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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFkUlEQVRYhe2XbYxcVRnHf+fcl7nztrO7WXZ3lpVCobi0a1kTaxGSCmqIkLYuujaBSCUI1kQhYjSpEl3Xl2Ahaho/FBu0NpaKpSgruiHSxNZobKtpBelSBtM1tTKl3c7OzszOy5177+OHmdVpu01nyPrNJ7k59z7n5P5/5znPc+65cHm7Z91S/dNHVlmbmxi7uHbgvsTImiWqemxLQn67sU2ADYutoS7VIWPJSGraPXS8uzC4/vYQqbTLO4fLJ4Eliw1xSfv0kPnCszsRmVXiZ5GQjQD2YmqYFzpkLGkCMaCgRtNsMAwoKbQSIhGfiksEcBcLQC/g6we6gP6lUUzbqK+SKK6JA4scgfMAZCypG3wasCUU1J4UPHBjmL0jsUcH2tgI2DKW7JOx5PWLBqBG0wFwBigC0wkHO2zUh2Qt7htqY0XSfviWVXon8JtzRX8qnfOO7RqOjl/4rrcFUIco1AHsu1aEYvZ8oTgBqXMuy3otfrjNYrCTD5UM3+64yTOfeaO4fvdHY18B1gKdrQAslITtwE3A0GCPFYmXBVQFEi4j4xUmfmayrCvgk+8NcbbDpZ8QO9Z1Ebf0NzcUCuzdx5kgYDXwj7cVgQaf6wmUQh5EPTCEbAUS3QE838Xd74qT7SnBDSV+8VaObTPn+Pkzmu2fs7uBTzQbgYWWIAMcBJ7a80oxZwYKBAigxwQzEsDwND94JUs0oqCvxKsVl85u4C8J1gyFAG5rGaDy1Z7++YxWo+ks4FwR1To2Z0NVQ8nkziGTqKPACohZmg7DhBkby4RwBEi66KQLtTJuyuZz4NsvHJ/7omUohq/VE8k2vQW4e2XSck4mc1wZGAA8vhOwFCB86hsBvREDQgF3fEy4pjeAZAlLBdBKIv54XWRw+AYt547akjsaku9/B+nvQx7/oDM+tsZ+7cSeqMgsIm8ZImcNkTz/vXKc/5xHzk4hwEyz+npVvxO5uk0T7vCJX1fh85+F14/CQae8fkWPPZCYtWHWhrxVy4Vsw0bY+CmTelNrvaYBBntDmZHl0cMHtkTw/ZozYmr27NB0Dgh6sAyeBlFQNqDdvVi8aMLf45CxqXotAgDTVyasux55Or9/08MgGRsyIYxTUW7bGNDeI5BwIVIvx7IBnoI5s3YvDRGoaioZg01DZrlZgMZ5RICXtj9k3/zgQ3WRnAnJMpyIwHuycDoMGQt8oN2DmFebve1D3oQph8ybwsmX5fRQn/MONZq+bCQa94EicEduUh9/+kc+OAF0VGHOZOtjZVQcdn2pNnx8q/D81w2e/IwBSsDXkPDg3QV2z8zwy2Nz+5oRvzACABzZ1LE8NV196eaVdt9kysM2FKlpl1OzPt/6o8uqKxR3DlgEAs/9zWXDShul4H1XObx2xuVovMxPnuNeYFczABeZjCXbq1/rHT/1ha7SocdiIm9a8vHrtVBbZZF8rf3ItVq2fCAksj9RK88/tYk36cjqJQhwVbN6C54JZSx56/Scv1IInphd6trXDRch7J2/YP8K1xKxrwRxDyqaX08I6+6V3wPvbxZgwW+4Gk3v74oaT4ZN4w8zRzS5LDBro+INgzpdiHpsu9+CMw7YATueFYCdzYpfEqAO4cZC+on0rD/x6Hc96KjVv4rDLcsU37vHYveXNUoBvsItKvb9DoBftQJw0XngAogXM5u7r/ZP8OFCIa8lX+8oa8gqKAOGAtPnz4chl+cwMN0KwGWPUR1h4+A/s9XU1OGGLdjxIVaFsF+LzEmH8GSM1d3q1VbE4TIRAFCj6b8CE2s1A9uXQ9KxIeT/55BCoHCtgMlJj6kZeaNVgEv+GS0AutUw2Dhyq4ptvjHBkUKJQ+UKuVOKAwfFSxfZCzwIFP4XAPPmALc/tTYy8GKqnN2bCgLgNLC/VeH/27z9G/xPLh61mN1tAAAAAElFTkSuQmCC) 9 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjElEQVRYhe2Xa2xb5RnHf+c9F18S27HjJM3NLSMphaStEJfB2DpgW9duKgJxl1gFA6nQTRUCQRnSWhUpqtiUSd3UVUJoohrT2LSWdWjaYCitOrZVBfW+idI20DY3Ujdx7MQ+93cfjhtxcSp75OP+X+z3nMfv/+fnPM/z2jCH5JZWAAbWJrYefyJ1dMfqSN9csV9E2hzm9cCN/16fWjxccJ5t6tSEeVYuA44Cv59PADHH9RRgnMw6d6mLPdFyd5EVT9oAP51P88sBjABDh4YtJjNFWGCy/EafkEEGMOYbYk7d1SX+cvqXcSkLSHnekMkGJNAwnx5zZQCAvR/6nG+cCRYNNoYOzHMGKhbhJeU8DCfsBQtXYXWn4JUL3gPAxMjTTW+3xrU2IA8MKptH/XkHADRdBxwBJ+vZ/p0Iy1pz296YtDjxsfX+B1k7vaw1lPrX2dJbL94e+u7GAatmiMs+AkDTVEACCZeTWZuV92i8tUugCpYkW5R0Xa8rknVi1Zc7w/3fXqjcQdBB8waAogC6D4027w6bJNMS7UyMnO2jpX0MKehKG5iefPK2G/Q921dFzgCL5gsguK8AUZcdh0skHQMOxelp0VFjEnoshiyHsUaLjZt11lwXaWjWeegLA8gtrVp2Y3Nv7+nG2Wsf5sFbZMLV07w+OEO2JZgRr4xPsbQxBGGfc8vyjDvcVi2AVjaLO55M66oyDWSBLiBqu9J3oi6JcnDP1aB1mtBtsud5uDUBeCozSC6GbUAh2SQB0jUB9A1MbB0teN8H/HhY7F97bf2flzSHTr95ambk5q/68QWuAsfj/OPtqdkP/m4ntLcBqs3998GidhPSCnW2hBoKUQEya5erZ/tfVdB1eO2PHqV9IbqT+v54SHT13CLaUg9MBq04aUDMAUuFBrvihtksNF1BDkhWAyBOrE+13dxhUJfwSbS7rPuBZN1Ok4NuacW0LduET9CGug+jIcjrnzf3lSCmpBI9FQdwq82A6GkJpXubjYP9PxJ45aEXicKmX/hYV9ooPRaYanBj+RS0mJ/ewRFQUqGogeFT6JiuDQDYd01z6JEdf3AH1m0AvzzL1LDkzmdMEgtdOBIPvqUlgleAkQicjwZrVwnWhxMoH0V5YUWo8vOpIOUT76PA3555nK/8ZKsCBxqg3YFxDeo9yJgg5OxMAIKaSNgwFoHhEAzqjAibN1933n/k+sQNyubR6WoycEnFieea+x70k+Mvb9Wgw4aSgDqfXf2SXRtCvPfjGACxBCgxUDJ2sIMmoc2CZo+24SgXi/6Rasw/mwHkltbURNH75rtD5rZct7lg5j0Ny/O5KRNhJO+SK/n0/32GwxeD+J99K0wiJPhGV5QTH1s8/9cCd65SeeG33veAV2sGKENkzk46vSez9q/9pXZq1XqT7fdGODbm8NIRF1mA+64TtNQL1lwTZeVTEgoCIhL7yjwdV8GFLAuBc/8rQAeweNryVw8MFh+rv6PYcPsaD2wBhh+0W7F8itsiKMxWEyTs3gN3P8R+4OvVmEPls2AMOF0fEmeWpI2f796mMHMqDEfjLM+UkYUMIiMeSndgDvCb4PfyzmrNoUIGYPY/wZcAbceBXN9Qxrynb5OG0u4AUC+gO8lsLcgCWBY0XwH5Ak0E50lVqngaKptHAYaAjnuXxt64tRjzzZxATirIAhSm4NBHgbGcCubDwQMK+QIHazGfE6AMYQP5dJ06bghlpPhOHexNBZNvNohgSrqCsQ9UOiMcq8X8sgBlHQGODU4472z40yQl4cF/YlDQPxVUmoFj/wRdcKZWgIo1UEEasG3T14yHV/aEow11Kr+6kGMKycQ5UEaEO1mUu/cOyUeBqgZQrQAA7H84kdJU5Ye2KxMPvjZ1fNRCI+iafbUa/1+X9F/aqh7Gs/WxVgAAAABJRU5ErkJggg==) 9 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFmElEQVRYhdWXa2xUZRrHf+85Z86cM7dOLxSm2AsXqyKKVoKRsKtignhXlLhKNUo0aJatMRrd3S9kvMToZmNQ4xfBSESNiApGUbwQo8IialhcFSjUWi5Oy0zJdGY6Mz23dz+cEkVLmbL9sv/kZOa8ed/3+c3/ffK8zwhGkEwmFMAAGf+hz3o0lXdaP+sub37kC+uxkeb/L9JOMN4EaN/1WfP39dt3NF+AcmivOw/oBNaNJ4Dy2wGZTGjHwL48UL6qPLOktLWXWfaEC/CP8Qw+IoBYkXKALOB8tK9M40QVQg6zZyoEdZoAfTwBRjwCsSKVATKrrg7VNTgaFD2Ufp1QaJAhixBgjRfA7xz4tXYfsZ1c2IaoDS2D6AFgnB0YFeCfO2wnHS/5LyWVG6dqAH9qCNLe+ZfaGplM1MlkonU4b05JJ1uoBQKABPZEuO1cgavlV5Z0yeqvctvmtRjTQwEldnDA+WBfR+0tpz/TXx4rwKgOAJqmDn+rdvgpa7NkueDFtYK8JecO1tv1865QjYgprt/SVeq4ZLK4FqgZTwCEAAQwqcyuXovWoIl6MMyMBo1Es0BPuMRiguyQ+2THgvDGtTeEu8+roWVcAJacpeqmPWyB4eJ6UJ3X4VuDxhoNUetAtYsMSBJnww13K9w8KxqzXG6vFOCEOSCTiZsGyu4MrcuDP2YA6My4uI0WuBo7NwyxMCIh6rCr6NI+NQYtObafVeSHAS4+FQAF8GQyEQciQFN+yLPcCeVQGEBCOu4hzsmDAR+k4bqICjmNnLT4IjTAYgViCRegrlKAY0fwOJBvNMj/fXP/a+/tKbQBHx7M2gUn4EGfATur2PoxGIa/4PU1MOtMFaYXuGSRR9sfPAi6VNVKGEMiiptalZZtR73ub7aDHoBNr6rs2CiYGFQ3XDrNnNN0mdtw2oIi/Gz6K+IWpINwRv6XXbK6Pw70p6FuKlmguiIHnruudvb95xvEIlBTA+3LXZ58y6Wryrp+0PIaEIDhQpUNjgAVaC4ev8twcH4KY3bFAJxKHVAmRrRCY0z7+OEOgev6g2ZUsmplAHuKTdVE4HAI6oZgyiBUWT5QQQNP/LKTBKotStXlsQEA++dPM//83Dq5ZVkHeB7ggRLyuPKBMtEY0BP0Zwc8/9MVsDsCR4YTYkiB7gj0GpTzgnvO1yquiIpYkdpf/1S6E7hm/ydi+6N/VaDPhJ4Q7I/4loc8P+gxqRJOL8LhoO+CpUIqAEc1cmlBRBdZmUxUdGn9uhAVN91Zv+aiXOTQy6td/9dW26BKPl8N65aGebk9DAJEFESjxZzFA5AyoF+HM4qwK0TLnhi2K/8tVqQqurKPK0ShgLJn/vTQtvX/cec9vWGwoXOjyoVNCpNjgskxja6jtn8kwLOXm0hg59MGDVGNrT1linYWUeux8mvnk0qCjyiZTGhbl8bbOmZrPS89pUh5KCDfXByVy9s0GVGQMo8E5D3nafL5K0wpt8SlfKdGyu/DcqgfOaEOid9TVqQRS/HcZjOnKSxZ+3rhjdpme9Ki5z0WuYJnw8OQeQAH0hr0ejArBwGPd9+BdIbPgAOVApyoJ7TmNJq9Myfp9y67D0p7TThssmCGOH7yhDJibg50DwS84vfLayoNPqpkMqHLZMJY3Kq8sK7DlPJHQ0YU3/7fPjKPLGeQsSiSMdwDMHpHpACnPbGw+rWakHqXlSqR7xmuA/HfJ/i2LyGXZweQGQvAaP2ABjCtVj/wfd/QIfkvEzbHITxykdvbCcC3Ywl+MoAC/v8DvSGqZd7+rkCxzoKUCdbxywoFeP8jALrGCiBOPgXSD9VPenBT/+OXTjVunTMlaHQ7FuuzBRQVfuyGrdtxLJv1wN3D4OMLcEypBydML9ne3zoz9pGFr+T24h9TL/DpWAOfsiqt8f83+i/lTyNsPLRZ5gAAAABJRU5ErkJggg==) 9 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur214440 2.6666666666667s linear infinite forwards;
}
