@keyframes rwdcur167805 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe2Wz2/bZBjHP3ZT26SxXU1NlEZR6qQSsSYqEFVXDnQdo9qhF4RAcGDswBEQ1yLxF3DkwB1xGxKaEBzgUjG0yyqKWlRgPVSKVlpq52cTNy0vTczBZlRN1m5p+HHoR3plyX7f7/P1+z7v875wzjn/MQP9EpIkCQBFUZAkKdJut9uPNO6McZ8BNOAq4AHbQAaIAjJwH/jkjDE6kSRJBuaA20AD8IFdYAv4KWxl4DfgbV3Xk7ZtG7Ozsx1akV4M+L4fA54FLCA2NTVFNps1KpWK4TiOsr+/H8vn89rS0tJBsVh8Qdf1O5qmua7rRoDKmQ2E40pAZnh4GMuyyGaz2LaNpmkj7XabeDxOuVxGluWUpmnGwMBArdVqMTk5yfLy8gOhXnMgSrAELwLvPRCTpE99388AVyzLYmJiQlSr1Z8dx/m40WjcEUKUKpVK6fif9EIT+JYg6W4DFwHP930BfAn8WCgUbuRyuXYymawXi0W5VCpFZFmuHxfq1QBAHfg+bF8BgmBm2gS5sW0YhpFKpQ5XVlZEq9U6kGVZ9NPAUf4SbobPKJBMp9NaqVSK7OzsHPi+HxWiIz7yKcLGCe/TwFPASBcdFVCEEIppmpc9z5sBdroJnWRgHvgAeDcejx/vJwPPAW8CNsG0H6UKKOVy+dDzPIBrQOyEWB3kgM+BhqqqPvCRbdvake/DwKvAh8DzXcbfAPzR0VE/NPMNcOlxDIwAvwD+wsKCb1nWXVVV7SPfT1sCG1gGvgBuAe+H/TroloQyQT0/BFhfX0dRlEtCiDRwL+xTD9uvD/mBe8BLwAWCBL3P3wl6KhHgOlAE/GQy6QN/EKz5v8ZVwAH2CQ6am4lEIvNPBOp2H1CARGgiBuzOzc3dmp+f/13X9ZKmaarrutLQ0NDFfD5vuq5b7rcBFbgCjIUGvMHBwaenp6dfA6Z3d3ff2dvbeyMej79smuY1IcR3zWaz1m8DeeAyoJimqUqSpK6trUVWV1eNzc3NWL1ef2JsbMyamZlJLC4ubuu6vtStyj0K3XaBRlC1DCAzPj5eA6JbW1sFx3E8guVJbWxsxKrVKoDRaDQihLvmcel2HOeAJ0MDN4EC8DXBlrpLUOezwFth/9eBz3oJ/jADI6GBKPAKUCO4am0DPxDMwIXwuRa+65luBmSCKmcQXDSbBDtDEFynDkOTNXqc9l7o17F9zv+PPwFDTR7W5fnXQgAAAABJRU5ErkJggg==) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe2Wz09jVRTHP69c6A8oryA0pVYyaSgMpFIkhKAxyNLFJMTQrYn/AAs2kzj+Ba5cunDnj5XRuDFqWKhMzEyIwYHhRxCEdmZk6FBKW3i8eX2Pd128ahBaIHSIC/kmN29x7j33c8+759wD17rW/11KjesHgCYgDqSAbSAKdAJZ4AD4psY9qmoUmAY2gVXgF+A34B7wsKOjYxN4CrzX09Mjqjmpu+TmLmAMeAOIjo2NBUulkq+rq+tAURRvY2OjOjExIYrFor67u2sIIe5pmnZYzdFl5AEEMJJMJn2KolAoFB7Ytn3fMIyfMpnMlhAi2NvbK1RVFZlMpiGRSFR0dNkIvAIkFEVZS6VSw2trax+bpnmnr69v2jCM+6VSKZDP57vj8bi1t7fXnM1mP93e3q4YgcsAuIAGQAUM0zQ/Az4XQjza2dlpyOVy+P3+Vzs7O/tt267v7+9fX1paemxZVgYovQgAWQb4E+fmrwkhNMuyjFKppNu23ezxeD4ZHR210+n0QTgc3otEIvby8nJ9XV1dyrZtu1YAFEUxnI9iud3uQ9M094+ZG3Vdf62+vj4UCASkx+Mx29vbc6urq3/our4vpTw47uu8Sxjt7u7uPBUCKZuAZillyDAMzwk/28C3KysrLtu2bbfbnVpcXPxZSumSUp5Kx7MA3gY+SCaTU5OTk6EK60aAd4GbgH3C/rxQKFher9eXTqejc3NzDfl8/hDIn3PgfzQCfBGLxTYHBwe/a21tHThhDwBJ4EPgzQrrPcBd4CFwG7gBhIQQVQvScYWBO6qqbk5NTaVVVf2x7PC4moEITgluo3IkIzglOQIEFUXxVdqsEtFN4PVgMCgURfG0tLRYhUIhCDw6NqdYHk/OOMi/bFLKipMqZYEbuJXL5VRN016ORqPLw8PDz8bHxx/PzMycyuNaVQkgh/OIvJXJZA5DoZDR0dExrWmaSCQSxba2NmtjY+NKASTwDLgFBHZ3d6Wu69u6rgdnZ2ezCwsLLwED4XC4bn9/P1crQLVbeQMntZo0TQuZpvmR1+vNSymfeL3eeCwWY35+/gHwPvD9VQDYgA+n5DZZloXf7w8MDQ0FfD4fbreb+fn5AeAdYL08Xri+BPYAqSiKdLlcEuf3/D2eAl+dcYgL6byW7C5O0YnjpN3vODm/XrZ9DWxdJcAYTrkNAT8AM2WgIrAlhLAsy8rWAnBe+H7FaSyDOE/vc8DCaTg5Ojo6qLrygrpoV+zCuZR2GUDgNBdWrQDX+s/1F6XQZ+RtqIWyAAAAAElFTkSuQmCC) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2Wz08jZRjHPzNbhpaOULu0ZbsbaMXtoijZLNvGmLIe5eKl8WT0LsYE7vwFHj3uJh48rR408eBhE40sGJLtQWJWQ0IJW6B2SGeaYmuhM1NnPLwly7ItLhkuRj7Je3ln3uf9Pr/e94ULLvi/I3lcfwtwgJvAXmdMAaPAZcAPfAn8Alge93qO28Fg8PexsbHHwAPgIaABu8C2LMuuLMsusAZ8DKjdjFzyICBj23YakE3TfBm4FY1GX1pYWBgMh8NuIpHwLy4uUiqVRsrl8hvA94B+0ojXFHyDCG0IuDM9Pe0MDQ3VdV23DMNIBAIBNE3j8PBwA3gHkaJn8BIBgBLwLbAD7FYqlS9CodBqJBI5UFV12DTN1t7e3s/AB4jUPIdXAbvAn8AG8MR1XRWQVVXNZrPZlG3blqZpP7mu+6PjOAfdDMgeBRynCOxomuZfXV2dAkKSJMWbzeZEu92+7fP5Brst8hqBkwQQEXkzn89fn5mZAdg2DONJu93+GyifVcAgYPaYjyD63QFagIso6hAgO47zerVaPZifnx9dWVmJt1qtH4A/Tho6LQUfAl8Dn8fj8ZP/ycBbwEfAREcEwD6w1RFkNRoNa2lpSa3Vam8Dvn9x9hkmgEdALZFIaMAnk5OTxw+SEPA+8BmQ7bI+gzicHgEF4Fcg3m2jXimYQkTg8tzc3KBlWVcKhcJvtm0XO98VxKGygSi+oxQckQQqwBLwFXAP0aovTBawAXd2dtZNJpOuJEmzZ1gvA9GzbNhNQA3hVRV4KMvyhBeDvehVhKXONwewIpHId+l0+kxF9KL0Mno0b8RiMWt8fLyVy+WUVCp1s1AoOKZpbq2trQH85VXAaUV4A4ioqmq1Wq2rxWIxrev6u4qi3InFYp/29fW9lkwmr+dyucf5fN4+bwEhxAUy0t/f3zRNU93c3LzSbDZHFUW5Fo1GhzKZzKuSJIWXl5e1Wq22ed4C2sB7QL+iKE3XdS+ZplkzTVPRdd23vr5er1arSr1eDzQajQfxeLxoGIbTw9ap9HoPvAIMA3cRvVxFPLF8wDZwFRgB7geDwZ2BgYGyruuV8xRwDQgDKcQFYgEHnTGMuANk4Cj0W0D9PAWEEG84P6IV9xHeH29bf2fs0+Wl41UAHQE+nnqvdOZknkbjgv8+/wDfgjY/HYWuhAAAAABJRU5ErkJggg==) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaElEQVRYhe2WT0gjVxzHP5kZ829MTEJsdoLMikjSf+RgPRRppF1yaPVaSpVChR6kl572uHcpCL3upZf20r3337JQSvZgKa0H8WAhNjKJmtQkTtIY3TSZ18PMstSdWDS7l9YvDDO89+b7+8x7v997A9e61n9ZsiwTCAS8F43xDOEfAW4BLWACqAA1IAO8APwBjAJ5SZJalmX97maiDAHw3tjY2EeyLIcbjUYZCAJhIK6qaldRFCsYDE4eHh5+IYT4LBgMjnY6nfZ5E3kIgHc0TXtrbm7OOjk5iYRCIZ/P55NUVQ1ns1l/LpfzLy0tKdvb29FGo/GNZVmGEKL/LAFM0zSzpmn+trCwoM3MzBzs7u5uHhwc1Gq1WjAajYaq1epxvV7/q1qtfiuEKLiZDAPQB/ba7fbdzc1NY2Nj40EkErlnmuaD09PTpM/nm0ilUv1KpfJwf39/Q5KkshDiKRNpCIAa8DXQAL4CfjAM4wzoAN1isegNBAKTqqrmgJxlWX43k2GS8Lx6lmWZjqfSbDZ7pVKpo+t6HLiJnaRn518aZgYGggBtj8ejj4yMSIVCwQvcwC7XSyt8QfsE8CoQ558f4gfuAfVsNisAAXxwleBvA3cSicT7Ln0R4F3gU+CNc31x4L6u60dAFXgI6IOCDFqCKeBD4OPx8fFVVVVTlwDvAFuGYXSBArCKnaiuGpSE08D87OxsOJVKTUmS5F9cXGRtbe1xvwX8BOxgb8GS0wZ2ot0H/gTyQE1RlLNer3cpgBSQ1DSNWCxWjkajr+/s7BiA6fS3nKvs8q4F/Aj8AuDxeDq9QdEZvAQ/A1v5fL6bTqeDQKRQKIwOMnFRz4E1hRDdiwa6ATyezkyz2ZT6/b4uy/JquVweVBFDyQ0gxpPjVFlfX0fTtAOv1zuHXWIA4WQyGV9eXh4awO0siAGvOfdAq9VSFUW5OT8/P9lqtV45Pj7+BLg9PT19q1QqhTKZTK1YLJouPlcG6AEvA28CXuBRpVKxjo6O/LIspxVFeWllZSWRTqfjyWRS39vbSwghfm2326dXARj0R/Qi8J3zfANoAwZPlucMu/y6wJfAXez6f2YAADPA58D32ElZB6LYeRB3INacwLWrBP83ALB3xCnshNzC3v8nsM+CgtP+1G/W85aX53OKXut/qr8Brl8rtc8gJyQAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhe2WXU8jZRTHfzPbV6SltIANkG0pZTVKpDFhaYyxYowx3pF45T2fY2/2xuyFn2E/gDHGrNEYL4BNldRYRVg3UgkmbVn6RunrMA7PePHMZktpcVN2b3b5J5PMnDPPOf85zzn/Z+AKV3jZoVxy/TxgA2LAI6Bk2YaAAqAC37ndbmN+fl5LpVLikvnO4G3gHvAT8D2wBuwAfwBN4Bgwga+BaZ/PNxaPx88FuTZIZkVRHMAHwDuAFxgBhoFxIBwKheyLi4vOyclJstnsa6ZpfqUoig40q9XqaWcs2yAETNP0Ag/8fv91u93+4PDw0KcoSnx2dpZEIsHc3Byjo6Nsbm6STqcbzWbTALytVkvtjjVQBZBfa9c0LQdkdV0fdjgcb1arVXZ2dtjd3aVerxOJRGi32418Pr+l63rl5OQkL4Q4U4FBCdiBf4E/dV3XgdLp6ek9IcRdwzC2jo6OnKqqBhcWFsxoNPrKxsbGW0KIlBBiqzvQoAS0jvsy8DfwF3Bo+W4Wi8Vph8PhXFpaIp1O+46Pj9vAfaD1LAgA6EAb2fGGZTORDfkqcNMwjGvlcpl8Pv9bo9H4B8gAB51B/q8JvUCtj90L+JDzX+FJVW5Y9lqpVBpOJpOuer2+j9SFSnegiwh8BFwH8sC3XT4ViAOLwDfI0j5GAaiMj48XAK1YLO4Bm0ASKVRPhQjwBbAbCoV+WF1d/bDL7wM+BT4H3u3hex/ZFxtIrXjd+phz6FeBrLWoFggExux2e6bLL4CfgYfILVAtG0AV2ALuAr8Ce4qiALRM03xqApPIxpoIBoP79Xp9Gtjv8NesK9tnfQW4jewTG6CbptmrlzinTJYthuxyAoGA6na731tZWfH1SdYPAlmNUr/k0LsCXmuhHxAul2tse3u7YbPZjB7vXhq9KgBSLFxAUFGUG4VC4eH6+jqxWCysqqoNmAA+C4fDkedBagh50q0BB9Fo9CCRSKQikcgdy7YGlJeXl0/8fv/vTqfTdZlkvbaghRSVMDAkhKh6PB6/qqofIyv2xtTUFIqiUKlUxpD/BclnSQDkePkAW7vdVjVNc8zMzGiZTKYCkMvlyOVyj6x39wZNDhf/kn0C3AJ+GRkZER6PZyKbzf6I3P8Acgy/ROp7q3+YwQn4gWkrYRgpsfeRM+4CHMit0gdNDhefBQZyHEFquNbxrHH2SH4uBGqWX0eKSo0ncnuFFwf/ARwNRaYmkKR/AAAAAElFTkSuQmCC) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167805 2.1333333333333s linear infinite forwards;
}
