGQoiSkzAkhJhtXP0TVnRpOGgjk5dj+JnYKzSeoinRT1PnAGt72mgNNdLjq6Lf4ydhuied7bWS1CWGmB/rZcVQG16nsK3RTu04xNDI7/3JJJce2AdwAPhRQTcWQpSMhCEhxGyT6PcEx70wsqcXACmmqlmocJHCTRKHdOjx2jarBjpYNdABpKtHx00XCg0NhddK4bNTo88wRtaL5V6X+gSXY3Nad/p5W3e8THUioYD31aibZXNWIWYpCUNCiNmmNWG6CZseglY6PxwPQ4r05OmJdGw8JI7vCj8ln30i/Eyk0Eniw8KFh+jxfcTyEhhp958++zTAN2vUzQ/lfTMhRMnJBGohxGzzEkolD4WaRl84HoZsTCZ+bJmk8BGbMQhly8EkRggrQ+jKlo7iLS/tZH1Hx4PAp4rSMCFEyUgYEkLMKu/ftzUJ7DpQNR8HDTixtszGGHeuiyReEgUNa2WmkcCfsRcqGwr4wn1/OApcXaNujhe1aUKIopMwJISYfTTtt3HTzZFgw8QDo78zSeEhWcpGkMSPlcdsAgUEY84HatTN+S1JE0KUlYQhIcRs9G2U4oX6ZSTGFaNOryjTcPBQjvnI6R6iTHWPpmMobIV+b4kaJYQoMglDQohZ5/37th4wHLU/brrZ3rhidEew9KRmhackQ2NT0Ungy+kKBR0r1KcLq/wohCgbCUNCiFnJsNQ/oBStoXnEjPRyepMUJhbmSAHGcrFxj0zezo6O85MSNkcIUWQShoQQs9K7jlz3Q3fSaQM4FEyvLNMAd0nnCU0txeSCjVPRUQ+WriVCiGKTMCSEmLX8ceuzuu3Q7asBwEEfKYtYfjaukdVt01NgA0+WvkVCiGKRMCSEmLV0xX8Ho9Zzbd56ooYbK4femeLTsnq+Br/yqFs7ytAgIUSRSBgSQsxa1/Tc4Ji2uiEYseP7qhbgTKgzVG5ZPl82ZBXiJCNhSAgxq13Tc8Me01F/eSB4UoShl4D7ytAUIUQRSRgSQsx61/Tc8C2vZd9d2BaqhVMY081YsoH3edStsqReiJOMhCEhxElhzfCxr1W6DcB0BRi/4lG3PlPOtgghikPCkBDipDAvPDibt7Z4APhCpRshhMiPhCEhxMkiVukGQMaBukeAqz3q1soUQBJCFEzCkBDiZHFIgVXZJjho42cN/RS4wqNuDVeoQUKIItCUkrl+QoiTQ5/2meeB9ZV6vk4KHxGAXuBjHnXrHZVqixCieKRnSAhxMnm2so9X9Lqr7gFOkyAkxKuHhCEhxMnkF5V8+JMNpx57oGnzWzzq1s5KtkMIUVwShoQQJ5NfA62VePCgy0ePr/qGd7Rel6rE84UQpSNhSAhx0qhTX7KB71Ti2T3eqvvf0Xrdw5V4thCitCQMCSFONv8GHCnnA6OGOxoz3VvL+UwhRPlIGBJCnFTq1JeGgA+U63kKsHX9jRf23TRUrmcKIcpLwpAQ4qRTp750L2UaLnM07ctLkp9/qBzPEkJUhoQhIcTJ6qPAb0r8jNsNpT5b4mcIISpMwpAQ4qRUp76UAq4B7i7RI24D3lOnviSVaYV4lZMwJIQ4adWpLyWArcDfAMXaGyxCutfpfSOr14QQr3KyHYcQ4lWhT/vMacB/AWcXcJs/AH9ap750sDitEkKcDCQMCSFeVfq0z1wM3AS8BXBlcUkc+DHwrTr1pSdL1zIhxGwlYUgI8arUp32mAdgCbAI2Ak2AG0gA7aT3OXsWeKJOfWmgQs0UQswCEoaEEEIIMafJBGohhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGkShoQQQggxp0kYEkIIIcScJmFICCGEEHOahCEhhBBCzGlmpRsghBDldL9222JgE7AC8AEWMAg8Dzx/qboxWrnWCSEqQVNKVboNQghRUvdrt50D3AS8EWiY5lQbeBn4AXDbperG/jI0TwhRYRKGhBCvWvdrt70B+CdgQx6Xx4D/Bj57qbqxt6gNE0LMKhKGhBCvOvdrt1UD/wK8twi36wS2XapuvKsI9xJCzEIShoQQryr3a7edDtwDLJp4zNI1uutCDIR8WKaO7ii8iRRNvcMEY8mZbv0fwEcuVTc6JWi2EKKCJAwJIV417tduOxO4H6g7/tpg0Mv2Uxeyf1ED3bVBHCPzItpQOE5L1yDrdx9jxZEetMyPuAN4pwQiIV5dJAwJIV4V7tduWwo8CcwDaG+o4pFNy9m3qBGlTxFtplAzFGXzK61sfvkI+uTPyG9dqm78SDHaLISYHSQMCSFOevdrt2mke4Rea+kaD29awRPrl6L0wkqpze8e5MoHX2Fef3jioSsvVTf+uqCbCyFmDQlDQoiT3v3abR8B/n0g6OXHr99IT12waPc2bIdLH9/N5h1Hxr7cBpx2qbpxoGgPEkJUjFSgFkKc1O7XbqsDvtxX5eeHbz67qEEIwDZ0fnf+qTx65rKxL7cAXyjqg4QQFSNhSAhx0tK+nNIePXXhvw/7PcH/fdMmwgFvyZ710NkreWbtuAVqN96v3Vbc5CWEqAgJQ0KIk5L25dRylHpgaefADb++8DSGQr6SP/P+16ymq3Y0/1QB7yr5Q4UQJSd7kwkhZrVt1+/2kQ4eJhAH+v5jw/IbgX9b29oT6G6s5sDi6XbYKB7b0PnVxadz48+fPL7K7F3ArWV5uBCiZGQCtRBiVtl2/e564E+ALaQ3VF3NmF5sSyPeGfB6u/0eVu1pp7u5joTHVdY2Xvr4bs556TCkw1noUnWjVdYGCCGKSnqGhBCzwrbrd28CPg68DZhy8o+p8C4Ix1kQjtMUHuSop6lsbTzumdMXc/ZLh9HS7VwLvFj2RgghikbCkBCiorZdvzsAfBn4CExV+Hk8XzLONdsf5NtbLi1p26YyGPKxb3EjK1u7AdYhYUiIk5pMoBZCVMy263dvIR0kPkqWQWhNxyH++rc/xJeM0l5dN/MFJfLC6pbjv62qWCOEEEUhPUNCiIrYdv3uy4G7AH+212w8vIt3PPU7DOWwo2nSPqxl1Tav+vhv5YdKIU5yEoaEEGW37frdFwK/YJq5QROtO7qPdzx1L8PeAI+tOIO7zzi3dA3MQjjgJeFXeKJarKINEUIUTMKQEKKstl2/uxH4GTkEoYbhAW548l4eWrWR35z2GlKmSdjtLl0js1RV38XaaNvZlvbwbab6nl3p9ggh8iPdu0KIcvsWkH1hIKV4w8uP8x8XbeXu9ReQMtM/w9labjvRl0LE46OK8AeBJyzt/Wsq3R4hRH4kDAkhymbb9buvBd6ayzVnHtnDnRsu4nBD8/gDlc9C2ProR+hm4DFLe/85FWyOECJPEoaEEOX0mZzOdhx2zV9KxDt5jrU2CwrGuu1xtRZrgXst7f0bKtQcIUSeJAwJIcpi2/W7zyFdUTprLscm7vZMcazyYahpuH/iS9XAryzt/TXlb40QIl8ShoQQ5fKhXC9ImVNvs+GxKztf2XBslvd2ZDrUAny9zM0RQhRAVpMJIcrl4kJvoDkOdYMRGvqGaPR5eHTtsknnVMXDrOw5wqruVlb0HsOfiqMpRdJ0caxqHnsaF7GnYTFt1Y0FtWVxfzcee8otyd5tae//kam+d09BDxFClIWEISFEyW27fncdMDm5ZCkUjrFm/zFWHWzHm0wB0B/w8diapShdQ1MOZx3ZyZt3/JGzjuzAyGI+0eGa+dy99nx+t+ocom5fzm3afHTvTKf8PSBhSIiTgOxaL4QouW3X734dcF8253pTceKudAkiTyLJlu17WX6kEz3DR9VtV5yN1xzizx/+PxYOdefVtpjp5n83XMH/rX8djm5kdY2mHL7/f/9K8+Q5QxNtNtX3ns2rYUKIspGeISFEyXniydUJ78xFEs9o24k/EeXJZZtYerSLc5/djS+RyniujsXHH/kxp0T2oZP/D3U+K8n7n/4l5x16gZsveheH65pnvGbTkX3ZBCGAm4D35904IURZyARqIUTJhcLRM2Y6542v3M9Nj/yQAw1L2fTifi597OUpg5CLOKfyFKsiewsKQmOt6W7lP+78Cq/d9RxM02OuOQ7vfO6BbG97eVEaJ4QoKQlDQoiS88aTC6c7ftVLv+OqV35P1OVl2f4+ztx1eMpzTRKs5hl8RIrWvpjp5ldrzuNjb/lLHlizEaapbq10nS9d8jbuOPNCBryBmW690NLeP69oDRVClIQMkwkhSs4fjU859nTe/qd44850T8s+z6mcsefIlPfRcFjJdrwUZ2/UlG7wvxuu4GenX0zEM7mw41Q6q2q57ezLuH3Ta7l07/P86RP3EkrGpzp9E/CbYrRXCFEaEoaEECVXMxSuzvR6XaSf657/NQBx/CQi9dPustHMAQIMF6VNe+oXcvPF7+Jg/YK875EyTH67ZjNPLVrFnz18N1tad2c6bUneDxBClIUMkwkhSs6dslyu5IT5P0rxwUf/F4+dRAEHOQ1NTR2F/Awxn0NFac9vV53DR6/5VEFBaKy+QBWff/07+c9zrph0bF99Y3EeIoQoGQlDQoiSU2CFhsfP8bl85yMsGTgKQD9NRKiZ9h4LKc5k6V+tOY9bLnoHdpbL6HPx0/Xn82/nXTnutYeXn/KWoj9ICFFUEoaEECWnNCINPSeWos8f7OWS3Y+Oft3Fommv9xKhir6C2/HYkjP4+vnXo7TSffT96rRzuH3DxaNfJ0z9VO0WSyZRCzGLSRgSQpSco2nHqsJRvLE4uuPwtqd+S1VqEIAYAcLUTnt9I1NPqs7WgDfI1y58O45e+o+92zddzJ6GFgBcCccA/rTkDxVC5E3CkBCi5BxdawOY39nLJbuextLU6ETpfmbuNKmli4jh46ivmYOBxRwILKbVv4BBVyjrgbNvnPc2BnyhPN9Bbmzd4JaLtxIz3BgRN8C1ZXmwECIvsppMCFFyw0HfYCAaZ2FnJ6sHW/Go6OixKFUZr3GAwaCXwaCLPZ4riZmZ9w9z20nqk30sCR9h5fAB3Gpyocbnm1fy0IqNRXkv2Tpc18RPTr8AX58DcLp2i+VWnzSTZW2EECIr0jMkhCi5rvoaHWDl0DF21y2mMdY7eiwyIQzZmkZ7XYCdSxpobapmMOCfMggBJA037b75PNF4Fncs3cojDecQMcbXDPr5aRcW8+1k7benbsIT0/AkLTcwYxVuIURlSBgSQpRcT12NT1OKhsQA3f4aqpNDANjopPCOnjfsc7FnUT1dtUEsM/fVXpbuYnf1Su5cdCV7QsvTz/ZX89jSdcV5IznqrQpxZF49l7xwEODUijRCCDEjGSYTQpRc3OfRaqxh2kMNGI49Ol/IIR14FNBeH6S72j/tVhjZShpuHp53LocCixls0EqyjD5b+xY28tbHdvDMypY6yFh7UghRYdIzJIQoB+XR4vT4qplYYloBR+ZV0V0TKEoQGutIYCEPLj67qPfMVVdtiFA8yU2/efq6ijZECDElCUNCiHIIG1qCXl81lmbijCQiA5tjDSH6Q1PPCSpUW219ye6djf5QgOfWrWDVsd6zftZ4R/YboAkhykbCkBCi5BS8XBMNkzDdoGn0+usAOBxYSG916fKBo8Gwv3RBKxtK1+hoqqVrfp0HeHtFGyOEyEjCkBCi5B6rDVke2wYg7vXQVt1MTPfwWGNph7Bs3UCNDL1pSuFJpgjEEngTKTSn8K09suWgsW/FAiJ+zwfK9lAhRNZkArUQouT2B7zzANxWkgUDA3jDLh6uv4i44Z3p0vwpRSic4PWP7aClZ5D5PUN4LHv0cNLQ6ayvoq2hmsPNtexaOh/bKN3Ph7ZpsGflwk0/a7zDuLb7BnvmK4QQ5SJhSAhRclfv2nVFbTjF1X3PoitFzDA52thYkmcZlkPNUILqoTguW7GkbSjjeW7bYVHXAIu6Bjhnx2HCXjfb1yzkqbVLGAoWd2jt+AazvXVVxv5lzVcA9xT1AUKIgmhKla+rWAgxt/Rqn60D/o0Jc2VeqFnCwfrih6Gq4QTzeqIYBQyBJUyD35+zmqfWLinO6jalWDEY5vji/qrByG+/8tuNbyj8xkKIYpEwJIQoiV7ts28E/gtoGvt6CpPfLz6dhKt4HdO67dDcFSEYnbwVR74ONtfxs0vOZDhQ2FCe4disGDqx/YjmOFGl66Fbf7TaKbSNQojikDAkhCi6Xu2z7yYdhMZVO3SAAS3EcMBDdSKG27bQlcLRNOKGi0GPj0GPn15fkGFPdkNVhuWwqG0IT6r42aI/6OMHV55Nf1Ug73s0hvuptSYFv9Nu/dHqHQU1TghRNLKaTAhRVL3aZ68Hvs9IEFKkV1NZGDiYVKkYC8IDBFMJ3I6NqRzcjk1VKs6icD+n9x7joqO7OffoHhYM96GrqUOObpcuCAHUhmO851dPURWO5X2P9e0HMr28Oe8bCiGKTsKQEKJoerXPngr8gJHPFgcNG2Nk243c5t/UJaJs6GrlotZd1MXCGc9p7oqULAgdVxuO8bbfb0fLoxe9ITzAZXufmfR6/dDQG4vRNiFEcUgYEkIURa/2WYN0j5BHkd6ENZ8QNFHASvKatn2c1nN0XC9R1VCiqHOEprOoa4BzXzyY83Vv2vU4NfHopNero5FNxWiXEKI4JAwJIYrlL4Bz0kHIQBXx40UDlg32cHb7AQzHxrAc5vVODhml9Npn9lA3GMn6/HnDfVz70kPozuSeK4+Vml/MtgkhCiNhSAhRsF7ts27gk8eDUKG9QVNpiIU5q/0gdQOxgpbP58NlOzn1Dv3lH39EIJWgy+/DnvDH4U0mg53a39UUt4VCiHxJGBJCFMO1QJODTqmC0HH18TB1Q/lPaC7Eun3H8CRnHpq7+pVH2HxsDwCdvioemV837nh1NAKwoQRNFELkQcKQEKIYPuygFXVobCph/KAq89HlSdms29c27TnnHnqJjz521+jXp3SE2Vvl58iYekUt/X0A80rUTCFEjiQMCSEK0qt91qPgNU6ZPk5ieMrynKksbeud8tjF+5/j8/fdhjFmonfNsGLbw0/zUEs9ST3da9bS1wfgLnFThRBZkjAkhCjUOgfdVerhsePiFc4QLd2Dk17zphJ87NGf8bn7/xtzTBCyMEni5/2PbUc5Drtqgswb6CeYiAMkytdqIcR0JAwJIQqiYIsqUxBSQLLCYahuOIYvnhz9euPR3fznT7/KW155ZNKfwjB1KHRCySRveWEnO2pDbN6/9/jh6cfbhBBlI7vWCyEK4qBfVq5eIRudcgWv6dQORTnz4FGufOVxtvRNLqoI6a1HhjmxGe07nnmJ289ez7BmA4oI/j3laa0QYibSMySEKIhCW1nGZ5XrUdP62N0P8LaHn6Ouz5rynL11K7DGzG9a3dXLvKEwjy1dAjiECawrQ1OFEFmQMCSEKFTTzKcUh8bs2FjaNVJIMY6fTBPH+30hDntXTHr99PYuXmyZz7DHAJAq1ELMEhKGhBB5SxcO1GrL9TwdB2ZBIDoRyjRi+Ccd//H6N7K8ffKqs9PbunipeT6PrFwAEoaEmDUkDAkhCrGknA/TATfl2Y9sKtqEvqAU3nHHf3LmFbgjJnqGjV0XDgwx4PPxnXPPZf+82tUlbqoQIksShoQQhSh70R8vyZlPKiGD8XuNJbUT61B+tu513H/KFjbtPZDxWo9lA/BCy1L+sHZZQ+laKYTIhawmE0IUYuoZxCXiJcEQwXI/dtTEMHTrqZfzuzPm89bdz7AiEeG6xx8iGM9cQihlpH/+jLo97FjY6M14khCi7KRnSAhRiL5yPzBEdGTuUCUoXBPy3xt2HMYVc/PXF72VGy++jrtWzcPjPYSXoUlXD3k9MDJ8tru5obKltIUQoyQMCSHy1qT+4VDCMMq6a6qOIkSknI8cZWJP+tDUgc/8/hmqYgkibi//ue5itrzr0zy5wks9h9CwR899pbmRpnAYDI2O6uDkmddCiIqQMCSEKMiOpnnxcj+zhuEKLLNXeCb0CqVboFEfjfMXD24ffb3LX8WfXHkTf3XpFTRrL2OS/iN6uXke5xw+ArqGbeqa9uWUfAYLMQvIP0QhRN60L8S1R5YvLXsPhxuLOibvEVbqZ06cLzS2COTle1pZd6x73PHvn34B73njjczTdpF0WexrrOeiAwepi0TTn76GbNYqxGwgYUgIUYiVt29Y76nEDJ5ahvCUaa9THQdPhiX9EwfNrn1x36Rzfn7KJj72uhtoYRdLB7q5+pWdrDvaBprGkp6BD5Ws0UKIrEkYEkIUYs2h+joeWrGs7A/WgNqyDJcpfCQmbQSimLw9yEX7jlEbmTxq+MO153Hv0lP52f99g1AiycquHgD6A74Pl6jRQogcSBgSQhQiAPCdLWeX/cHHd7D3Ey9hIFL4SWBkuH+6V2h8GHI5DpfsO5LxTn9+8dtpDvfgpQ9fMt3LNOT3rtFusZYXvdlCiJxIGBJCFOyBlSu46/S1ZX1mFB8WJgYKP/GiL7fXcQgQx8xwX2dSHeoT1nT2Z3y9xx/ib86/lhAdeFPjhvc2F6G5QogCSBgSQhRi+PhvPvvGy+kKBMryUAuD8Jg9wQwUAeIjW3UU2kukcJMiQDxjj5ACbAwm9godt6Zr6tJLP1p1Nn1eP+u79o59WcKQEBUmYUgIUYhXjv+m3+/no1uvJqmX9mPFQWOQEBPDiAZ4R0JMujBirqFIYWLhJ4GX1BRRJz08NnGu0FiL+4bRncy9VAnTxW2nnceFh18c+/LpOTZUCFFkEoaEEHlTn/ce1JQaHRf644plbHvrW0oWiBw0BqjCmmYnIQOFjyRBYnhIYmJPOadIQ2Fg4xk5308y47DYcRY6Dsa0bTSVGt2DLJP/OfVcFg71cs7hPcdfqtzeIkIIQMKQEKJADZHwuF1Jf712DV87/0IsrbgfLzY6/VSRwpXV+TrgGenpCREjSIwAMfzECRAnSIwQMQIk8GBN+2GoyC4IHadN0ym1q24+wy4PH3voD2ObKoSoIPlHKIQoyFtfeX7SFu0Lu+I8V7OcPldxOj1ieOilBivLIJSJjsJAYeJg4KBnOYzmoGGNXJWthDn1uUrTeb5xMZfvfiW9T5lS0axvLIQoCQlDQoiC/P39v7ZDiROro1a397KsZ5Ck4WJH9SJ2hVoIG/lt0J7EpJ8qhgihyvxxdbw3yMKYdo7QREerg9jG9G19sXERNclBLtm9jxU9A7JhqxAVJmFICFEQxzAXX7PjpdGvL9lxeNzxHk81z9cu44XqpXR4qonp7in7ZBQQMTwM6gF6qKGfGpJl3LEivVJMI4VBarQ3KPsgBLB7Xu2M5wy5fWjY3PD085x9qGPL18+575T8WiyEKIapZyEKIUQWwh5v/ece/C13rV3PsMfF6o7ejOcNu3wMu3wAGI5NwIrjsSx0R4ECSxnE8OBoOqayaUoNo6vJselAfQ3PLGlmR3MDO5rr6Q4GSJk6pu1QF4lxakcva9t72Hikg1OnaEsmcUySuNBRI+vF1AzrxjLb1TRzGLJ0HQ3YdPgo++YtdgPfBS7O8VFCiCKRMCSEKMigNxA4vaOV92x/me9uPIPmgfD0FzgKLQXJlIeUGjNCpJ34P0szONjSwIqRjU9TusYfVi/lR5vX8uyS5ilv3R/wsX9eHb9atxKAU9t7eNuzO3jDy/vxTbPCy0IniQvQRgoqHqcwcDBxsgpFDvDH5QtmPM9npVBotAwOs7RngITbfdHXz7nvrD978rKns3iMEKLIJAwJIQpysG5e4PSOVi7auZduzYMx5RiYwkwqzOTMwSJS5aG9pYba4ShHQ37+7qqLONhQk3PbdjY38IUrL+TWCzfx+V8/zPn7j05uFhDDTebhMA0bAxt9dOL1dG1/enETR2tDM7ZrxWAXNukgWBcN0+6uA7gJeO/M70oIUWwyZ0gIUZBdTQtdCd1k2PDz+pf3ZzxHsxWeqI0riyAEMFTnw9J1vnjl+bznPVflFYTG6qoK8JEbXs/fXXkBEfeJFWkKiOLJYnK2hoUxQxUiuHNddlN/zuxqJUV6Urnbso6/fP3Xz7mvKqsbCCGKSnqGhBAF2d3YQo+3BgcNjz05KuiWwh2zx4WgQb+b3Ysa2NdSx96WWgaCXizDwLRt6objVNtJXqmt4WiouPUIf3HmavbOq+Nbd/yW6liCKJ6clswrNJKYuEfqUI/13IJGHlneMvM9NI2Y14M1lH7umHlRPtJbc/xhikuFECUiYUgIUZC2mvrYgeqmoO4oLK8JyRNzczR7fBB6eWkjvzpnJY+fuhBrqlo8SkHUAqs0O9HvaGnkQ29/I1//n/sJJKyZL5hEI4kxLhBFXSZfuuws0Gbu93I8Jk8vWMEbutLzoWx93DWbkDAkRNnJMJkQolCt+2taMBxFLDBmQrSj8IwEodbGKv7yg5fxV3/6Oh4+Y8nUQQggbpcsCB23u7meL7zlvALukA5Ex1v5zfPX0VadXS+W43fx1II1qJEeqYh7TA0mpWTTViEqQMKQEKJQz0YND5bbJOl14Yx0dLgTDg4aP7ngVD5+0+vZtbhh5jtZDiSnm5VTPI+vXMA965YVcId0PaL/3ryGn2c5V8gxdZTbpCOQ/rNQwIA/MHpct521BTRICJEnGSYTQhTqGXfK/mDKbYKmkXKb+MNJHKXxlT85l8dPW5TdXY4Pj02gKcW8aJwFwxEWhqMEUykMR2HpOsNuF0eDfo6F/PT4vKgshqnG+rfLNnH2gQ4awrGcrjvOQWdP/cx1hY6zQ+mes4SRLiSp0LCNE71kuqPq82qIEKIgEoaEEIW632U7pLwj3+i9JoGBBP/vhgt4as3MNXdGJR3GzkmujSXY0t7N5s4egqmZ5/YMuV08Nb+BJ5sbGfJkV7U67HPzo3PW8JH7t2ffzgne8+RO/rB64YzzhWyfC+VJr2Tz2On3k9TGfwTrjgpMulAIUXIyTCaEKMj932454LJsx3alezgcw+A/X78xtyCk1OjE62Ayxdt37ufTT7/ExUc7sgpCAFXJFK9rbeevn3yR63YfxJfldfesXz7txqozWTgQYVNr17TnKF3DDp2YGzRvKIwCDpnz0MaswDMsO/Czxjvkh1QhykzCkBCiYLpSuhpZFXWoKsQ9Z6/M7Qa2AgfWd/XyiWdeYX13f94fTgawubOXTzz7Cqf2Dsx4/pDfw/1rF+f5tLSrXzo45TGlaVi1fhizamx9WzvDmo+I7qexfXj0dXfCMgAZKhOizCQMCSEK8rk3Pbfw+Lf5uKHzncs3ovQcd/RK2ly9r5W37zpIwMpnuftkVckUN76yj8sPHZvx3CdXzFwfaDqbWrvQMuyjpnQNq86Pco3veTrtWAftZh0A1b0xfMMJANzppf6yi70QZSZhSAhRqE3HtzN9fGkLXbW5T3u5dsdBzmubfqgpX5e2tvOGA5O34RhrT3NdQc/wpWwW9w2Pe81xG6TqA5OCUMNgFF+PTljznXitfRjNcXClw1CqoMYIIXImYUgIUahNtqHjKMWjp+QwT2jE63Yf4ez2nhI064SLj3Zw7rHOKY8fqw0S9rimPJ6NlV0DACgNrCpvemjMmPwRe9XTe4jjw586kXm8MYvqnggoFNBfUEOEEDmTMCSEKNTShM/D3sZaeqr8OV24YCDMJXun77UpljccPEZDNJ7xmNI0OqoLW8g1fziKFfKQagzh+N0ZV5cZtsPVT+0BwFQK0z5Rrbu6L0ZXyB+5tvuGzI0UQpSMhCEhRKG8Ub+Hl1uyKKo4huE4XPf8PowMc21Kwe04XLfnYMa5PUBBK8oATI+JE/CMmyg90euf20/D8ImaRl7LGm2PK+FwuDYULagRQoi8SBgSQhTKfrmpnta6UE4XnX24k+bh8n7vXzoUYV13X8ZjplNY5Wt7hknjDYNRPnLP0+Ne0wHPyIRxDegI+MMFNUIIkRcJQ0KIQvVtb2nkWI5h6DWHOkrUnBme29ad8fVQPFnQfYd90xd6/OTPHycUnzw32uU46TpLQMR0yXwhISpAwpAQoiDbq4N6ym1iGdkPMy3vGaQpzy0wCrVsKMz8yPgeqWA8SfNApKD77mmZujzQ2//4Euftyjw3SmMkEAGndA8OFNQIIUReJAwJIQrSo+tvzrWs0BntvaVpTLbP7x7fAbOyo58c38I4jgZ7WjIvz7/myV28448vT3u9a2QidctAeHjaE4UQJSFhSAiRt9sX/+TqXp+neapVWlNZOFDZqTELwuN7hk7pLmx06nBjNVHv+GEyd8ri/fdv5x2PTB+EgPQkcqVYPDBkz3iyEKLoZA8cIUTeLE37eGtNiAsOZr88XncUzUOVXTS1cPjEkJimFBfsPYKtaxhOfivb7tl0yriv1xzr4SO/fYbmkdA31Qq20TYAulLUxuOyUasQFSBhSAiRl9sX/2RlT9B/ybLBYZb0D+G2bJJZLE+vjcZH58hUSihl4UtZxFwmZxzrpmUoSsxrEozmXvw5YRqjYWjN0R5e//w+zt19dFy3u8ua+f3qSuFzkr4ZTxRCFJ2EISFEvm5ImIZ2zZ5D+FMW9bEk7aGZv5e77coGoePcjkMMeNOLBwCIe/ILQ8+umM8VLx7gvJ2tLOsZQFPpKtS2puPo6UhkZhGGAOqdgeqcGyCEKJiEISFEvs41UDRHoqDrNIbjWYWh2WTL/mNsak1v02EbOo4GetYjZQoDm/MOtnLJvgO4bHvSJOyUrpMwTAxHkcKEaaZpu5WFR0vKjvVCVIBMoBZC5Oz2xT8JAJf4HHt024kNrdlttJo0Z8fHjjtp8YGHXxz3WiqLtmk4eEgSIkaAJKFkAneGIATpJfPBVBIfKULE8JJAJ3MvUcgJY2h2bmW8hRBFMTs+lYQQJ5uvKw2XoQOaRszjpsqG5qGZawf1+b0k9cp+9Ay6XXzgjy9QPaHQopVhY9UTFG5SBInjwcp5Kb4GuLEJEMdDEhjfBVWjhvGopO9njXfkVr1SCFEwCUNCiJzcvvgnrwXel3IZOLpOd001h+c3kXKZnNE1OOP1StMYnKFac6l5Yik2Hpnck6UybK4K6d4gPwm8pAqqR5S+F3iwCBAf00uk8GBhKhvg2gIfIYTIkYQhIUTWbl/8ExP4LqBZhs7hhS301lSPDpUt74+waHD6ZfPnHuqgLlbY1heFau4dyvpcDYcACcwphrfyZaDwjwQiHTU2ZJ1T1AcJIWYkYUgIkYtrgOUAB5e0EAlMnjB90aEu3Fbm2oFntXbxht1HR1dZVUpwiuG8ib0+x4OQTn71h2aiA37iGNhoI88wHPuskjxMCDElCUNCiFzcBNA+r47+2syrwINJmwsO94xuPnpcy2CEN+06AoDSdZwphqRKzRtJ4E5aGY8Z45b9K3wkSxaEjtMBDylcpFBotMR61/+s8Y7K/OEIMUdJGBJCZOX2xT9ZDlwcd7s4tKR52nNX9oU5r7Vn9GvDcdj68sH0thMjKtU7VN039VYgx4sjWoaO7dWKPjQ2FR2I4MdBZ1Gs1wS8ZXmwEAKQMCSEyN5rAPYvX4CdRaXpM7qGuPBgFyjFRQfaaQqP37/MqUDvkDeSIDCceR81pcHBFQ28tK6FXafPJ5SceWVcMQ1RRRw3OopLep55f1kfLsQcJ2FICJGtTRG/l/7aqqwv6DJMzMEk5xzOUINI07ANo8SDUGMeZzvMa5t6d/pI0MtgrZ+k18WCrn7MPPcpy59GmBCgoaP+oswPF2JOkzAkhMjWhvam7Askv1QTZFd1kHXd/finmFCtdB3bmLmXqRgaOgdxpabeFD5cnR6Z0hyH5u6BsrRpojgeHDQU+vKo9vGLKtIIIeYgCUNCiKzYut7Y3ViT1bmDLoMnG9ITrDd19U17rmMY2CWeP1TXNUTVwNRL/hNeE8ud3p2osX94ytVwpacRw3t8of0HK9QIIeYc2ZtMCJGVoZA/mG0vzoNNdVi6juk4LAhPX3cIwDZNsCyMIu9mr4Cq/gi1PcMZj+u2QrccHM1gye4eDFvhjScZwI+Bg4k98sspuNhitpK4GFnkf2GZHinEnCdhSAiRleGg35XNeW0+D+3+9JBTcyRGtoNgtmniOA6mlftWF5kowDJNdHvC3B+lcCUdPDEb0xo5Njx+qX0Kk7H71+s4eEniJUWpZzlZGIxs1bEwqn18nl99I7tN34QQeZNhMiFEVjrrq7P6vHihJjj6++ZIbiuylK6Tcrmw9fyr+yjAHrmP0nXiY7b+MBM2Vf1JAsPWiSCUBQedKF76CBLGU9I45GBgnfho3lTCRwkhRkjPkBAiK91VAV+VPf0wVszQORw8UZU6lMpc3HBamoZtmthKoTsOxhQ7wk+kANtI75fGmCX7tstAcxS+iIU7UegwnEYMD0lMQsRxUZq5RXF8BIgBNJXkAUKIcSQMCSGyEneZ3ip7+j3Fnq0OjgsiRiHL0zUNxzBwDAOUQhsJRxM5up7eYHWKmkVm0iY4kCqsLRPYGAzgJ0Qc77gBteJIMToiWdkdbYWYI2SYTAgxI+2LiUDC1D3TneMA+4Lj9yqz9SJNO9a09DJ805z0S03oCRrLHU+x8uX2ogahMY1iGC9xsppKlRMb8/hQXGV3tBVijpAwJISY0RV7X7j4gv07pj3niMdNYkJl6mFX5TqfNdvh1O1HcCdLuUw+HYiSWU8Tz86wx4OFi797w5vO1m6xZJ8yIUpMwpAQYnra1uvu/N9//vHZx16e9rRdAW96uGqMtoC/lC2b1qIDPfgj5ehY0RjGV7RJ1V1BHx0hPzYGt51zzjbgQe0Wa0WRbi+EyEDCkBAiM22rhrb1X4Af+62kf3H/sSlPtYF2t4uJM507Al5sLV3V2UylcCcSuOMjvxIJzFQKrci1hQCCgzFaWqcv9lhMDjoRph1FzNqOefWEjA4G3R56A0FI1xt6XrvFurQoDxBCTCJhSAgxlW8Bf378i0UDbXhTmTc57XOZ6U1Xx3SPtAxH2LrrAMHhMMFwBF8sjieRxJMc+ZVI4ovFCYYjBIbDeOJxtBlWq2Vr8b5utDJvLRbDTXbr3qb37KL5hJxBmlJHcVujk7ODwK+1W6zLC36AEGISCUNCiMm0rX8LfHjsS27b4uzD2zOe7ukdTF+mFEsGhvn4Uy/y6cef59yjnVlteKorhTuZIhCJ4ItE0e385/n4wgmq+2euel18GrECF38lDJ1fnLaChlgYv4py9/f+ZexhD3Cndou1rqCHCCEmkTAkhBhP27oR+LtMhy7a98Sk12oHwrjCMUzH4aq9h/mzp15k+UDm7S9mfDRg2jb+SBR3IgEq9+6d+Uf783p2McRxFTR36Herl2Iqm4XhAQCu2PcC73/igbGnBIAfaLdYxV/CJsQcJmFICHGCttUN3MYUNchahro4pe3widMdhwue3ommwcde2sUlR9qL8qGiAZ5EEn80mnMgqu0OF6EF+VHopPJcWZbSNX6w+TRWdg6Me/2bd/2Acw/sG/vSmcBn82yiECIDCUNCiFEOri8CZ0x1PIXJKS92YY5Ull55qIOqcJRTEzGao5nnExXCsB38kewDkZm08CTyqHpdRFaeYej7Z5/B3sY6lvcNs481o697nBQ//J/vcGp759jTP6vdYkl1aiGKRMKQEIKEtu2ahLbtGXA+Nd15x/TFuBKK015uBWD1/mO8smZBSXfrMhwn6x6i4FDxA1mu8glDexpq+faWdeiOw6aOLtpZxGFOrKZvinfz9f/7KS0Dg8dfcgMfKEqDhRAShoSYyxLatoaEtu1HwJ0aiU36DHtttRrLAFhwtIc1uw8zVO0l5iv9jhGG7eBOzFwzyButfMFmO8eP1V6/l09edRGWYbC+o4fqVIoHT1vEEZYxRDUAwVSSF1qq+eef/HzspR/UbrGKW+1RiDlKwpAQc1RC23Y+sAN4G4DJ9CuwhrUQYb2KpFunp8lPY88AnfOqy9DSNHcyOeMqs0F3cecVD/ncvLKogWdXzOfZFfPZsaiesGf6Z+TSR9br9/Kht17G4bpqNKW4fF+6x+3Q/Go++9YLeclchzPyMX1Oxz72VNfxziefPX75IuA1Ob8pIcQkslGrEHNQQtt2KXA3MFIi2kFj+rk2g1otzyxr5N7Tl3CoJsSNew4wL54oeVuP0wBvPE40EJh0zNbgkWXzqXd5OfPlqYtDzsTSNR5Zu5A/nraYPS11dNQFJ7fDUbT0h1l1rI+LXz7Mll1tGHmsetP1JJF6xUVte2ir3sBlrQdYGo/g6BpL+ob4r9es4yM3vIkf39HOKmsfGzpbef3b/owH/+v7/Hz96YS9HoDNwCN5v2EhBCBhSIg5J6Ft2wz8gtEgBAZJ0lutTmZpOt9efzFf3Xglh2trATi1b6CsQeg4w3bQbTu9k/2IroCXO09fyrGaIFd151dfKOIx+el5a/j15lPoC/mmPVfpGsfqQxyrD/HAuiU0DkS48pl9XPvYbrwpG23GviFFPT3UOz2sPAKXHdnFlx66B78dwVBxXm5ZzTPBdTREY7ywpIn3XPceHv6/vyOYSrBkqI971yzguude4Pvnng2wKa83LIQYR8KQEHNIQtvmA24nXa9mhGL7ghbOOjY46fyX6xdw4+vfz7Pzl417/bz2rtI2dBquZIqEz6Az6OPJRY08t7ABW08PJR1srsn5fs+smM/X3nI23TWTe5yy0V0T4PuvW8+9G5bzqbue5KzDmXumFOltO+rppoGeccdCqSTgAgzOPLaHde27WBBv5+8veBNPLF/AP265li88/lPW9rTxvTNfwz3/+53jYWhtXo0WQowjYUiIueWfgFXHv1DA377hKh5YeQrPfOMz4078+obL+PSF15E003Nk6mJhqhNR/CmLtX0DZWzyeLpt8b3NqzhUXzXp2L4FddialtWwla1pfPNNG7n7nFUznpuNtvoQn3jfpbz90Zf41O8eH33dQUOhjcz90QgToompwqSORRDdSfKmnQ+wrn03X77w7Xz93Ndxw55HCKQSHKpppKtK46I9u3lo1er8EpwQYhwJQ0LMEQlt23rgz45/7WgaH7ru7fz3WVvYcPTAuHP/9txruO208/jEs/dyTvsBNnUeYlE4Xdn5SGgBd556dVnbPpbpKOJm5rUfcbdJa1M1yzoGpr2HpWt88frzeGTtoqK2Tekat1+wjv6Qj8/f+Ud0NXmvstjIDvfT7WLm4CZFFYsG2vmH33+PUPLdfPyKd9M82A3As81L+fJvbuc1q/6hqO0XYq6S1WRCzB0fY8y/+T9/y3X891lbAEgaJ5bH37H6bDZ1HuLgdz/Nlx75GW/Zv300CAF0BRrL1+IpLOqferuP+zcsnfZaBXzl2i1FD0Jj3XPmSr581XlTPF8njnfGeyhMUoSoj/bzyYf/m7VDDp2BGgCenb+Us47tZmlfV+VrCQjxKiBhSIg5IKFtqwFuOP71T9Zv5DvnXgDA6qM9fPjuF7DR6PYFuWH3U7xl/3ZMlXlCdY+/rhxNnlbLYGTKY785+xSSU/QcAfzqrFN4YN3SErRqvLvOWsNv1y3PeCybMATpQGThpzHSxweevpuAUQPAi42LMJTib3//02I1V4g5TcKQEHPD2xhZPdYVCPIXb3krmlK864EX+If/fYD1XQcAjcbYzPt6je1FqhRPauoyAINBLw+uX5rxWEdNgO9ccWZpGpXBLW/cQm9gcvBxcvjodfDgYHJa5x7etvMZVgxFGPak7/nWF58sXfeWEHOIhCEh5oYtx3/zqau30ucP8Be/eII3P7WHxfEjnDf0CMYUS+tno+nm2wB8941nMpShMvY3rtpMbIaiicU0GPDytTdtyXBkpncw/twUARRw5Su/Z+uhVhiZi1SViNU8t/AvlxahqULMaRKGhJgbNgEcq6rmZ+s28LFfP825u4/SnGjj7OEn0XOom2w6ld0IFSBlTP/R1Vfl55tv3jzutcONVTy1qqWUzcroD2uX0lE9ftGXlnPwNHBwEUjFuPDQ86weOjFM+M1zr7hDtuUQojAShoR4lUto21yM1KP57pbzuGL7AS7Y0YrfjnBWOLcgBFATn1yPqNy6Qv4Zz7l/03L+cOaS0a/vPntlKZs0JdvQufOsNeNe85B7wUp7ZJ7R2Ye3c9pgbPT1lsG+LcBnprhMCJEFCUNCvPoFGSmj8evV67nh4ZcB2Bh+BpfKvZdnXqS7qI3Lx9HaUFbn3Xz9uTy5pgVL17jvzKWlbdQ0frFxbBBT+IhNee5UFC4UOvMifSwf6KIjlF7VVxOPAvytdot1RlEaK8QcJGFIiFc/A+BQbR3XPpLeMmJp/CBNqfyqSDdVOAzZmsax6sl7hmVimQaff89F/H7zcqLeyk387gv5RwOch0TOvXHH2aTnO1XHe3ho+dkAmI4N4Aa+r91i5TIZSQgxQsKQEK9+cYDn5y3ltCM9oBSrYrvyvlkwFWFepHLbcexuqiVlZjdFpiqe5LqXD7Nj7YISt2pmOxc0AFBF/sOMNh5sPKw/uo+frb+EV5qWE3ONhrxNwOsKbqgQc5CEISFe5Tzq1jDQ3a/Sm6zOS3URsmdeQj+dMzpfKULL8vPIipmDjcuyOetIDx98ag/L+8N0BqbffLUcdjXXA4o6+vK+h8LExsvazjb+5nf/zX+dfS3768ZNCr+p0HYKMRdJGBJiDkhorhdqB9LzgxrVkYLvt6Z3Lx4rXvB9ctXr97KzuT7jMU0pGsNxLt9zjI8/tpPL97XhsdOrtqJZ9iSV0qDfQ4hh3KQKuo+FFwsPazsO84Xf/ID17f1jD1+l3WI1F/QAIeYg2ZtMiDng3oWnW2ZM8eyieVyys/AhLlPZnNv6NHtrTqU2EqYmFsFlW2gKbF1nyOujPxCkLxBi0OcHrThTWbprq7noUDfDbhNH19AdhddyaIgm0r/CUUxn8rJ1p0jPL4RlaMynoyj3cjBx0PFYcT782L2E4kO89/p3o3TdAM4HflKUBwkxR0gYEmIOeGjB6lW1sRQ/3bSY/7d96q0sZqKABFVEqaepB5p6dmY8b/7QwOjvwx4v++Y1c6ChiaQr/4KHQ34fuDys6ZliXzKlMDIEISCrXexLrcqK4qWYvWk6Kby4iPGO5x4n5jLY9tZ3QXrukIQhIXIgw2RCvMppnxxsjpvmsq++bhNXH9yd933ihOhhNYMsJkVg5gtGBBNxzjxykKuff4rTjx5GmyKwTMfSdTrrp98TzXCcKes6VyULG5oqhiVDfTltw5HZxHeoY+FFAX/65CP8+UP3wUiBTSFE9iQMCfHq94Hfn7pES7hMFoUHcr7YwWCQhQyyBIf8e3ZM5XB6WyuX73iemkj2E7htXePI/HnYxvTzfvRpen/mh3Ov61Ns64+1Ex/ZViNfKkPcUyPVqQH+4be/4PT2o4sLeIQQc5IMkwnxaqFtbSLdK7AJWAx4gdS/bbj0mscWrqQh0cLr9ua2CszGRT/LsClejZ7aaITLdjzPY6ecyrHazJOhR5+vaRxtbCDhnvr5muNQOxShuaef+X2DuFIWmlLYhk7Y76O/OsjQDNt3lMP6tnYcTFJ4cOdRgRoyhyFI/z3pWPisFN/70W2LrX8+opvqeyfPZnNCVJimZsFYuhAiT9rWEPBOYBswZQViBcRoQsPGR09Wt7Zx0cfygnqDpuNoGo+esoZjtQ0Zj3uiSWq7wxi2Q299FUcXNNJTXzU6Gbu+f4jT9x/hlNZ23JY97bMUcMUn30FnlsUai21ldzePf+NbI185BBjMaatWSL8HB5OpNnnVsTBPhKw3m+p7d+fVWCHmIOkZEuJkpG11A38D/AUw494UcRqwCGCS3eRphUZ/gcNiM9GV4tx9u/j92vX0B068Bc12qO6LEBw+0XvS0DtEQ+8QMa+bzvm1nHboGC09/Zlum5EGXP/UK3zjsnOK+Ray9t6nnhnzlY6FGxfJnO6R7hWaOkI5GKiRM8Km9+9rQMKQEFmqfN+xECI32taNwDPA35FFELLwkaIKSFcwzkaYptGNQUvJUIpzDuxBdxxcCYua7mGaW/vGBaFRStHS18+lz7ycUxA67i3P7sI1Qw9SKbhsmxuee37ca6ks/x7GUjN+XGuj4TVgxTf8eOX/3H3rul9NPw4phABkmEyIk4J2ixUCNmx98YkPnNFx5O22ruu+VJJlfV1sOnqAlT3tGfsMFBphFqM4Mfk4yCF0pp5OksRPP8uYrhei2A4FGznqzTxcBul5QS3DQ/hTha0K+/Ibz+WO15R3P9PL9h3ijh/8AEjPgeoLhOgNVWO5HJSmYSgHfzJG03Af9ZFBdBQ9/gDbFyzilaZmhj1eHE3Dm7JZ1d3FhmNHWTQ4kPFZGjaukeX7j7asZ0f98qPA5dtevDJzDQQhBCBhSIhZS7vFqgPeC9wInMY06aQqFuXyPS9w0+O/47X7T0ySjjIPi/HzZHx04CI65XP7WE4Kf2GNz5GDxtN1p5DSJ4/ca0qxYHAAn2UV/Jyoy+StH72OY3VVBd8rG1VJi+/f8TOah4fZPX8hPaFqHH3qHh6F4liVnweXL+KVpjocPfNfeUM4zFU7XuIDTzzG+va2cXdwEUUDdtUu5uGFmwB6gIu2vXjljiK+NSFeVSQMCTHLjISgLwHvAnLeVOvUzqP8w70/4s0vvUCMZiZmKIMogSkqIafw0scpuTe6CA75Gznqn9A7pBQtQ4MECuwRGuvppc184L1XoaYIGsWiKcXbX97P5iPtJF25r8Yb9Lj447IFPLp0PmqaCtrnHD7EP/3ml7zm8CGAkTCk6AzUcvfyi4+fdgzYuO3FKyu3w64Qs5jMGRJiFtFusd4M7AA+SB5BCGBn00Kue/dfcv07PkGvf3JxRBsf9hRrJ6JMX9iwlObH+2HCD2fV8XhRgxDAWYfa+dRvHivqPSdRiqt2H2ZdR29eQQigOpHiql2H2PbEyzRMUyfpySVLufyDH+Gv3nQ1MdMcnVtUnRhXy2kB8M28GiLEHCA9Q0LMAtotlg58A/hIMe/bODzMj//rNjYePTbudRdDGZfYd7EGVcFFps9XLyXsSmdA07ZZ0t835U9sDpAwXaQMHYWGhsJwFB7LwlQzl9i57bz1/MvrtxSv8SM0pXjLzkNsOVZ4J4ylabT7vXR6vTy+uImjNaF0R5+pQ4baSau7OvnVf/0bSwd7sDSdH6++hIhr3Bz767e9eOWPTzR2az2wEWgC3EASaAeeQ92Z+yx1IU5SEoaEqDDtFksDfkB6WKzoQvE4d373vzj7cOuYVxV91TGWDp4YLrNx0cPqUjQha/sC8+nw1QIwf2iIUHL8qrKEYTDo9RJ1uUkZxpQbwBq2jc+yqIrH8KdSU062+s0ZK/h/V57PkL84K+d8KYu3vbKftd0Ded9jwO3iycZ6dlVX0enzYE81x+h4KPKa4D7xZ7FooI8/fPtrtAwP8Nz8JRzzLaLPN9rj1/b+V354g9ux3g9cCCydpikHgIeAb6PufDLvNyTESUDCkBAVpt1i/SvwZ6V8RnU0xu///Vus6u4G4PaNG/nK6y7ipX/9FKFkevVRnBCDLCllM2bU4alhX6gZw7FZ1tc3GmKiLhd9Pj+xaSpRT8Vl29TEolTH4xlDUXfQzz+++QIeWrO0kKZTG0/wsSdeJpDKb6J3m8/LfQvms6umCmeaOUIZaaRDkd8FmsaK3i5+871v8IdFZ/HOHXdx54qrmB/tZEP3SzTE+/Jp3nPAl1F3ygaw4lVJwpAQFaTdYl0O3FuOZ21qbeW+f7+VIzU1nPtnf0bE4+HNrzzNT//3nzEdhwgNhJlfjqZMadD08VLNUuqiEeqjURxNo9sfYMiX1/SpcbypFE3hYdx25lpDTyxfwP+dcxoPrVky7YqvSXSNoJXi0w9ux2PnvgOGrcEfmpt4oHne1L1AObSFkBtcBm/YtYMzD0T5x4f/maRh4rPz2wJkgruAbag7O4txMyFmCwlDQlSIdotVBbwMLCrXM//+17/h/lNW8vCKFaOv3fD8I/zgJ98i4dQTYV65mpLRsOnlhZplLO5P9160VVVjzbBBay40pZgXHqYqMXUw6KwK8L4PXs3R2ur0hO6JH5Ea6dChAUa6B+eDj7/Cit6hnNsz5DK5beUyjgWKXMrAZ0LAzZu3H+Q/fvp15jvtxbx7L/A21J1/KOZNhagkCUNCVIh2i/VV4JPlfKZp21hqcu/DFbuf5we3/w+kqsvZnEmGTS8vVi9lweAAbVXT1+TJm1I0RsLUxONTnvLVq87jfy5cP+4aIOMcpTOPdnPD9r05N6Pf7eI7q1fQ5829GnVWvCYer8ENz+5kU+cOrtjzJCt7jxbr7gngWtSdvy7WDYWoJFlaL0QFaLdYPuD95X6uZRgZSzfeu/pMbr7oynI3ZxJb03FZVumCEICm0R0IMuSZOoSsPTphJZimTTlZ+7yDufe6RAyD765aXrogBBC3SCRsnlm6iLvOeC0fvvav+eib/5IHlm8sxt09wE/Rtp5fjJsJUWkShoSojBuA2oo8eYp/9c8uKtto3ZQihgfLMEoXhI7TNLqCIVJTPGdFZ3arylsGwiweCM984gQ/X7qQHl/p934jZnEwcCJw7Wxaxhdf9z7++vXb6A7UFHp3L3A72tYZ98cTYraTXeuFKJNLP9TmJx2A3PqKxvdOtdVCyWkaaJPnwry4oLky7RkjbPpKH4RGKE2jMxRiweDgpM4yXzK7Qo8bj3Xn/NyXaqt5sa4m5+vyFUkqIoZOYMzk7qcXn8b7rvsb3v30Lznv8Is0RIdxO+Mnlis0TnQjKrRJk6cAWAzcAnxo2kZoWw1gHukAZQEDqDuH83xLQhSdhCEhSuTSD7WFgD8Bzgc2AWsAQ5GeyFvOjVCz0R/wc6w6xILByn2PCptl6C0ZI+ZyM+TxUp2Yev7QdBb259YrlNI0fr5kQV7Pypuj2O91sy4y/j1G3T5uPe9t/L+LbuCAx2BlXzsbOo5yUes+3rx7J25nYvix0bHQSKETR2c0PH0QbesPUHeeKOutbdWB14/82gScCRM2vNO27geeAZ4A/hd1p2wVIipGwpAQRXbph9rWAB8nXUQxOPF4zGVgZ6geXFYak3qG5g/105joACZv4VEOYcNLzCzhHJopDPh8k8KQJ2XhTlkkXVN/RGpK0TIUyelZ2+trCbtcebWzEH16OrpMXJenAXUpiwXxJD2+Bu46bQHf3XA+8yLDvOeFp9n23GO0hI+vkjNwMAAPNgE0khjEMEhAuk7WY2hbq0n3En0YWDZDs1aM/Loe+Ara1p8BX5cCj6ISZDWZEEVy6YfaTOCzwOeAKb/jHa72sX9ehadZKAUTyu3c+71/4tJ9O+lhFZXotdobbKbTW1P25wIsHOjHZ50olqjjcHheNZ+9/jJeXJy59lJ9OManH9ie03O+sXZl8ZfRZ2lNLEGLNUVBSKUIWTYGcNjr5sWQj5SuUx2P8eU//Ir3vvj0lPfVSOBiKKXhvBe4GWgpoJkKuBX4K9SduU/GEiJPMoFaiGxoW6dNB5d+qG0V8BTwBaYJQjZwJFjeoaBsfOCp33P5vhcxSOEh93o5hUppBt2eqrI/97gh7/i/Ew3Fiq5+bv/mT/iLex5FmzRkBF4rc/HGqXT4vBULQgDtE3q5xr0jTSNqGChgSSzB63qHaEykGPT62PbG67j6uvfR45vYdjXyv24c3C7gfygsCEE6hd8EvIS29TUF3kuIrMkwmXj107Y2A1eRnruwmfTcHR/pT/Mw6cKHz5Kev/Ar4FzgNSPnbwDqABNtawI4POAN7n12wWr7nlPPM55dsOo0XbFImzACoYCkppHSNCwtveGmA3QFPCQrPUQ2wrAdztt9hHP3HeTvn7xt9PUQHSQJoiYNqpTOwcA8HK1yfy5xc3x+PT5Z2HQUH3zgWRb0D/NXf3J5QcObrRUMQgDDhs5LAQ9h0ySuayhNQ1MKl1KELIeQbfPmt/Il4AAAVRNJREFU7a/w53+8H68WQ3lSvNDSzGPNS4i4De5cs4L3vfg4fjsGOONGWkvQj7gUeBRt60Ok/03+DnXnS8V/jBBpMkwmXr20rReR3gX+LUzTWzNBTjObX2pazt2nXcBDyzdi6wYOENM1Yro+aX8pB9hVH8Txmxl3HC+nYCzBT776ExqGYzRzgAXsH3c8Sh3DBf+Qn50+V5Ad1RVe1q8UK3p7RrrKFS7sSf8R3L1xNX/1J5eP1htqGo7yiQefz/oRdy5ZwJPzGorU4DyZU9dLOm7B4BDXbt/DNS/sYXGskzqOUk3PbJju/yjwLeAnqDuzW+4nRJZmx4+oQhSTtnU+2tZfAA8C15F9EIIcf8g9o/MAf/OHH/Dtn32ZJT2t9JoGEcPIuNHmkMfE8RgVD0IAa4900zAcAxSNTK5K7KMPdxmGyxK6yb5gZfdDA0DTSJjpjnJjpNdjoquf2807H31h9Os+nwc7h/9a2vyF769WsCx+9j1WXcU3Lt7M1R+6lh+uO4tWTmc/G4lT2Z4t4DzgdmA72tbNlW6MeHWp/KeyEMWkbf0T4BXg6nI+dll/O9+56xY+9sQv0J3Mm3X2+j3gmh3/5NYc7QGgmh7cTN6nSwNqOIKL3FZL5SKlGbxStZikUf7VVZmkh+kU+jSJ4S/ueYxFPQMApEyDrmD2ASFWxD3W8pbDQMCw18MX3ng+N113GYcDTexlM13l20ZvOqcBT6Bt/aeR+kVCFGx2fDILUQza1k8Dd5Ce41N2pnL4wHO/5Wv3fgfTHr9qRwGxoGvGIYpyOfVYOgwFGZjyHA1FLYdwU/y6Q3Hd5MXqJUQrsJR+KkoDfaTU4FT8KYsv/+g+VvYOs+VIL1oO85zULPm7z9WjKxbynne9iSPVVXSwgqOsyiVTlYpBeuXmT9C2uivdGHHykzAkXh20rZ8AvlLpZgC87sDzfPV33x3XQ9Tvd8+K4TEAT9LinD3H4P+3d99xcp3lwfd/p0zfme29qDdLtmTJ3djGDTsGU2RCCTaYjuEhhJ7k8ZM3+CXhfSCBmCQYB+OYHoMtwIDBBVxlI9tqVu9ale19p88p7x+zu9rVzu5O3VlJ1/fz0ce7Z+5zzj1r6cy1d7kuwDtDoKNgU0YrftpIrnrKXaerlK1lC4uSU2g6qm2hpfEe1x5t551bDrKsN0jCkf7nsD7FiOGZ4GSZn4/+1c10+r300cBJlha7S6PeAfxMRohErubG01mIXCjrbwT+tdjdGO+Gw9v41Cu/Gfu+zz93Pvhv2nYIfzQOgDeNdUEK4KWPSg6OrCPKblwgpLnYFWjmgL8BU517n11uM5H2grG1+48AMOxxk0hz+qs8zRIfBZXD4FRbqZ/Prr8OU1Hoo4EeZjmT9tTWA/9Y7E6IM5sEQ+LMliwS+UCxu5HKB7c+wXldrRiqQtQ9d7JYvPOl3SNf2ThI/wNaJ045x6hiP166UdM616LP4eX10nlsLV9Iv3NSQu45QbUsXFb6eYOWH2vDFYuDotCf5pb5plA42+7lT44zdbvqq/nvy84HoIOFxJgzObP+FmX92mJ3Qpy55s4TWojs/AvJYpFzjsOy+Ooff8CbPviVObNW6IZth8bWC2U7wqORwE8nfjox0THwkMCNjQooWGO/YyX/m/A5OTCvhK3NzeytrSbocmMqKk7DpKlniEWd/aw62kVgZLSqGDxG+qNCkJzyauzp53BjLX3+EspDYRzm9MFUYyiSWydzVBUe4ue/u4+I7uRQWQ2b6+azuW4+u6obsTNY+/TdK9dw7f5WFvUOEqQcF+0F7HXadOAhlPVrsTdMkWZbiKlJMCTOXMr6RuBDxe7GdJb0tVET6eUopcXuChXDYb78y43jjqiZJVVKQcNAYxiNOFHKiREAVGKaxq/WrOLByy9h87ypdyBtXpzMZdTUPci/PfhkDj3JTUli8o66mdT1DXC4sRZLVWkrL2NeT++07RcEgzhMM+1ptXx7+8GtXHts76TjRwNV3H/hG3lg9TX0eGfOAp7QNR66fCX3//ZnVM6NQGjU+SSnzH5e7I6IM49Mk4kz2cc5AwJ6VZkbv6h+ecNGysITP/TjOU5zmDgYpJlBFhCjDFB5eN1qVt/9eT71ntumDYTGO1Fdyu6m4iQkVGybsmjmU1h1fQNjX4c87hmnyzymxZpx58y2u7Y/k/L4/KEevvbcI5z4z8/yf595GJcx8wjdk8sW4nDPySLznyx2B8SZSYIhcWZS1uvAR4rdjXSEXMVfPP2Z3/yZ63YenXQ8THYFY20gQjkDLMAYqXLf4S/hrz74Pj71ntvoKcl8bdATFy7Kqi+5CsQi6Flk4i+JTKx0315eRtA9/f/ry7umHz0qlEvbDrG2q3XaNi7T4EubHmfrf/8Dl548OG3bqMPBgxdcnc8u5ss1KOtXFLsT4swjwZA4U60C6ovdiXTEteINXimWzWcfe5nbn59c1knBIoYXGzBxEcdPlEoiVBGhiiiVxPFj4pywuihZ0K2BMLWMPkJ21ddy3Wfv4snzlmXd1z8va+JIzexOJyq2TXUku+Lo2unFWxWF41WVDLunHm1rDEdY2T+Y1f1y8ZWXfpV22xW97bzwk3/mfTs3TtvuqQWrcuxVwdxQ7A6IM8+cn2IQYgrrit2BdHnjma9HyYeagSB//8gLXLlvfLkNGy9R/AzjJYKOyjALmHnlkIVOGAeDRKkiPm5EaU9tDW//+AfT3lU1FVNT+c4tF/O1H/4RPUWV+EKoCQ/jmmHh81RMdfLPzFYUjldVUDUcpGpwKOVvm+84eoIjfh9hfXYevx/e8Tw3te7M6ByHZfLD334P1bb50flvSNlmc938PPSuIM6YZ4OYO2RkSJypzpgH3m07Ns3q/RTL5tZX9vHwvz4yIRDyEaKZduroIsAwDgwUFNJbQq1iUEKERizcKCPJCXu9Xt750ffnHAiNOlJbzobLZ2eWw5OIUxnJvtxIaKoRIEWhJ+DnSG0NEefkUiN+w+CtrSezvm8mmod6+eazP8vqXBWbBx//Pm9s3ZPy9T5PCUdLi1x4NrUz5tkg5g4JhsSZak5up0/lvVunn27Ip5auATZ8/WH+4RfPUxJN5gFSMamhhxp6cRFDx8hpB5mCjYaBisHdt95EZ+nMO5Ay8Ysrz2Pj8sLWwHKaBs1D/Tn9HDorpp/SizkdHKmt4Wh1FUMe94Spxgv7BriurTOHu8+sIhLk8Q3fIhCPztx4Crpt8eDjD+Cb4hrHApVZX7uAzphng5g7ZJpMnKnmTLa3mSzo76IkGiHoLnzV8lXHumjqPVViw0mcOrrRMNHJLJfOdBSS1d0//+wzvLBkER15DIhsReHeWy/BUuCqPcfzdt1RTsNg/lAvDju38hjtFWUztkkocMTvY0tFKYZto1sW7oRBTTjK6oFBEqrKC3XVOfUjlerwEE88+q+s6s19BGrBYA9ff+ZhPnXTBya9Fp0jRXZPc8Y8G8TcIcGQOFPNgdoG6VGAi04c4tnFhV9waoyrf+YkTj1dqFh5DYTGW9HZxR++811u/uQn8hoQWarKt2+9lOPVpfzlxt04zPzU9QrEItQHB7PaPTaeqSq0VZWnfC2qKBz0uDnkcTGoa9MWaK2IhLjyxAFer25i2JWfYPkNJ/bzgz88wMLB7rxcD+ATW5/hWxffxMGKugnHHdbcSBtxmjPm2SDmDpkmE2eq4uxRztJ7tr00K/cZ9CZ/KdYxqKO7oIHQqAV9ffzqew/giec3g7StKGy4fAVf/MANHKxLHXikS7NMmob6aR4eyDkQAtjfVE/ktG30EVVhY6CEX9RUsDngY8Chz1ipvs/jY2PTEoZdHkqzyHU0nicR41vP/JTnHv7/8hoIQXL90F1b/zTpeC5rrgrojHo2iLlBgiFxptpa7A5k4uJjh2blPvsaKwGbKvrQsNAwCxoIjVrR2cU/Pv6Hglz7RHUpf/f+6/nabVeyZWEdVgZvyGUkqA8OsqS/m9Ic1s6cbsvSBRO+P+J28uuqcg563VhZll4ZdHvBtljc34nTTH9wo2Woh6+++ChHv/dF/mbLUyN5xfPvzh0v4k6cCnhdRpwVvW0FuVeOzqhng5gbZJpMnKk2F7sDmXAnDNwxg6irsP/kBko82J4EnkhspEpYfqaX0vGxl17m1xes4qWFC/N+bVtR2Ly4gc2LG6geDPGdf38cl2Fi6za2pmCjACNrcgwDt5HAa8TxGvmfMTlZWc7x2uQuKgt4qbSEQ548LVNRVA6W19Iy2MOntz5DW0kZm2vncaismojuQLMtSmMRVnefYF1nK5e2H+SNx/cWLAAaryIa4o3H9vCHRasBuKDrBI4MitvOojPq2SDmBgmGxJlqMxADip/eOQ09vgCNvSEO1wdmnDrJRUk0RmOsB0Z2fM0m1bb5+q8e4w2f+5uC3qe71Mf++kou3dsG2FQzhJPZ+VA2VJXHL18DJAOhZ8v8HJ8h63Q2jpVW8Y2Lb+LZn/8L33zuF9O0nJ18TKPWdRwdC4auOHlgVu+dgdmZkxZnFZkmE2cme8MwMN2nxJxyuLweT9ykajB/UzWp/OWW7bgsk9Gxktl2fnsHlx05WvD7HGisGPlKYQDfrIUEL16wjN6RheIvBUoKEgiN6vIFuPGdn6XNN90W/uS+vtzK7aZvXcfRsa8//Przs3LPDB0BUhdhE2IaEgyJM9l3it2BdO2rSubNqRmIUBLO70Lj8T748itAMrdQsXzkpZcLfo/j48p2JNAZID9JH6ezr7meTSuWAHDU7eSQt/A7uE/6y/nom94/Q6vRgKjwlvclq9S/4fg+zu8+MUProrgfe8PszQ2Ls4YEQ+LMZW94GfhzsbuRjl0184Dkx1ZLd5CSSP7Xsizr6OK8ji7ARpnl6ZPxbt25Cz3LEhfpijkmfviHcTMwUmetEA421vLYleuwVYWoovDnQOaFaLP1+MLzeWjl5TO0mp2AyDuygPpzrz5R8HtlYQj4frE7Ic5MEgyJM91HgcINteTBkMvL0bKase9VG1o6h/GG8tvtdceSv6kXa4pslNswWNneMev3DeGmHx9Wnt/9liXzefTqSzC1ZLCxxe8jps7uo/Ozb3wXQcdMU3IqhZ4usxSFt+/fzDv2z8k1yp/D3tBT7E6IM5MEQ+LMZm/YCXyl2N2Yzm+XXoKtTPynpgJVAxEIJcDMfTyjbjjKW3Ylt+8Xc1Ro1JqTha295Y2lHlmL4KKLANE87A0Z9Hn42fVX8OQlq7FHgp+YonDYM/tr9gfcPn684tI0Whb2kR7RnXz3Dw8V9B5ZegJ7g4wKiazJbjJxNvg6cBVwc7E7ksr/rLom5XG3aYFhQzCBooPt0kHP7MOsOhRjUV+IhuEoLX3JXHNzIRha3lHYulsL2gemfM1Eo5cAbuKUEMWV4a66AZ+XbUvmsWXpAuKOieUmDnrcmAXcDTid76x5I5+YcdFyYftWGgtTGx4q6D2y0Ap8qNidEGc2CYbEmc/eYKCsvw34LXBtsbsz3stNyzlSUZ/yNadlo1k2pqpgG6CEIlTbJprbwbBLJ+SanMFYNy38MYNANEHzQJia6KkREtdYTp3iB0Ml8VhBr7/kRN+MbaI4ieJEx8BLHCcGDsxJOXnimsqBqgraKssYqKnkUEMtTBHwFGNUaNSO6ia2VTexZtqFywrJ0aHCrCFuDA4U5Lo5OAHcgL1hTmZ/FGcOCYbE2cHeEEZZfwvwEPDuIvcGgIju4J+uee+0bTymSVBN/jO0XQ6MkMmqrmShVUuBqK5hKgoKNrpl4zbGfcjZNoYCevFjn1mlWhaL22YOhkYZ6AyNPepsGuihgiFeaGnhCzf/BW2lJSQ0DcW2eUtnPxWJ1CNJBtCvz86uram8Wjd/hmAIZmub/RywHXgr9oZjxe6IOPPJmiFx9rA3RLE3vAd4D1D0hZT/cenbaC2rnbZNaXziB2+/10VUTX6YqTZ4Eyb+uEFJ3JwYCAEoCmFNGxvniOujUzrF/zAMO5wFu/ale9ooiWa3G89LlGr60TG5rO04Qx4niZGF0bai8GKFf8qkBP1p1BortM2189JoVfz//wWWAO4BLpZASOSLBEPi7GNveBhYCfwbMFCMLrzYspIfrb5uxnalcQPNOjW0YysKbRlMxViKQmRkcW97aVnyGnPgw3B/Tc3MjbJ068v7sjpPw2AeHWM/HY9h8J4dr09o0+90sKUs9bb5Yo8KAWyvbkqjVfH//xdIgmSi1YuxN/w/2BukOr3IGwmGxNnJ3tCFveGzQCPJ7fe/B7pm49bb6xdzzw0fZllvF4t6O9GmqN/kTsRZ036MN7ZOLOLa5nZmtOIjrqlEVJXWqmpgbgRDW5saC3Ldxu4hLt7XnvF5GiaLOImLiZ+fH9yyFc2a+NPe7feyPTA5iWNcKf7jcsjpKXYXgFldlRYEXgT+D9CCveFd2Bu2z97txblC1gyJs5u9IQw8MPIHlPVNwHKgCvg74IJ83u63C9fwnjd/Aq+icSkq1+9/nds3fJ/W8ioG3F4MVcVhmtQFB5nf34Nm2ww5Xaz9+Bc5UVoOJIObIz43i0Lpl+6IaSr7qpNTcsUOhuKaxs6G1IvGc/XXv3wl43fnIMFCTuJJkY5q4UA/n3xlE/9+2cSkhttKS0goCmsHQ6d+Yyx+jIlV5Gm6UVHdyWOr3kRMd/Lm3X+iMjyQ71s8AvwDsE8ySovZIMGQOLfYG06Q3IECyvqfA58B/gnI6VfuQZeHz13/Xh5ccRUAIeDpUj+9563lUHUDH3/xd7yhNXVhy0A8xn2/+wW3/tXHxo4d87qojiUIGOlncj5YXU17oJT6oUEslFmpZJ7KEyuWE9fz/2i55c8HWHcgs2SODiXOcvsY2jRjbV9+4QX+sHgJB6qqJhzfFfDR6XJyZd8QZYaJZhd/pbrHKP7MUL8nwFdu/hyxkSSQ2xuW843H/jlf0wzHgI9gb3gqP5cTIj3FH/cVoljsDRb2hm8Bq4FHIfMy7zFN50drr2LVF/6VB994EwScoCV/e4+qKi/7ffy6sZnPv+UD/OiS6+nxBVJe58bD+7jr1RdPdU1R2B3wYmQyEKAoPHneKgCsIv7TfuDyy/J+zeauQT7+2y1pt7cUiDtU0O1pAyEAt2nynd/+Bk9icqDR43Lwm7oKtgZ8uKziD1AsGUgnf1Phgraww803rrtrLBACuPbQpnz8bRsE/hVYJYGQKAbFngO/7QgxJyjrG4GPAbcBK5j6lwUjpun7H15zRdeXb3lfQ0egfPGEtrYNcRPCRvK/I//EqhIGiyJR/uLwHm7cv53lnSfwxU9NhVkofOAd7+MXKy8cO1YWN1g9EEy76pQvFuW+nzyE20igk5j1mZ0DlVVc9OXPT5mnJxs1/UG++Z0nqR0IT/t+bMBSFUxNwR7Zkee2YqxOHE7rPk8vXMgH1t9GbIpRLcWysItX/xaA//v8o3xpxrpgFhSgUG/I6eHfrvkIJ8obxo6plslXf/d1szwylM3q8iiwGfgB8JORKW0hikKCISFSUdb7gAtJri/yjRwNAruAbdgbxqIY5V+MknFtvSQ/l4PATuB1OkK1wDqgHnAC8fpY3LxiOPRvNcEB1/zeTgLRMIptMehy8sOVF7CrsnqsK4GEweqBEI40/62+ddsWbn/lJUzFxm3P7rTKO99zO09dcB448jMy1dw1yFcfeoaqoQjYNooNysjPQbHBVgAULJWUAZjLjrMmfmjS8ak8N28+H1i/nqBrih19ieKODj39i29y/bG9M7QyyXfSxQG3n3+/+kO0ldWd/tLX7vv5332V5N//FUz+t3KM5M7ORYB7pHMDJHME7cbekPForBCFIMGQEEXyvvcf/qeopv19qg/x4x4n20tLiGvJoMJpWiwfDlMVn/mzQ7Es/t/HHmVrbQ2V0WH+4sD+vPc9lR9fcCGfeus7kmNk/tzyDKmWxa1/PsD7n9qOO5H9KIfHinFBmiNDo44HAvz1LW/mhfnzJ79oWoVK7jyjikiQk/d/Cbc5098Bg3xOlb3aspqHL7yVkMt3+ku7gHX3PbyssOnGhZgFEgwJUSR33n4oEFPV7riupYwcoqrCjlIfJzyusWR/dZE4C0IRPNb0/24b+/vY6XfT5vfz4gPfoSYUyv8bGKe1tIyrPnoXg+7kOvRVgz3sbGmY4azUlpzo5SO/38qq1u6c+1VmBllmHM/4PBt4aM2FfPOKK2gPjFvnZdvJenJF8IVXn+Abzz86bRsLBYV4XqZHO/1V/PKCm9neuDLVy1HgqvseXvZaHm4lRNFJMCREEd15+6HvRjX146NZkFOJqArPNlYQsZXkp7RtUxk3aA5HqYwlxiqqjzesq7xakfwQv6Cjnd/8+L8pi6a/VT8THSUl/MX7P8zhisqxYx959VXet2M737/iEh67YCVDnuk363liCa7YfYJbNh1g+YnevPWt0eimycw+GbmhKPx+6VL++8ILeam5BUPTwLBmvfybYlsc/P7dLByc/r0MUYOJGxcDuOlHzXAYK67p7KpbxvOLL2NvzaKp1n4lgHfe9/CyxzK6uBBzmARDQhTRnbcfarZhZ0xTA9MFRD1eJ8/Pq0x+CJt28o9t444n+F9PbCVUWsK+hafWcxz3ODngP5U48PyOdjb87Id5HyE6FijlbbffOSEQApjXN8AP/ueXlA9FUG2bI1Xl7GisZ29dLUNOFygqrrhBc/cQi9v6aOoZQi3Ao2hp4jjlVjAv14pqGrtravjpstX8YO0Fs1qa42Pbn+f+p388bZs4LoZoQBlZy++jHTeDE9qEdTd7ahbjsA2iuouQy0Ncd9FVUsmx8kbaSmux1GnXQkdJBkK/y+0dCTG3SDAkRJHdefuhjwL/lVAVYpo25Yfs9toAhyonl4pQLYv1L+zFo2qcrEsmbtzt99LhmTj7Vjs8zL89/hi3HMiunMXpfrHyfL5405vp907O1qxaFv/+yNPUdEfwhou3RrbCHGSB0YGeh4U+CgYldBDBwV+/8Q5+uO7CmU/Kg5ahXnY+9I/4E1MvzbGBNpbgHnufNmUcQhuXLcJUVH605j1sXrACI7s8UK8Cd9738LLd2ZwsxFwmeYaEKLKHfrzoe8AfHJaNN2Ggm1ZybcppVnYNUxKbHFhYqsoj15zHi0tq0UaSNA47Jv923+n38953v4+PvXU9nb7U9bfScSxQyl/95Xv5yDv+MmUgNNqn4+UBwiXFzevap5XyunMhfWpJDjNbNi4GKeMwToKU0s93X7yPpX2ZJYDMhmpZfP+JH04bCAH0UYcyLoeug+CEQAjgz80X01rZlE0gNEwyW/vlEgiJs5WMDAkxB9x5+6EA8CeSW/CxgISmklDVCSNFIYfGc/OriKYIdgDKwnHWnBzgxaoARoq1RKN00+Rte3bx4c2vcuXx1hn7Z6Hw7IKFPHDRJfx+yTKsaa496q4XtrLuRCeVnRGcRd6SDsmcQzXWANXmQFojRQoGbgZwMTApsAA4GqjkDe/5e076KwrRXQD+68kf8tEdL07bZohyOlhIBQNjC6f9HMPJqbQ9O2tW8PiyN9FTGtg47PVeAjjSuP0O4D7gR/c9vCw/c41CzFESDAkxR9x5+6Fy4HFgLIWzDVQO93Pj3tc4Vl7DgLeEjpISHrrofAa8qRcll4fjDMbttOtYVYWCrGlv48L2Npb29OBNJGt4hZxO9lbXsLW+gW31DfR7Uo8CTeWjL23n0tZ2XBGDit65s/tasW08dgyfHcFnRXFg4rKjlNu9qBjoRNGIoqWxK+tgWQ03vvMLHC2tnqFlZlTL4rtP/ziNQKiCNhZRQhgPyQXyOmECHBvr++u15/HE0huwFfU14LIjdbUeknmB1pHMvl4KaEAEOEQyEeJr9z287Fhe35QQc5gEQ0LMIXfefsgLfA34NONKg96y42Xe9vrGsXadJX7+ev27+fX5q1NeRxmMFb1g6yde3MpFx5PlI0r7YkVdOzQTpx3lhvjvszq3y+Pnrhvez4alF+WlL/MGe/j+kz+cNrmihUIPzfRRh4MEpQyN/N+2KOMIGgniqoPnFlzJ1obVAAkU5cIvPXf1rrx0UoizjARDQsxBd95+6GrgAWAJJEcK/vaJnzCvb2JtqofXrOPzb7uNnhL/xAsMx4uWHHDUl57exNLufgCiTgf1J0O4Y8UvNDqV62K/x0326Qf+Z9kl/PV1t9Pt9c/cOAXVsvjY68/zjecfpWSaNUJhSuhgIXE8KFiUMzBWf81LJx76OVbaxO+X3sigp3T0tL//0nNXfy2rjglxDpBgSIg56s7bD2nArcAngRvKwsPKF5/8GVWhoQntIrqDhy9cx/cufwObm+clD4aNopaOUGybbz/yNDGfl67qcoYCJQSGIly+cQ/OHDJKF9Ll8ecot/tyukZEd3D/8pu5f/Ub2VuX3lqiqvAwH9q5kU9sf44FQ6lzLNkoDFNOP7VECIwdLWUIJ8kA08kgx2pK2dpwAW2BUwkva4e7X+30V1/6peeuloe9EFOQYEiIM8Cdtx9qBi6f39N+/V3P//qOskgw5YKhvTW1bJy3mP9aeznbq+tnuZenVERivO/wSRKOiet0S/uDXPbn/TjTKCsy2y6Jv0CVnX2CxvF2s46tFYvprwuxqXY5+6orCLqcmIqC2zBoGRhiZWcv53d2cFn7IUrNIdyE0YmTXCmmYOAkio8oPiKUYE5Y82wTYAjXSCB0sryUZ5etIeqc+NdiWdehyNq23Q3Ng98YyMsbE+IsJcGQEGeYmHJXLckptLdM1WZj43yu/+CnZ69Tp1k+GOSNnf0pX/MFo6zZcoiK/sKWCMnUZfHnqbDzk/06gpfdrGMdLzBMBR0sxiS3em2jNAz8BHFgYKgqr81fyq6m+RPbWAZXtm7h4uOvv0WzfygJEoWYgQRDQpyhYspd7wfuBcpSvX7xRz/Pjtrs6oPl6h3HOqmNxqduYNssOtjBsr0n0GaoszZbroo/jd8eztv1eqiliuQaLxOdThYyRE0OV7Qp5yQeYiQopSNQxgvLzmfIM7GAav1QFzfvf46q8MAPFPtHd+ZwQyHOGRIMCXEGiyl3lQMfBD7ByGLrUd9bezmfvuWds96nqmicdx7rnLkh4IrEmdfaRUtrN55oeourk5NI+aXaBjfFf5PX61ooqKeleozio58GhqjCZtqyF6f6RoJSuiinHSdRTDQeW/ZWDtS0nKodZtss6D/BmrbdLOo7BvCqAtcq9o/m1vCbEHOUBENCnAViyl0KcBVwBcn8MRcOO12VSz99d1mm+YFydcuxTlqmGxVKQbFsqroHKe8PUToYIjAYxpEwUWwbU1MJ+VwMlXopHQhTPpD/z/cyq48rEs9N2yaKm2ElgKHogIKKSYk9jNcOZRxEmWgEqSBKCVFKiOPBHikIoGLiIoybIG6G8TEwqeDq0bIWnltwFbXBHuqGe5g3cJKyaHJUK46bMIEV5fa/Tr03XwgxgQRDQpzFKr48eFe/0/Gd2brfkoFh3nX4JBGHg7DTMVXV84y5I3HWbD1MdffQzI2zMN84yHnmjgnHLBQ61Aba1GYG1XJiijvlubqdIGAPUGe10Wgew5EiW3Uh2LiAiaU1+vRyokYVNmptk31316x0RIizgARDQpzlqr802NXjcuQ3RXIKbsPkY7sP4x+pj2aoCkGXC1NLbzpoKk3Heli1oxWHUbgt+ePXCxloHNaWcExbQHyKAGgqmm3QYB1nsbF3LCN0oSSn2ZL96/b62Vq5gpXHB5Mvga/JvjtS0A4IcRYpbhVFIUTBLQ5G/i6qKg8EHYX7565aNm872jYWCAHolk1pJEpc14g6HBgZBEWKZVHf1s+CI51U9BW2LFa51TMWCPUqVbzuWEtE8c1wVmqmonNcW0C72sgKYyfN1sx137JnMuB08+C6G+jVK/nkC38efeGABEJCZEaCISHOcl7T+tGageA/byvz1wSnKPCaC9Wy+YvjnSwYDk84HlZV+pwOLAVMVcFWFOK6QlB3UB1PUGKeWgdjAUFVZfmxbir6gjS09eKKzc500wLzIDawT1vJYW0JtqIwWOIm5nRgK6CZFqXBKM4MRqYMxckOx1o6zAYuNF5BJ/+jWgrw0wsu52hJM194+pnxL23O+82EOMvJNJkQ54AbP3bybTFV/dXugJdeVzoFy9PjMi0u6h+mNpbAsG06dI2SSISGYJiaSJSqaGzSnqmYqtLudXPC5+X16nLafV4MVcFSFN71yj4+sHFP3vo3k1qzjbXGJp6suo5nlqylo6qUzko/cedpvyfaNuVDYWp7h1l4ooelrV1ppwQos/q4OLGxIGuJdlcsoKSvfGTp9Zi/abLvvjfvNxPiLCbBkBDngNs+dGxRTOFgRNdpczs5UOLBVHNb3NwUjrJ6MIRpwwlNpXlgkLV9AwQSmX3ot5Z4eam+mm1V5ai2zTd/9jxLugZy6ls6HHYcvb6D/7ngJg7WZ5aPyROJs+pgG+t2H8eXxs65cquHSxIbx2qI5YuBkw5WjT8UB1qa7LvTy20ghAAkGBLinHDbh469VbGsXwd1nYSmElMVjnldtLudGKo68wVG2Ta1sQSLgxFqYglaHTpmLMZbjrcTMHIb+TgYKOGRxS14Ign+5eHnKY1ktj0/EyG3zqbL69nasjSn67ijca57ZT8rjswceywy9rHM3J3T/VI5yerxOYv+p8m++715v4kQZzkJhoQ4B9z2oWPvA37sShj0jguATKDL7aTXqTOsa0Q0ddJ2eKdlURY3qIgbzAtH8ZkWcQW2uZxc2d7F2r6BvPUzpqr8amETg7bGVzdsJJBmIsaURp5tCsntVaPv62BzJU9fsYyQO2V5t6wsae3i5hd3T7uuSLEtLk88R5k9kLf7ArRxPtapumVXNtl3v5TXGwhxDpBgSIhzwGgwpFoWLsOkz+0klmJ3l6HA2tdbWXK0i22rWjg+rxqvOXFqJ6oovOZ28rbWEyweLkyC49/Oa6DV5eH/PLaJhsH07qHYNrploVkWmm2j2vaEZIgWsGVZE7+9ahV2JqNhaarvHmT9U9twTzNN6LcGeUPiT3nNdN3GKqxk3bMHm+y7P5zHSwtxzsj/E0EIMReFASxVxVRVqqNxymJxVGtioKPbUBmOMa93mMG6skmBUBx4xePi1mMnCxYIAbyltY0GI8b/uuNafrNmwbQrbTTLwp1IUBKP4zEMnCPB0OkBx+6F9fz2qvMLEggBtFeX8svrV5PQpr7+sFpKr5LvlE8KwAngc3m+sBDnDAmGhDg3jJVmiGsqlqLgN0xqonHUWGLCxu/eMh97l9Rj6JNHjnZ4XKzr7mXpUGFz/wC89cgJKmNxvnvtar78rqvYPK9mYlBk27gTCXyJBE7Lmna0pTfg5VfXnI+d46LxmbTVlvH8usXTtmnVFubtfiY6oBrA+5vsuwfzdmEhzjESDAlxbtgHJCMYRSGsa5gKOGwb06nxUm0ZPU4dXzxBZ6WfvUvqJ12gTdewEwZXd/bMSoc1G/7yYCuqZbO7sZJ/WH8FH/3gjTyybjHtAe9YEDQTG/j1NReQKGDSyfG2LW/ieG3ZlK93qXXEk9NaOTPwoGD9vMm++5mZWwshpiLBkBDngEcfbLGArWMHFIWwrmMoCpVxg4SmMujUWDI4RI0Vp69sYgbmBLDT5eQdx06iz+I6w4ZwlC++spnzOzoA6CjzcbC2jAV9g2hp9uPVFS201lcUspsTKQpPXLkCc4q6bLaiMqiU5eVWCdyo2PvycjEhzmGSgVqIc8ejJCvbJykKEV3DYVlURuNjO8ziDn3SjrLjTp3mUJiGSGHrbaXSEDV4+gcPsa2ujueaFnLja+3oacZjNvDS6gUF7V8qg34vB+bVsPxo6i33g2o51WbudVRjlHKsrNRTm/OVhDi3yciQEOeOhxhZSD1GUUhoGvODEQZGMlPHT9tlZgOtDgeX9PTNTi9PE3W6OFJdx7r2dj736kaW2cfwkl7prYPN1fQHsqszlqttyxunfG1QKc35+nG8GLh5ZsnCwi6EEuIcIMGQEOeIRx9sGQR+kuq1plCMhKoS1DWs00aF+jQVxTJZNjg8G91MaV9d89jXTgxaaKeWHpQZMjpvXt487euFdLK2nN6AN+VrhpL7mqEwyam/x1adNzuLuIQ4i0kwJMS55SvAwOkHNWDlQJAuj2vSCX2aRnMoMqnG2GzqDpROCNIUoIIhWuhAnSYgaq0rn4XeTe3kFAupp9/7NrM4HmKU0uv1snHh/OJFqUKcJSQYEuIc8uiDLSeBz6Z6bUEwSrfHPen4gKbSEE5vWqpQTFWj31sy6biXKM20pxwhGvC5CacI7mZTV6U/5fHpAriZ2CgM0QQoPLVsMcDsL+QS4iwjwZAQ55hHH2x5CPh1qtcChjVWxmLUkKYWZeH06XpLAimPe4lRz+SZovaq3Nfl5KqzInUw5LHDKY+nY5haTJJB3kOXrANozfpiQghAgiEhzlV/BWw8/aDHsomdlkE5pij4MqxEXwgR59TrbEoJUsLEjNghT35y+eQi7E7dh1JrIKvrhagkQhUAWxvr2dbUYANbsuyeEGKEBENCnIMefbAlDNwM/On01+K6A2Xc6JAFaef0KSRLmf5xVU8P6rhc2uY0ZTFmi6WlXhtUmkWx1hBVBDmVDPOfb7wW4KB9t2sou94JIUYV/2khhCiKRx9sCZIMiP4R2x4rD2+pKqp1KvhRAaPAZSzScXodtdPpmJRzKi7QzOzX5eSLZk4OIp12jEAGwVC3x8/Pll5PkLqxYz+4+EJeWLQA4MnceymEkGBIiHPYow+2JB59sOUrKMrFNUMD3aPHx4+quG2bYYejKP0bzxuPzdimjGGSmZEgECr+OidfeHKfm82jqMw80mYDL9cvY8VdX6fPWTV2vLW8jHtuun702/vy01Mhzm2SgVoIwaMPtmyPKV9buLemqffp5Wudm+Yvw1Q1UBRKTYs2j5sVRcwzBFAVnLkOqRODEsIE8VHfU/y6pbW9p/3MbJsW88i051hoxCjld4sv5S/f8z4ALmhPliPp9vl47/vfQ8jlAnjevtu1qwDdFuKcI8GQEAIAl31fcLly1z8t7zrxlY+85OBXF1zBY6uvSAZDXk9R+6abBmXh0MwNAR8RgvjwR+L4Q1GGfZPTBcyW2t6Jy3lqrF5MAkRxjqxvsgEFCx0DNwZuTFxsa1nME+dfDIA3Hmdxby/tAT/vvvO9HK6qZOTEr8zy2xHirCXBkBBivK8B691GYvV7tjxHa2UtAy1LeM3nJaEoOIq0kLpusD/tNIVuTk1NLWjr5fUlU5fFKCTFsmnuHBj73mknaDZ6iVHOVBN+EYeDl5esZF9DC3WhKIptc3nrMZ5ZvpjP3/ZmOtxjuZbut+92TVr8LoTIjqwZEkKMcdn3JYA7SRaq5yMbf09DJIyuKOwqS53nZzYsbz+edls3cUbXDV2051iBejSz+W29E9YtLUi0o0+TbHFvfRP/ftPb2NvQAoDLsqiKxIh7nbzvw39FR8lYzqKjwBcL1nEhzkESDAkhJnDZ920D3g9YleFhPvenR6k3TF6prihKf3zRCM296Vd4V7HRR7bYz+vonzRVNVtW7zsx9nWL0UmZPXmaL65pbJ6/mO/c8BZ+fNX1DHl9E8qOlMfivLBiUfKb5M60PuAt9t2uYGF7L8S5RabJhBCTuOz7/iem3OUAHjyv45hem0jwqtfD4RIfC4Pprd3JlwtOHMn4tzZl3G6tq7Yd4pHrL8xvp2ZQ3TfMwhO9AOjuMMO6QtCuIKbpnAwE2FZfx/a6OkL+cs4PxSecayuMDmyh6wooSjIQsukGbpJF00LknwRDQoiUXPZ9P4opd7UDDyrQvCSR4FfN9Xxq32FcM+T8yZfawT5WtGU+1WWPW2F0/qF2dixqYN/82nx2bUqqaXHzi7sZdjv4znWreWFZ07TtBweDvGHc6JUyblmW6VCT5VES1qvAe+27XYcK1G0hzmkyTSaEmJLLvu9pYFVMU60yy8al6zzVUDMr99ZNg6v37cy4vrsNWKc92m59YQeeaDz1CXl26Y6jHC3zctf7r58xEALYWVrC5rKRhdG2PSH7d8Spg2n/FLhMAiEhCkeCISHEtFz2fUMDjuQg8oKEwZ7yMrZUlBX0noptcc3e1wlEMy9omkCfFAz5I3He9fRWdMOc4qz8WNXaSsvgTr7y9isYyGBL/+ZyP91OB7p1qucW0ON1/cD+W+f77LtdxU+nLcRZTIIhIcSMhvVkSmoNOC9h8KfGOraVF6YqvGJZXLN3B/MzWDQ9XmSkovvpFrb18u6ntuAoUEB0aetO/ulP3+a7V14zYXQnHZai8ExNGapxqiDukMuZCLucH8x3P4UQk0kwJISY0ZCmjX2tkwyIXmis45m6avIZWnhjUd60azOLutuzvkaEqUdklh7v5v2/20T5UOYjTlNRbIv1O57h/33yv/j56hsp10u5uj/IRYMhFoWjeNKskdbndLCzdCyPEIptd9pf0ItfIVeIc4AEQ0KIad13wW+VKDbjV9xowFLDpKOinAeXLqDTnXo0JhOLO0+yfvOLNPX3Zn0NC4UhSqZt09I5wF2PvMDFu1ozHsE5XeNgF9/8zb186uVHOVTZyM/W3Agkfz4B02JeNMFlgyFWD4cpSxjTXwzYVhEY2wdnJcyOnDonhEib7CYTQsykvnE4RNlAkPBpU2MVlkVA1Xh84Tyqh4a5sLefxkj6BVIVy2JebxcrT7ZSN9Sfc0eH8WGizdjOZZi8ZeMuLtx3gj+fP5/dC+ow9JnPGzW/r41bd7/Izftexm0m6Pf4+er1H8RSJ19DASoTJhWJCCddDg55XZhK6mXhfW4XBwM+zuvupyJiSDAkxCyRYEgIMRPfvMFhrtjfynPrVpLQJz42dKDBsrBLfLwQKMERjXFRWztXtLXRWxIg6hw3amTbBCJhqoJDVA8PsLC7I2U1+riqE1N1bEVBsW1cVgKnNf2EnA30kVmW7MaeQW57Zjs3v7SbnYsb6Kzx0F3l5URpDZZ6auDcHw2xpOc4S3uOcemxXVzQcWpjV7/Hz5du+V+cLJ1+l50CNMUSVCYMdpR4CE4RfO2oKOXy/cdJWHb2Q2RCiIxIMCSEmNGSngFqghHW7m9l03mLUrZRgHLLBqeTvfPnce3RA7zvz5uJaTqmqqIADtNAT5GjKK5qtHkr6HOVMOT0EtWdk9p4jBiBeJiKWJCGUB8Oe+J1+gkQnWa90HR8sQRv2fUyi3e9joZFXNMJOdxYiorTTOCPR1Ked7i8nq/c+BFOlKWfw8hj2Vw4HGa738tQioCozeOmZDCEqaoyMiTELJFgSAgxk+GVnclBikXt3RyrraS9smzGk35w+VWsPnGcinCIqVZZDzk8HPVX0+EpnzASk0pEdxHRXXR6y9lf2kB9uJ/5w12UGDHi6HSRXbkQBzEWsYsqTsUeTtPAaU5d8cJQVB5efQM/XHcLhpb5Y9Rhw+rhMFv8XkKnBUTdHhcxTcNtmrnPGwoh0iILqIUQ07rr9bd0OExrbGjk0t2H8Eamqrt+Stjl4t7r3kRcmzz6YaGwv7Sel2uX0earnDEQOp2papwoqWJj3XIO+WvppBw7w8eZTpwmDrKW5ycEQtOJqzpPL76IT77jSzx4yVuzCoRGOWxYOVKZfjxLVWkr9QHszPriQoiMyMiQEGJGimV3AAsAvPEE123dwx/XriAywy6yPQ2NfOuGm/ns03/AaSaHh4K6i21VCwg6PDn3y1ZUDpQ14PdGWNTThWE6iJP8Y0/KXZ0s4OoigYcYPqJouAhTjYsgDsJoTN7x1efxs7+qhe0NS3hi6aUMevyT2mSrxLSYH4lzxDvx5xhNrsvanLcbCSGmpdg5bi0VQpz9vrfsly+ppn35+GNBt4vnVi9jsMQ74/nnnzjOZ/74BLal8Fr1IhKaI+99dBoJVnefwGvEsYEEGjYqNsnCrQ7Mke9Ss4GtzXX8Yd1KdMvAUHV6faX0+Mry3tfxLOCVUi/hcSNoX/zTaz1f33RtdUFvLIQYI9NkQogZKZa99fRjJdEYN7+yg/OOnkSxpv+lakdTM1+96a1sql1akEAIIK472F7dRFTTUQDnyCiQmwQujGkDIYAQbn6/ch37auaxq24R+2rmFTwQguRDuCmamHAs4tCfLPiNhRBjJBgSQsxIsXk+1XHNtllz6Dhvem0njd19UyYxXH68nZte24OlFPaRE9cd7K5smCHsSXEeGq3+Kg40z04R2tPVxRJo4352tsK/FKUjQpyjZM2QECId065fqRwOcc3r+wm5nBxsrOVEbQVDbjeabfHOl7ayoK2bzkBmOYCyNezycMJfTvNwepux4uh0Usary+ZhT5EMsdB0oCaeoN3lpHoonPiPF66aNBInhCgcCYaEEDP68MH1Bx9YvGFAgbLp2vlicVYfPs6q1pMMVfpZt+8opcNh9tSmn4dnJoamEvJ7iXpcRN0u4i4HlqKgAKpp4YrG6K0qJX6ylQXdXWDbBFU3EcVFWHESVZ1YI4urFQAbVMsmYau4YglirsJM482k1LBod0HtUPh4UTogxDlMgiEhRFoU+BVwZzptdcPkitcPUBEKc6SiAvIw4hL2uumvCDBc6sOeYiu+qWskXA6CpSU8VV+FOxqj9mQ/1W2DOONT1AZTABUu3XmMtXtOsHdBLduWN9FVOTsjWaP8RnK33YXHul4b2bgnhJglsmZICJGu76TbcH5vHxWhMIaq0u/JbQt9Qtc4Pq+O1kWNDJX7pwyEUom6XbQuqmPLFUs42VI541oih2lx/sF27vjtq7z5uZ24T1vYXEg+06JyOMz7/rznsVm7qRACkGBICJGmDx9c/yrw6kztApEo9YPDAPR6vRkFL6cbLCvh8JJmggFf1tcAsDSV1iV17LhoARHP5FIfqSw/2smdv36Zxce6c7p3ulTg5l2teOOGrBcSYpZJMCSEyMQXYOoBFsW2WdzdM5buMOiaPinjdLprymlrrsXKoJr8TIKlXnZcvIDhQHqjVb5ogrc+8zoX7j6Wtz5M5+1bDxBHyz0bpRAiIxIMCSHS9uGD658H/mOq16uGQ3gSp9bmhJzpjcKcrrumnJ7a7GqNzcRw6OxeM49gSXpFXRXgulcPcOGewq9rro8MAcq6gt9ICDGBBENCiEz9LbAv1Qv1Q0NjXxuqSkLPfI/GUMBXsEBolOnQ2LOmBUNP/xF47Sv7aWnrK1ifXPEEpfEggARDQswyCYaEEBn58MH1YeAmYEJk4IvF8MfiY98nslgrZGgqHY2zU4Ui4XJwZGl92u0V4E0v7cGRmGJXWo5q+oZRMQGKk/lRiHOYBENCiIx9+OD6VuByxmVNLo1EJ7TJJoFhR0M1Zh7XCM2ku76MvqqStNuXhqJc89rBgvTFaURwJAvFZje3KITImgRDQoisfPjg+v1o2pHRYs8l40aFgClLc0wl6nIyXJZ+YJIvxxdkNhBz/oE2/KHozA0z5EkEcREFiOX94kKIaUkwJITIWrDc97qlqKimRUls4me4wzQzulb/LCc5HBUKeNLeXQag2jYX7DuZ1z5EFYX5Hd2UEAZoz+vFhRAzkmBICJGLzT1lflQbnMbE4Ee3bZxGeutrLFVhqMxfiP6lpaMpswXb5x9oQ7WsvN3/uM/FgvYgTuJ0V/rzG2kJIWYkwZAQIhebQ14XumWjppgW88bjKU6ZLOx1Y2nFexz1V2Y2PeeLxqnpHc7LvWOqQr+m0twbQsVm66qW4gyRCXEOk2BICJGLl72xuAlgpVgw7Y+lt/wl6sk+OWM+GE6dmCuzNAC1eQqG9vq9nH+iC922sFA4PK+6IS8XFkKkTYIhIUTWPrPpxv5AKHoUIOicXO29MhRKazqp2MEQQNCfWeLn2r7cg6F2l4Nel4N3bDmAjkFMc2Jp6tqcLyyEyIgEQ0KInARC0VYbiKdIYKjZNhXh8IzXiKcIpGZbLM2aZaMCw5Gc7qdZFj0uBzVDIa7efxw3EQxFBylZL8Ssk2BICJET3bSCCdWmNhRK+Xrt8PCM2+yzyUmUb5aaWR90M/sF1E7DxFQUKuMGd7y8E8228RDBZVhUDQ2lVydECJE3EgwJIXJlntfdiTpF/Va3YVA/ODjtBZSpa7/OmkzzImUaPI0qjcVpd2igKNSEo7zr1b0A+Ahh4GBeT3f+tqkJIdIiwZAQIieVoaCzOhxGwSbqSL0IuW54eNqdZZpR/M9/3cgsL1LMmdmCa92yaAqGGdBUVC2ZZdsJmJqKhxAODEwcLOjukqSLQswyCYaEEDlpHB6oB4g4nRytq0rZRgEW9vTgmCLvkKcAGZ0z5RvOrA9dFenlRXIZJjXhKPOHQgQ1lS1lJZSPBF6WqtJf4qWSXmIkF3A39fUGM+u5ECJXEgwJIbJ2WPm/Dm8ivgqgvaKMk9UVxLXUtcVcpsnS7u7JAZFt4wsWNxhSLAtvMLMBme2NlXQ7daKqwui4lglEVJUul4OQqtA8HGJeMExZPEGPy8Hv6iqpj098/7Zu4WeIOMkddSXRaOrFV0KIgslsnFcIISZapYwUFh30ejF0jb3zGrjg8PGUjd2GwbKuLo5UVhJyJT/8FRt8odx2ZuXKG4ymTBo5FVOBF+fXMuCbeq3zmr4hPCOLrA/53DxbXUaJaU0KhmrtDmKUMPq7qSce78v8HQghciEjQ0KIXKwb/WLA5wWgraqMfQ21U57gMk2WdXXRODCAYlkolo07msCX41b1XPgHZ97+P95rC+umDYQAnJaFOxbnmcoAT9VWoFoWy0NRTl92XZYIk+BUnqXScPhwRp0RQuRMgiEhRC5WANhAyJ38QG+tLOf7N1xBR+nUa2oUkouqV3Z0jBV4rerqL3hnU1ENE3ckRtiXfuLH361ZNGObK/Yf5f2/f5bzWk+CbbNqOITHmjj65DAM/MMTF26rsD3tjggh8kKCISFE1kJOZzWAqaqgKIQdDnY31BJyu/ifN1xEQp3+EeMyTUpiyV1mZX3DOOKJwnf6NJU9g+iWxcEVDWlt8D9e4WfzgqlHvka945XX8cQTfP6FFzkvGKbUnvyzqBgOkeIxvDmdfgsh8keCISFE1vp93prx3+9sqsPQNBp7+nn/05uwrVOLi2ei2tB8pLMAvZyaI5ag/kQPAMFS74zV600Fvn3TWpghSWTdUJCaYHLqrXo4zn/+/nspy5JUDU3aOGYhwZAQs06CISFE1vr8vgAkS0uEHDodAT/VA8N8/PEXR0Z8FAw0jClTMoJqnwoSSgdDVHRPn6Axn6o7+tAsOzmyBXQ0VUw7OvTY2sXsbkqdPmC8W3fsH/vaQueKw3v44nM/ntRuUXvP6cHiH2rte3rS6rwQIm8kGBJCZO1gbY0LkmuA2soCqLbNHX96BX90/DZ1BQuVBBpmilzT7tO22jcc74YMs0FnI6GpnGipwVRVoiN1ySI+F4PlvpTt99WX88OrVs14XdWyePeW3ROOxfDypgOvcNO+l8eOVQ4FaewdxJi4qfc7Gb8RIUTOJBgSQmRtf33N2CKfo1WVXL9tH809Uy2EVjDRSIyMFFkjgZHbmLhOqK2piojLgVXAcmWGqmLoGjG3k6MLawmP2xnWVV82qf2hmlL+4bY3EHekzqE03rUHWmkcnDj9ZZE875Mvb6AqNADA4o5uvJE41qnH8CHg91m8HSFEjiQYEkJk7Wh1VTimafSU+PBF47xpy540zkqOFBloxNDptfwoI7usQl4XJ5uqQFGIOXSsPBdwtUmOCCXGBTWddRUMBbxj3wdLPRPO2dZSzd+9+2qCaVS198YT/O1TL6V4Jfk+SuIRPr3x59QMDNHc248vPKFEySdq7XuKX5dEiHOQJF0UQmTN1NTwlgUtOE2Tq3YdRE+xSHg6CmCj4IhbxN0a7Y1VpxYnKwoxh4ZuWuimNSk/T6YsBRK6hnX6DjdFIep24hopkRH1ODE0FUNVeOjqVfzmwkUzLpge9fk//pmmgeFJxxVObZ+/4ugO9pSsIqJ48EYToxOH99fa9zyd7XsTQuRGRoaEELnY9+zKZbSVlXLx/taMT1YAFRtnxMTQVHqqS09roCSnsxw6pppdbfvR0aCYQ58cCI2wxl9bUXhxVQuf+sAN/Gbt4rQDoTfuP8p7N+9K+ZqTUwklVWwu7ngdNWqgADrGXuCLab8hIUTeSTAkhMjF5sO11bijBp4scwQ5MNFNm97KUiwt9SPJVhXiDp2oUyehqVjK9IGRDZiKQlzXiDp1DF2bPqhRFIxx9/7VJUvpKC9J+z1ccvQk39rwVMrRKwUTFxMzXC/rP8Dik73oxE0N+/pa+57Jw0lCiFkj02RCiFy8BuBImDO1m5KOSQwHYZ9n5sYjI0UGgG2j2EyoKWaTDJzsLNYajV+fdPOuw9TWVrBpfgMJffpF09fuP8o3NzyF20j9M3ARmhQkecwYTeE+bNhaa9/TlnFnhRB5JcGQECJrf7y/Yf/1H2/b3dg7eF6213BiEMJmqDSNYGg8RcFWwMx5NVGSpZ66zpt3HOAjzwzQ53XzqzVL+cXaFbSVTSwv4okn+NLTL/PuLbun7YGf3pTHvQwB/Cn3ngshciXTZEKInGim+d2aFIuG06VjoWg2oZLpC58W3Lipt5JIFICKcJQPvfQ6v/nPn/OZP72CwzDRTIvLDp3k/h//gffMEAgpWJSSOqu26Q7TyMGf5PdNCCGyISNDQoic/O9Hf79TyzFJouaw0l6oXEi2As64QUkoOuG4btt86KXXuXX7ATr8AdyGRU1o5gDQTw86RsrXusoc9pKO6M68dFwIkRMJhoQQOWkYGFgXIbdRHV2dO+l1yoaCU472VIciVIYitAcCk5JFnk7BpIqpd9hZmm1hb5g7b1yIc5hMkwkhcqJgn5/rNbQM8xMVUn3XVBm0k1SgYWgITyI+bbsajuIkNuXrjcEhTfm74ZkzOQohCk6CISFETlQ4n6wyAJ3ijiXQzOx3pOWFbaMbJgtOpF7jM54CWNMUn/UyQBnt016jeXCQ2/Zuuybzjgoh8k2CISFEruq002uvZ0i1bcoHQ3nqTnYUG5rbe3AlUq/xSXEGBtqkgMhFkEb2zLjHTUXlU689/74suiqEyDMJhoQQObHBqeYYDAFU5rAjLR80y+K8g8czOsdGYXyhEDdDtLADjZlHuWx0FvX3XJhxR4UQeSfBkBAiJ5ai2LmODAHUd/XloTfZa2nrwh+OztzwNCYqNjblnKSFnWkGQiqgUhUJLsyiq0KIPJNgSAiRk7iuRzQslBwDouaOXryRzIORfFAti8u27s/ybIUKTlDLEdIdIbNwAeC0rBJD+fCiLG8shMgTCYaEEDkxnHZMIVljLBeqbbPk6PSLjgtl8dE2HDnsaBumIu22NmCPBEMjmrO+sRAiLyQYEkLkxMOQDuDAILu68qcsP3wSV2z6Lev5picMLth/LKdrhAlgMn0Ns1E2bpi4vNo1RVMhxCyRYEgIkZOA2eOA5Me7i9wCGXc8waXbD+SjW2m7aOchfJGp8wGlRyGCf8ZWNirW5ASV02dvFEIUnARDQoicVMa7y9zJoqPoWFOWn0jXgpNdzDvZlY+uzai+q49lR/NTNH6mYMgGTHwwedN9T146IITImgRDQojsKetLHJbhC4wrRuoigZrj+qErtuylor+wW+1Lh0Jc/eruvF0vPk1JEgv41XmXc3oFJBsMIH+dEEJkRYIhIUQu3AA++nEQAZLjHh7iOQVETsPkxpe2Udk/lJdOns4fDPOmjdtwx/M3Q2VN8Ti1UPj+xW/j3Xd8mu31Tae9pnXq9vdzG0oTQuRMgiEhRC5MAAWbag4zWpZjNCDKZcrMHTe46cVtLDzWkY9+jvEPBlnz+gG80fwu1E61eDzo8PLLlbfy3xddR0LX+dKt75zwuome28ptIUReSDAkhMhFkORUD26ClHIqcFEANwncxLLOQeQwTK7avIdrNu3AmeMojmaYNB5rp7m1nbiW/0efdlrgt6d6KQ9edAd7qheztTq59f5PS1awr7p2rE0U3zN574gQImMSDAkhsmdvSAC7Rr+t4DhuBic00bHwEsVLJK3szOPFdI0TFQH6nQ4W7D9G7ckunBmO6DhicWrau1m87yilA0EAog5HRtdIh5sghqKxu3oZP179Ln6z4haiDg/bqyuI2grYyZGj716erM3a5y4lgeeJvHdECJExfeYmQggxrc3AakhOFdWxnw6WESUw1kDFxoGBmwTt3gDd7gC+WBxvLIHTMFFITrAZmkrI6SDscjLscTHkcYGSDCSccYPazn5qO/oJ+j0M+71EvG6iHheGQx9rpxsm7kgMdySKNxTBF4xM2r9lKTOVUc3ca/NWsbd+MRGnd+yYCbzYVDOylcwGXeGR1Rfxrcd+zsHyFntRe9+WvHdECJExCYaEELn6M/Ch0W9ULOrYSw8LCFINTFxPY6kK7eWBiVew7WQwM+573bDxRgw000a17AkBTUk4QV3nEJaSDKAMh0rMoaKkGeTkmhzydHFdY2vLqonvAXiuuY4O30hwZNqgQ0eglMdXXETMLm+7ou1vgnntiBAiKzJNJoTI1S+A8PgDKjY1HKaOfWjEJwQfeqqyF6NBhG3jjBn4gwlKwgmcCQvttEBown1scBoW3ohB6XAcd8RAsWYOdNQ02mSirbZiUiDU4XXz9LyGUwfMU/e8/8qbGfZ4ns1rJ4QQWZNgSAiRG3vDAPCzVC95GaCJ13FwKsOzP566GKtmWviDCbxREy2LYEW1wR038QfjOBLTr03y5nFLvQ0cq6+ccCysa/x0xSJMddwjdtx76vCXcLKi8j/z1gkhRE4kGBJC5MO/Q+otYxrmhIXTXiOBbk4MVlwxg5JgInUQZNso1qk/owuRp6La4AsbeMOJKdt681j/7GBjLUdrq8a+D+saD65aQqfPM7HhuL6YCtahuvpX8tYJIUROJBgSQuTO3rAduDfd5qWxyNjX7oiBJ2qemgqzbPSYhTNi4goaeIIm7tC4P0ETV8jAETVRDWvKgMeZsCgJpQ6IfLH8jAzFdY3HL7+AY5UVGKpKj9vF/Rcs43igZPrzNLX9oR8vyi1NtxAib2QBtRAiX/438BZgyekvKKdtqa8PDtLrLcEdNXDHk6+pho2esFCNqdcIJa8FipVc96MnbCwFTIeK4VQmrdvRTRtfOEHI6xh7zWGYBMKpp+oy9fS6lQz4fQC80ljH4y21JLQpqteP61vQ6ZBRISHmEBkZEkLkh70hAvwVyUSME+hMDD7qgkO4YglcMRNsG0fExBUx0WYIhFJRbXDELdyhkZGi0zgMG3fsVDBWNRTKy4Nvb0sdr65YMPZ92OMmoU5zZfXUO+v2uVKusRJCFIcEQ0KI/LE3vAa8jdN2lzknfgs2+CIGmpEMYnQj991dig2uiIUjYk6aGnPFTDTTQrFtqodCOd/rUEM1j1xz8YTRHr9pURGfpvyIdqpt1KFtzLkTQoi8kWBICJFf9oY/AW8CukYPnR4MnfBVgAHOiIWS313u6IaNMzJxLZECeMIG9f1DuMzclursXNDIz264DFOfPB1WMd0utZFgyB03IvYX9LacOiGEyCsJhoQQ+Wdv2AisBH4O4CBMV0lyd5WhKHTrfpxRK+MpsXRp5uSASLdsyoLZrxUKuxw8evU6Hn3jxZhTrAsqn2pLv8JYMLSwZ0gCISHmGFlALYQoDHtDD/DuH63+j5MXdhz67M6KUq7bG6HTGcARzXxtUKY0M7krzXCfClyG3G58iQx3kikWm5cs4Jm1Kwh53NM2LU1MMU3m1EBRUGyb1R397VCTWR+EEAUlwZAQoqC+ftW7DgNUD3Zx+cHf0quWomRXxD5jesLGcthYI6MyQacLWxlEtUdzYqcOyRRMPAQpo4tyu4M/V9TMGAgBOKZKFulMDsIvaR+gPG4OZP5OhBCFJMGQEKLQNIDjFXU8snwVqw/0z9qNFcARNYl5kyMzKApx3YE/EcMmmT3aRYhSOlGw0TBxEcJNaEKYdMdrj/Fa80p6S8pnuF+KYMilgaqgGyZvf+0gQ/UV+Ut/LYTIC1kzJIQotCiAy7So7YrN1DbvVCuZw2hURHckj2NSxyEWspUq2qiknTK68JwWCAF4jDh/seeFGe9lnV4oVlXAlXzMvufZndQORQAik04UQhSVBENCiEI7DLCwvY+6wfBMbQtCT5wKhqK6Tgm9LGALFbSnvXbpugOb0M1pts4DIe20R+rIiNSa1jY+9syrhL0ugCMZdV4IUXASDAkhCm0zwCV7TxStA5ppj1Wzd6hhmtiDk8xGqUpjIS47un3aNv1Ox6lvfDpoKks6enjgwV9SlQgxWOYDeC3D7gshCkyCISFEQe34j5o+zbIHF3bM3lqhVNQ8JHY8r/PQtK8POEaWYfp00FVWHe/gp/f9nPJwFJdtYDhUGAkOhRBzhyygFkIUXO1Q6EhZKLqmmH1QLRsTUMl+K9ui3uNTvmYC3V4n+B1ots2Hnn2Vzz6xEZdxKvdQY29v2xdevHbqiwghikKCISFEwV10qH0nsKaYfVDN5MiQx8x+3VJLfzuaZWKqk5MutpW4iAWcrDzZxVd++UcuPNY+qc15x07uyPrmQoiCkWBICFFwS493Hyx2H0Z3vZcb2U/XOU0DXyzMkMc/6bX63l4e/s2TXHR06gTTi9raD2d9cyFEwUgwJIQouIq+YHex+zC6a2x38wJeqFhNQtPRLAtfPEJLfxvz+05QP9iFmipX0DiOFDvKlpxs52NPPjtjHxymVejE20KILEgwJIQoOM2yi55bxwYSusbj666bsraYJx7hysObue7AyzQMdaVsk9AmPjbd8Tjv2vhKut2Ip99jIcRskWBICDEbgsXuAAocb6iaMhACiDg9PL38DTy9/A2satvHHa/+ktpg79jrCVUj5PJOOOfWV7ZSFkp7HVJnFj0XQhSYbK0XQsyG5cXugKUptDanXyB1Z8My/s+bP8eTy94wNnHWWt4wYfH0NTv2cMmBjJYBybZ6IeYgCYaEELPh6mJ3oK/MR7DEk9E5cd3JTy96G9+++k7iqs7hyqax167ctY+3vLYt025IwkUh5iCZJhNCzIZ1xe7A6yvnZ33u1uaV3PvGD6IZUTTDZNWR47z9lS2ZXmb3QvvLvTM3E0LMNgmGhBAF9bj7RwuB6cu9F9hgwENfVSCna+yqX4qWSHD5rv2cfyyr0iL/lVMHhBAFI9NkQohCW1jsDuxa0ZyX65gOB2GPi6b+THMV2WHgobx0QgiRdxIMCSEKzV3Mmw+XuDnZWJG367U21BF3ZDaormA/utD+8mDeOiGEyCsJhoQQhWbO3KQwLODVixZjq/l71MWdDp47/7y02ytYuIh9O28dEELknQRDQohCGyjWjQ8sqacnx7VCqexY0EJMT2d0yMZFDA2rI++dEELkjQRDQohC2wE5lIrPUld1gB2r5hXk2nGHg+0LZ762gwQaVm+tfU9WK66FELNDgiEhREHdEr0jCOybzXt2VwV48YoVWFrhHnG75k2/KNtBHCcJkESLQsx5EgwJIWbDptm60dGWap6/agWGY+qyG/nQUV42RUlXGyex0UAIZvG9CyGyI8GQEGI2/KDQN4i4Hbx4xXJeuWTJtPXH8iXh0OkJ+CccUzHxEMHBWGV7G/hhwTsjhMiJBENCiIK7JXrHs8DuQlw77HGy87xmnnjTGtoa8reFPh3dZcnF2SomLqK4iaJOHC96sta+5+CsdkoIkTHJQC2EmC33AvfnehFDVegpLyEU8NBeV057QwW2ouShe5kzdXATQZt6ffi9s9kfIUR2JBgSQsyWB4APAFdkctLmFU1sX9aMYtsYmkrQ68LSVBpCEQo/GTY9HXO6QOiRWvue389mf4QQ2ZFpMiHErLgleocFfBCIZHKegkJ/qZe+Mh9Dfs/YDrFijQaN5zSMqV7qAT45i10RQuRAgiEhxKy5JXrHfuCvMzmnYjCU8nhCLX4wVDOYssKGAdxZa9/TPcvdEUJkSYIhIcSsuiV6xwPAl9JtX9szlPJ4PI8lNrKhWhY1Q5OCIZNkIPS7InRJCJElCYaEELPulugd3wDuglPJeKbiiRuUDk+eWUsUORjyRaOo9oSdY0HgXbX2PT8pUpeEEFmSYEgIURS3RO/4LnARsHWmtktauyYdi2rq7Nf4GKdqYMKo0DPABbX2PRuK1B0hRA4kGBJCFM0t0TteBy4hOW02Zf2u1ftOoFgT8z3bikJIL85+MtWyWNTRAXAA+Dhwfa19z5GidEYIkTMJhoQQRXVL9A5jZNpsPnAb8DjQP75NWTDK/LbeSecGHfoUJTEKq3w4iKWqPwOW1dr3/FetfU8xuiGEyBPFtuXfsBBi7nnc/aOFwIVAFaDvm19T9burV/1vW1Ec49uVx+KUGOas9UszTVa0nsBhmrd9ZtONMi0mxFlAki4KIeakW6J3HAYOj30P/PbjbTHga+PbDTgduE0LfZZ+sWvs7sVhmiHgj7NyQyFEwck0mRDiTPINYOP4A7ai0OdyzMp0WWkwROVwEOAnn9l0Y8okQ0KIM48EQ0KIM8Yf728wgbcCO8Yfj2lawQOiknCE+R1ju9q+U8BbCSFmmQRDQogzyh/vb+gDrgVeHX88rOv0Figg8ofCLGrrGM0r9NPPbLpxewFuI4QoEgmGhBBnnD/e39ALXAV8HdseSzcU0XU63S7ieSrVoVgW9T294wOhDuDTebm4EGLOkN1kQogz2k0fOX6FO2E8FXS7vGMHbZtAwsCfMLL+jc8XidDc1YMnPpYk2wbe/plNNz6WY5eFEHOMBENCiDPevZc+VdNV4nvteGV5c3upH2ukVIdi2/gMk5KEgSONZ51qWZQPB6kaHMIbi5/+8t98ZtON9+a/90KIYpNgSAhxVrj30qfqgadMRVk56HEz4PUw5HFjqCq2Appl4zItnJaFCmN1xTTLwhuL4Y3GcMfjqJMfiTbJQOjbs/qGhBCzRoIhIcRZ495LnwoA3wI+lKdLHgc++plNNz6Rp+sJIeYgCYaEEGedey996mbgfqAly0tYwIPA5z+z6cahvHVMCDEnSTAkhDgr3XvpUzrwDuBTwDVpntZLMgi67zObbpTCq0KcIyQYEkKc9e699Kl5wGXAOmA1UA5oQJRkyY/NI39e+cymG2PF6qcQojj+f/lPtAybO7yiAAAAAElFTkSuQmCC" id="image2b49ef5f7a" transform="scale(1 -1) translate(0 -107.04)" x="169.56" y="-285.24" width="69.48" height="107.04"/>
   <g id="text_7">
    <!-- Structural_conflic -->
    <g style="fill: #800080" transform="translate(211.169375 184.312125) rotate(-90) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-53"/>
     <use xlink:href="#DejaVuSans-74" x="63.476562"/>
     <use xlink:href="#DejaVuSans-72" x="102.685547"/>
     <use xlink:href="#DejaVuSans-75" x="143.798828"/>
     <use xlink:href="#DejaVuSans-63" x="207.177734"/>
     <use xlink:href="#DejaVuSans-74" x="262.158203"/>
     <use xlink:href="#DejaVuSans-75" x="301.367188"/>
     <use xlink:href="#DejaVuSans-72" x="364.746094"/>
     <use xlink:href="#DejaVuSans-61" x="405.859375"/>
     <use xlink:href="#DejaVuSans-6c" x="467.138672"/>
     <use xlink:href="#DejaVuSans-5f" x="494.921875"/>
     <use xlink:href="#DejaVuSans-63" x="544.921875"/>
     <use xlink:href="#DejaVuSans-6f" x="599.902344"/>
     <use xlink:href="#DejaVuSans-6e" x="661.083984"/>
     <use xlink:href="#DejaVuSans-66" x="724.462891"/>
     <use xlink:href="#DejaVuSans-6c" x="759.667969"/>
     <use xlink:href="#DejaVuSans-69" x="787.451172"/>
     <use xlink:href="#DejaVuSans-63" x="815.234375"/>
    </g>
   </g>
  </g>
  <g id="axes_2">
   <g id="patch_4">
    <path d="M 260.7 429.64 
L 344.45 429.64 
L 344.45 187.48275 
L 260.7 187.48275 
z
" style="fill: #ffffff"/>
   </g>
   <g id="line2d_8">
    <path d="M 302.575 429.64 
L 302.575 187.48275 
" clip-path="url(#p7b9e1211dc)" style="fill: none; stroke: #999999; stroke-width: 1.5; stroke-linecap: square"/>
   </g>
   <g id="line2d_9">
    <path d="M 260.7 369.100688 
L 344.45 369.100688 
" clip-path="url(#p7b9e1211dc)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_10">
    <path d="M 260.7 308.561375 
L 344.45 308.561375 
" clip-path="url(#p7b9e1211dc)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_11">
    <path d="M 260.7 248.022063 
L 344.45 248.022063 
" clip-path="url(#p7b9e1211dc)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="matplotlib.axis_3">
    <g id="xtick_4">
     <g id="line2d_12">
      <g>
       <use xlink:href="#m2661c6a3bc" x="274.658333" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_8">
      <!-- −0.1 -->
      <g style="fill: #333333" transform="translate(261.302786 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-2212"/>
       <use xlink:href="#DejaVuSans-30" x="83.789062"/>
       <use xlink:href="#DejaVuSans-2e" x="147.412109"/>
       <use xlink:href="#DejaVuSans-31" x="179.199219"/>
      </g>
     </g>
    </g>
    <g id="xtick_5">
     <g id="line2d_13">
      <g>
       <use xlink:href="#m2661c6a3bc" x="302.575" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_9">
      <!-- 0.0 -->
      <g style="fill: #333333" transform="translate(293.828281 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-30" x="95.410156"/>
      </g>
     </g>
    </g>
    <g id="xtick_6">
     <g id="line2d_14">
      <g>
       <use xlink:href="#m2661c6a3bc" x="330.491667" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_10">
      <!-- 0.1 -->
      <g style="fill: #333333" transform="translate(321.744948 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-31" x="95.410156"/>
      </g>
     </g>
    </g>
    <g id="text_11">
     <!-- SHAP interaction value -->
     <g transform="translate(228.155078 461.163906) scale(0.13 -0.13)">
      <defs>
       <path id="DejaVuSans-48" d="M 628 4666 
L 1259 4666 
L 1259 2753 
L 3553 2753 
L 3553 4666 
L 4184 4666 
L 4184 0 
L 3553 0 
L 3553 2222 
L 1259 2222 
L 1259 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
       <path id="DejaVuSans-50" d="M 1259 4147 
L 1259 2394 
L 2053 2394 
Q 2494 2394 2734 2622 
Q 2975 2850 2975 3272 
Q 2975 3691 2734 3919 
Q 2494 4147 2053 4147 
L 1259 4147 
z
M 628 4666 
L 2053 4666 
Q 2838 4666 3239 4311 
Q 3641 3956 3641 3272 
Q 3641 2581 3239 2228 
Q 2838 1875 2053 1875 
L 1259 1875 
L 1259 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
       <path id="DejaVuSans-20" transform="scale(0.015625)"/>
       <path id="DejaVuSans-76" d="M 191 3500 
L 800 3500 
L 1894 563 
L 2988 3500 
L 3597 3500 
L 2284 0 
L 1503 0 
L 191 3500 
z
" transform="scale(0.015625)"/>
      </defs>
      <use xlink:href="#DejaVuSans-53"/>
      <use xlink:href="#DejaVuSans-48" x="63.476562"/>
      <use xlink:href="#DejaVuSans-41" x="138.671875"/>
      <use xlink:href="#DejaVuSans-50" x="207.080078"/>
      <use xlink:href="#DejaVuSans-20" x="267.382812"/>
      <use xlink:href="#DejaVuSans-69" x="299.169922"/>
      <use xlink:href="#DejaVuSans-6e" x="326.953125"/>
      <use xlink:href="#DejaVuSans-74" x="390.332031"/>
      <use xlink:href="#DejaVuSans-65" x="429.541016"/>
      <use xlink:href="#DejaVuSans-72" x="491.064453"/>
      <use xlink:href="#DejaVuSans-61" x="532.177734"/>
      <use xlink:href="#DejaVuSans-63" x="593.457031"/>
      <use xlink:href="#DejaVuSans-74" x="648.4375"/>
      <use xlink:href="#DejaVuSans-69" x="687.646484"/>
      <use xlink:href="#DejaVuSans-6f" x="715.429688"/>
      <use xlink:href="#DejaVuSans-6e" x="776.611328"/>
      <use xlink:href="#DejaVuSans-20" x="839.990234"/>
      <use xlink:href="#DejaVuSans-76" x="871.777344"/>
      <use xlink:href="#DejaVuSans-61" x="930.957031"/>
      <use xlink:href="#DejaVuSans-6c" x="992.236328"/>
      <use xlink:href="#DejaVuSans-75" x="1020.019531"/>
      <use xlink:href="#DejaVuSans-65" x="1083.398438"/>
     </g>
    </g>
   </g>
   <g id="matplotlib.axis_4">
    <g id="ytick_4"/>
    <g id="ytick_5"/>
    <g id="ytick_6"/>
   </g>
   <g id="patch_5">
    <path d="M 260.7 429.64 
L 344.45 429.64 
" style="fill: none; stroke: #000000; stroke-width: 0.8; stroke-linejoin: miter; stroke-linecap: square"/>
   </g>
   <image xlink:href="data:image/png;base64,
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" id="image0206ea4f5b" transform="scale(1 -1) translate(0 -46.56)" x="277.68" y="-345.84" width="38.64" height="46.56"/>
   <g id="text_12">
    <!-- Age -->
    <g style="fill: #008000" transform="translate(305.88625 183.978375) rotate(-90) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-41"/>
     <use xlink:href="#DejaVuSans-67" x="68.408203"/>
     <use xlink:href="#DejaVuSans-65" x="131.884766"/>
    </g>
   </g>
  </g>
  <g id="axes_3">
   <g id="patch_6">
    <path d="M 355.25 429.64 
L 439 429.64 
L 439 187.48275 
L 355.25 187.48275 
z
" style="fill: #ffffff"/>
   </g>
   <g id="line2d_15">
    <path d="M 397.125 429.64 
L 397.125 187.48275 
" clip-path="url(#pda9dccdf29)" style="fill: none; stroke: #999999; stroke-width: 1.5; stroke-linecap: square"/>
   </g>
   <g id="line2d_16">
    <path d="M 355.25 369.100688 
L 439 369.100688 
" clip-path="url(#pda9dccdf29)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_17">
    <path d="M 355.25 308.561375 
L 439 308.561375 
" clip-path="url(#pda9dccdf29)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="line2d_18">
    <path d="M 355.25 248.022063 
L 439 248.022063 
" clip-path="url(#pda9dccdf29)" style="fill: none; stroke-dasharray: 0.5,2.5; stroke-dashoffset: 0; stroke: #cccccc; stroke-width: 0.5"/>
   </g>
   <g id="matplotlib.axis_5">
    <g id="xtick_7">
     <g id="line2d_19">
      <g>
       <use xlink:href="#m2661c6a3bc" x="369.208333" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_13">
      <!-- −0.1 -->
      <g style="fill: #333333" transform="translate(355.852786 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-2212"/>
       <use xlink:href="#DejaVuSans-30" x="83.789062"/>
       <use xlink:href="#DejaVuSans-2e" x="147.412109"/>
       <use xlink:href="#DejaVuSans-31" x="179.199219"/>
      </g>
     </g>
    </g>
    <g id="xtick_8">
     <g id="line2d_20">
      <g>
       <use xlink:href="#m2661c6a3bc" x="397.125" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_14">
      <!-- 0.0 -->
      <g style="fill: #333333" transform="translate(388.378281 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-30" x="95.410156"/>
      </g>
     </g>
    </g>
    <g id="xtick_9">
     <g id="line2d_21">
      <g>
       <use xlink:href="#m2661c6a3bc" x="425.041667" y="429.64" style="fill: #333333; stroke: #333333; stroke-width: 0.8"/>
      </g>
     </g>
     <g id="text_15">
      <!-- 0.1 -->
      <g style="fill: #333333" transform="translate(416.294948 444.998281) scale(0.11 -0.11)">
       <use xlink:href="#DejaVuSans-30"/>
       <use xlink:href="#DejaVuSans-2e" x="63.623047"/>
       <use xlink:href="#DejaVuSans-31" x="95.410156"/>
      </g>
     </g>
    </g>
   </g>
   <g id="matplotlib.axis_6">
    <g id="ytick_7"/>
    <g id="ytick_8"/>
    <g id="ytick_9"/>
   </g>
   <g id="patch_7">
    <path d="M 355.25 429.64 
L 439 429.64 
" style="fill: none; stroke: #000000; stroke-width: 0.8; stroke-linejoin: miter; stroke-linecap: square"/>
   </g>
   <g id="text_16">
    <!-- Adherencia_tto_recalc -->
    <g style="fill: #008000" transform="translate(400.269375 184.312125) rotate(-90) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-41"/>
     <use xlink:href="#DejaVuSans-64" x="66.658203"/>
     <use xlink:href="#DejaVuSans-68" x="130.134766"/>
     <use xlink:href="#DejaVuSans-65" x="193.513672"/>
     <use xlink:href="#DejaVuSans-72" x="255.037109"/>
     <use xlink:href="#DejaVuSans-65" x="293.900391"/>
     <use xlink:href="#DejaVuSans-6e" x="355.423828"/>
     <use xlink:href="#DejaVuSans-63" x="418.802734"/>
     <use xlink:href="#DejaVuSans-69" x="473.783203"/>
     <use xlink:href="#DejaVuSans-61" x="501.566406"/>
     <use xlink:href="#DejaVuSans-5f" x="562.845703"/>
     <use xlink:href="#DejaVuSans-74" x="612.845703"/>
     <use xlink:href="#DejaVuSans-74" x="652.054688"/>
     <use xlink:href="#DejaVuSans-6f" x="691.263672"/>
     <use xlink:href="#DejaVuSans-5f" x="752.445312"/>
     <use xlink:href="#DejaVuSans-72" x="802.445312"/>
     <use xlink:href="#DejaVuSans-65" x="841.308594"/>
     <use xlink:href="#DejaVuSans-63" x="902.832031"/>
     <use xlink:href="#DejaVuSans-61" x="957.8125"/>
     <use xlink:href="#DejaVuSans-6c" x="1019.091797"/>
     <use xlink:href="#DejaVuSans-63" x="1046.875"/>
    </g>
   </g>
  </g>
  <g id="text_17">
   <!-- Simplified Example SHAP Summary Interaction Plot -->
   <g transform="translate(196.034766 35.157656) scale(0.15 -0.15)">
    <defs>
     <path id="DejaVuSans-Bold-53" d="M 3834 4519 
L 3834 3531 
Q 3450 3703 3084 3790 
Q 2719 3878 2394 3878 
Q 1963 3878 1756 3759 
Q 1550 3641 1550 3391 
Q 1550 3203 1689 3098 
Q 1828 2994 2194 2919 
L 2706 2816 
Q 3484 2659 3812 2340 
Q 4141 2022 4141 1434 
Q 4141 663 3683 286 
Q 3225 -91 2284 -91 
Q 1841 -91 1394 -6 
Q 947 78 500 244 
L 500 1259 
Q 947 1022 1364 901 
Q 1781 781 2169 781 
Q 2563 781 2772 912 
Q 2981 1044 2981 1288 
Q 2981 1506 2839 1625 
Q 2697 1744 2272 1838 
L 1806 1941 
Q 1106 2091 782 2419 
Q 459 2747 459 3303 
Q 459 4000 909 4375 
Q 1359 4750 2203 4750 
Q 2588 4750 2994 4692 
Q 3400 4634 3834 4519 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-69" d="M 538 3500 
L 1656 3500 
L 1656 0 
L 538 0 
L 538 3500 
z
M 538 4863 
L 1656 4863 
L 1656 3950 
L 538 3950 
L 538 4863 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-6d" d="M 3781 2919 
Q 3994 3244 4286 3414 
Q 4578 3584 4928 3584 
Q 5531 3584 5847 3212 
Q 6163 2841 6163 2131 
L 6163 0 
L 5038 0 
L 5038 1825 
Q 5041 1866 5042 1909 
Q 5044 1953 5044 2034 
Q 5044 2406 4934 2573 
Q 4825 2741 4581 2741 
Q 4263 2741 4089 2478 
Q 3916 2216 3909 1719 
L 3909 0 
L 2784 0 
L 2784 1825 
Q 2784 2406 2684 2573 
Q 2584 2741 2328 2741 
Q 2006 2741 1831 2477 
Q 1656 2213 1656 1722 
L 1656 0 
L 531 0 
L 531 3500 
L 1656 3500 
L 1656 2988 
Q 1863 3284 2130 3434 
Q 2397 3584 2719 3584 
Q 3081 3584 3359 3409 
Q 3638 3234 3781 2919 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-70" d="M 1656 506 
L 1656 -1331 
L 538 -1331 
L 538 3500 
L 1656 3500 
L 1656 2988 
Q 1888 3294 2169 3439 
Q 2450 3584 2816 3584 
Q 3463 3584 3878 3070 
Q 4294 2556 4294 1747 
Q 4294 938 3878 423 
Q 3463 -91 2816 -91 
Q 2450 -91 2169 54 
Q 1888 200 1656 506 
z
M 2400 2772 
Q 2041 2772 1848 2508 
Q 1656 2244 1656 1747 
Q 1656 1250 1848 986 
Q 2041 722 2400 722 
Q 2759 722 2948 984 
Q 3138 1247 3138 1747 
Q 3138 2247 2948 2509 
Q 2759 2772 2400 2772 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-6c" d="M 538 4863 
L 1656 4863 
L 1656 0 
L 538 0 
L 538 4863 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-66" d="M 2841 4863 
L 2841 4128 
L 2222 4128 
Q 1984 4128 1890 4042 
Q 1797 3956 1797 3744 
L 1797 3500 
L 2753 3500 
L 2753 2700 
L 1797 2700 
L 1797 0 
L 678 0 
L 678 2700 
L 122 2700 
L 122 3500 
L 678 3500 
L 678 3744 
Q 678 4316 997 4589 
Q 1316 4863 1984 4863 
L 2841 4863 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-65" d="M 4031 1759 
L 4031 1441 
L 1416 1441 
Q 1456 1047 1700 850 
Q 1944 653 2381 653 
Q 2734 653 3104 758 
Q 3475 863 3866 1075 
L 3866 213 
Q 3469 63 3072 -14 
Q 2675 -91 2278 -91 
Q 1328 -91 801 392 
Q 275 875 275 1747 
Q 275 2603 792 3093 
Q 1309 3584 2216 3584 
Q 3041 3584 3536 3087 
Q 4031 2591 4031 1759 
z
M 2881 2131 
Q 2881 2450 2695 2645 
Q 2509 2841 2209 2841 
Q 1884 2841 1681 2658 
Q 1478 2475 1428 2131 
L 2881 2131 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-64" d="M 2919 2988 
L 2919 4863 
L 4044 4863 
L 4044 0 
L 2919 0 
L 2919 506 
Q 2688 197 2409 53 
Q 2131 -91 1766 -91 
Q 1119 -91 703 423 
Q 288 938 288 1747 
Q 288 2556 703 3070 
Q 1119 3584 1766 3584 
Q 2128 3584 2408 3439 
Q 2688 3294 2919 2988 
z
M 2181 722 
Q 2541 722 2730 984 
Q 2919 1247 2919 1747 
Q 2919 2247 2730 2509 
Q 2541 2772 2181 2772 
Q 1825 2772 1636 2509 
Q 1447 2247 1447 1747 
Q 1447 1247 1636 984 
Q 1825 722 2181 722 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-20" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-45" d="M 588 4666 
L 3834 4666 
L 3834 3756 
L 1791 3756 
L 1791 2888 
L 3713 2888 
L 3713 1978 
L 1791 1978 
L 1791 909 
L 3903 909 
L 3903 0 
L 588 0 
L 588 4666 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-78" d="M 1422 1791 
L 159 3500 
L 1344 3500 
L 2059 2463 
L 2784 3500 
L 3969 3500 
L 2706 1797 
L 4031 0 
L 2847 0 
L 2059 1106 
L 1281 0 
L 97 0 
L 1422 1791 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-61" d="M 2106 1575 
Q 1756 1575 1579 1456 
Q 1403 1338 1403 1106 
Q 1403 894 1545 773 
Q 1688 653 1941 653 
Q 2256 653 2472 879 
Q 2688 1106 2688 1447 
L 2688 1575 
L 2106 1575 
z
M 3816 1997 
L 3816 0 
L 2688 0 
L 2688 519 
Q 2463 200 2181 54 
Q 1900 -91 1497 -91 
Q 953 -91 614 226 
Q 275 544 275 1050 
Q 275 1666 698 1953 
Q 1122 2241 2028 2241 
L 2688 2241 
L 2688 2328 
Q 2688 2594 2478 2717 
Q 2269 2841 1825 2841 
Q 1466 2841 1156 2769 
Q 847 2697 581 2553 
L 581 3406 
Q 941 3494 1303 3539 
Q 1666 3584 2028 3584 
Q 2975 3584 3395 3211 
Q 3816 2838 3816 1997 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-48" d="M 588 4666 
L 1791 4666 
L 1791 2888 
L 3566 2888 
L 3566 4666 
L 4769 4666 
L 4769 0 
L 3566 0 
L 3566 1978 
L 1791 1978 
L 1791 0 
L 588 0 
L 588 4666 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-41" d="M 3419 850 
L 1538 850 
L 1241 0 
L 31 0 
L 1759 4666 
L 3194 4666 
L 4922 0 
L 3713 0 
L 3419 850 
z
M 1838 1716 
L 3116 1716 
L 2478 3572 
L 1838 1716 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-50" d="M 588 4666 
L 2584 4666 
Q 3475 4666 3951 4270 
Q 4428 3875 4428 3144 
Q 4428 2409 3951 2014 
Q 3475 1619 2584 1619 
L 1791 1619 
L 1791 0 
L 588 0 
L 588 4666 
z
M 1791 3794 
L 1791 2491 
L 2456 2491 
Q 2806 2491 2997 2661 
Q 3188 2831 3188 3144 
Q 3188 3456 2997 3625 
Q 2806 3794 2456 3794 
L 1791 3794 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-75" d="M 500 1363 
L 500 3500 
L 1625 3500 
L 1625 3150 
Q 1625 2866 1622 2436 
Q 1619 2006 1619 1863 
Q 1619 1441 1641 1255 
Q 1663 1069 1716 984 
Q 1784 875 1895 815 
Q 2006 756 2150 756 
Q 2500 756 2700 1025 
Q 2900 1294 2900 1772 
L 2900 3500 
L 4019 3500 
L 4019 0 
L 2900 0 
L 2900 506 
Q 2647 200 2364 54 
Q 2081 -91 1741 -91 
Q 1134 -91 817 281 
Q 500 653 500 1363 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-72" d="M 3138 2547 
Q 2991 2616 2845 2648 
Q 2700 2681 2553 2681 
Q 2122 2681 1889 2404 
Q 1656 2128 1656 1613 
L 1656 0 
L 538 0 
L 538 3500 
L 1656 3500 
L 1656 2925 
Q 1872 3269 2151 3426 
Q 2431 3584 2822 3584 
Q 2878 3584 2943 3579 
Q 3009 3575 3134 3559 
L 3138 2547 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-79" d="M 78 3500 
L 1197 3500 
L 2138 1125 
L 2938 3500 
L 4056 3500 
L 2584 -331 
Q 2363 -916 2067 -1148 
Q 1772 -1381 1288 -1381 
L 641 -1381 
L 641 -647 
L 991 -647 
Q 1275 -647 1404 -556 
Q 1534 -466 1606 -231 
L 1638 -134 
L 78 3500 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-49" d="M 588 4666 
L 1791 4666 
L 1791 0 
L 588 0 
L 588 4666 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-6e" d="M 4056 2131 
L 4056 0 
L 2931 0 
L 2931 347 
L 2931 1631 
Q 2931 2084 2911 2256 
Q 2891 2428 2841 2509 
Q 2775 2619 2662 2680 
Q 2550 2741 2406 2741 
Q 2056 2741 1856 2470 
Q 1656 2200 1656 1722 
L 1656 0 
L 538 0 
L 538 3500 
L 1656 3500 
L 1656 2988 
Q 1909 3294 2193 3439 
Q 2478 3584 2822 3584 
Q 3428 3584 3742 3212 
Q 4056 2841 4056 2131 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-74" d="M 1759 4494 
L 1759 3500 
L 2913 3500 
L 2913 2700 
L 1759 2700 
L 1759 1216 
Q 1759 972 1856 886 
Q 1953 800 2241 800 
L 2816 800 
L 2816 0 
L 1856 0 
Q 1194 0 917 276 
Q 641 553 641 1216 
L 641 2700 
L 84 2700 
L 84 3500 
L 641 3500 
L 641 4494 
L 1759 4494 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-63" d="M 3366 3391 
L 3366 2478 
Q 3138 2634 2908 2709 
Q 2678 2784 2431 2784 
Q 1963 2784 1702 2511 
Q 1441 2238 1441 1747 
Q 1441 1256 1702 982 
Q 1963 709 2431 709 
Q 2694 709 2930 787 
Q 3166 866 3366 1019 
L 3366 103 
Q 3103 6 2833 -42 
Q 2563 -91 2291 -91 
Q 1344 -91 809 395 
Q 275 881 275 1747 
Q 275 2613 809 3098 
Q 1344 3584 2291 3584 
Q 2566 3584 2833 3536 
Q 3100 3488 3366 3391 
z
" transform="scale(0.015625)"/>
     <path id="DejaVuSans-Bold-6f" d="M 2203 2784 
Q 1831 2784 1636 2517 
Q 1441 2250 1441 1747 
Q 1441 1244 1636 976 
Q 1831 709 2203 709 
Q 2569 709 2762 976 
Q 2956 1244 2956 1747 
Q 2956 2250 2762 2517 
Q 2569 2784 2203 2784 
z
M 2203 3584 
Q 3106 3584 3614 3096 
Q 4122 2609 4122 1747 
Q 4122 884 3614 396 
Q 3106 -91 2203 -91 
Q 1297 -91 786 396 
Q 275 884 275 1747 
Q 275 2609 786 3096 
Q 1297 3584 2203 3584 
z
" transform="scale(0.015625)"/>
    </defs>
    <use xlink:href="#DejaVuSans-Bold-53"/>
    <use xlink:href="#DejaVuSans-Bold-69" x="72.021484"/>
    <use xlink:href="#DejaVuSans-Bold-6d" x="106.298828"/>
    <use xlink:href="#DejaVuSans-Bold-70" x="210.498047"/>
    <use xlink:href="#DejaVuSans-Bold-6c" x="282.080078"/>
    <use xlink:href="#DejaVuSans-Bold-69" x="316.357422"/>
    <use xlink:href="#DejaVuSans-Bold-66" x="350.634766"/>
    <use xlink:href="#DejaVuSans-Bold-69" x="394.140625"/>
    <use xlink:href="#DejaVuSans-Bold-65" x="428.417969"/>
    <use xlink:href="#DejaVuSans-Bold-64" x="496.240234"/>
    <use xlink:href="#DejaVuSans-Bold-20" x="567.822266"/>
    <use xlink:href="#DejaVuSans-Bold-45" x="602.636719"/>
    <use xlink:href="#DejaVuSans-Bold-78" x="670.947266"/>
    <use xlink:href="#DejaVuSans-Bold-61" x="735.449219"/>
    <use xlink:href="#DejaVuSans-Bold-6d" x="802.929688"/>
    <use xlink:href="#DejaVuSans-Bold-70" x="907.128906"/>
    <use xlink:href="#DejaVuSans-Bold-6c" x="978.710938"/>
    <use xlink:href="#DejaVuSans-Bold-65" x="1012.988281"/>
    <use xlink:href="#DejaVuSans-Bold-20" x="1080.810547"/>
    <use xlink:href="#DejaVuSans-Bold-53" x="1115.625"/>
    <use xlink:href="#DejaVuSans-Bold-48" x="1187.646484"/>
    <use xlink:href="#DejaVuSans-Bold-41" x="1271.337891"/>
    <use xlink:href="#DejaVuSans-Bold-50" x="1348.730469"/>
    <use xlink:href="#DejaVuSans-Bold-20" x="1422.021484"/>
    <use xlink:href="#DejaVuSans-Bold-53" x="1456.835938"/>
    <use xlink:href="#DejaVuSans-Bold-75" x="1528.857422"/>
    <use xlink:href="#DejaVuSans-Bold-6d" x="1600.048828"/>
    <use xlink:href="#DejaVuSans-Bold-6d" x="1704.248047"/>
    <use xlink:href="#DejaVuSans-Bold-61" x="1808.447266"/>
    <use xlink:href="#DejaVuSans-Bold-72" x="1875.927734"/>
    <use xlink:href="#DejaVuSans-Bold-79" x="1925.244141"/>
    <use xlink:href="#DejaVuSans-Bold-20" x="1990.429688"/>
    <use xlink:href="#DejaVuSans-Bold-49" x="2025.244141"/>
    <use xlink:href="#DejaVuSans-Bold-6e" x="2062.451172"/>
    <use xlink:href="#DejaVuSans-Bold-74" x="2133.642578"/>
    <use xlink:href="#DejaVuSans-Bold-65" x="2181.445312"/>
    <use xlink:href="#DejaVuSans-Bold-72" x="2249.267578"/>
    <use xlink:href="#DejaVuSans-Bold-61" x="2298.583984"/>
    <use xlink:href="#DejaVuSans-Bold-63" x="2366.064453"/>
    <use xlink:href="#DejaVuSans-Bold-74" x="2425.341797"/>
    <use xlink:href="#DejaVuSans-Bold-69" x="2473.144531"/>
    <use xlink:href="#DejaVuSans-Bold-6f" x="2507.421875"/>
    <use xlink:href="#DejaVuSans-Bold-6e" x="2576.123047"/>
    <use xlink:href="#DejaVuSans-Bold-20" x="2647.314453"/>
    <use xlink:href="#DejaVuSans-Bold-50" x="2682.128906"/>
    <use xlink:href="#DejaVuSans-Bold-6c" x="2755.419922"/>
    <use xlink:href="#DejaVuSans-Bold-6f" x="2789.697266"/>
    <use xlink:href="#DejaVuSans-Bold-74" x="2858.398438"/>
   </g>
   <!--  -->
   <g transform="translate(414 52.071563) scale(0.15 -0.15)"/>
  </g>
  <g id="legend_1">
   <g id="patch_8">
    <path d="M 683.78625 469.2 
L 819.6 469.2 
Q 822 469.2 822 466.8 
L 822 432.7725 
Q 822 430.3725 819.6 430.3725 
L 683.78625 430.3725 
Q 681.38625 430.3725 681.38625 432.7725 
L 681.38625 466.8 
Q 681.38625 469.2 683.78625 469.2 
z
" style="fill: #ffffff; opacity: 0.8; stroke: #cccccc; stroke-linejoin: miter"/>
   </g>
   <g id="patch_9">
    <path d="M 686.18625 444.290625 
L 710.18625 444.290625 
L 710.18625 435.890625 
L 686.18625 435.890625 
z
" style="fill: #800080; stroke: #800080; stroke-linejoin: miter"/>
   </g>
   <g id="text_18">
    <!-- Social factor -->
    <g transform="translate(719.78625 444.290625) scale(0.12 -0.12)">
     <use xlink:href="#DejaVuSans-53"/>
     <use xlink:href="#DejaVuSans-6f" x="63.476562"/>
     <use xlink:href="#DejaVuSans-63" x="124.658203"/>
     <use xlink:href="#DejaVuSans-69" x="179.638672"/>
     <use xlink:href="#DejaVuSans-61" x="207.421875"/>
     <use xlink:href="#DejaVuSans-6c" x="268.701172"/>
     <use xlink:href="#DejaVuSans-20" x="296.484375"/>
     <use xlink:href="#DejaVuSans-66" x="328.271484"/>
     <use xlink:href="#DejaVuSans-61" x="363.476562"/>
     <use xlink:href="#DejaVuSans-63" x="424.755859"/>
     <use xlink:href="#DejaVuSans-74" x="479.736328"/>
     <use xlink:href="#DejaVuSans-6f" x="518.945312"/>
     <use xlink:href="#DejaVuSans-72" x="580.126953"/>
    </g>
   </g>
   <g id="patch_10">
    <path d="M 686.18625 461.904375 
L 710.18625 461.904375 
L 710.18625 453.504375 
L 686.18625 453.504375 
z
" style="fill: #008000; stroke: #008000; stroke-linejoin: miter"/>
   </g>
   <g id="text_19">
    <!-- Individual factor -->
    <g transform="translate(719.78625 461.904375) scale(0.12 -0.12)">
     <defs>
      <path id="DejaVuSans-49" d="M 628 4666 
L 1259 4666 
L 1259 0 
L 628 0 
L 628 4666 
z
" transform="scale(0.015625)"/>
     </defs>
     <use xlink:href="#DejaVuSans-49"/>
     <use xlink:href="#DejaVuSans-6e" x="29.492188"/>
     <use xlink:href="#DejaVuSans-64" x="92.871094"/>
     <use xlink:href="#DejaVuSans-69" x="156.347656"/>
     <use xlink:href="#DejaVuSans-76" x="184.130859"/>
     <use xlink:href="#DejaVuSans-69" x="243.310547"/>
     <use xlink:href="#DejaVuSans-64" x="271.09375"/>
     <use xlink:href="#DejaVuSans-75" x="334.570312"/>
     <use xlink:href="#DejaVuSans-61" x="397.949219"/>
     <use xlink:href="#DejaVuSans-6c" x="459.228516"/>
     <use xlink:href="#DejaVuSans-20" x="487.011719"/>
     <use xlink:href="#DejaVuSans-66" x="518.798828"/>
     <use xlink:href="#DejaVuSans-61" x="554.003906"/>
     <use xlink:href="#DejaVuSans-63" x="615.283203"/>
     <use xlink:href="#DejaVuSans-74" x="670.263672"/>
     <use xlink:href="#DejaVuSans-6f" x="709.472656"/>
     <use xlink:href="#DejaVuSans-72" x="770.654297"/>
    </g>
   </g>
  </g>
 </g>
 <defs>
  <clipPath id="p2255e8123c">
   <rect x="166.15" y="187.48275" width="83.75" height="242.15725"/>
  </clipPath>
  <clipPath id="p7b9e1211dc">
   <rect x="260.7" y="187.48275" width="83.75" height="242.15725"/>
  </clipPath>
  <clipPath id="pda9dccdf29">
   <rect x="355.25" y="187.48275" width="83.75" height="242.15725"/>
  </clipPath>
 </defs>
</svg>