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4%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGr0lEQVRYhd1Xa2xcRxk939yH767X3vX1a7OOEz9ru9k0IXVsK6zipJREoRSBW5RW4iEVkJqALEAVIgoIlQAqUCRkqWp/UAncqKWNFFc1TVuqRC0x0DhOkzjOy3Ec14lv7I3t7K7Xu3fvY4YfjYvtPOql5Qcc6eo+NDPnzPd998wM8D+M9kX3/wjsUxDyiZCVgHAEOPlMK7v+5y94Wxt8cvlqMNCH3+eubCFn0/it72zxFiatCBIZ7+5t1auamsvqf7fzzcCucTUEAHUecxwAz2bMrCLg9yr1PONW2O9d7ooszz/iBVbs+mHTkFPpH+ObV9b/YXtz1ildcgejc4sMIB8puwgAKG0XgVEJ5ciroUpgy/LXNVfrFSefac1KxJIb/+XYGFcm07oQggGA8KkpAKpQ2IS0dhlYjb7Ny+jJ2tK8uz91AeEI8NThS7AuTXMRz+xhtYU/l/NyYi6RKWvyqHRX4SExlbpPuDzACC3ZFOPHCghHgHgc7MwMD+G6qTOvDFaguZZP7X3h0MiadEA7AUZRABCO0NhkOhaPgy1VxB0FzJEPrVi+3H4kvIGfNJ53ibazvvEXG/a8fm7/Py5fJSKLJTJ/Qq76K/vg8H2pl08aF0xPaKki6E7EiuLFmRkesr9c30hcdIn8nEeVvad6arW04feDD/SgPRxBx9Nbm9imzlOhWckOSYKO0IaKz2tVemy2Rh93uUhsfvbNxEDPxwiYT2rbLru4bmVF6tK1EkwkS0iVutiDqx5SR2Inak5dHLlBDnxowx1zfS+YnlCmdUU9XZ15m1XpO6jUl1KKvMmM7jG4EFEAqRxFmtbauq053gVGdD6tBW3HCslbGtbZRd4SiYk9nElwxmPNufvOGDX/nvkCDPQA4Qh4LdLGUJUezOier4iryS4xa8H1qb+XxxKOcMV5JjCA6gLV3P+gobV1OzcJAABI0lGeMIGZDFiV/lOq0odzOvuN2tuQLxZh1ehRbWzGa5f6dpDNy9zL8Z/A5RCJDNjaZZ/jQjBGpAFIzqWgfS4Zu3Mp8KNy6YDy8NqNQvdYsk+dNPNzesO/ODByJ/L5SO57QGeEoAAFlbgZch1eJxIZBol98NfzU2tOJ+3J06Px2RcPR00AHR/VQPlqMCCHDUWqZdpQXiFUqcJilPrtvrOb9v/9SmJgzFrs8R3znhcsyd//Yrmvua6w9EstZV0KEIIAF4CVFuKcRJRUZPZRCm6KwK7HVvWSwAqqLFBlf07CDWimACaFwDmJkaG1dd8xAuEI0H7vKvbVlhXB3JjZyFVpMzlCF5Zz/O2zU3XP9xkXX+2dnivCjgV/wdGUP2QHc8eo2Avl3jJIhZ4+1+H9EtFxO1fpF0Kcy3349eiimXfMH+Pg41t9BRZv44RmJrN7eNqJiIwD58Q4lLtL1qMyMKi1dSfm+iwwIpHIQGoofoAVeHdQQDskVKmRvMpjrssbpKl0CUDB25lLOAK8+91tgcC02cIJ65ki7VQKPRGWq/TC4U9LZXkPweUMiwp/wUudxxz/5z2lPbk5ckjJuJrIuDHh8nznqLGTqgtOyRlnzmYXFOScD/g+iN9lCxGikdj3KFzymj1jBcnmL6SDvgNSKA+MEVcAcz7nLZ1w+qVtmkeVmgCUSNdN1Y6b+fzstWcplLddITaYrC8c6Rueim3d3dsejqAjHgcb+kxtBd+4coeYSD4Bn/oDSVOuOIWaQSAHhCgjAoCE1tY9PZ/rlmuB/ugbJhG9R0C/E9CGFK9yhdUUfou/b7zsFnu35E3Mrm2pKQoCN9aKr3+2CfdX/Yy4eIKV+/dKQL+la31EZDBGg4zIADC6mPymFMzHDbscnNi7VZX8mjcvnqmnTVW/YQXar7krOgE8ubHBJz+3c70qNPmbTGbfoIA2Sin7sBnKG5YYcUaU1Nq6Y7fjuG0E5qP0a29ZOQqDWRmIwnbPiqk0yHK9nkSm8aUfb+isPngpBIcH3Guz4KbzNztPHZ+Im6OM6JYzXnIE5kORWMoBL5F0b4rb7nPuTOZx8iqDxUQnZkcmdfmY5xF5TfCPRDjPuRis+fbBJW9Ml7Qj0tq6LUaUsnUtiqQV5cYMxPD1qwKAUpy3nB+7An5h+siszF5JpO2hpZIDWWzLGaOYbfNRSmaO8zNR0OrSUQAQDIZImHDeON3X+M6FkeH3U/+1bXmKiCwpXzPU1srm/SOJzXFGyafeHb9fdaUyxZYN205lw52dAK2tm0cTpmFXBgbdqsDIO9dSE68evTz+y1kRawqaRlPQNPz+7A4lnxT/H4fTfwF4EPwIQZ4FKwAAAABJRU5ErkJggg==) 15 16, auto;}
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84%,87.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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92%,95.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur207652 2.5s linear infinite forwards;
}
