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4%,7.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8klEQVRYhd2Vf2xT1xXHP36xHduxY+fllwmExPwK0KRAMF0Im3ECpWiw/lOgW1DHNphGxx/9w5WGqi1W0j+KtjGJP2hhIhotAtSxoiEooEGwAyyjEAg0BGgSZgIJDXHi2IkdO4/Eb3849jBJ162bQNqRrvR07r3nfO733HcP8gzVDRnSeU4mUGgUWWqsf14QAkphlGKT9XlBCACkKGCp0cor+mcOEQPQyWAEVhqtrNc+UwgBlQwGGfRRSJdhjdHKJvUzgxDQAno5poJuHOY1o5WtKc8EQkATBV2UsR5p+OEBPXzcv5+P+/cTjt7kFYr/1WaHxWx7f1WJ678ikLeYPHJNtre1wvjp2fLVMmD7d/ceW7OgYXRXgSzvzpHlX5t/803yC3SE9DT5373km6PL0+ionVtaA+CoqrQ5qionhXFYzNUXNpTJL+am2VKW9sHPeyFr9G15a+HXlqzx4DZb48FtibhKAmObFO7oSYflgWlpZr69XMyxA7YZBaYaW4XVPqPA5N723tEKeVvBrGP3MurGZKKVBdPsf+nox+P1U3hPDZYRCAsAwa8DKN+4+/ylU04ZUAAIiuboyScX5Gl0APbSpUUULylg7ffK7Z9vN9Xzw772V3/UbSuemmHP+OAEb14FaUCkw5W6g8OZl7mlXaDYcy/69Gkng8jPNTiP7X/LRZwibp8sscmzF00lc+ti8ixTiIQkIkGJe0cPsHBlM9zX4fhFLkekUl43ppI+etVdfedaxWRJ5y6ZX3OhsY1s1agzfvL4fME8S8NgSGLfB2eXK5M297U5S1aV1+RZpgCgSVNz/fJtPhsUya6zcqrdG0uuH2F1ei8rG685n9x/a++mtbNSpeOqOycYVkWZWziVKQXZDQDd137r7LztcWfn59bkWaYweLOTnYfOjb+E47bT01PrS0tNkkuh1ZLlDxGKCtzuFPhDfi9zU7tZ2Xh6OXA+Sdrhh3Uq1RHY1otO+iNzCGMw6WMjw1BTXP5iw6ySmXaAucUFAPYkAEdVpa3ZdScmfUjioedLzpz4jCVjUcJBgcXGDKJvL6T4vRU4qiqTQI/87qey3ncrh5cDYBqDFQFoqkvMx0HidsbVAlCbKIGjqtK2/gflDarfX6bp3cNczdAwq6OHLTozmjQlEZVAU3SElytKAGhpfdDAodgdclRVVlvyjUSnrUY48wnYhqDeCNbNTGaRkMShOpcb+GcJbKtKasyzrKQYTFj1Sn72eJSBQSUfzl9BYx9EgkJSgDx9KuvMonxhQ5nM/d4KSQrzZe5sSHkD3s+B3J/AC0UTEkdCEq1/a2VhSa4dnvgLLp1yyiMRCfOpdqYbhgF44+AlzklFnFg2nZL1HZxrMrDw+2t5LEUYDoygyjQgfHiK6elamh74GFmxiGVrXkKTpk4k9T8KcrelnZklszHl6unp8LFr71H3jn2uCgBlXMIFJYUM+Aa5NXAONWmYDRoObCzD71Uy0PWYSFTCNDuHgDeAJIXxD43w+ItO7OlaAKz5Ik31zbSKaajVWiQpjFqtJRj0IYp5mHL1+B8F8bTdYcc+V6J/JHTVpKnJENOZ/6sq6i9LeJo1eJo1DHQpafT1ciGwCJWYTTDoQ5LCLC4vJpIpJklszRe53dyeWBMM+lCrteRashJKAOx467uJtyN+Cd3X/voFpcuKmJKWxWbXm5xxtdDT4SMSCVE8cwF6vYgkhZGkMAD9PV5U7fcAUCijyKMCkWEBkv9iAG5f/RyAu50++gdDSXOJO9Bw/Jey7dvzJmyOv4aPPH34fA8T/pttj5jh8bIsOy3ha2gN4C3NYuYL0ybEudvpo/tRwL1918mklzNRgra/97i9Xb6J+EBkSCIYHABgIBDhcssDus7cJ68rE783JqLfqyTUn0J/VJ40hmjSsX3XSefT/pT4x/HT1zyvLiv5cc5UkeBAGBSgVKfERmoK3i4vY2OjaDVKIpEx5NYw1/t73ZqwpnCsT0tkUEBQKHj90KfOuqNX3JtfeynppCs273UCHz0N8GQvOP/nk03LBwZHGnTaFGZMzwMgGIzd+otX29Cfjil0dsjPt0SR8UZkO1j6nYZFpmwy1dp4rNryjbsBWFe5kD+duw5QO5kyismc68xi9Wrz/BqA4GqRnr4ht71Lshfpsgn7BT7y9fI40OHc6emphVgXnWfIotHXy5brFyeN+VWmnMxZoFVTLuYAMH/HUSdQu2ZDmWzOl6jv7CO9X3a/M568bsES1zxDFgBbrl+cUONvBFCcNacmBAQiwwBuh8Vsm2bSJebfuXElUd8r4Yg9TwrTHRyCr5D5PwY47LnhLhOn25WCyk2s5VZrInpuBoe5Pxh2P7l2T1vL8j1tLXbAPSHQ/9iqx8f/l/0D5fviQH/2fNAAAAAASUVORK5CYII=) 0 0, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6ElEQVRYhd2VbWxT5xXHf3Fsx3ZuYsc4xBhCcGBA0qSE1GzBbY1xM4iAaVIHVAtSqQRT2yGtkzJNLWOxnH4oH8YkmBjV1K5Zy8sYo+3WjjERYhvSwFJewkIghJcsAYLz5sTONXZuiO8+JPESkk7sRSDtSPfDPec5//N//s/ROci5qksypPOETME8vZHl+pNPioQCpeIBBQbbkyKhACA5CZbrbawWHjuJUQI6GfRAqd7GBu1jJaFAJUOaDEIc0mVYq7exWf3YSCjQAoI8qoJujMx39DZeS34sJBRo4qCLMxKQ7nd+JMDhvmoO91UTjV9mNQX/KrnCanb8clWh979iIG81tMmezJ7mlfo/1djLZMDxqLlH1xR5+35SLMd/bYrIbssj5000BTciAucG3j4bXKizaHRULS72AFSUuxwV5a5pQSus5srTG0tkq3qG01hyi6SXe3XMH/I/SsH6A9sc9Qe2JXAVhEY2J302vOdK+LYXwG6c6QQcuTkGzyuvlPr3vvViQuKja4q8R9cUeXeU2Tyd/Ul8er0LupRwTQPxpOCjELBv2ntKYTQlyCqSLsaPTTxg0egAnMXLF1GwLId137I7f7FGt1euSZefK405C2ZnODP2fc7r52GuykD1oZEN/HbGFs4Ks6e77XQksrPS3H+ofsMLkDQxcHSZQ/7a0tnMeO0ZLNZZxCISMVHixIefsMFVT/jKXDy74YhUzEv6FNIfnPdVtlxYOV3RxcvyPafrW8lUPXCP33w8npNn9YcjEu/tq1mhnJTc2+ouXGX3WKyzANCkqmlsuEpnXE3772wcvx7giGTjJWGIsvRuSusvuCfmn9n/fUfRPLNf1dZI6J6ZhfOzmD1nhh/g7oWfuduvtvkys7M8Fusswpfb2XWwlkkEdrUFqjakpngm+pK0WkwDEYZkmdYOBR9kd/P3+yKl9XUrgFOTpBUj+zSX94AzjPFYHcZ1lWAQxsOeAvvTpI39Ly7IAXAqJgJUlLscF70to9JHJDrb7nHi87+ybCROVFTwjD6D+I+KKHjnBSrKXZPe9cjPvyfP1gbyKQvBwiFwhaHlciKeZhASxQFOeJsAqhIKVJS7HBu+a/erftXAubcPcT5Dw4IbAbbqzGhSlcRUCs7Fh/jmykIAmppv+zk42kMV5a5Ka7ae4TkOVMcvgHMQatNh3fRzLBaROPi+1wfjywhwrCr0mBfYSE4zYBOUvDr8gP6wkt/kv0B9L8RExSQAi5DCerNRPr2xRKaje6UkRQnIKWB/Cy69CGXbwWSYUjgWkWg+00xRYZYTIHk8+MNXy6r7Ah1kdPShTxkG4J2aRvafCrDFkolpSYhWjQpTThYDPf3oVCms2uxiVmsL385Rzxu8dJt2rRbL0wtQLs4DQQfAQJdI89lmdKlpCBlaejtCfHC41rdjz1+swGgTVpS7KpcUzqM/GOZKfy1qUjGnafhoUwkDPUr67wwzMBJj5lIroZ4QkhQlNDjEs00fk1LQA7lDPHVWQGj4gmZjKmq1FkmKolZrEcUgRqMFQ5bAQJdIW2sLO9/zJoZbQldNqpoMYzr5Py3nZINE20UNbRc19N9RUh/spmVmLpmZ6YhiEEmK8vXF2aQogrCtG9aG4Add5JiCtDReT5wRxSBqtZYsq4mBLpGbTdcB2PnGmsTsGG9C34UvrlH87CJmpZrY4n2dE94mAjeCxGIRCuYvQRCMSFIUSYoCIHYGEPQj/7xC+ggMKUhKlqc03dXzfwPgZnuQvnBkUiwxCf2f7ZAdz+VNSR6fhl1tvQSDnQn/9Wv3eHm4AVaHYH4MTugJtxj5ozKP+U/NmYJzsz3I3a6Q783dxyZNzsQTtN4K+HruTL9PYoMSotgPQH8oRkPTbW7W3OFW41Ie+OZAdSaxplxq/Wb64lMVADAadLy5+5j7Yf/EXeA4vf/Hfpszj5gooRHUaFLVCRWazzQn5L/ZHqT3k7sMDoo+u3Gmc2yB0SdFeb7uz26A+gPbJk1U+6a9bqDqYQITR/GpT4+dW9EfHvLrtMnkzrUAIIqjXV93vhXh+KhCNYMDfMNoZGwROQ4UP+9fashkhlo7jlVl37QXgPWuIn5f28h0xR9WIGHrzcbKMnO+B0AsMxLoHfQ570jORbpMogMKPgx2Mxy64d7VFqiC0S2al2aiPtjN1sa6aTG/ypTTOXO0auzGmQDk7/zYDVSt3Vgim7MlTrb3kt4n+7aPFX9/yTJvXpoJgK2NdVPe+D8iUGBa6IkAodh9AF+F1eyYY9Al4tsvfZno5C+jMadFinJXHISvkPnfJnCo7ZKvxDjXqVSofIyu3EpNTOCyeJ+OcNQ38ey7rU0r3m1tcgK+KUD/Y6sc+/6/7B9P5tm2N9VoMwAAAABJRU5ErkJggg==) 0 0, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7ElEQVRYhd2Ve2xT9xXHP3Zsx8/YMQ42AQMOr5A6S5qHGsxqTMogopsmbUC1UIluZV0r/mCTq6mrukQOm2BobNok2qoqGhuDrgW2tWVs5WU7pOkKhEBDmjQQmVDyJHGc5Dp2bh53fySxYkgnuk0g7UhXsn7nd8753O89PgcpS3lVgjQekslZbDSzynj2YUHIUcjHcJqKHhaEHIAUGawyFrFB/8AhJgG0EhiBdcYiNmseKIQcpQQGCfQTkCbBk8YitqkeGIQcDaCXJlXQTsF821jE8ykPBEKOegK0E4x3icMdh/Twdt9B3u47SGziGhtw/rtgr8PmfnV9rv+/IpC2m0KSL+NO41rj3864yiTAfb+xxzfm+zt/VCLFX81olF60Z/0n9eXciOq5FNn1z/BybaZaS1V2gQ/AW17q9paXzgrjddgqzm8pkewpGR7b6s9I/W5vDoVDDfdTsPbwDnft4R2JvHIGxrfJ3h/97aeDn/sBXOa5HsCdtcjke+aZdcH9P/lWQuLjG/P9xzfm+18pK/J19Mt4p6kThlKgQQuDygv3A+Daur9abrYEEwCy+omTMy9kqrUAnoJVK3AWL+Lr33B5nstT/kIKGKTCx8Y8zvnpnvTXTvBCHWTrTezcF93AoTmrqdetne1tZ4OwWw2V7x7c6QeQzXQcL3ZLyx6dz5znC8l0zCMeFYkLIscPvsezZdX01i5n94ERjooFPGVMJW2sLlDRfDmp8HTR7OIc3/naFjKUY5XTbz7tX7TSERyMirz52pk1iqTg3pbK3PUuX6ZjHgBqnYorF5oQSOHmkWI+uN7FUbGIp/QjlKX1sK72cuXdxfOcWUFF200GBoZZvsTK/AVzggDtl39Z2dYUCmTYrb5MxzwGr7Wx78g5kgD2hbqqNutSfTPPZBoNlkgUUZJouSXnd/Yebg4LrKutWQNUz7w7d3Ti11r/XlgzRMapNDKe/jlo1dNun9P1FQwmPQDZzkUAHvnMBN7yUne9v3lS+qhIR6iT0yc+pnh8gpggp9CYzsSL+Th3P4G3vDTpux791felJRapgPUDkD8M7iEI3Ur4DSZ9ojjAaX8DQFVCAW95qXvzd1xB5RsXuLTrLerS1Sy90cV2rQ21TkFcKefSxAhfW5sLQEPj50GOTPaQt7y0wmE3Ii5cgOqUEeJyqDbA0wuZzeJRkSMH/AGYXkaAe32uz7a0iBSDiSK9gh+MjtE/qOD3OU9Q2wtxQZ6UIFOfyiabWTq/pUTiVs9aUYzRJYzBN30Q3gHlP5spfyIuHhVp/KiR/FyrJwnAajV52po/RqOfSAS8+0kze/f+ifS4Dpl1hNFcLbeaOmm/0Y59noVdx15isUnB7kKzJ/XERa43tBJXpkJhPug1AES6BerO1BPpFlDrVEQ6BY59UBf44Z73ZMBkE3rLSyvychfTHx7k0/5zqNBhM6g5tLWEyB0F/bdH6RuLYy2yM3BnAFGMERkaIe+qH4ujFbJGKLiipblmnEazDpVKgyjGUKk0CEIYszkTk1VPpFsg1NLMnjf9ieGWUECtU5FuTiPnp+WcvSASqlcTqlfTf1tBbbiHNqcdm8WAIIQRxRjFBcuwiCHwdsKWMDzXQ/YjHTTVX0/cEYQwKpUGq8NCpFugteE6AHt2bkzMjukmDFz+8DMKVq9gns7Cs/4XOO1voOtGmHg8inNJHnq9GVGMIYoxAAZvd5JmGAflVIb0cRCS/lQJa6r7BIDWtjB9g9EkX2ISBt9/RXJ/deU9wdPTsDvUSzjckThvbOlmu/JDyBuGZSNwKo32prn405ew5JEF9+RpbQvT3j0QeOk3J5MmZ8r0j9Ulyz32OcbFujRNUuDY6DhCX4y+ni7Gx8foH4jTcL2Tbn87Czqz0Q2rUHTIEFqWUl2nocuhZr7VeA+ATCbjexXvbAPaZlUAcJ//44+DRZ6VxAURtV6FWqdKqND4UWNC/ta2ML1/aWdoSAi4zHM9UwuMPjHG4zV/rwSoPbwjaaK6tu6vBKruBps5iqv/evLSmv7BkaBWk0LWwkwABGGy62vqWtD/IwzAmaEIj5nNTC0i9+GCx4OPmjKYo0qoV+Xauh+ATaX5HDt3hdmK361AwjbZzBVlthwfgFBmpqt3KOC5LXpWaDOIReT8IdzD6MCNyn2hriqY3KIrDRZqwz1sv1Iza84vMsVsh4s0KlzmuQDk7PlzJVD15JYSyWYXOdvWS1qfFHh5qviBvGL/SoMFgO1Xaipny/elAZyW5b4oMBAfBgh4HTb3ApM24X/56sVEJ1+MxT2ZYox2YQi+QOYvDfBW6GqgxLzQo5ArA0yu3Ap1XM81YZhbg7HAzLuvtzSseb2lwQME7kn0P7aKqef/y/4Fe8HbHpGnDaIAAAAASUVORK5CYII=) 0 0, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur66140 1.25s linear infinite forwards;
}
