@keyframes rwdcur7490 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE60lEQVRYhe2Xf2hVZRjHP/fd3djutrt7r+Zk/so23Q+3W80lNtOiMMHSnIYkaJGERYJJCFIQZSJCFhJiIKZGJf2hVLZSMGcsdeWvOafth5vL3U3Febfd6912t3vPOU9/nOP11yYh2/qnLzwcOC/v+X7f7/O+z/sc+B//MeIGeK9uG5Nh0hKDA9gFRIHtgMcSNCxQwFigAXPlAlwEngcShktAHnASEEcyUUuEDmxjGNxQQA5QDsjHG5GVq2JODIsbCsgCSgFZvQY9GEHfX4Y+bgI6Q+BGfx+IAAGAzg5Ujx1VMAvjRBW8uRLDmrMCM00LgQxMR+zWmBrgu/9aUAawBZAX5qP7DaTMQK/WiAYiRA+UoY8bH3NDAElMQrImowPHgD3AZ8BqYAHwGOC0BN4uckCMAtYB8uQM9BsGckij/ZBG9xGd6BUNvS2EvP0OenYOkuS4Y4/cLzqBWqAM2IB53LH1I8ADLAU+z5yEcbYedRoMzUyNXQRGg3KCstsgVaArCD4ftPqgpcV8+nzQ2gotzdDii6UuBm9u2qLq2uDP/VmhAX6Adj8ARgIom40eoMdjw4i3YdhsGIlAnA1cLvB64amZkJWFkebC6OnG8DVjtPhiqY3B7Urgm01Z6xyJuOz3ExAIoCwB9AiOiWBPB6XrGJea0I6eRzXUYz9TCWcq4VLTvWTxdhv52WlMLXAztcBNYV4yuRN7obcuf+1yigcSoAEGggqFUImp4AaVDrxSgrG/FKUb3DPXbrfxeL6bwikuirwepuankfuIgzg60fquofVeJBQKahUVtJ2q4fcPv8DXnwAFeAE1ZhxGSirKr9OTKUR27CCldJ9J7HHFG94cl3o0z4U3N42iAhd5k5wodAytA62vHa33b7rbOqhtksDxc7T+doqmgxVciGpcBeoAf38CUoDnABa+DAbgjtJ17Tqute+a9n69eRrLSsYrgEhfF+jt6JEmwtf96FqI5ivSdbqGtvLTNJWWU9d5g6tAmxUdVviBwN0CFOACigHmLYCwYDjteJa8CuEwavbMdGNZyXjVF2qkN1QHRi/tQSKVNbQdq8K3/yh1F5ppBa5ZhH6L8IYVPZgnygDuyaMdmAZ4PCOg6AmMOA3Wf4Q6Uo5yptrZtalIRcOthANVfPkDNT8e5vyxKhqB63cRBqy4ndDox/E74AJ2A7L0NfRgmOh3e2M3ohz8dpZE6p+RzqNKPljBEcxqNx+YjnmJjbZSmMADlGMFPAw0A7JnH3pVLfrNSrdxbYFojXMkUJEgm9dwHFiOuVk9D0p4NxKAuYAkJSGX/cjkbJN8wZwxojXOk+CfKbJzHeeAN4B8rHI6WHACWwGZX4KULDLJszNTpfPsixI6MUL2fEoD8BbmylMGk/xmK/YXIIuXmOTJSUrqDs+R7sqxcmArzfY4VgGFg00O5u4vBnRst26w77cVS7g6W8p3cjXFwRrME+IcbHIwV7SBWx2PvLcyR/pqCuXEbtofcvO+JdA1FORg9gC/WAJk9sx06a2ZIdV7CT6cwXpgFuZuHxIozPO7eoQ7Xs+d5JS2k0/LhZ/iuqdksgl4FhjJEHfDngljkhZrF0v0SMNcaT6Y1DfdyxbMDnjUUJMDOF5/ieXBP5Ll8q/26OzpbMesCRlDTX7z/y+uqh7byLRo6idfGYfLjnMAOIt5oehDKeAfD9UV+xVlt10AAAAASUVORK5CYII=) 6 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFA0lEQVRYhe2XfWxTVRjGfz3tKuu6resm32MTSWA4R9wGmBIhYpRFIeHDGDWCaMCQmKASicGYiCFkERE0SoxBIOI/RtRAABchSGZE+drC18YYbGPdoLRrt3ZbP9benuMf9wLL6EyI2/zHJ3lzb87NPc/zPue97zkX/sd/DPMg46LfMzVCWu7ABuwBEsBOwGkIGhEIYCJwFT1zBTQBzwDWkRIwHTgDqIwHSBgiksDXjIAbApgGVAOq8mXU2oo7TgyLG6my0YBugEAvcuuryGMbkQV5SGAyUAV8wRC5kWqCOBAE6OxGWHIQc2cjz22FNyuQxjtvoC/TUmA8uiMW45kYZN6UsKQY024L8PcgSSDMMxCZTuT2lbB0Nrz2JbgDTAb2AaRbIT8X2ejhJHATcANtwHUjmoGIMb/sfx0oQBoCOgECvbofUhFkLKPMOVjnZUPdFMQH3yN/rUW4AxCJQ6MHAbj+IdkgcMsQeBLYDEQGcyAA4AvpkkQSBxbijAKmI223YNs6hEkD1Q2hHnAHwO2Dti796g5Aeye06vcScBgxDZhfkp9dc6EtdGiwIvQbS6C7EkeYTESAiCmINCWRJoUkBiYJDhuU5MMTRTBlNNKRgQz3IVs7kO4AMKAmcuxWvlsx5SObBcdgDvgBgmGEIQBlw0YLFryIpEQ230K71Ia4cgNLbQvUtkCz716yNLOJ4onZlD2UQ1lhDqX5GRRlxcDXUPzebFyDCdAAqUD0xBCZMaALgReWbEEeqkEk1b0FbDGbeKwwh9ICB+WTnZQVZFM0xoa5rwst5EXrbqKnI6T9WY/vrJffPzyBO5UAAZQAIj8PmZmOSEoiqoH4rqPYD5zViZ0ZabIk3yFmFDgomZRNeaGD6ROyEDKJjHai9QTQQi2EL3Ry2a+Cpzy0H2+j+ch1GhMSD9AA+FMJsANPATz/uC4n4aG3w49j3be6vXvXzGK5a5IAiEd7IRIg2dtMtN5PMtZDa1D11njxVbfTfLCJhq4YHsBnRKcRfiA4UIBAr1QXwOKZoEYhLSGcK3ZANIF4uniMXO6aJPq814h5GiARIxAlXuvFd+Im7l+aaWjsoh3wGoR+g7DbiAh6s0vZByzALMCZa4eZDyO1IGz8AVFdj8hKt7BndblIdLUTbT3HNxep33+NSyducA3oGEAYNKI/oSQFYX/YgOcAFpYhTcDBM1C5X7f+x7UuRlvChK+cZlsNf2z6i5/Qu5yvH6HRvvRCTrHEg0IAhUAroA6sJ3n5M5I2q74TVr7wqNJ2LlDBd6xq+5OcAl5HL1Yn+l7wrzcmK/AsoNLTUP5dqKnjdPLF5ROUtmuRCq23q90VXARWAcXojg0ZsoAdgFoyE7Vslk4+dXym6vpqoerZkKv2LeIqsAY9c/tQkt8+itUB6qU5OnmGVaiGjxeo8MaJqmoZrRYTa4HSoSYHvRhdQNJ09/Sjfn7LpaKVU1X1i3jsabyL/oVkDTU56Blt5u75T21YNE31bStVp18h8GA67xsCHcNBDjAaOGwIUE8Xj1Gxz+eoCysJFWaxCZiLXu3DAgGMBd7OtacliyZkKd+n81TjanP4kVw+AeYDeQzTadiC3iziBbnpN5u2ViC1Pjznj8dXHErurgtwFLiE3tnuq6ncjwCA2PxxUXu47ojojfRpqw5re096qDLI/cNFDnf//8znfJjy0hKZW07L3465qQLOo28oyeEiB/gbC+IffeXtk5YAAAAASUVORK5CYII=) 6 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur7490 1.3333333333333s linear infinite forwards;
}
