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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpUlEQVRYhcWWXWgcVRTHfzOZXCe7m901H5tPdCljSJeCwX1IqIVEiA8FEVtcClqNCD4U7JOPFXZfxHdfFJSKEB9UVFChggWjBCFoqDShSqz6Uqq0JiabZHezM3uPD7PZfJjsJk2z+cOF4c6Z+//NuefOGaghETlZK+ZQJSKu67qnjsQ8lUqZIiJa66OBSCaTlohIJpMRrbWbz+frDqFERIAjg6gAHBXEFoDNEPWqif8B1BtiRwDqtR2O4+wKQJ0yURWAw87E9gyk02nZTYcFUQFIp9OitXbHx8fPAwmlVAJIAP22bcebm5vb4vG4fSgA6XRatCvuz6flPOCszMhHpbwsabf89q6IXpMld17eB8z9GBh7AFgTD2/mLGONbXj97/DBnY+xb7wEP5a+YZE7RIkxFHmSvreg4zk8w2LYMIwfDgyQSCTU7Ozs6i9jxvMAxy/z4U9DWOPTbwNgYtJEqBJfIMcLw68wcBWvlOWJxlZj8kAAgJqamhodHTx9fcmd/3Oz+bqChCvXyyzQRi9PD59h4CoFs9EIArqaQdX9GhkZ0YODg9//89f8m7ffw3pj+iJ/cJ15bu8Yb6EA+OK7z7n7GXZpVd6t5VH15sTEhJdMJguNbTx17cIyTYQIEaWExy3mWCNHkQIARQpEiVWenXsVDIuzjuNY/kG6BwCA6elpbViEr3B5y7zC5i630GiKFHiAwJZ7VhQwid68eVMZhrGrj1ULYB10gb9R2DzCY3RxjCBhNJplFlgjh0uRVrrpwaGpo4HSChgWhMNhlc1mc/cMkEwmTfHAYYATnMIsJ02jaaebnuDDNAR8s81qCIN4kM1mLfxM71iMe9kCE83imcfPVcwBWuhEBRtAQynnm21WZAjEI1vLZy9fLe0t8lX89Y2JEp5vvr6ChtKKD6KLPkzXy5Cf42sOcgwBUqmUVh3GxQdHKZwY66oaK0XQOeh8ESIn8UKPGpcikYhXC2IvCvx+SZ7Rrrg3xkS+JCsTQdkYTRvjt9dkc994CAilUql99YedZLXS3fLrBXlWu+LOXxGZPScy2eMDTHaJzKRE/v1WRK9Jvmx+rJXuFvx+clB/AGwgFiDsLF+TT7Z3w1Jelpam5FP8Fu1EiXUeZ8hmn91xV2UyGRMIADHbtuNAn1Kqf/2/QCnVD/QBcSBWjq15zGs1o+0yy4vawWDQXl1dVbZtm4VCAfxCK5ZHDrgvxVcNRPX29trt7e0hIAQEHMdR3K+U10v/AYxJNgbg8oPKAAAAAElFTkSuQmCC) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYhcWWTWhcVRTHf+/l5fE6XxmSmalJxzrIc0xnU+qURqrSCHURUNHQ6UIDQXFhAoIgLiSLmYXgVsRdQRHThRhXZtGFaLQVk0XwoyEGpVSFtlITOjNmMjO5k3tczCTMNMlMJF8H7uaee+//d8+995wLLUxEzrYas68mIkop9eShiKdSKVNERGt9OBDJZNISEclkMqK1VsVi8cAhbBER4NAgNgAOC6IBoB7ioO7EJoCDhtgSgIM6Dtd1twXggCLRFID9jsT9EUin07Kd7RfEBkA6nRattRofHx8CErZtJ4AE0Os4Tszv94disZizLwDpdFq0EvXTgAwB7vJ1+WytKDmtartXIrosObUkHwPmngNoJern5+Sl+Vfkoi5L8dYlkS/JyyjvyyBvSpoJ+bpN5O9Pq2P/TwU1mjkTiYQ9NzdX+HXYeBngxEdcno5jfXDznYZxR/DhpxOAoeQIp6eprOV5ur3LuLYrAMCemZk5f75v4JecWrq58BrW3Cd3WOQ200yySgkAE5MQ0Y1Jw0+McGqKktlueAHdTKDpefX39+u+vr7vFu8svXfvq6o4QIgeBngVH0EAFKsbc7wEmPj+Mv9M4KwV5FIrjabOqampSjKZLLWHePaPdxt9bVj0cxEAG2ejb90WXgfDYtB1Xav6kLa2VkcAYIqIumKUzSx30bWImpgYmEwzSZkVAoQw6/YTJMLb6hnMdsMPrLDNUVhbdW4F0YZFt/fBTY7ewhn+ZH5T/13+wrAgEAjY+Xx+ZduFWyknk0lTKuA51tboqO0n0XUKA5Miy+RYZJksilWixJEK5PN5q5lOS4DZ2VkTTTZYn2Rr4oYFpg0PkSBIhAjH6aIHH0FOh59CKuRb6ewka+lKlsljo5sdRm124uhJArU8sG7xD6H4G1fYzTMESKVS2j5qvNFxllJ0tHE5WY+ECWe6z/EIjwHw/LkXCQ9S8Z00xjo6OiqtIHZinhtj8oJWon5/S2TqSLV96xe51t3YboxJfd04DvhSqdSu64PVRU/nwohc0ErUvW9ErqeqglfDIj88KjI/LJK9KqLLUqyJP9xFTyfVerJbfQAcIOIh4P77o3x+fzVcK0ouNyNfUC3RbpDIAyd43GGvqmMmkzEBDxBxHCcGxG3b7l3/F9i23QvEgRgQqY1tmWd2kgnrzawt6ni9XqdQKNiO45ilUgmqF2211laAPbl8zUDsaDTqhMNhH+ADPK7r2uzxh2Tf7T8zZjbwSVJ/8wAAAABJRU5ErkJggg==) 8 1, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhcWW32tbZRjHP+f09Ow0SdOaNnFdQw3lsHW5UcywIoNW2C4mQ7QYUKz0ZsgmeCVe7SLBC/0XFGFSrYK/QERURLDMulmkU7aoxSHbxcbGlrokM02ac/I+XiRNk9kmLV3TL7w376/v5zzP+77PgRYSkSdazdlRiYjjOM7hXTGPx+O6iIhSancgYrGYISKSTCZFKeUUCoW2Q5giIsCuQdQAdguiAaAeol1n4n8A7YZYF4B2pcO27Q0BaFMkmgKw05G4NwKJREI20k5B1AASiYQopZyZmZlJIGqaZhSIAiOWZUW6u7v7I5GItSMAiURClCPOb8dkErD/vSQflwuSVU716x0RtSJZZ0neA/StGGibAFgRF/fSBFOd/bgjbzN96xOsX166yzec4R9uEmAvx3mZRz/oIvQ8rmYwpmnauW0DRKNRM5VK5f+c0l4EOHiGDxdPYFycvs5lLvA7ax5lXAYYZjJ2ikM/45ZzPNnZp81tOwLz8/NHjoweu5h1lq4snsBITd+oDZ7jS25ytQEAWIUo6p2aF1DNDJrma3x8XI2Ojp5N31h66873jeYAozyFSeXcdeGr9X+08A63P8Mq5+XdVh5NB2dnZ91YLFbs7Of4lTfAoYRDiTIuCkUHBgMMU6KIn0BtXRc+Fk+CZjBh27ZRuUjrq1UKAHQRcX4Ko7uZtc5SvsxtrpHmGnN8wQDDdGBg4QGglxCvO0fRO7VuYJkNUrHZK9NgDmB6Oxj0PsQePNg8ghd/zRwgwy00A/x+v9l041bOsVhMFxeM3rpOVWm6CUHCZElTotiwrpcQ4kIulzOa+bQEWFhY0FFkelcf2dVA6qCZ0OcNEmIID36KLJMlTZY0j+05irjkWvlsJgXKzfDV4EkasqgZoOlg+MFPgA4MeugnxBAhhoi+D4W/+JbtXEOAeDyuzAe1V3sOUxx8pQ6gbuWhvrGGNU+PPUtwAtf3sHa6p6fHbQWxGXn+Pi3PKEecy6+JzHaJnH1AZG5grX2HK2/ytVwYk/q6MQT44vH4lurDejL62BdYPCXPKUecOz+IpF4QOX+gYn7+gMgfUyKZH0XUihSq5sN97AtQqSfb9QfAAkIe/PbdX+XTe6thuSDZ7Lx8TqVE272E9h7kcYstVscNlUwmdcADhCzLigD7TdMcWf0vME1zBNgPRIBQda7Rat/NvIT10qubWl6v18rn86ZlWXqxWITKQStV2zJwXw5fMxAzHA5bwWDQB/gAj23bJvcr5O3Sf92JLIk7aH1RAAAAAElFTkSuQmCC) 8 1, auto;}
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}
div.testarea{
animation:rwdcur212114 0.8s linear infinite forwards;
}
