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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 7 7, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 7 7, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 7 7, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 7 7, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvUlEQVRYhb2WXWgcVRTHf3d2Zme3rSliyIOVVkN1u1laJWpt0UpE4wdoQDDRhyAUBaH4YBBXBEFCacWCFAWriCBC8CGLSFOL2AitlQoGXENDjOJHohLUtVFsUmd3ZnevD7MzzuzHzGxM/L/s3TPnnP//nnvuBwRDhnz/z1CCyK1icd1FiBByALREIsh33SCtYlGyzhUIWoL/BV4BUWe6phVRnaRWsYiWSLRK7to9fr6e0DW1aWzJKgf2jqCu4aLCaUyHePBIb1O/XDYfKMQxOhXwfQyyDR/dTS6bb0ncTEgzEc4SCG9ZdU2VJavsOg0f3e2OV0MOdoVy2bysF+E2oa6p6JoqdU2VQYm9YrzIZfNUStUGu7nSaPNCBdi4ISEfPLQr0LGerF5kK9HxTYrP58PDc3Lp92W3CsI7Yyfx2MgU9Sdhq5k7MP4oMzr0Dj2ZjM/+6Ct7mk7AWQqha6q8uHKJzM3b2LN/q+vkiAgj/+ytH/lu5pdAcQBJPe6rkiNC6JoqjZJpG8fHGRwaom/fPrY+ZDE2MtVAfvLgV9zzTJp3n/3ctfWkUswvzNuVqOUKq0JtksLZBST1OAAHR0c5PzsLwPR72xqCli5cpD7GgVEyXZsjpBW5A7cCzZIFod6/HkbJDCU/+8b39ja0TJvsk7OfBgYASNn6Knh46BF3HEYO8NsPf/178Nz/3C4+ePG8z8FbhRMTE+TmD7v//1wo8fGx2Yak7RxOuWzeFnB1plPe9nh35ECAwpxBVzrZ2qHhumouQLljZ0pe2d3ZFjnA/OnlYIeI7yd1eG+PPZoLdqxIyZnrFlFUO/MtB7qiMYQJeOzN94WuqTK1pYuB3jTXdHZw4O0THNv/gM8xJgTTr/7M0/ftjZT4dHoxkp8AuHxzx7JRNDbd/WSGjqsat9e5lxZ4fuDWpgnKlSpqzP+ye/mjKXqf2hJK7jYh2Dth8EgvlYokFou2gCsFi41XaKCAaPPNPDYyBb6wF1Dih5SKWa5y5xMpurZfhgCUmGg/ezRydE3192p/qvPbyW8ubG8WFHYbtkMu+i0A4meS7ouIa2/cKSe/mAHg1PVpKjEQEl5fLHC8sLQmxIBLDmD2GbYAXVPl8uYBYIaTN/WglKqAoITkeGGJeHyD+7hcDZznnZfcgaprqjT7DH6d1ACoxKBc2+tabYVM8++WCaIgqIOE6LekEGWqp5JM3LCDuKfh7v1yziWWNYG+4FUK8kIFSK6McwkYmP6a13Z0053UsZxb7/af7N+7TIRHnJzU1kTUP+4XgBILBxciAAAAAElFTkSuQmCC) 7 7, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 7 7, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 7 7, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 7 7, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 7 7, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 7 7, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur164361 0.65s linear infinite forwards;
}
