@keyframes rwdcur76511 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjUlEQVRYha1Xa0wcVRT+LmIbbELZ4GMVCPrDSCrRJk1qS2JCQqRNTBRIrQqSprZYWKw8dofyVB67C3RhgRaNCv1nMaGmj8QmIDZFKAuFUqmsdv1DW7WxRqoLVsIS6fHH5M7Oi2F39UtOMjP3nO87e869Z3YY/gMYJRO/JnaLRcQRsfqiiTTPYv8Mmy+yBH6BVpwjMTzOsJw3ew2EZVhIDZ03JMenPKEJq3EjbX1+Q4etA1rhmd1g3Tk+mttyE277bgYA7re+o/LPnmNr+RtpRK21kN4PilsEuFWU3ZXI3j2dwkzLsQCAI8IFupvol8TeODOFHTf7pLj0fuPq6SaQ3QsyLQKmRWB4L9jwXrDc6/GsrWCaAKCs9Tw9EBB/WKsrgy3HBAAAXXmz9LvZj48Lc9kzD54C58juDaOF+90gbj0ZN8hROiEFu1+/Jl135/gIAFoOT61J3lw8TnK+dcVL6kHcAOCds18QALgOTGuE1agXRqleGJXWjhYEY9S8cihakBwVtKKez+nTrD0MAIQT21hj6SUCxP4DAK8MF9r490bUu15kzqLLZBfGqKJnG9PjNUSvAOoVQMezfNRaeIWsdYNSxg7L5LoldJZcVvh0vvk9tRwSW8S51wzuLwRx48/cebMEAB9UjhAAOA4HBcobB4LlLprWEHepWqXHr8BAHmggT3+xqcJDrYVXNGvWhiESjlw0rEyZ8zwBQOcrXtLTkPrkeVVcmIifAfsnCgsJC/hrwzLaG15SDJJmyyRVfbRdd7hYmwapvW4Xs5d7qNadxo7t8dE9sx/LmwJYig4gx5sJAEg7pzOcvJkgbyaoxCVmLFReIABwFotlb5Ptalvt1wQATZWXqKHCQ1zcqBJyDfkzaV/G+UXrEl5mAOBqyWAAUP3hCwwAbLJdTdGrAIAArSIq6r5IFIiWSNsOXhX3zHviSRFqxR/DNeSQSBdTxMyqDp5CzJIJcX88hOj70dh8y4Sic08zR9k41XTsZFbHILXX7NJtwdGCacXxAwBr9RDFrG7AIz/HY//VVABArE+nBZTMiJIZCdUX6dhr1wkASp1fGpa1onKYbPVfaXyaLZPUWDWqec411iRcSQKtJGlPQnf2j7oi/FqehL1kXNwfNnFvdOwTxzfn1uOXsJQEWpI5uN6eoY78WUWAethwvG/9hoI+44oN6zo0TWpuXfgTQdz6UucVzo3WMXIUi8StBVOKMewsn1D42oUxxb2c1zABAJhPBM2rHNv2fSvdN9k8xCejGsezgtOv7UAwhnOqeXVxJwHEDQj2VA/8hSQfu1253uD7o3ic1HxqaN5P5ttgKwBWAPyUAHr4B7O0Zq0cJHe+uKmsdYNU07mDAcDyo/dQ6hJPTGBTQPLPP7sTnMt8O8x/4HNPgORm+aSPWizB90GDbYSEuiECgEZVlU5umVfEGukYZuV7XBuc8qsY0553jawnn2cAUF41QE/OJSFz5FkNB/ePKAEOr04ioSB1HfGQE+CYMYeWyNY7//OHiRqTBolsD0M84gQAwPOYNom038Lni/zrGMCwLIn0CMQB4F9vVV0SbEct3wAAAABJRU5ErkJggg==) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoElEQVRYhaVXbWxTVRh+zhxMRYnTxMxIdJKISCYb0SCb/BCWCRlBcBGITEIc7rOOfXRdRtCAIUZlrLBMNjMnhoiKG6sMHLTMfW/tPrXbqpQ/OvBjIxlm1kjWuvH64+6c3tt727X1Sd7k3HPe93neez7eey7D/wAjE/E2sTQWFkfY6q5aUvUtzQqZL7wEfntXLc6x7FBInKEl4Mj1LyxHXE3QvME5WrcFJ+yLpKYF+QM7mNephTf3MWeancyxkyg0bmYAMPL6KMWfWc38+QeSiPA7Uh9LcE2C260ioyBbaUpgyyOWAgA+M7SSY9m0EOv4pgo5rftFHOpjA86edgJ1UQTXBOCaAHaOM+wcZw9dTWK2zGECgENFzRTlll7sjfJkdvNfNwBgLH2U7PdN4+Py3Sz7+nEIjrqo4Jcw2gji9kvyIF0q7BPBI7vsou1Mk9qt+YN+yVt0NpLzLSj+1GEQNwDIKj9PAGDbN6wS9sU5QzedM3SLsZ5Mb4wvr1+kGkHccsu+Ujg3FfYonvnMcKG2vAFpRnL7qcnQq/CV8wZMQFcH0tWBnNvt1JkzRJV6iwhomRcIBEtBv8Lnx9cc1JEtLRHn9ht8rB7EjfeNpo8RAHxd1kUAYMn3CnxYbBbtrtxhFbEzbUzRp8WvQKMZ1GjWHjxfaqXOnCHVmFHfQp8a2gPOzJGiZgIAx8tDpKUhioS1XRpY/Lkdi2YjcO3Rv/CHZwaFFSmKQtKWN0Abq9dqFpejeguVVmxiF4uttNWYxJyvjtGNmH/w5xI3bs25sWbLSwCApA0aBdDRBnK0gQ4WSBnXGloJAFp00rTbZLv6o5LvCABMZT1kKrUSFw80E3INeZ8oRA/MSPZe5RYGAFnlyQwAUk4+zwAg8ZNnRdZumgMAzNAcEHEHAHB/RKQg7XvzewIA837ppNTMvwzXkEOQupqkzN6+0oAn7onGitl7EXUnEo9fX4Qnm9awS0U2Sj2eyD7QW6isYpPmEvRkDtN6WaIAcFLfQtGRi7H61wfx2K5nAABLt2ksAZkYkYlRraGdru6QdvDhwm8DTuup0g46UXJF5dOWN0ANB7pV/VzDL6GnAeRpUJ+Ea6+MaIrwtjyJ5gIbAcCFEmlv2PdKsZxbi1/g9lnQ7bNeh4EMO43uUZ5n32LDUa/vFP2X55MApA3bmz1MvtyamD4D4jYVZ1WWYn0vWXQScXfmoKIMXy7uU/r6lGI5b8AEAGDqNGjqtNJxcO8P4vlCiZV4ZfSFc7v3Q9W/zxvDOX15NTF5CsQN8K6pFvgHSV52Hbu9bYvORr58vlBdSGIywDyzgGcWuFELWvXT3WKsWm8h+x5pU1XqLZR6Yh0DgJsPu3Fw/sRML/EI/6fjE8G5YjK0r39+72s/1ygzPjb+JXb8vQIbqp9jANBY0kUTzI23ylPYxQIbba1MFFxTq3rJlf+CiF2e618n4IXRWaWetpX5Uow9fYQSvohnAFBVbKaNvz+Cu9bHqzi4f1gJcDgqg9g8GogrWJg/pB8TezD3OgAJxcHzhvVrNnDUfyJrS0PjDPvn1Pq+OomkA6Hzhf93DKDjiDeJF98Jj+s/OeWDtCgj7JEAAAAASUVORK5CYII=) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhaVXXUwcVRg9A9amPDS+uDFp1cQXScRGoaEGSoHgAyHRtFBb44utaAtS2B+7FDUmwK4UpJWf0lJboGKjTVET280Cia5SbZddyk8TV0HFRtomEtMmZE0aU6PHh9n5We7M7I8nudm73/3mnPPduXfmjoT/AamMVPoMSFJaHGmrV0QpxEbXp8yXnoFdt0RxBSMbU+JMzcDLEXNhPYZzkuZNLrEumJzwahwvSMhvneAeF4U7yyWffYCbss/i0dpLEgDcPFnM73+uRkWmTeToLLfUMB9sHokTv3p/AFnrVvCE87wl4Xz3Dkb/3Igt/xTpuHaluNaODFBpo64P44yMuz4iACweL1fjvxx7jgAw5jxDMx4zKdHZ+21qsv/mg8h78gM89Mq0BAABdzfLOh2W1Xx1sI/PHjkgAcAfQ7m0rezUBl1vJZiJ5j1Umw7zPVX8rP5zAsBcR7VpNbPt+wgAXzR8wsjRF7U8E14AyIj7t/6O2sKeOjX5p1+rsPNYlQQATx8aVKsIeRycPlyj5uU2nZIAYHvvS9Li0g5DXmsMFBIDhQSA+a4XCAABd5/gWi+qxtpeF2IBt5sAsNBTST23MUayqbYYRl3y4rn2njZ1377TRECuPtjqYsjj4JS3QY61utS82Y5XKXPIi9aIPx7jNmLcRgC42DBkmBR+t54AMHP4NWFcuf/K72r47MPUa4gIriGCawgAS/3FBLTtFZcWq/LrxhPq2Jfu0wSASc8bQv71E/J2vdG/jXoNAVkRMCsC03sU8h4gAHzX7FZzzla/zY9rtNkIeWVzSm4yGvcpHdsD8u9vJgYypH8BAJm61z7X/g78vUHIzcwwrsNSIy8K5kVld0snS01vwZVWeQYuvXlIHVP6k61201tw6/RW6jUElFFiGSUCgN9pvQiNtqGyMMPeWpNFOEi9hiFK74Gl9zSHvpgR/dPvisdJALjccpCXWxoZ8ro46ZUrn2xxatswthv89kHqufX8AkrugiV35YQfj1YSAL4xeBDNdOwXYuE2sfKJpkaZq7uSem5TbFsBlaaf5gv1nxpeGPI4eLWtznDsgl17net5LQ0AQNFtsOh2fOJC93ZedMgm5tr3mpLMtcvrwGc/xx+6dqt5CudqXkNsXQaVNubs5/KZfPWiicbehAT6B9Ty0Gbq+RKKKyi8ASrNt2pH+GOHjsXeCjWu9MecwzTjMdMyPSAUXI+/qOd8LdatvYMc14jloWKh63lG/3oEjt19aiz4mLmOJdkzC6LzUDYkv3OImx4fxsM18qF06VQxI/N74Nm/V+AIZVtrJHVY3GLxjrBCOCcxf0qn1fxryRmZeip53rQ+zTZPmRuZzk+NM+2P07ygaGKmIHW+9L+OAeROaCZmS9Lj+g/RqCn8+hHuowAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+klEQVRYhb1XXWxTZRh+zq2oMfGWmGi4MMiFIQQTdImMgMSfGMfCAkQN6jbGtiJsa6cXBkNiMEGYisjiNjZYNztZt7HStWvX09KuAbqBrN0yI4FBdqGRC7MLTEjw8eL0/H6nZ11Rn+RN+vW87/M+3/d+73e+I+EREJBI9feblKRSOEoKAoAzWKL1v714csV8JQn4AotCchWfYvWKOFfk7EKuYGIjvsG6onmLcqxEuqjEVpzHpmX5HR3KEBISJ7FdAgD/dDX/lojK9R3ShZMuLm3+He0v7BU4VP8VC1iDAVPym9gptS2Uc+3iemx75ZgQJ096uPnlLyXf4To+teUx1Je9ZIp1EiFgFTqoGgCM+5uFlQh6P6Z3dhcBYDBTzchwi+Zz7sYe2vEUhyeOUzMAE3E3L151aQRn5ysdydp/fUN7Hkt4aOVzxprD1MyCr+9s0f67MLWfANCfVWbaM19hSz50pZbjA8104jVj23GqNnq5gWoCFSPTtaZxNOU2jY3+bbd1wUZeZwG1HUStUi//kQYCQPvN17WgRNxTkCCUL1Ms4aG6QpqYhXIaue1xdICa2eDHmfcIAIHpOgJA4lIr5YiH0bS+CoOZalOsWprxySYuxw/4QoQvxPiEm51zFZQnPZTDLSbn0Uy9TmiBnPzE1tcuh72AdIpIpwgAF384SAAYmdpHAOiy2WRRQ2vKY0pp4hNuwS/sa9K5DDlE5JJELrlsq8QMG6+vo4be7/VllyOKkESqlT2zVQSA3qxyVpy/9gGdcyxGicUoAcB3/X0CQHdWIfHmdjOSVmZsLUtfV402jky2OE/AkEPEUpBYCubVfqTU2iuegPKlVkXImEeYuRFq2YL5vRA8c4jGHAIkBigxYPtwOKP0v9qGkfQhwS+SVGYfmGowPYsF3RxLu3guW0WnHAoeDBMPhgnoh4x1AwauNGrjaMpNOdzCWH5VRvObtu/GHjGJyp3nt8d9P3HfTwD47vZWk+PQtRrKcUWUUYQVqhhAfy8MftZII3dh/OmjZga0LZTrO98yuzFLOayHUX92Fwvx2uNeP3GvXynDSDMDl122QV2/vGNqsyHDe8Io2MSZ53XGb73UDIC67ABw6tZ2R4LOOX2/jGbqlJJZ+IrD3W5qlkfvzG79PT/hptpePbNVDJ0VuyL8UxPteKwofFW61Wmu9R8z+Cv4EBWfn5TCySa+VvaVEBtIHuCd1XOofzYimeKf+7BgHue72vxpUfnz+6Tu2R18Ov4M3qo/IXmvv8vHH67C2xtOS4X8nVIUd1nMnSrpWo51+x/tWi7g52+LE/Ji47/7YSLg6onCQjYe/O8+zUxIHxNFbGr+fz5ONcSP6iJebS2J6x9GbJDi9rUTqwAAAABJRU5ErkJggg==) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhb1Xa0wcVRT+btuobS2WNGmJraaxISEWH9GEKomJSgSksUFsawo1VQR5peWxLGl/KA9jY0JYbEwRwwJNedntA2wBd4qEWtpdnlJkaxc1PhAS22CKaDBsoccfw9x57nSh6pec5M6dc77vzLl3ztxhuAvcYETSeD0xthSOJQUBwAimSTv3GIIWzbekBNoxrhOXEIdNi+JclHMVPH6FlUhFeMC8ATm+B1dAwlqUIPKO/KYOKXDqhO2IZcXeBIr4eTNejrUxALB9s5fyHq9n/vzNNJb5uxELB41jGpLd/D2XkxWGnWF/BomhLZ1WCp3axMW29TfjxcIWHhcLh2n1DBMIh52LO7GbObGbnV53jVUMphIAtDXl0gybBQDER5Wy+2ZuAQBKR5Jo8837kVhcydIOdPIkwmEPfAmDYSPJsn+KosaeHB784fDrfFzsTSAAON6/3y95tTuLlHx3Vl9ZRNwAtOx/hwDg6ODbOmEtTnVb6VS3ld+rXKiWEa9/hNlIsqbCDJVzw6Uc1bVUGUmopi+TAKC6N4Mcl61qIQWveQLRdkK0nYq88WQfSCenYOEBxxYEzFDfm63yKb26h6r600jJ7T86xUHcFmAbSRKX4uJBAoC6Xnm9nWfz+Lh6MENH/IF2qQz41ShxEkr07zEAnHYVkH0gXXevw2mhti6raWXaTuYSALzr2UFGGnKTqBG73cdP2TG3bA6P/LERq/724aXoMlUjqenLpOSICsPmIpyzUMwrZazJlUd7Im3ssHcnPTgVggdmV+Pe2XnEjSeIjslGHVLwEAQPtdWL69jWKT7Zsd4sAoAKxa4+/2U+AcCZSwep2VVAkrhZJZQayim5EW1ZC2xZi+17jzAA2B5VygDgzW1HGQBkPl3Fs6ZbIsfyeQLdXqBYJVNVfJ0i7pmeA2JyCw8jaSghl2L6OgHAyeMlCA5dietr5jC/4ja+D/4F74d+zhrduZT4bDkTzlooZkeZ4RJUDqZSuiJRAPiiw0K+e1bgu3W/wvpwuTgZtEEfz+gGMbpBQpeVDl/bRQDQ+lmOaVnbLxTQeSFf51PTl0nN3Yd085KGf0bfBME3oXMoHn3VUEQaK5NocIt7yOES58qH95GK24BfxswYYWaMO1RcSabykTdUAdpmI8HxlbwJ69zZqg376WAaabmNMfUDSbZrMlzlfOKyhWrd4hvxSX+qqg039eSpfHWtWMFrngAATI4SJkdVjkeG9vFrhyufpM6oRZE3Xq7ekPwB45waXmP8dpW4QV5TI0gfJGXbLfUk8nGtO4u0fFroDyQhWxl8PsDnA8aGaCjkW37rnGAh27C4J5yChRKf+YgBwIa/1qO1Tkxmzexq7v/WxhRwrpCtizyB/zhASmsszqTaAXnnn7iYT0KHuNZNmiq9NvmoKtZMxjwrr8FpOEzs42XDSWR5ooEBQKszj0YemsCh5dl6jjDzk3FgZfF0L+lYjvDn7u5YrsOVrsASefKFf/fHRIc+wX8iETH/3a+ZCq52fRKRcf/PzynHhRY5iefjl8T1D4RriUtWEN4bAAAAAElFTkSuQmCC) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVRYhb1XX2xTVRj/nekDMZnPPkBkPhgTMZHFGCUximSRZOojBhRHM9ZtXe2fe/tnBc26ZaSOjY2NwHCMADFqshciKHTUyZ9tpXRlXeOW8ADMkT34sJmlJphU4fPh3NP29N7bdkX9JSe9/e73/b7fOd89372H4QlATCVxzegIq4SjoiAASKOdCm3P4st181UkYBmduuQCG9GxLs51Oc8jZJo4H1sQKJu3LMcoBstKXIhtcJbkL+oQxkld4gfnF5B4fgNGant1sUb+O9FSNIfpzTGclch+TM7j3NY+BgANKQ+9sfwIrfUDbPtigD755U80fniUmcXvwr71PWsDGCUx8u29E14CgMC017Ak2xcDkt2MJx9VhYY29NNdpHEXaYyuLmXth8dVqiLO89wfj2CPKQQA7/56gACg86qXrtaEGAB0T3gpOBkgN/YzwdWGfkMR0tLsRDDrFEaQidlu/j2D5g8GmfOmSs/8XYXQW/r6F2LkBxdZ3+dlMeI1RC36SQxh64rwbjdw2S3NYG/KRwDQmOTlsMW532e3VBoa59e9WowRryE2YZQ2YZReXAvqHJ033YbBbTOerF2IAQBH1EUA0KdNQHCbJt+AMRKjJ8KJdiwdlAKabvNk+UkF7HFVsrmn5f/5/MYKqsOE6rDuZvc1vtStM4q01ABwNKKSK6ZQ1412U2GuqIcak35qSnrILAdHTZRQEyX/dZ7g9EWn6XIFJwNFa/npnE8TxEUPf69xaTmMo2rnCbXzJLaV+K1b5LOzznrJOquY9oETYaV0u9ZyGN+sXybUL5fV84cv6ZMpWl+wznrJkuKr+N49Ln7HIl+R4jksaYIlnb05pJVAPFwNKX1989FVpCwnL/AdUZhDAlOJmEr00YKXWmcUsqRU6rjRTscKltYR50I6p9rJN+WhY1dywmxxt/Sgdk/IpRI5zKfhyhBcGTorFAtzTBZhK9hyANCS8EiNSeDtJe3LSeOGK1NEgOMhwfEw69ATUalvXKX8JmRN5GbcMmtcFnvC4GVVwC0gv4weZ/iwr9G+OS/5644w9hTD4JsDrPeKh1wxhUZe62PNt3mCvxhv65akTyLevPqYT0CUwL5GWe6SsK0QbCu0eyFH+tVl/ZIbwRVT6MAUjxu+pFCH1qAEJ2wrZfC0/EbZoSEw7aXDP+WW+9B1v7TN2m556Li2NUM/+0j0fzO+0mh6QGK8vPqFFCgaVCE+n+SievKf/Dwes1Tm7+bG+3LQ6Rck3xMXHHT+lWpEag6x4xedlNj4NM5s5YeTj1N++mao2TS2PAEAYLmjUx7acwqBOv0pqCnpoVND+/UcZ16q7KNUQoNZ/y6Bc1ue7LNch71z5Qn5+tV/92Ciw564uZBvX//vjmYSdhu817/b9v8cTrPYdS0nYuydirj+AbjEV01A2FZ6AAAAAElFTkSuQmCC) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJUlEQVRYhb1XW2xUVRRdh4QfK0jCh4nBxFCRaisIQUxQoymREI2JVtNJIdVgaGmlD51O75SpDwZrK+3QVoplCPNBrJJIxBgTSGlIO/QxoUwf6nSwWFKqmUQ+iJpJbAzGLD/uPbf3NY8WdSUnueecvdde5+59zrlX4A7AfEH5LOIUS+FYkhMAJNeA1rGVicXzLUlAIsceXGLNH4vjXJTxFF5KGdiIAnydNW9WhhGUZhXYim3oycif1qAXFbbAOxEUAFA23kGKZQhtrhVN39Qwlrsee/JjNg5pv2gBZ+AxBS9GQBTO9XBzIoHAUwdsft6RZh5+0icCX1Tyl/vuxxNP/2ryTRVnmdNgCH4msQJJrEAxAmKyTx3vf6BUyOC+82+xJN5NACiLtlPM/wYA8LiOi5sr70ExAkJyhOBPmUKbsnYEdGM3PEIJH+Sfd92No1s9AgBenQ7yy7yKlCt6YSbEc+v2CgDwXvLz3mdy9Dk3POlrohIHKZt1bvtPn+ljb451EAB2x7oIAEXTxx1XuG80wHf6PEzHa4IL7ZSt6nIrZQCdcPyIqa8Mt5j6RvvtNz7Vn428aQXsQIg7ECIAdH5VRQB4/npId/Jeei8lQc2VVqo2fso3JFE410MjtyO24Axlc5p/7ftPCACV42qNNAz66R3wUYkc1u3LouYVytTUjTQzEz9y0ctc9FIJN7Lo6gl6R5pZP+A1Ge+PHtEJrf4Hhj50tHWK4ShgNSJcjQgBoOnc2wSAirF2rchO2pwaLy6cE15NqBJutNtdqNO5jDFsWI4pLsdUxiNXGV5YaeXpclZ/XmYQ4lPTM/wBXfEgAaAkpqbujYlOpo+xKkGsShAAXp/8mADgiqk53DXVTU9ErXhrWipOl+v9+pGP0i/AEMOOtUlibZIAsHdCFeDv89iMGwYPqdVuECJXboRM2/5oGwHg0Hk3jTFsEJtIsYnOB4pWUHIbuiP2IqwfUseqxsw7QelXWBNpoSt2jOliqNh4m9h4Wy0o7ZCxFmD1aJveV4ZbWD/gZcNgk1Zo6tzu77rsQSS3xu+MDfPEhnkCwHM3TpkMyyc6qYTfp1WEFVIMoN4LANB9tppG7tR49HfqzYDCuR69b12dO9Jq6lsPo5LYUabidUbBLaLglprzix7WXA44Or187aRpm+0b79TtjIJNnBpvBgE3qTcA8rUDwM7ZU2kJiq6eWDgjogE1ZRa+7JD/M/WmYZd2FwCA0v8u5fZyxYP097pt5L4LdXTiyR6PzNLYakfbeEy7IeuG7NsQAGqHWqgXr9E/DdJ/oTw8bXf+IU+8Eu/m47MzaHixQ5ROdjHn778Q3OIWqeyXLkAiL/Md4Yjpgjv7LLdh/bfZCbn22L/7Y2LDQ1dSC/lx63/3a2bCOod7fWbb//NzquPB8IKI688uiesf1H5mbtWZZMYAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEmUlEQVRYhbWXa2wUVRTHf7fSkkjTFEmUxBrlA6bRRg1ElBoSY+UhJmZFBKESECyFrULb7fKwBDCaEtIUldCmTymUAiKPEnm0IgFZuqUtlVaqrF98ID5TaK2CtAscP+zOdGZndvtA/snJ3r33nP/5zz13zswobgPyhhJtrLaKGgrHkIIAuh1I6FxczeD5hiTg0jPW5BoS6gfHOSjn9sTwiY1I8g2cd0CO3lEDSxyK5Mv980d0qMWaeBqoGb6j8tCPHjZNy1MAr3+9T3Y89ooK5x8pR1S4hT04pBsHmmVd9ulk+xNfUFFxDwLgPr5RErou6skONG+ndecSPW4Pjoi7ZyugnAXSTTzdxDOLGjWLGnVhVKJKa9klACsPZ0mPigYgP2Wl8vf8AUDq+RqJ7fKxam6x+vfAfWgc5SwYeAk3sUw0S/nBI5lnyvTg2W379PEM31EBeLu5Mix5RsNWMfL1m3w9a0QzgG01iwVgUctOS+JQuD1bxO3Zoq+ltVTr41BeI0wluMo9uuXvWirzHaUKoGL8XJV5ulggUH8AbWe0RFeHx5I/6S21tHGruOtLpGx8qrLjjYh0yiWdcnH4jsiSs1XiqsvVFTubPu53C5c3mn3mfHNQ0pu3i5E7bPBr7BHNtLnU84Garzq1OVDvxgp9Lbs2Rx8vbdlhIZ7hO2Sas+M3YTq1Mp1a28UV3mJZcrbKsuY6tkrcJ/Ii7kzO4SwBeKn9M7HLoddpEl4BGNt6iRtRd3H/X7/Se/03CibnmRqJs6lSiiYssG0urjq3FEzNV9neUtmUvFjN9B2S0V1/MqLnb272dNI4ZQoAHpKt8eNol3G0y+rDywXAffx9AcgI1lXrAQA5X6wNlOZ0kazwFomWPNJOGHMY5/S74ArxXCGeDS9+pADyU9YogMKnFiqAsvFzdNVyszf420PUrSDRsFid9M2vAmKXnakIXsy7YsxhhE46ku7AFX+6musj47hx9xhuDYvhp5EJHBz7vMpqKJMPJqYpV51LCqYW2JYgraXadPsBuI6tk2Ex8fw8agxHk54DoJM4a/xwJTJcibhPvCevXgicYPehzIjbuuLkBsn5PNfi42yqlNWeQsu8liMsYQy9EkOvxeHl76zdz9nU14KNIpY3lApAjrdEAOYH27fGbcdvEHBNYrimOyxs3S3zzu83BYQ2Gw2uLzcbRFSYDmx6S7WEcocR0CWaJXX4TM6u+mLJCBKnNVeZ2nD2GXOHc9eXmP4beSMKCDh3SAwdJsf55z7puyJviWidMRQO3xF9ftG53fpY4wzltUU0v4tm0FdTO2gPJGPbndteo48zGioklC8UlhcSP6MV9AK9RHNRvh39sL7mqlsv89r2BhtPrnz4dJoCuPefTt4J3jEjeq7q/qUTJ6NxBXgHgWi+F6Nt3OkU59ltfaU4VSjuY+uCu1RsurpHOi6YYiPliagqGp8l2E+iAkht2yvVj89UANm1a+WXB55k/6NjLRya/5AE9Alp7//w2MBP0u29lluFtA5IiJ8n/t8PE6uQprBC/Ey4c59mZhFem/Nh85y/UwICIk7qIvw8OySu/wB3pGY/ejCKzAAAAABJRU5ErkJggg==) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeklEQVRYhb2XfUyVdRTHPz9obhpz2pbW1lqj1RxzCpmV5JJa2aJyujndakJCehlcvPJyQddardpqen2JdxRNTWdj0EUGeAsRC3nzBbGYy7XlMmtCZIRN6aKc/nh8nvvc+9x7udDLd/ttzz2/c77nnHvO+T2/R/EPcECU6M8pStRkOCZlBHBoGAmUvT594nyTCqDmitW5jpUPTIxzQsruvtCOzVgxN3LeiBSbOiJzHIjkxPH5o8JtepoQTxMSNQT6Sk5E1Q3mkLP5d5p+2UZyImrbrkt4LnRg1osa0uzHCyBkhNUl/sadDzXStmsBZ+rvC5tVyge9IqJ4deZ8Q7bKPsFeq8pF9BW4V3DkuACkfnhe8hq/EIBn1lwOmmk4Hh2WyLYv9ynn1qHilw5I75ezFEDuUY/QP53tbyQGzSj/8DG5ffNudqQtUgDxSwckZdoszHyhAgHg3XhEX2b5up2nJW9/pwBsrOoSp7vFb9+xR9tbX9RjyDNLTxnPoXgt2D4b0dfqt7+1KG+qPeEnyyw7E5LQebDd2DPzhg2gCqQKTWntlnNaxnu7LEbrdpy1yGxFPllh9VcC4GhsEID5L/WLmdsMoybVrDQ2V1FjyJ11LXLt4j3sKUxQANkV3VKc8aRyHmiX6Gm3GRmewuhINKWZC5Vt51mp3LhAgVaqUW80U+//A9eK51UofgMecsRDjgBk7+4O+lfpWTqqrPvOT7U+0P+dgjr/cr1Z7xCzDws6cEkHLgF4Yf0lAUhK1cZLbzKADVVacznrfY3obNCec/d1WF9Q750XgEcXDYnZhwV9HJI+Do17ctnLfT1hKz4s6ZX7jd8FB08KQFbZaUOWV6+dFfZqlwTzYRzFM4hlBrFalp+XiNkYIN2lNWXM7BHDWKIFdcvH5/XeBUBp5kKjxtuWvagASlblK7MPC4a5IsNcEYC4Z68JwJr3zwepdZtWAnerL8ujzZaJySrTyvb06p+Mspp9WCDqlsiddGzuPD+lQrc2VlnlWoPph5IZuizYiILWuGYfOvzGwctNAZjCVAXgrG2RkV9jGBsbozRzkd8YOvZ2ixoTpsaMMvqXwpW6WNmKzkrlBm0MM4rOyPQH/2TL8iRl5jbzW3CD63KD6wLw+LKrApDT6BaATYe/NgiCZWkvt56K2RXauK796JyYuUNiiN9EX7meBl+NP2kPaZi+1T+YzZ+1WXTNvGEDABikXwbp91O0fewbq7StPUEPq8KaVsnbpzl37GoTW7FvX+cM5A2Kq/ws+gJIeNlnlFXWKc6G1pAk2RXd4rhTMoD45AEJ5IsIl7kk+gqlsyTlRwHIP3JM0rb2aqNZ6/+ajoQn5AXhB773r+1bXmJmetmTnxD2UhGfPCBJmW1seGWeIYvlkZA2Ycm+44Il8jnEKXt5l1zsuZfm3Q8re02pNBe/xpLCd8hNzrBwzCEurI+ILot9fDOpa/lc5o3LP6Hbai89EQUSz2P/7odJIE5hvSXpeIKn/rtPMzM6OGkJIpHF/8/HqY4THDeCSOK5SXH9DQ2xbwVLplAcAAAAAElFTkSuQmCC) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur76511 2.6666666666667s linear infinite forwards;
}
