@keyframes rwdcur89950 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKU0lEQVRogdWZW4xV1RnHf2vtfe5nzpwzc+bGMDOMIIwjyMUEELyAiFqrTShivSRYa40xDa21NibtQ2MaH/pQHkwTH5peTIu22qJBjVq1gEi5DyOXQYYDBebK3M7MmXPdZ++1+rBHhQIj1IFJ/8lOzk7WWfn/9vq+b317bRjTpkhsCf+HkgCbY2XfxSseGaiuef612mpzsk1dthKVVbvuiYWKx6bW6e54xdaXyqOVk+3pUiUBKlUx8YNo1NxgQoU0bl2j2PdOedmCyTZ3KZIAlvQdXW4VGRE5Po2XEk2mpi7NF7bvjZbdO9kGv0oSwJS6xdc1wNpwgE1OikJjPeFMzt+UzbyxK1zywmSbHE8SoM8qHtJeD7P7M9QHHfaU+dGGJGAVzOZc9mfHQ+GX/xIt8U622QtJAiT9/m5H0Cd6h7nLlhwUZ0jNrMcGCo5DNJdbe2O+uG9DKFA/yX7PkwRY1N1l5QyzTwCVp4dp9ktaq4s4gQB+JHnlUJq3Zi8tqk+3BEILJ9nzOZKf/9DotgKgRvLM67fIVJ+hb06YAhAA0ij8VjE6o2ht3+71PbwYY9JMn60vXDzrMedYRec2iUaO2IhGLyPzTYLtDiqnEWiSaAIKGdN69UJTRpUQH7VqrSYT4IsVQBj7JJABlA3xvRa+qSFSq8roQyExUEhOA1nl0FB0nn4K8e4fPD7/ZJmHswA6pWw3pMAau093Kfz7zhBY1QRzPBxGEwZsFAmgB6hw1B03KnvXqx5jxmSYh7MApLITliFxgBQKDWTfsTELivBPVmIDnwERQAAJFG0ohKNvmOmw713DuHVSAeZmsjbQZgIjuInbldQkN+6h8o4FVN5fQxpQSOJjVz+wC0VB6UiFoze/g/HDqw1wTin5kZArTa2aBpBIICkhc9im6q5yot/8DvmpH3J8GZyaC31BMDsFUgnaAC+IKsk31goRzmu97RDYVx1gnZQLTK2W9qLJoqnWgl6gZNExalfMp3aBYPbCecxZPEzd8gwdDZA4BJFRxWEEloaYVksWSOPmZmG8+6FWmSsNIM++sRBHHcABcoBAoO8E/zIBqhJpP4AYqsY8cw1TSuD+B6HpWUGvR+IH9gLbgJTSy25CbX1ZyuarChBE7Hakm8hpIInGuwpqax+GTBCOb0Qf2Ypu/QznfTDb4I7lmuJy8ODGzHFgC5BQNE1RYs/r0vj2lQQ4J4RmSrLTEc+MaGEOo0mXCmY8DVWBCIy0ow4cRp/oQR3PoHoUOq8JRQUnitD/MVgoikAWzRk0NtpTI8Sah4WRH5LeHQlt64kGOGcFnnKcdAqdErghNBAAvw/0wCfovh2o/j7sI3nsYwr7JKgeED0QKQcQeMaS3wAKuGV3r1Iyr9Sv1mFvmGjz5wEAKESbCaSAXFKQ7ANRBk5HBoEGR6LzElECMgpOEAZ7oQqNxA0lE/COgfQDrSiGHPXge9LY/kvDM+2KApjQwhiAU4AD2wSFjEaEQDsKz83ge1pgzpcYsyTdIejcJRhFUAUEkISAEiAMBIEibm50KmfJAu1s/ZPpmbDX1fMAHCGOgBsCEk37Bs22VtBBkJUSrgN5ncaYDTTHOZAA33bNXjTlCOpRVAKxsSsKlAImin6gS6n6qFLbNnk935oIgPN64ge1CJuox44DPQgqUrBnv2C0AQKNAukV2BnwNN+Krvod3c+9zqGTOQYRdACPIAigCQAhvlyFIG5oFQFLC09I89DjHm8m5PPs3Fv835P7PIDV0lPwa/1MB1r0ocmhmZIUdGyG/fsFLW1wch+If5yi5vY1qLJrOfbGRwyjEAhqgSVIYgjiCMqlIKoFEQRhNH5Ao3G0Jq65c6aUc0u9vvd3F4v5CQF4VTvp70vxZLfWJb24TyyNJqIEjX1wsB0G2mDoEFRMOcH0h55gYOdbDJ5MY6NJoXGQvIcihSCoISIFcQ1VSEqlwKsFEo2tBQ22appjyNsbSiJbPsrnhr42AMCjQqzu17quB9C43aeFJoRgCOjCfUNTradpXjWd+PxFdL2ymYx2I6EMgUJQisKHJq8FA0A3UNRuOJUg8KMwEdTZTu10nPtXlpTsfCWf7/jaAI8JeUtS63mdY+YNwAeYCBYCx3DDQGcg7Oymee29pLuPMfTpIA5uCzIXiCO4TkqmG5IG06Qh4Kfa66XU5yHo8xL0eAj4ffi8JiEhS0K2euQmf3Dkb1Zh96UCXPAcVAiO+pB4UThI/CiCuBWlCVgEHMJtu1t/m6Hx7jeZ+73lnP5rgs68QqMI4PZHwfLyP8YKuReEL4COl1HUkqyhyGBgFS0GpMkpx2KgqDmZHSU5kr6sXLgggAd2hgE/4KAI4FaTMAofkjuBM7i7db9StKz/gOXrH2DmY/VkXjqNhSIJNAJaioUyNZqAUejvuxxvl6Tz9gGAkxjtYSkI4r7YfAkANoK3gNlIomON3+ltksTGj5l+ew0VcYEB9AEKEFax6c3rm6on3Pl4ADuEGNKQDeK2BG7SQQWSXjTFsT/OURBBkgGOvtJLcaCHuvvChIE8ijSQT6dlheVcsTPWCwK8aBfyGk4GccMoiLubTgU6gFlj97W4YeJBkTwlOfZWBxUNDrEGEwl0ScgXbSozmduuKgBAANESxK0+Ady2AECgaEIx1+eh1BQ04a6Mg6J3iyZ1Kkt8nsBvSEYVJBEEtL5iR/UXBUBw5NwQkgwC05A0mh7Murp1NeUVLWFgNm6+ZLPQtVsQDCvC17gVehiNbRWaXrp+zrSrCmAK0RLCDaEAbsj0Aw0oqKzY2V1d9Zvd4fCK2JSaljKpmYXERDF6RDPcC9EZAq8fhoDM8Ii8O5u+IqtwUYB2jPYQUvnHIIq4Z0Llsajqqqpet/iT7dx3PDH8XjCwMlhZ1VojJXVIHAUjRzWGz8Y/3YONot/RmIXCiqsK8ISdP+E1pQrhhlEORT2QCQZ/f8P+lr2fj1ubSAx9UBlb6Y+XtdYB5UChUzHSLfFP1ZilXkaBEdu+IpXo4jkAlAljdxnuk3eQRMpifSnp+/F/j3v0QNvAh7H4imB1VWuDdPeLYrvCdhSi0cAGiplM/frp1067qgB5qYdrkEgkFV4PuUjkp80d/05faOzjR9uGtkq1MlRddWiKNPAOK6xOgV3qYFf66M/kWJwcmvDjx3EBDGm2xHF7oHAs9q/OaOzP441/vPvMwGsFa0VNdfU/y5EETiqsDIxUSdJSkC0WJnw/GBeg4DUOBlFUhoIkY5Enl7a2fOW3gF8MDvb1OPm7qiviG715TaAbBmWB0biPAdu5Z1nIN6Hf2sYFMA1vi/L6yAb9L17/WfuhS5305jOD9mgs9lA4Etnk7XOQKUki5ODYTvUSIWd+fdtfalyAN4TsTXq9ieNm8OeXO/HC9qNWzvCvET7/2xWDmi5l0xmGa5yJ3ZXHBfj1YH96jxCP3tJz+oKJ+1W6O9lrEbRX25bxdu2oZK+pKOBMaB6IiZzsYlofCfh9tv333T69o9ki8FzGvuwVvZjGXYGJ0jOpXP5gQa6aVWQASz8/kXP/B/WsMi+2lZ1JAAAAAElFTkSuQmCC) 1 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKK0lEQVRogdWZWWxc1RnHf+fcO/t4PGOPt8SxYxwSN4kJBDVAwh4CKYJKaUrEUiUsbRGqQlu6Se1DhSqk9oE8oEo8VGqLWqBACygkgopQEtJAVieBkGDHBsexx453j2e9yzl9uIYESEwiHFv9SyPNlc49+v/u+b7vfPdcmNDmWGI5/4eSAG8nyu7HL+4brK55/MXZ1eZMm7pgtVdW7bk9EbGP187RqWTFjqfL45Uz7el8JQEqld3+o3jcfNaECmlcf5fiwNbysqUzbe58JAEsGWi9ybIZE3kOJ0uJj6RrVxSKu/bHy+6YaYNfJQlgSt0S6BlkfTTEZjdNsaGOaDYfbMplX9kTLXlipk1OJgnQb9lHtN/H4oEsdWGXfWVBtCEJWUVzYT73645I9Jl/xEv8M232bJIAI8FgyhX0i75RbnMkH4hTpOfX4QBF1yWez6+/smAfeDYSqpthv1+SBLgq1WPlDbNfAJVdoywMSg5V27ihEEEkBeVSWrAWr7DV4e2hyLIZ9vw5yU//aPTRIqDGClw+YJGtPkV/c5QiEAIyKIKWHZ9nW7t2+QP3Xo0xY6bP1Gcufu4zmy3bvUGikWMOosHP2BUm4TYXldcINCNoQgqZ0HrtMlPGlRBvHdJazSTAZyuAMA5IIAsoB5L7LQK1EdJryuhHITFQSLqAnHKpt92fPIJ4/S++QHCmzMMZAN1SthlSYE1cZ3oUwQOnCK1pgmYfH6KJAg6KdqAXqHDVLVcqZ8/zPmPeTJiHMwCkctotQ+ICaRQayG11MIuK6M9W4QAfATFAAO0ojqIQrr5svsuB1w3j+hkFWJLNOcBRExgDQih6RlzGXn6HyluWUn1/DWqdwvcg1G6AWathENiDwlJurNJ1396K8eh0A3yulPxYyFWmVk2DSCSaESDzPsy6K0b5HbcTqH2H8WbINEKhFoKLQZfA4Xbwg6iS4lvrhYgWtN55BJxpB9go5VJTqxV9aPJAFVB8FOLz2kg2N1A2VzNrbiO1DRkqLy1QSMCwBF8IDraBpQUJrZYvlca1C4Xx+jatshcbQJ55YSFaXcAFckDgexC9DEKLAEyEWIJwTQy3nFgErlgK868FcwkEgf3ATiCt9I3XoHY8I+XCaQUII/a60kvkLFCoh0gzxOMrQRXBfhfUEVAdkAGZhQXzIdoAleu8mOkAtgPtiqZZSux7SRrfmTaArbidClEwkNjfhLFSKKsBnBS4+4BOMIbBp9EStAVhB6pqQSbBRKGAQRS7URzGDYfQL22R5i9XG0F5NgNTCvCI62bS6LQA7FLI+8FnAtYxcFtBuGB6d2kADaIAoQgYAfAhkXiJVcQru/uVkgWl/rAR59mLDgCgEEdNYHQMCkXIZQAf6CJejBS9J4/yAJSETBqiRW8yHx6jfwJkADiEYthVd78hjV2/M3xzLyqACS0Ag/sgNwqpTnAmzOsCYIMQIBwQEtIaBrphMOVVrRCSCFACRIGwdwsdQLdyly/V7o6/mb4pe139EoArxDHwQiDdASeOQmcPaBsogFacLr7BMF0pyH4M216FcgR1KCqBxMQvDpTi5ccA0KNUXVypnZv9vm9PBcCXeuK7tYiaqAc6gE8+hPJ6GMiBGwZ/GIT2CpKMLUVFfk/vC5vZtV3RewJOIrgPQQhNCIhwehXCeKFlA5YWvojmnod8/mwk4Nu933b0lAGslb5iUOvHTqJFPzBwAOLlMDICqV440QOnPgHnYC9l8+4lN7yEI09uYxQQCGYDy5EkECQRlEtBXAtiCKJogoBG42pNUnPrfCmXlPoD/95r24UpAXheu5nvS/FwSuuSPrwndup9KO6AuIKDXXDyI+jcDmWkuGTdDxncvYWhzgwOmjQaF8kbKNIIwhpiUpDUUIWkVAr8WiDROFpQ76imZkPeXF8S2/5WIT/8tQEANgixdkDrOb145VIAFuBvl3R+KGg9JhhLadyDXSxc00jyiqvoee5tstqLhDIECkEpigCaghYMAinA1l44lSAIojARzHHc2Y24311VUrL7uULh5NcGeEDI60a0vrx7wrwBBAATwTLgOF4Y6CxE3b0sXH8HmdRxhg8P4eKF0hIgieAbUtJoSOpNk/pQkGq/n9KAj3DAT9jnIxQMEPCbRIQsiTjqvmuC4bF/WsW95wtw1nNQIWgNIPGjcJEEUYTxKkoTcBVwBK/tPvSnLA2rX2XJgzfR9UI73QWFRhFCEgTC5eV/TRTzT4hACJ0sw9aSnKHIYmDZFoPS5IRrMWhrOnPjjIxlLigXzgrgg91RvAbNRRHCqyZRFAEktwKngDwwoBQtm97kpk3rmP9AHdmnu7BQjAANgJZimUyPt8M4DPRfiLfz0ln7k06MtqgUhPFOJE4DgIPgNWAxkvhE49e1U9L+8js03lxDRVJgAP14m7Ww7KZXFzVVT7nzyQDeE2JYQy6M1xJ4SQcVSPrQ2BM3NiuIIckCrc/1YQ/2MufOKFGggCIDFDIZWWG5F+2M9awATznFgobOMF4YhfF201rgJLBg4no2Xpj4UIyckBx/7SQV9S6JehMJ9Ego2A6V2ewN0woAEEK0hPGqTwivLQAQKJpQLAn4KDUFTXgr46Lo265Jn8iRvFwQNCTjCkYQhLS+aEf15+7RBcc+H0KSIWAukgbThzlnzsaa8oqWKLAYL19yOejZKwhHFdFLvAo9isaxik1PL2qeO60AphAtEbwQCuGFzABQj4LKit2p6qo/7o1GVyZm1bSUSc0CJCaK8WOa0T6IzxP4gzAMZEfH5Opc5qKswjkB2jDaIkgVnICw8c6EyhNx1VNVvfHq/+7izo720TfCoVXhyqpDNVIyB4mrYKxVYwQcgo0+HBQDrsYsFldOK8APnMLHflOqCF4Y5VHUAdlw+M+XHWzZ/+m49e3tw29WJlYFk2WH5gDlQLFbMZaSBGs1ZqmfcWDMcS5KJZr0PbVMGHvL8J68iyRWluhPy8BPvzhuw/tHB7clkivD1VWH6qW3X9htCsdViAYDB7Cz2bpNjZfOnVaAgtSjNUgkkgq/j3ws9ouFJz/JnG3sQ61Hh3dItSpSXXVkljTwjyqsboFT6uJUBhjI5rl6ZHjKjx8nBTCk2ZLE64GiicS73fHE3ycb/1Dq1OCLRWtlTXX1f8qRhDoVVhbGqiQZKcjZxSnfDyYFKPqND8IoKiNhRhKxh1ccavnKbwG/HRrq73ULt1VXJF/2FzShFAzJIuPJAIOOe/uNkcCUfmubFMA0/C3KHyAXDj616KO2I+c76bWnhpzxROKeaCy22d/vItOS9oiL67jVy4Wc//Vtn9akAK8I2Tfi97d3mOHfXOjEy9parbwRvEsEglsqhjQ9yqE7Cpe4U7srTwrw5NBAZp8QG67r7Tpr4n6VVo/0WYSdtY5lbJk9LtlvKoq4U5oHYionO5c2xULBgOP8a29Av7fQIvSrrHPBK3ouXZTzyi/qsXS+8EFRrllgM4ilH5/Kuf8HIyoZcaHZXGUAAAAASUVORK5CYII=) 1 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur89950 0.53333333333333s linear infinite forwards;
}
