@keyframes rwdcur9791 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6UlEQVRYhaWXX2wURRzHP90utZBiKsXj0lzoxdhCEUhB0pogWFGJaYgSn/ClgOEBE2I0vPlKMOEBiZYSEzT+IfXBqAgkGEhEpba1QnpcE6XxSiqm2GsJR3sse3t7ezs+zO3d3LFXeuGX/DJzk7n9fuf7+83Mb6qo3GqBJTmvyY25gAXM5toFW1UFoKF3of1Yc/NLBINP0dXViGXVYFlgWXD+fOJkLHbtHfjZgj+AfwC7EjJ+pgNrRUPDUdHbe0Ok00IIIUQ2K0Q6LcS9e0LcuSPE1JQQN28Kcf26EGfOZMXSpTe3wkfAJgoqVWzLv4EDoq/vhshkRN6yWSEyGSFSKSHm5oS4fVuIW7eEmJiQBKJRIYaGhOjrEw5MPw6HgWA5kHIhaBQbNhzi0qU91Ndr+VHXle440m1bute3LNmapuwbBpw44b5w4cLly/AecK0UqLp0oA5WpletOsyVK93U1ZUHdxzIZKQ7DqTThd+qt7ZW7W1oCJ8ZGXk+DhFgcj4Cy9Lr1h0hGu2mpqYqDyzEg+DeyjMZ2VdBPWUyGUmsoYH9lhU4PTHRPg2DwLQHqCngNb/AHi5e3IWuF1bsAXsf9XM/Yp5739i+nWh19fpaOIqSE6oCz3x+7lwPbW1P5FeczUr3k1YFU8l4q85kCjlh23KsrY07g4Ph3yEF/Aa4ngI1M/AmnZ2hBxLsUbxUEeBYa6sWgH3A+nwINAg/efLkLqA4mx8V2I/Epk1sh0ZgN1CrAeyEdnbsCPt+rBwZb7wSsrmcOAAE4DUgpAO13y1atBnXlZPULadmfun+L+1XoFBHczN2LBYCntOBOrq62vLgfgRKt6AfuOP4q1E6ZpoQDGLFYjqwWRIIhQJYFmiaBPNIqODlzoFyCniXlNq3LEkA6AQuQosOaCSTmi+BShQoR0AlYRj53YA8DJbrRZmvaZWFYL77oJSIaUIyWXTsulCrAzZjYxamWSCwUAUeRsC7lBIJCe6pq5gOmNlodKbaNFejacVhUI/S+QioRErjbpowO1sM7rpcBurB1gHzK/h7r2FsRdcrC8PDcsAPHJgbGMAEbIhrgLUffuXqVRfTpMi9j6htqfuNG4b0RCKf9ar9kGsdGPUKkqfj8NOKnp6V6Hrx7PnC4KeAmnDq2eKZYdAciZAEawb2elk3eQDOMj4u/+gpYBg8oIqfQur82Vm5cj9w4EIkwjhgwRgw4l3Hzl8w/eLw8Ovhjo66/JXrXatqcqXTBU+lZGuacP8+3L0r+0L4gmOavDI1hQ7OXegFzqv1wO1v4bH3Jyc7aWqq8r3TS2OdSslVJ5MwNydrh3LmuhwcHuZHQINRGz4A4qVFaWANfPlnU9OrbNtGPh/8qiPTLJBagJ3q76cbCIAxAweBLwDbrypesxpOXV+8eGOehG3LVk08n0Ol3Mp7Bwa8K9iegRPAISAB5cvythb47GvY+OyWLQsD8rN4nIOxGB9KcGsGPgWOoFTG8z3N1tTC0W54+TjoiyohYhgMRSLsAv4FgpCMwyfI19J/6tSHvQ0DwL7l8PYb0PgWaB0rVkBLi+9k0d/Px8BxYBxYBo4Nowb0AGfJyV4JAci9D4HdQdhpQqgR9LAyIQ6MIp/IOdaWBWNJOA18j9zzDj620NcxyEdmGGgHNtfD2iWwzJUEscFMSC5jwBAwgoz1vNvkf3PY0H+f1vizAAAAAElFTkSuQmCC) 4 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYhZ2XXWxURRTHf7u93K5LW5aWEKxgKymEEFhsgwRsmyASPgxB4cEXY2yIgg1GHowPkogkmBBN8ItIjIkmEIUHEqMQNKnVqIilix8gJttUScEW2lJYS7vux929d3yYne7s3bul9SQnZ/buvfP/n485M+Nj+hIAQjnrzz2zgEROU9OZzDfF90ygPgBNH0Lz0ytWrGTdurmYph/TBNPMcurUEAMDf+8eHPz6CPwIDEyXTCng8AbYJ+rqLovTpzMiGhXi2jUhBgeFuH1biPFxIdJpIWxbCCHk+MCB4QR8BDQBxv8Frw7B82L27Kg4ccIWXV1CXLokRDQqRF+fENevCzEyIsSdO0Ikk0JkMnkSQsjfhw798yYcBOaVAimVgvqt8NIX27a10dZWQUUFBAIQDIJpyrFpgmGQS4EcGwb4/VKVxGLYNTXnDdgF/D4VArWr4LXu9vYdtLQYVFRI4EAgD6xIeBHwIpFIkJw5868QPGVBRAfzu8DnPAwvd2/e3EY4bOA44DiQzRarZXmPs1kmvnMcOWswyD2ZTEMcPgXCpQgYwBPnKiufZe1a0xPcDWRZpdVNxDCYceVKw8eyOCdqokwjsHQfHHxkz577CQRgxgwoKwOfT1ooDCvI/4TIW7dC3gKEQjTOmlV7sqPDPwLfAbaqgYAfXrGXL9/Lpk0GVVUUFJ7KvV4Deu7dNeBVD0ZuNVoW31RWjq2HR4GfVQTqd8GrWzZurJ3w3u/PR8DnK/Zeie6pl6oU2PZETSyMx8u/j0S4Ch1q1qadsGQi55PlVtdUqtCW+t+te/eyDLYD9UYu/GsaFy0KFLzkDqFXBFSVKy9Nk4LiNQw5ds/hOIRhzlxoMZBZXsK8eZBIyNwrAh4fFoAqQB1Yz78i4eHEc+XldKTTrQYQ3KKWRSIhw3Y3z6EYXCehR0AnAdI6DjQ1Ud3VFTYAMwtBQL4cjxeG3x1yXd3g7hWgk3ATSKVwIFS8U42N5ZeV+kBPgZtMKXDlQKlUZrNkwW8Ajh+cgoljMcm6uroYUI1VgZUC9yKgzSUuXwZk+41/CbcmqlWlYnRUNp5SBEoV3mRNSIXfcfgB8EPcQGb9jzvnzrXMam0tBBwd9a4BtReYZt5OM/zHgCzcLJOW2ctga7iurrDqMhmpirm759t2ccdTBHWbychxJiOXeHc32yMRquAr1YpTPfD47pqaEKZZ6LXqjDq4AlIkVKtVqkfJtvPAlgXJJL/t308ErPPwtiIwPgIL1gwNrW6oq6NIbFv2B1UDXiTcqgjo3ieT0NfHY5EID0A0Cu+oZWgBR1+AJ/9MJGoJBotJOI5coqkUVFXlT0iW5X0i8mo+2SwnDx9mFJyL8BkwoJ8HYjGo+HdwsHXDggU+fCWOi7YtO6YKrwq/flBRYU+n854nk3D8OE3j4zwEly7A68ANnYAN9PwEjYv6+xeGvVKhSyYjiViWBNKJqHwrEokEnDlD3cAAS2DsLOx34FvA8XIzDBw9Ag+2NzeX3gvcosKu0qEv085O7kunqYbUELx3C94AYlB4JFMyDPxyBlaO9/ffu7G8XO6QdxNVjPo5IJnkQmcnq2ybKkjdgA9i8BZwU3022dVsKXCoAdYfA2NNY+PUiOQkc/YsO4BPgGUwlgN/F7ihv3e3u+FcYKcB7YuhdifwIuDTO6Yuvb10Dw9zJAdcC9kKuNgD7wOnyIV9OgRA7hdh4JkAbPXD/BQYYQrvW1eBntx4PqSC0NMLJ4HPgV5kxy2Sqd6OQV7H5wOrgWZgcTXMMeVz/GClYCgmr18XgF9zvKzJJv0PMaNUXPCk+QkAAAAASUVORK5CYII=) 4 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur9791 0.4s linear infinite forwards;
}
