@keyframes rwdcur78649 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpElEQVRYhb2Wf0zUZRzHX9/vHXAcx5cTEEHkOFAgzcGhoTeXpikiDt1glFZU84+aNdcsLbQ/bK1mq9bWP7my2SpTC3+vmrnhmjbFi8g0yImCSAhyArvjzuO4X09/fE8BRy2OeZ/tu+f7PHue9/v9fT7f5/N+YHKxGnhtkhiTIh+On4YAtkabXA80Ld+PqL6AUGYSBGZFAiRHKMBjMNM9zQrJcyEpn04gFE0B70ydR4XBBEiQVoIZ2AfooiIgLpUbRVtG+kVbIa2Ea4A3GgKWDPfx+bADWveCbRv4HOC+SQ1R+hkV4FTmcoQejXgIg5ixAgH0AouiIQBA0SOfPsFC0ckKUYKxP1LyiE+BFjlgIh4jMWiRQkBXNAQ8iloD5hWR2FWAAT0a5mDoAgLAXGDpRAC1E5hbo01gr2U7t9wdpA50uLRX6+9gIp7rU92W+S9xwedC13sOxW7jA6B2sgJygfa7HVmHr7SOUFYZ6UEvnCwN0oqbOGRcQ0HyakhTcsHTDT+UY3S0jMGawb+kaLwUrAaqgDZg493BkJcZrnZkBGh0ULBJUM1vlNKAf9MgSq46z/03OFowA7HhpVagEdgBLADMo8k0o0ifAF7OqeI902rWZa+B241UxA7LzgCiMgHZmb1SKr96TDB9KaQUglIAwXw/C95VQS7shDiXhp6L4qx/kIdNxOU5CX42fwfpSXksy1rF87d+oVSfQcjv5jGgQQqTH12+X1U880kVrHUvNG7QcIhH6MfPdHTEIrGbG5yu6KL0EMijEti4A9ip8IVk4Yq4gwTkkxDayCXZu9XBgp0gyXDtWzAWQP16GGzjdQk4m72GRauOghCABMMDcGQhrLtu4lMKCY7aqk6GKOEMhV/6yatRxwb+hMPFsJsiNpA1Jp91dPMsv7PWBlPnj4xf/AhstQQ0wE/OVhYHhsjoOIZkMEFCBmQug8OHnTAkeb6jO6YZl6fB0B/ztq+VxG0eCjerQCII+nT1q3YdsZNk1FDn7aGePtq4M/AqLfHWPSGmWUEbD+c2g7Mdx/ktaIFKKSxoOqqfW5VZvGXIwq7VY+78ETtQCaTGpiCX7uNgwIM2e+3Itg9c4l46bp4CYz6crGZXXxPHgb+Ar0zlPN7fDCkWWju/5w9gO+rJOMM4YQ6LOc3Y8vrK4k8QLwbUp/hNRDGKqCJDZFcgXvCq45U2BHCCkSOuAKeAasB4P9l4daAj3JYx1l59frf64neBckXHHkowE88zl3/F57ITq6jOqE3EE3ARCK8bDGMFGCf+qxDd7+3nztfSfruJ7sHrpHl6vclO/KkOYmhqcxPcyHmfE53dxtyAi+P3rR2XPJJIC7fGIhIP9FImAlSIp8m8jOoROtTc/u+YqBnZw62D8e+AXiJ0xYmGFeh5n9niJFaRiFYwqmw/6CgEeiy1iMQcRByyKN6OiDUSkYhILiRuoG/KbFh5EJbUhZj1lHoygL5oCGjXp/NhUgGhFAvkVMGUOZBm5RvgUDQE4LlF8s/PIbtvqP369dB79p79PngBwMdxyXydkKl2YpJoBtZFiBVR6IAGyxuIFQcQgB/Ij6YAUA3MFiaviBTkHz86k7kr9AzyAAAAAElFTkSuQmCC) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3klEQVRYhb2Xa2xTZRjHfz3ttq7rurKNsQvrymWbINk6cNAQQXCMWwbJlimoU8MHDRpiUNCBHzBGg1Fj4heJYiAqAjruUYMkIwYMjDongiBhsDHm2FjZlnYtXdfb64fTsYtdaTfknzSn75vz/P//nqfv8zwHxoeVwBvj5BiXeH/8JASw+WGLa4CGkn2IyvMI3TT8wPSxEEkj1iLCOJfWSPskMyTPgqQ8WoFAhLHDNEYaUERo4r2JsynTGuSItGKMwF5AHYG4IpyBiEzEpXKzcNPgunAzpBVzHXBHIz6agQETo2Fhfxdf9tugcQ9YtoDHBs5bVBH+zxiOMyrogJNZJQgNSvEIWjF5CQLoBOY/KJH7mtAgnTrOPNHKElGMvnus4qOl4H5wqZB8BuLRE4MKRQBoexgGHkeuAbMLSWzLR4sGJTPRtgE+YBawKBpCVRT3VqkS2GPaym1nC6k9LQ7Vtdq7GIjnxkSnac4rnPc4UHeeRWe18BFQPV4DU4HmgYWkxlNaQyB7Gel+N5wo9dOIkzgkHH1+cqtI000FVzv8uAK97fIwrsmMkqJQKVgJVABNwPqBzYCbyY5mJAQo1ZC/QVDJ75RSh3dDL7qp8n3Of8B2GSMQGww1A/XANmAuYBwqphwi+hTw6pQKPjCsZE3OKrhTT1lsv2T3IcoTkOw5SxUrrh0VZC6ClALQ5YM/z8vc92WS89shzqGk44I44+3lUQNxuXb8X8zZRnpSLouzl/Pi7V8p1WQQ8Dp5AqhTBMWPlOyTHU97WiZr3AP165Qc5DG68ZKJmlgU7OQmp8raKD0I0pAE1m8DtuvYrTBxVdxFAeSREFjPRcm92cbc7aCQ4Pp3oM+H2rXQ28SbCuBMzirmLz8CIlgs+3vg8DxYc8PA5xTgH/KoWumjmNMUfOUlt0re6/kLDhXBTgpZR/awfNbQzvP8wWoLTJwzuH/hE7BU41MCP9sbWeDrI6PlKAqtARIyIGsxHDpkhz6F63vaYy7hcNVpu2Pe9TSSuMVFwUaZSPhBky7/qh2HrSTpldS4O6iliybu9rzO5XjzrgCTzKCKh7Mbwd6M7dwmVED5QH3ORO7nZt103tFmY1VpMLb+hBUoB1JjU5BK93LA50KVs3rwsfdc5F46bp0EfR6cqGRHVwPHgL+Brw0reLL7EqSYaGz9gT+Brcgn4zQhYAyaOcXw8vrags8QL/vkT9HbiCJ0ooIMkVOGeMkt75dbEMBxBo+4DjgJVAL6kWKh6kBL8LqM4e3V43XKX7wO0F1Vs4tijMTz3JXf8DisxOrkzqhKxOVz4AvG9Qa5fIRAuEI0srefPVdN850G2ntvkObqdCfb8abaiKGhyYl/Pec8dtRWC7N8Do6NiA0pPhakBa/6QhL3d7JM+CgTz5J1BblHqJFzGzGibUbW4NVG6BnQzRi7YrQwAx0fMkOcwCwSUQmGlO3/GwVAh6kakTgFEYckirYiYvWMycRoKQg3lDqBrgkzYOkBWFgTYPoz8skAusLEheQMZSDk9DoEzZp0Pk7KJ5BigikVMGEmpJn5FjgYJi7ktB3qxeS+06vrNsm/vIDkvCmva9dC55l77Tcc/mMi1ItJJPg0LplvErLkRUwSl4A1EcY+kPFcDdSZ3kIs2Y8AvEDegyCOBpmAJSheNlaSfwHszp+5WOZ1BwAAAABJRU5ErkJggg==) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur78649 0.93333333333333s linear infinite forwards;
}
