@keyframes rwdcur74556 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBElEQVRYhe2Wy2sUWRTGf/dWJ1WdDl2TTmIriVKDBhyMryAqKhNHGIgoCLNQhywMyMC4GHQpCHpRd27Uv0AQBDfqRiOCM7OZAcUJxkDmYaatGV+TCebd6Ueq7nWRGFrBvDrdKz8oqMMtvvOdj3NOXYGwzE9H6ujpn+SHbfFDQJ9QfhdlgpQCDl7pZygbkhoKrgN7ypUcQAKs9yAbwMOXOY53DlwoqwCtQ9GcjOHa8M9wnkcv00hpmbIJALi0t7420DCehx2rYuxsDOnYFDNGebLUAsS7F6M8TtwdMPuaqhnKaOqrJRJo9aKuUP5oqQTMVCiUz8W2evvX51lu/TnBZ7akdU0Vd55mRkrpRKQwEMrPA0JKy+SCNN9vSVLjSIazOqTAraXER0mltEytDjm3P8FwNqQ56bCvKVohlB8spYCPWqt1KFYkYSQXsr3R4bdXWayzzyeXMvmsAgC6j3nra6MWsUpJanCq8KUe0bmaSx9tiX91+68JrvZk0dOppbSMUZ5TDgF/AL1ndtfYAFJAe7NDZ3sdvQP5jFFec7ECIrMdCuVr4P93oZSWaWuqwnUky6sjdNwc6KHI6VjQfGsdiq0NFUyGcO/vDHe6i1/bC14waxKVFZcfvMa1JWf3J6ZIPhAhpWXmK2xR9hnlySuPR8PUYMi/IwH3+9K8ylhoHc7wSWmZwrgkOPWla37uSJqTu9z3Kl6IA0Xt+PN7alauTlSwtt6aSWyUV7kQjmJ/Mv81xiPtRzbGNwJ8t9nhSX8+d7nNZb72FyVAKD8Qyr8GVIenVzasTkQIjcG1rXlzzLoH5sKGJKb7mOf++CzzixAwloN7fRO8mQjm3YSL7lKjvMrOp5nci9FJMgG0rLDZtcpuBbqWKX/sjZxyYS4RxTgQ7G2KfgvRFNAFtAC9QvnjgJBgDq9z2Npgm+Pb4weA1PS5LiQp2Zwa5VXd+D2d/rwmQj6EbQ3210CXUP5g4XelvHRGvvki1j6W04znNMDw9PMeSrqpjPLqAAd4IZRfylSf8AmLx1vTJBqV3dO5TgAAAABJRU5ErkJggg==) 14 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe2US0hUYRTHf/feSZ2upZY2PSxvhKU9pjaFUdJLC6wopIX02LRv0aYIIj5cJe2iVRS0iKBFuciUWhQNQfSAHmAvi8ZMsyYcx3F0Zph7T4u69IAxbcbZ1H/3cT7O9/vO/5yjLZmBnN7uY2DUoWm5OQ/IA95rKuiQA3m6Bg2uPB/G0KB7MNl7dH3JJiAFfMgFgA5w7nGcR30xHIGWu+HbQDwXj/+g0A3RdUP8PqR2AdKx3yeirMKcvA3gOLYGMLsQzu+ay403wxxqD0VFWaU5AXAh/D6Tqy9i1FZMpaZ8KuTrIVFWTU4AAE5tLZvjCPQP21SXeejqi3P73eg9UZZflDX5AJoK9h+rLTEOdUQIdCfoGbJZNGMK3YOpp8CeyQDQ0gXKQLatMFlXkc9GqwCAqtK8nZoKtmUTQE8XCIF2qTNOKGZzvzdOJC4cvxW+ls3HATxjBR3H1oaTSH/UpicywtlABF03xJ2abChtBVy11Jd43w6kuBOMENIMAMpNRJRVKsoa8wNZlbus0Aw5XGPKyboiEWWtyTjveC+6Za9baFPs/fbx5jvh+5mO54S8FGXp7V2jdjLlEOgeoT8GlzvjZNIT464AgKaCTkOld8PrgSS+Qg8rfR52VNrouiG/JHXtyjbAd4jAkXUlMwHMPIM184rYbP0KMZGK/HXpRFmzzjwY+uTRIZ6CxTOn0FDpNTUVHHFhsjmu6SDW3zzgk9amMmmsRnTdEFFW8eq5TJ4Fv+ll/SLvrt1V5hZHYO+yAnqHUuHGpUXYJ+bnjydBpovkC/AE8Lc2WWtffkneu/gsygH/NDd38k8JMvKodgESOGgt+RhNvXrYl6Dzc5IXoRSRRIy2LmNcPZBJExa23A1HPTpUlRaQsB0aq816IGA09yTce3+CyASgGFj1/TgATAeGNBV8BnB9n0+m5+tsuPB5TIiMLBBlzeKb130Amgr+HCswmntG3fOkj2Q6TWQr/td//Zv6CoSsMjIJESu3AAAAAElFTkSuQmCC) 14 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADK0lEQVRYhe2WT2hcVRSHv3vf5M2k42QSLHkzMTWvYwMxaTBpUIrE+C/QiLUUN0WthW4igrgoiIJY7kKwQQUp4kJXBd24FCSagE1hUqsplYLBhUzzrNOkTavTjEkmk/lzXKQpraSZ2smMCP1Wj/fg9z7uOfdw1Hv9Ydlab9PeWENno/2kMt4YVcSXK8CF9DJz2QKHvpk+DqhqCvD1S448/yCCsgRlycjLjohxA1UTEOMGtLZEa+u6hNaWVE1gFa0tebhp5SRGDzjVlxDjxoqmRd7uC8uO6IpIfwwR424W41bsv/qG56sK9WpyLs+7Tzm8sD1AfyzMUDx1GYhUzGAthvc78ngLkjzULEf6w/JiZ7Bi5fCt9XJgW21IxPkrnS0iwNmLC6AsQQobfkVvGSjGDRyJpzL3hWzq/DDmLXL0xyUKh7cEAZTxFjdCQK/zLf9Wb8Ou7mgNzWEfPdFN7OsIMBRPLQCPiHHrKiqgjJcHTm1vtA/OzhdJLRUI2aAVfDKRPg7sFOO65QqUrKkYdxMQGPzq8h/b7vVRH7CwFBQEBnvqngbiynjLFRO4QaR9KJ6abK6zCflhT18DM4lFmj5IltWY6/XAPzn3Zm9D6/m5Zc6lCixPZxmbynKriblRPbJWsD3YE5TdrYjWlgzvd+Sx+7lJ4pfXmuTEQUfEuG2l8tacA+txrd5Ka0v2dQQI+zXjSQutkWJxZU60bbad739PX+prqZ3dcIFVCoe3qOFfM7KUL/LTKw4i8FDEdoFi21Hvt493OwDzpXL+TQ/chDIez7TWdk9dzVEf0IyfX+L98dQUEHtia5Bdn1/hdm5H2aNVjNsMxN75LnWiK2IzM1/g9IUsx84u3FZ2WQJi3HYgDVwEun5IZid+ns0SCdXwbGvtA8AVZbz0ehl3XAIxrm8kkZkEBp77wst9m8hM2BZ8Ofknn56+xGgikwD2lsoppwfyjUHNR6fSn72+0yGTK9Id9XeOJFCLOUhni3x4MnWsVM4d3wKArohfdUX89wADwEllvGmA0QNux1A8NQmwI4qcmanypn1tjet949GgXF94q83qHvmfCdzlLv8b/gb7ATR2igVcagAAAABJRU5ErkJggg==) 14 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 9, auto;}
}
div.testarea{
animation:rwdcur74556 2.6666666666667s linear infinite forwards;
}
