@keyframes rwdcur53131 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYhe3Xz24bVRQG8N/Yru3E1AklTav+I2VRQYug6qISYoMQEhIsWLBBQkKseQN23vMOiDfgFVihSlSQFVRFBZO2adU/aeqmiTOZzLC4dxLXSci0VLDpkUaeGd97vu9+95xzz/DCXtj/bMnzdFb05mpoYpj0+v8tgaI3N4NufMyxlPT6g+dCoOjNNfASBkmvn8d3bUxjJv53CvfQH5l6Gylq8Tkr51cmsPz5VNE6cSpDI1m/rzXdPPzor8HdyeOvqNU3JUkOX2MhTlnEEMtYwdKYyyzp9dNKBIreHLyH8/FV4/Hi4286xzrf6dS+1KrRSLiz8S1+ErYgjytv4Afc2cV1mvT6GdvS7GXtuIKl6HAwcWQKPtOq0a1zdwOO4UO8E1feFoJxMs4bx2nsuNnD0riinzGLM0V7lo3FtsEmS9mCsO/3BLnbeDve/4lBfFf6KqXfIvSPCsSAuREfM3TrjbscbXKyxZmJU3gdJ+Jqs3iJwEcj8a5tVZ6w/bZA0usv4wp+RUOekResbnJjTQQ+i49wEddwS1BuVlC5zJhmxCxJ7k8gksiEOBjka/UQeJ06h7YWNKuVlHXgjfh7UkjNrpCmk57cjuoEojVxKV8fspim6jhY50KHj1/mbIfjzTl8gKm4yjIgS/AdVXK/IPTwi0NF7fCrHj1M1Fau65ybYuZA05EDnGlx8iAK5gc0E26mM4L81yKBVKgLebzPRv3vS6D7WvddHhzFiqnOJyZqXzndDtp1athEnXrCgwwuCzFQyjyKUVbFrWq4LwGhkLyP07jgYJ1bKWnOygYT62ErbqZkBSEFaxGsGTGGQnFaHXdehUBZ3c5j2fV1pups5KzXyVOGBa2E2xslgbIIlaCDEfAnzoIqBO5hHufwlrV8YC1fwJvyhAdZKtGUIDcfgRrCIXUlzhdV2XFMVyGwKOTw9/gNn2JagsebMK9wSGFWiPRlIdDSMT+ro4fQ0xDoCrKuCpJewkWFrrS4LMjdjOOu4n4k8UecM4y/2U7X1QiUYxaFQ+cX3IwOh7YLzo/4PYJdtV3CS/BnJjAUmxGhHE/b3tey2NyKBFfi+LITKvM+303+qgQGQkRPRrCylpfBthLBy9OuFt/ncXy2FzjVWzKCCu0IMNr/lSsuG9JGBF6o0pg+U1Na9Oa6kQRjeS2qk/T6463YrvY0h9GolT3feGCVgTms6qhKDOxmJdBouc1Grj33fNye+bsgtuo7Ohwh4isr8K8+TOKXUNl05hF813zfy/4GGuZGrkhaoXAAAAAASUVORK5CYII=) 12 12, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2Wz04TURTGf3c6Du1Q2wI1CCE6MWqIGt/AN3BpotFnMHHjys1sfAHfwJ1rFxqjT+DCBDVGicGmECCotZZSpsN0rot7hilQ+g+XnKS5mc7M933nO+eeO3Aap3EaJwjte472PfskGGoM0jxwHrgAFIBNYA1YV34l/u8C/twtaWv+SoiOncxulcm5ySedMH4aKxelNNHfBtmZietAA6gBecAGQqAFtJRfGV8AgPY9FygBj7XWj9StIiztQE7BVlQHXmFc+CYiNoEmEMh1/Th3BtZP+54jWbnAJ8hAXsGdGWhrWGqWqLTvsxOvAM8FMwusCERe1lovfGsIA1xZW0BN2zPwM4LaHvwIoBbB7BmAMjAFOBi3EmIHsI9r1mEEJC/GQN0qtmDCAtuCLy3IWuBmAOpCmpV1WvCtQzg9wftFJFksAIVoZxZ7eRXaMZTPQLMD1XaCtShCYozlJUxvJAmMJaCFKUMJuKa3N6C91+DXXgF4KfcWMRkvAJeBjyKgIMSR/I7EwBIovxJitlgMRPFOHeAd8ExAC8AWUMVRHjAvohwR4WK24ngO1B8UdXN7CgVY7U1y5YkXaH1Pk0HlNOxp6PAeiAn1Z4xjtjiyhpkHwbEJDhKgfe82cENceEgxs8h2B+L9CRgCHzCNd1PIq8Bb4DOwLtdBLxf6lkAGUB34CsxRthe5mAVbIcBlYBlTBguzA1wR64oYG1OOrPa9IxyDSpAXATawQC4DxQzkLAg7IfBdSB2M9SvAL8wktEjHsitO2RxqxkECQlkbQMBGCKttMKPXAd7I/XOYOtvAH+AsaePOi5jgMPkwAuqkU+01kW4Bv0mHTq3LhXl51gV2MTsDIU92S3MkAcqvoH2vIqDrGHuvCuAyxvKWiGkCl4SoQepeJM+AcS3533AMcOBASBNNC5DDwTFbkPWykIayVklPxobyKwdcGOYsSNWac70hwAHpeE2yDDE7poopwQqmXEn9R+6BXpF8bDikjWdh+iG5zssz3fs+Un7lyEAaR0DSVBHpaRd3kQWkfZE4nIzzntmcJLqJ90MyDbTvWUDc75NsHAEx/XtnX9AwH6kjNaFEz2O1i7Tv/RMLEIKwx62YPqfesXijvpCE1He/CUfNPIl/Iz005kVHmTYAAAAASUVORK5CYII=) 12 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2Wz28TRxTHPzt21ottLNdxUWkSWImqilpRKn5ceuPWSzmhcudf4MRtr9w598ShqnJA3JAq9daql4qitKUBJdvIqVJDHBPsJfaudzjMm3gTOThOqLjkSSONvTPvfd/3+97MwLEd27Ed0XTgKx346rD7nUMGrQJVoAZUgG2gAbxwgnD7nQLYvFHVuZlzfbR2nXZI+Wzl82j99R/udBVHpcQvO3i1wjdAH3gMtGRuWUmdIDw8AAAd+JfF6de9dv9Ooep+xxn3JheKsBLDYvcB8BBYB/4FljGsJOKi7wRhMsr3QbX7TZyWcuWTcMK5ySceuAoulWHGvQbcBq4CXwI+8BHgyX5XB37+KAA8WfuT8qbhRA7KClKg2YP6FDjMAhcxdVEGXJnbGK4O/MkBZCo8AdbV2R5MOXC6AEUFcQobsfkPPgM+zPj1BMi+8Q7CQHZNK1mrQzOG5Z75klcQpQaM4WQDKAL5zNjX3vpRLM0A8QftNfIeLZpxjY0ECsCrgYX5CPgAuILJvAU0Zd7P+BqZ3UhzgtBuqgBfDLaeA9zl926DvyP4pRMR6/v09PdAG/hUxnnglAR3ATWqHd/ahjrwVXetO0jLc+RyAwruJjlXLcTd5LryPHJzQAw8T34AQuArCbYO/AosYg6oZWEg2gtirASlmdJVaJWBIqh54NbUfAkKDpx2wVPwY/tbNPcYnoirsr2IoT0r4y4ZxgEoYvq5IptLzBYq9FPoAUkPeho0qxit/5J1SnzXgA6mGxIBOBkDGF3zGAqv4Bcg0fCoC824ASyI86cCoi6jL2xYMGnGz46NK0IPWAJ+FjYqrLyGl4nt+7ZkFcn6j2UeAn8CL3b2DYtxl40DkD2/U6DGWhzRjOHVoCMZ/gf8I5klAqopQDyGNZAHijrwd4EYJ0GEuXYV8AxTXHU2kiXgCbApwVqypoXRPC+Zb8nvlGEB5nXgJ7a9x96GOvA9jKYuMI855zuScUUybkj2qXy3Wkd73G1hJEvtu+HADxK5SJSAqEuwBrDqBGEqt53V2XZN1qw8JvMgjCYCsBfMqFNN2FIYFuzcBt9iWFOTMzABOFeC27dAitCeWbbzQHnnADJAiow4+chk/78CEBD2OrZAkv2eZsf23uwNh7UutWdYL/MAAAAASUVORK5CYII=) 12 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgElEQVRYhe3WT49TVRgG8N8tnTp0yjjiaAiaeIOESOKKuGIBceFXcMF3cOE3uEsTP4E7N8atbjQaE8WFspBoSFADGJthMGNBGOpMKe3tvS7OubYzTtsZIHHDm9zcm9PT9zzv87x/Dk/tqT21/9mSg2wus7SZZO1e/D6DPMnaV8osPYrjGGAtydr9JwKgzNLa9q3t0aiVDhKjRm37pqXjS+fvX7t3ceGlFKXR7XVH0uV3sY4+NvETtpKs/XgAIoh6krXzMkuXcXa4nX++sFR/D5/idbyl5m2FS/gIa/g5Ath4bAC7wJxTTy6CvPwKizhjpd40LNguvsMXEUAXvyZZe+2JACiztIUPnD58wZvP8fUmfw44UgtuGjWuP+jjQ3RwCzfwbZK182l+6/sFgNewro7BiOUaR5vcH9Id8XufEPnLWEFTYGERW9Oc1vZzcpmlTbRw3UbOnSEnDlMvGeJByagkVEENyxHAKuplltbLLH10AGjEKBqjDRxKyAsGJUs1XmnwwgKB0WZ814WEXIxrzTJL/8P4fgFsoYdOUj7k8hbfbHJ/FMAMSzpDgvYF7uByfBfGUjfKLN1x5twc2LzwbLn99wpY0NFYfYZDJWeXgxQ3+tzJq8NXY7Sb8WCCdN0Jlw2hX8wHELV/h81X8TGNc/Lyfc8voOTwIfolI1figf34rEfGKkkmk3AHA/MkOCok1G//OkwSbg64nXMvD9XAyRhlHcfwBtIYfZUPe9o8Cbr4UqDtRRTycsPqwjEPy1B+vQIuCeV3Iv5vEefj9x/GcsCOnjCPgV7c04zvOj5xtcfVB1zv89eoG4GuxoM6xpqfjuAHEz4nv+cy0BJKqRUdfYZTCi39ohn3XItRnTROQMY5USVdgcHuATUVQGwcjfjHKqImfoiHtOLBuaD7urHmNdzFjwIjvWmTcRYDe8mTR1BrApUFTkU/V4Q8qGEDvwjszBzLU3MgydqFnclTAajWqhLrCtHfwlV8LzShaxHI1DlQOZllXWGwVFYY9/vqqTpfR5CAQH9XSOKZt6OZVZBk7YGgd1U6hRBRJzqffPpxfSMCuBv3Th3FHPBCQrghCdQvTgTRiuAqefoR1GDe/XC/w2iWVawUu9by/VxOD3IhqawqvcI4gMK4aRVC5vf24+zADMSSGthb2zwCGezx297+DgqgsjjXJ3Oh6nyDWXfA3fYP+jtXqgjE2xUAAAAASUVORK5CYII=) 12 12, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADf0lEQVRYhe3Wy24bVRwG8N+ML3HSJFghdS8qxWpRUdWqoC4AoYoFG96giBdgzxuMxLOwYsECicuCbkCsCqoqhLJoYdRrlLapk7iuEztjFueMYtLSOG1XqJ80Gs94zv/7/tdzeIVX+L9glLWfa13ykoiPYxYFlpMs77xUAaOsfRgrSZYX8bk69vdZvIv7yOO7HCmqUVQ/yfL+cwnofn5wVHu9NdzeTquD5dvmT8x/stnZ+rEyO2c0SmyvrWksTn0hROAWVnEtChpHP8ny9X0JGGXtJi7gHG6gvdnZ+nKqWd/COn7ADO5gEb/hNXwbvy92mewkWb41/qLq2RhGTy4JYX4zPTCP/jqWUI/E9WjrffTi71Zc30UZ/jr+JSB9FnuS5V0sR0/u42alMcfJxqLD9Qu4iFPRcDcan49ij0ZxTSFKVaS7u+WZAqKIHJfxHYbpkTXuDziQMFsRCc+PRSuNkWhgQeiQVnxOMTNexHsKiCKK6N20RwULVWoVWjUO1Waihx/gQxxDOxIvRIEzcX0Z/nopYiIBEQ38NFip8vcmg4IjdU5N054qRbSjzdVIfDKK6GH3bKizdxGOo4Bq+phmjbenOX+AETa2+epey4Nh2YYrcc2DKKjnyY4wytrpngIeftocVY6esLFGvbhr6uwcp2c4VqOSoEa3y0fzfLOaxkj1MB3v6/H+VOwpoHm6eYbVzzBg6ow0uShNGCYsD2hs00iZrhAG0K/R202hg/56mvcRxSQpaAmt1MBhy1vMp9zu884cSz3eqHOlB+8J4f9ZGERDT+n9iGGS5RMV4e/4HtfRUoy4vsnjgquPGGBpk7ubItk5HLIzgLrx2k2+xWRd0IyG+7hhrkq/4N6A4Sh0w1yFh9sF/sBVbAhhvyPsD+t22rA3Po4nScGCUNkncE1nGCp6o1i01DuvVZv1qEfId46vo9hbQuv1kywnpOMJTCJgGJVfjl7dxEGhsuetDI7jl0iax2/6cV3qyfDvW8AdvBVFXBUmXF8YPH/iip19oBqvsgBXyzPEf2HSA0lTSEVJ8rHQFQ0hzIWdar8kpKxIsvw/+7/ERJMwyfLOKGuvR5JUyG99jLhEWWxlGva2PclHuzHK2uWG0xCcqAs1cUuYA529Ql9iP3vBODrC1JuJIvp2Cm9i8hcR0LVz4CyrvMD6fsh5wWN53NPLWtjaL/krwD8ji0UIh7hNzgAAAABJRU5ErkJggg==) 12 12, auto;}
}
div.testarea{
animation:rwdcur53131 4.1666666666667s linear infinite forwards;
}
