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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYhcWW32scVRTHPztOJ5PdzFq3+dHoPmzrtJZ9EVww0vqwovgkBMWpYIs/XqXiH+DDLiJGXyRPCioUAjFo4sOCAcFA0kaKeapI8Mk2aM2PJk3ITt3s7M7sPT7spunmx24kv74wDNxzOOdz77n3ngtNJCLnm/kcqETE933/+SNJ7jiOJiKilDoaiFQqpYuIZLNZUUr5xWLx0CEMERHgyCAeABwVRB3AwxCHtSe2ABw2xLYAHFY5bNveEYBDWomGABz0SmxegUwmIzvpoCAeAGQyGVFK+QMDA28BScMwkkASOGeaZsKyrPZEImEeCMB68sHBwcuAvbi4+F0QBHml1PrspVKp5IvF4lVA23cApZQ/NDT0Zi6Xu1gSKV5bFXGmRbonRVrHq39nWmR8VcQX5f+fDhpqZEwmk8b09HQhl8tdAujt7R3MzIT0r+bAU1BWG75aLdJ7T8BnT0pQKpVeaG1t/WVPAIAxNTX1Ujqd/t1dK8x8dDukfzO3YfxXQaDqAdYhPrHFOxbSIoCigRrWK51Oq56enutLS0t9v+brkwOEtfrE6/r8bxhbCZm+73/dLEdD48TERJBKpbxwOPxK/x2Yz99nPn8ft1Kdlsb2AJWlO3w8A5qmvWbbtl49SNurWQkANBHxQ/2TGu69jdG24/DUs5yIRvBqi1woV2BlDjQdojHUywaaplnAGjuUQt8FAEB9chXA/G249RvLT6fBioGmVRNrtZDuCqFQN9Fo1HBdd23nwE2USqU0EYFoe3VgzYWCCy0mPNYJPw/A7J+gNk0wGkNEcF1Xb5RnNyUwKpXK3ZM3tONLI19CW3TDUvLg3j9Q9sAwofs0xB4H4ETPi9w9X3F1XT8DrALl7YLv5tZSnuf92H8GMMP1Fr8MbbEqQNmDv/6Am2Nwc4xPbVheXv6pWfCmAI7jqEgk8v7FLvEuOG9vdXhE3yhPTaeu9PFOtwRdXV0fRqPRgAZ3QVOA4eFhBZRvXJ98Y/IZCS68emmrkxWrhgoCTl3p49ZzEnz/7dC7QNl13bLjOA0vo91ItywrNjo6+rovyh9aEHn0mgiZEeGDL4TMiBwbF7k6J1ISKdaa1mnLstqp9pO95gfABDpbWlrshYWF4c3dMAiC/Ozs7A9UW7QdiUROxuNxk/3qjtlsVgPCQKdpmgngrGEY59bfBbX/WSABdNZ8m94zuzmGD0urBTUjkYhZKBQM0zQ1z/OgutHKtW8NaLj59ioNMOLxuNnR0dEGtAFh27YN9vlBcuD6D5KYTj+WBwBDAAAAAElFTkSuQmCC) 8 1, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhcWWT2gcVRzHPztMJ5NsxixrkzUmYKpLjQu5uFAa4yHJoXoQQqEraMTepdJj0csuChZvnkqhghKMSUlFVpriQZpKWnMIEQ8xIFJ7SiK7Jt0Nye7szOz7edhNdpOa3dT8+8Iw8+b3Zr6f93sz7/egjkTktXp9DlUi4rqu+/qxmMdiMU1ERCl1PBDRaFQXEUkkEqKUcvP5/JFDGCIiwLFBbAEcF8Q2gGqIo/omngA4aoj/BOCopiMcDu8KwBFloiYAh52JnRmIx+Oymw4LYgsgHo+LUsodGRl5H4gYhhEBIkC3aZpdlmUFw+GwcSgAm+ajo6PvAeFUKnXT87ysUmpz9FIsFrP5fP4rQDtwAKWUOzY29m4ymXy7IJKfzohcXBDpeCDSOCXSPi0Smxf5OSPiinKfpoL6agUjkYgxPz+/kUwmhwGGhoZG4498+pdLpbgC1ougpPLMpU74/CXxCoXCQGNj4/19AQDGzMzMucHBwd/WchuPPvmrYr6pnAJHVdqaDz7ogM/CYp/waf4y566qOV/9/f2qt7f3Xjqdvnpnxad/emeG5Yd/kHIqffSqIWjl62uL8EvWZ7que6OeR70MEI1G9dnZ2XTogS+Qvvt9JdAcIHRmAIA1bzsAwFsn4dtXVKanpye0sLBQhfyUAIAmIq7vi2mNtX+2R5oDtJ4ZYN3bbm4XoVjIo9400TTNAnLsMhX6HgAASubKg8cpUArMJnicIt0cgI4wGE2wulSK6aXlwOdrp6WlRc9mszVeXEfRaFQTkZKhnQMrAC1BaDBB12FqHNZWIZMCTd8y55kgIkI2m9Vr+dQFmJub00Qk03L2jZLhpgo2uA54DtwdL52r1HeyAaXUWtnj/wMAyrbt29df3nHXdSoguQzcvg6/34f1VfAcPu6ClZWVH9nPbwgQi8WU3+//8EJI7L7zw092sAKV6z9/hZ++4VTXC5x7VrxQKPRRIBDwakHUBZiYmFCAMz11753pV8XrOz8MTlW6g8+D5201T126ysOz4t0av3kRcDKZjFMLYK/SLcsKTk5OXnBFuaN/i5yYEiF+S7h8TbjytfBDRm4siRRE8uWi9aJlWUHgwCqkCbQ1NDSEl5eXJ3ZWQ8/zsouLi99RKtFhv9//XGdnp8lBVcdEIqEBTUCbaZpdwGnDMLo39wWGYXQDp4EuoK3ct+46s5eVsFoapZQafr/f3NjYMEzT1GzbhtI8O+UjB9T8+PYrDTDa29ubWltbm4FmoKm8IzrQDcmh61/uIlNsynEzowAAAABJRU5ErkJggg==) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur217295 0.8s linear infinite forwards;
}
