@keyframes rwdcur177791 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC10lEQVRYhe3Wy24cRRQG4K8vc7E9YxsHRdZgRSMrspBIpCggFkjcFuQpeADEU8wGiUdgx1OwYYPYsECIRdggogQrMkEJSbAntjM9l24WVSMPxiYeKxuE/01XVXed85+/Tp3T/N+RnGdT1etKetuz8xTLaMalMXaT3vb4pRGoel3RQT6zPIzPjTgukca1Eo9eROJMBKLz1sxSHR1sCpGPsYtH2I8kyjh+MKvWceSnvvk7mjPjNVyLzl+LBKYO7+L7+N2yoEq96nX7wpGU5yWQxm/X8A6uRwIdXInvfsF6dPpUiH6M1fhM8fi8BJpYxFW8gS3c1M6uyBIWUvqTdQeTqeOfsB2J5HF/WfW6zaS3PZiLQDz/XJB0E2/jA80s1a7RSKklLNbYH695WHyML4Qj2Tnm5x/+zqJALsi6EaPvWMpSCymtLETfSqhSWintPHX34FOVrwXpv4tkxPncBKYb12eiet1CRp6wgJUGSwnjhN8HFE1+G9xSuooH+DHaGBw3nB5fOAFT9gM8wY5hSZaGS/wcWcJqnVdqLKXUMuopIQHfxyGennQdX0ggXp0S91BDRztjJTu6fKMx/YJRRTunkZCnhMRt4fC0gnQWBcQI7uFPdLTqLOdcqrHVIMs4KIMSlzI2G3SbXG40cQs3TzN8JgJRut1IpBUin4SkSxPaSciHUREOqpGwmlFPROJbVa/bOsn2WZOQUH4Pcd+w7MoSnk9Cal2usV/y64hhcWT5oJwSH5zmax4CqZDRt+2N3vMwD5G3cGfMswlFxR8Fw4payv6YUCG30T/J6FztuOp1b+DGXlF++awobTTTIH2WBHqjioORO0P6ReXNTuNzfIUfjlfAKeZRAG4jX2mkH3727ZNvhiWvLuY67cxHm4vu7038/LgwKvnkreV3hZqx828tee4fkqrXzYWi1HTUhg+FOz/tjH3h3PsndcCXgtgjLnCBC1zgAv99/AVU8uIivL3pXwAAAABJRU5ErkJggg==) 16 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrUlEQVRYhe3VsW9bVRQG8N+znx03caw0qioUomCVAANFSJUYAAkkxMJCd1YmVv6Ct7DxZ7CCxIAQXZBQB+ZWqirEYIUIQiiQJo5t7PveY3jXamJoVCcZ/UlXV/dc+5zvnPOd+7gklFn3XP9LLhIwyXrKrJuiiVq8ChglWe/yCcQsW0ijqRn3cbS3413AXpL1RpdGIAZvnzDVTpxTdLAcyYzivpdkvcFZftOzLmfQmjlPy15gOxII0TbCbrSdSaB21uUMTpb9Ojbi2sbLqmp04n4Nm+iUWXeW+LkJTElci3tNVfJ1vIg38S5ejySmgZtRqBcmUDjd86kA1/AO3sNNVUXejkTX4uo8bUzn0cBU6c9F5y28go+sNbZNCkJJHldpLZLu4AChzLr9JOsV5yUQorOOJy341PZy23pKmrAfKHEw5jB8aFJu4ms8RB87ZkQ5TwuWVeruRyctG622rSa3Ojy/xKtX2GiwklarkdxSteMGttAqs+6pmPOOYYjObqNrtc5qGmuTUk+YFHTqDCfxXG7ihZj9ydGdm0BQjd/HEm+53mSlxjBwPCFJOAj8Hmjg6hJHQ/g5xllX6ehCGljDvtU67ZTlGknKn4FR4LjkICcvGOWMih1PxvFQ9Y04RWDeh+hXfDP6K1SiqyEt+aeo1DEs6AeGOWVCI9mKmf+Cu6pf/cfps2KsEuC9VrteiW6lxiBm+yhwmFfE4CgwKQf4EV+hN5v9XBWIX7ZD3LaxRCiqeQ951YLdYdX/h4/dv3dkchTgM3yLB/8XfN4KSLLeXpl1f7M/ZlxUpe/nTEr+GPH3gJy7B3W7j3MfvHTlB+w/LfjcBCK+0M9/+vzOo+9uXG0qSho1vu8NfHn/WDPl/e0Vn7zReU31XuycI8azYfqozD4uCyywwAILLDAP/gVya/B3HdUAUwAAAABJRU5ErkJggg==) 16 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur177791 2.6666666666667s linear infinite forwards;
}
