@keyframes rwdcur53201 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhe2UT2iURxiHn08jbOKSLjFIKjHYNoSARvAgHrRIoQjangoelEY0xyIWCSISPGuQ4EWDioeqS1r/4M1SeghFIRFqS61i0xB0SZNl1XUT1y/7/ZmZ9+0h5iLE3W3syX1Oc/jNbx5mhhdq1KjxvuOVC9yaVP37H5h+Af4DON/nebuP5pX1q1jbDOs+sBzauqJsz2IsKxf4os3zZv+kvn6aA00ptncfn9Pr/c3eyiesmLydX76UwwHqKglZIaFKyjmaWz9t4JuTusEPaBRxyR3f3n8YmEL+zuBn8X8RqNi+97Q2WEe7Fe6HEVMBtPovM5fn4vyDIC6EgX2ZDa3PX9/13KxGoOwTLDBw2CsFEY9KBsLYDAfhcyJT7Ijsq1+MBFNWop1OTetH3Wcq7qxKAOBCn2e7tjhK0fNiUMqHoS12G+uPWxcts2JGndrbT64clP9NAGDChyCeSUbxzJHYvsoaiYpGI99KjBNXrLavaoHffvyJ0Mz2R86/MXp+VymWMGElfiS4nxUJW78eqKqv7Cc896vqH9Mx47mA4r1h7l38ylu//5Ku3LSV9pSy+ZMmBi9c+9CIqbO40lT6cGHN3lMNgrQAj3NDR5cmsBhdPel9RsI1TsywEfPY4WYdAiIJQb4ENoFczQ0d+/2dCmzoSdeJ2M+txm1OTWzFjTlcSuYP7xAkN5+UJpRhIJP7/tiiM6KiQQTQuf9iQlXjyPlJUUk6sV0OFysyJiJtghSBLiCLSgYYAQSwb+ut6AY+3ne2RWGbolbFpgSdUMSKSAHkmcx/5k5UngEFYBZIqkr49Ie+t07ICkexSSigaCNIm4jczQ4dGXsjNrKwaNlzYrWqrAPGgHcggMsAIeBn071+ubyqbARSzN/M3SULZNO9ALlKsq+ZADqATBV7atSo8Z7yL/jyhOBm4rmPAAAAAElFTkSuQmCC) 12 12, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADB0lEQVRYhe2UXWhbZRjHf6eGWbcQpU1tCV2bfSEUKaJDEEFlmwrzwgsdTC0byETqxRCG1BAv9GLIEBQUqbsRhJD2aoiyDzYvpugGdRMvMp26jS2r7WmJIWZJej7e93m8aAci3XKSXZrf3QvP+T+/c97nPNChQ4f/O06zgqNF1T9cuD4PtQIczjrOromSMtLL+j7o66pz4uuf7v320yeq7Qh0NSt4bshx3nzUcdbN81qyhw2vvFPXgd7euxJF+j7c6TjfnbzeC9TaaR5J4CbWcsYYtqY2rkWUbSIkX3z7r7haa6yadvtHFwhCKsYg6S1gLDNGGLcS7DN4KVWTaFeg6Qz8mzcO6cimYS4UfiPXCGrxmudurHsL9zXC8ie+rX/l23o6FD8Wij1dzO1vRMmMtSJQX2Lu8rxQ82+MekE56wXl531zwwvt0rOh9busmH4rVgR7EbgSJTPyFQB88a5TYQM0PHd7wy/hm+pTga0fDdR7wYh/xKj50SKXFVmMmtmSAMD5Y8fxwr/XBLb2nm/r3/iydPrC53urFlMUNTOKPfJn7kDkv6LpDEzOiBYWlV9/maP6+znW3Z0cLjeuXbvnwUd4oL+bh9bHOfBk36o5Ay8fws1P3JnA4+OnBn+YfHoW4LHXjw2dPbyzCDD6an4oFC8diHe/FfPz1dz+S/9p3g2yAzDASTefkbYEbsfmPZM7jIRJi8wqtiAileUu0gOaBB0FQDnhTmVWvZa2BLbs+SwpSNqIqQk2ZpEKIl0CcZC1oN2gBmiglNypzNytsloawk17J2MAISYVShCzhM9YTELEIEgSJAWSQjWJAkrxds2hhS8wPPbxiCIJhUVFBwVjEMYFOQV8CcRRSa+ULwIVdypTapYbSWBw7KMYsFUQgIcRWSPwPUgBCNz8hAAMvPR+N4A7lfEA+ncf7GF52ZUWprN3NoSpsQ8GBXoQCYDNwBk3P1G+VX3/7oMJYGTleHVhOuuuVhd5Fc/l3poFZleOF6M+14yWN2FUFqazVZZFLwGrvn2HDh0A/gG5XIb0Tnv4SAAAAABJRU5ErkJggg==) 12 12, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhe2UQWgcZRTHf7usy0LXbUwrGU2IGtCKSqUgptYKXkSKEBEpNOmiVQ/1IHgoJS4BT8a0lGIRKgoeBEO2IgpClQoeGntQY7GtooQ0lrI07e4mxs3uZnbmm2/e87Apxph0N0G9mN9lhpn33v8/771vYJ111vm/E2kU8HlOdWIKrkxD7Wd4JxOJ7O6fUe7fRPstSldryCcj324bPf7Y+bUYiDYKeKozEildYOPRnkhkUwt7n3t9Xj8+vDmyMUd74bva019+erkbdPtaxKGJDixm4Lj22BY+c6d40DW0Vt2K+9GbqbG1ikMTHViMsUzefBOEQlcY4oTiP/vkqxd2/mcGfMPso1vrRow1X1nxfrNqHu/ef7Jn64sjybUYiK0m2DOY0+eh5tu9Jiif84NK0YTzEor/TEjg3P38e19YDZJWrCOEE1PDB67+owYqNTfh5pR5f26HF8xN+/b3nAnKmLDWYsU8EUpwV6j2e0WjCgmgoYFVjSD7xoark7+eoernX6r5Mx/UzFzCs/O7jHizQejnrNpRQV3BIiKlZmo27MDbZ4yOl6KMX3Mx58aIRGNbpisXLya2PcyG4iXuu7Wd0bM/3XHpw1dyALenj8RVSIHMNmOg4TF85OVT94JOfPPuLunef3JnqLYoErwQiD8YiLcjEJOwEpRC7PiV4QPFpflO31ACcFQpF7KZv5lqOALPlje7thwDqAXlnGcr0R/e350xUtsXiH/aSlAMsUaQrtv6Di/X0U4UB7inrXcovuoONKIjffROEXEEcfMj/T9ef+70DkWBJNCp9asAZwvZjCzOX9UpWExn+lhK0LiIzQuSBzwAp+9QFDSBkgTiCiVgBphdKr5mAx3pY3EhTIkICsn8SP9lAKd3CFQd6qNtVbg+83IhmzHL1WraQEf6rdhCUYSwigiCtAK9Tt+h0fzIa6eA+II4CmXAoGIAd6W6Tf8HBEkJNi7YuIh9QJDtQBLkGqoeQL7+lVVVEVRmC9lMsXBioATE2vYMLqvV9BI66SNJoAURgIdAYkAOZSyfzayY17ZnMAWkqC/hTOHEwF9G0XQH8sMHq9SXaQbka2AS5ZcbiS+QWKSVWPpyVUuYHz7oLdx6/LlgjXAXdIQb7MK/ykrzX2cdgD8Aatu6ahwWRowAAAAASUVORK5CYII=) 12 12, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2VTWhcVRiGnwljDJOgEdNxSDVSScTGLlIVKi6qaBGpgZpF1ZRgN5JI/QkSTYxZiAubRWxtF0oFUbShCZqFlIoi0kW702JL/MWmsaQhTpsfxxpn7tx7zvu5mBTbos6kZue8m8P5+M57n3M55z1QVlll/d8VK9bwyZTZyTScScPiN/D2QCy2tW/OuP16Vl8Lt62Gsf1ft3+x987R9U9+tDHnfm8IFXw4+cGOsBSAeLGGhxtil0C2v7xoIztrYl07LTk74eb2bLlKm7qP1QEI1RuqM1QFlARQUUrTxVpzfzUAZrRKUWfrC6ce9IriG7oObTb5z4Q/bGauVL9lAzStKoyRY8y5XNwrrHI+XynTNcI1SkrI1LhiAM8NWaJ7l7V2v26NAOtThfp7r8TOO4X7Pt299qAsxCmY8nJthtqE6lcMIBeSzOVpzIU0A3w1XahvfWn+niDKrAPI+2xdpCDlzfWqoqIX1Fy/bShRCkDRQ5jL6zQxDmKkAY6fMdp6f2nIRnN3511mDjgRueyUU5iIFI45ixokzQiypQAUvYaXa0PnIbuues3ayP9Rmwt/Jed+Gz/+zqNZgJs79iQ8Pj493HO+VL+iAHuPRvbDrJiYmCd7apxEVd1b84uTO65e10JTspKWm6rp2bhq2RspGeDep49UAI94c58Dm6XoWa/w1UjBZKhcc+hzb0aKtvy8/5kT9R27kjPDPedWFADgrs6P7zD8rZImZW7Cm8tIflOk4AGncNbhH/OozeQGDbanD/Qp1T5YCdQuWSykR/r/NhuKHkKAnMs8BLHp797d/iVA0xP7EPrWKZrx+Frh05JmgC5MyVT7oCjcsLgVLGqAzBUDhD7YLf5Kt8jCRplahAWSzwj9CAhTAoib6YL3hTX/GMslAZx8/6ng4rkzHwjFkVIq5D6YpoDAbGkO5wABnB0duGT9sgFu7HijCrhPKAQOTw8/P53aNpQFCUhgOg3MpUf6dcPjr4WAzo4OrMxrCCBcLVBjgEkJIAsKwFow+x44kh7pB/59t/8BgDQwjhSkD/QtJZyOAbcAmClJ4ZcvWyUBpIdfBPjpsvICxviSx8KVfLysssoC+BOg48QlcoIfeQAAAABJRU5ErkJggg==) 12 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACx0lEQVRYhe2UT0jUQRTHv7/SdUldykhFNiGEhDZErOwPHiKsg3WoS6SYKJRJfw4GIRbUQUSiwCQk3QjKbJMQjKgI8qAgZiQSJSGComKy/sE2d91dZ+a96aCG1Za7kodoP5cZ5s1785335g0QJkyYf5HiSh2ff5XW/Y1YEctteDGi9cdeYFIC/j6gtswwvH7vuNoYhQvNAtu3RKLxXnusT7nSuu1HO0MVsGa5DYeTDePrADZEDKHIHIm63Mse3VgRbWDSt3a46/OO5oaeTVorwSydoR4OBJEBAJAK6cw4JgkVm/dEl5y8xgU+/9QnorkspfxDHXeynwIYXDUBN0uNNgBtAFDdqjEs3amCvD2Cvd1KixUdvMiyJfiZfVs1hJp9JNRs/+uajA5iMZZx6onVVnh//aoLOHHFjWcdHgjldr26ZRMAoNiXo1jWkJYHUgpqg8roigU0VcZiKsKEOeWeWFyTNGcmllbSyjvQcE6FKsAI1WF38XP91n7kB7/UArtZaoHBh+f9gXwS866bAFgAKAAzTkcZL9qWTVndO63fjwr0j3ng+/AWb+pzDFvhAx2TuR+2BBPSEqNwu76piDTHWPOr7aONpSJAGAsA88JcAfAELaBkl2FknW21EiuzBs7sPN2SLcm/19Pd5uok0deuZTKxyiQQGPy7EvCSgZcagno0s+KLBdDTxMpNkAeJZQuxTCfNVtI0QqAuhgIYJgABysCuhZsrp6Pcu9QS0htILbxrYlaHSHMGafJrkGCwn5lfMpgBeJyOMlcoMYNum5SCWovgOTOzMjEwrUF9DGwDqz6evx1jobaJeVVmAEnzgson/hQ3aAGS5XGGjgG0fbTxojcp7wYY3OF0lP2aco1kAHEA4hNyq2bGH5cH7I6QBBCoVwNxYPYCwJjjEhCw3vi+ruezEqgrVp+E3CpLQm5VyD9jmDBh/j++ARgVZ1zNgA1DAAAAAElFTkSuQmCC) 12 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur53201 4.1666666666667s linear infinite forwards;
}
