@keyframes rwdcur20578 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhb3XX2gVVBwH8M9ul9uYf5AxhEbGlNFiDUkycBY6FSKi/FMSPfVSYAk99NjyoYjyJQIjn+1NfBD/9EeNUglNy9ZoDfcizRrdm8453ebdZneeHs6Zzuly11w/ONzLuef8vt/7+53f95xfhfKsCsuwBi3NPILMCU7jKL7FSRSn6zBTBngOl7G9ldl5Lh7l6lFG8lx8i3psRz+yZfgtyzZvYFdgrI3dCAht7A6MbWAXNs8UONSir0j7LMbGCcxirEib+O9ry3FYTgogj7NFzq7mwvjkGi4UOYszac2MEYA9P1HZTGl8opnSqXhA95TrrCwCAY9y8DCLlzGvHnVYytwvaZrHF2GmCCTHtZ3kCuQW4Uk8HklkjpHpj+GvLJfEtMADDwaeDWy/yOA1wsRRoD/weqA6kLtnJBJ4CGwM9ATGBujOM/gm4VVCN5f76QqMhfhZE64H7c5WLYpMzRTg9YFXEonLgfeKvPAZV75ZuLD364ULez9h8NcI2hQopLVVd8DNpaEKf4sCcr2GE/jDCbwnxBCHwNrAgy3sLHGlxJVV7AxkU+hD4M/Ar1MA1yasv1EJq9GVVKxfFJQtK1kWeCmwL4V2a+DlwPwU241LOLSEQ9g4KXK1ac/aNNWELcl33wvsRBdWV+CDt6j/mI3DdBT57RRVP/HYHKpeI3cfQxW8cz+HcaYiOp2NwQQwB0MTOGTP80ORh+oYeoPsOjqXMjKLukoWt/LpVgYqcDzPxQJXV7B+NReaKT1NdR2ZanKXGDmBj9h7JN4BBxNgLgFeTYSeWcmLz/Dcc4w0UvMLA3kyHQycIHuYmu/Yv4Br85mvmb5RCjfSHsdThHdTiX1IOLZgQV+J4RTy4Ea+QyISlnCoxPDehobCA2nvZL/jY5RCM/0ZZCpuc1J60JlOymkUs9lrUxyq/2QVON7LX39gBevXpBQsZm4d6qk8zaUD5L7mi6NR7w9iufgIYUIKWnjxaZ59nlIj1R2TUvDt5BTgg1a2hXSl9rL7Kw5sikHo3k/7j+xw6yNjthshnT3pt+x52n7nHLo30XOAAxfYXaQ9MPY22/A+t5bhKbSKpSPQGDgXmDsJpNwybE2++xJWV8K+LkSvm+IxEdge2DNRXldGIRouMdwS63p87XSFaFQSonEpntImKNyeFInsVgb3NjQU9jY0FD6Mb8VsYO440WlK8bw7rLnpX+VSJM79yI6TFOYQ5hBOprlAb1pTVc5lVJYFGvfRPsLoEGGIMMLovni4GmcE9Db2+88x7AGhPX7vvhtHd/MmbHqDTH7C3jyZTbFMm/4PAuvX0dnBwPhEBwPro3Cu/Zd994zAhqXxcrouTCfIPhHbsQ134a8su+eNSbl2U2u2iD8X0dMWa3/GW7OcqJhdb7Mtz+ejFEYp5Pk8aXuXqHDTbk5vdxNPZdVinpdjldieN4rtead4Mx7B9xiZrtN/AHZg88Eu+ZkIAAAAAElFTkSuQmCC) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEh0lEQVRYhb3XX2zV5RkH8M85OVQ8lI4ww0wznWPEkqaZYjRa5h8syUKM04Je7NKZZZtmWcKdNiaLMWiyq5mMKy9c5gXhgrRoIpBFIVsQJmIXUukMTLsxenC0dEA5beGcPrt437Jjh8Ih1if5Jb+8ed/n+7zv836/z/sUNGdl3If1WNfNahQPcBT78A4OonqtDotNgLfgLLb20TrKmX1c3Mf0KGc2swpbMYFSE36bsmc3sj2oH2YHAnGYHUF9I9vx7EKBQzvGqwwuoT4XwBLqVQ5Lu29vxmEzKYBRjFQZ6WFsbnA9Y1VGcDzPWbAAoP8DFq+lVkAB3dQOpQva36yzpgO4g91v03UnbTdiURprG6ALbzbr75otaA1uDW6/l8oxLvyAuJ84wtlFfBoLBFwM2oOuYFPw0n+4UKNeJy4RNerHqQQvRqLrVwreGkTwdCSQ+jgfneD8j4i7iaOMn+XvwUywN7gvEkOuagUsxyTaNNzsHEArOrEBL+IUtkxy9Pfs/O6qVdXZQmH2o2PHyjfwrc3pHrwhKeQ3Cpz7EuzLJ1XGJUlALnM40ndT0BsMByfzSXQGNz/MtlpKxYV1bGtYF8HHwcdfANyesS5hMfRgOKvYhCQoLyxKOV8ZSfku5fz2RAoYnlzDnjXswZPzAm8P6sEjebgLL2Tf45tSwMMZ25bNWV6rDI6xYxe7fsWJNZw8xcQU49M8lVkwR93W/+FpbdziG5T/xZ9Pp9rx6TOc2M2uMfqnGAzqz/MqXipg/yhnKlx8kN4exrqp3UVbB8VbWTzG9Hv4A2/vZPssu6V7M5fHizmIDQ/xxAYe3UTte7T9jeoIjnDuAKV3uelPvHkLsytYoZvxGSoNu4kC8R3iuUSx+A3xl/b2iRpT+cgDLTnfkQOJNeypMTXQ0VF5IK+9rcFv4zdDpZuJIoqFebekiCVYIdGkBfVic6L5WUZaepV5Bew/zal/4kF61zN2P7W1LLud0jcpnae2n9nfMvDHVIZ3Y630CPlcCtbxxA955DFqq1k2xORJinMpeGdeCgrY0kfrFn45xV8vMHKI8gfcuZzyT1gc/LvEr29gX4FPMmgrzuf/pdKdmLPS+7xWpucOZn9KqZehe6iWWXkj3+/jd69knZhPw0Poe5lHg58F2zINnw6+3SBvV6ShdPRtwemsGSQa9mXf4xnrMg3nhOgX5j0msqT+OMvr3kZ5fSgJ0VSNqXX/L0T9kZ5nV7I5IZqRhWi5LyggQTlYEaxqcNyG0iucH+joqAx0dFReTnwv5Z3357lXK0otWHaVOZd5E5FotzX47H1eP0hlKbGUOJjH8rFvzXMXpDoLOncyOM3MJDFJTDOzMylc54KAXsH+8WE69kAMZsm9HkfX8ybseobiaMPaUYo/T71A19cRQO/jDB1pqPVHONfLEB77OgLYeDfTBxq6nwOU7knt2Mbr8NeUfeWNSbP2udZsJSdXcuJw4v6Ct2YtkmIOP8+ro7w1Q2WGyihv5QfGsKRw19yczq/EX2bLpTyvxcNSe94ptedDUmXci/cwfa1O/wssj/w3uUES1wAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeElEQVRYhb3XX2jV5xkH8M/JQhpSl0rmvIhssCDEiti6fzTCWhu74cZgpsrKYFe76FoLg1427G54tSsZ3vSmjG1IB8FowTQDNxmrdrZZIK1m0nVxpkkaTEw6k3NykpM8u3jf6DGGNifUPXDg5fd7z/d53uf5Pt/39xTUZk14AgdxoINdqLvEVVzAebyN4kYB62pw3oBPcLKbLePcusDiBRbGufUyO3ESM6ivAbcmO9bF68HyAD0IxAA9wXIXr+PYg3IOrZguMvgwy6sBPMxykQHp9K21ANZSAhjH9SLXO5lafXiQqSLX8a+854EFAKffpbGDyuqDDirvJIKerhVsMwH0nmHPXppXH+yluZc9OLsJvNqtgf9c4XYz0UwMpu4Y+b84D7qvMVZheYkoEQuUzzIY7H5QTiNoCD4M5qe58g8mDxFbiLeZvMxrwWRwMu+NjWAX0II5qaZT622KJEJliek/+T1DHzH5aHv7HFy9dq2pmy9FIuJvcRgPFVj8FN8Nq4smLEkCsm4P55OP5EyApzhVYb7C/AFOVe2N4HQkVVzPWrOvJTRCJ4azis1IgvJLidWC7mA+eGJNTo/uo38f/Ti6JuDm4GYVJ/ZkzAFMP5sCHs6+HX85y2uRwSl6+uh7kdEGRq4xdosrv0uZqrYtshLmdbXVX+a1Mwxi5EVG36RvitOlRNblVziBXxXw1ji3Jlh8ksOdTHVQ2Uvz19BO0xBT/TT2c+5CugPelHizWsfFHMShpzhyiB8+zdzjtFxNl1XdEP+9RP2f2fZXzn6Fle1s18F0mYmq0wSiQDxCLBHfJ3rb2ycqlHLKo8q5vI599Fco9ba3T3yRmFuDWf0rM9HBTB3qCmtpIrVHY15/AXUrK5tRzc+0At66ycc38CSHD+YSPEZzG3bSdJXZP1Hfx7nzd0uwX/oIoaoEBzjyPX7QycLjbB1eU4Lza0uA492cyCQcuEnPOfpeYnQHoyNMfsKHN/hq3EvEdUkY+MYaEv6c0b5Ewp7iGhJyfxu+g+6t7A22Bb8JSsEvgra4ewnd14ZBS6RAd6/Tht0Zezr7utOGq0L0giohCupyP389GMsyGxl8exc9FUoVSs+lL6JdwTN5z0BwKu5vXe4KUVmmWYt7GX3HgsZ8oqMZeDL4dZHDf2D+4o4d039vbZ35I/NljgVngum899m4y+P1rAFbP+X9nSC2ZcCfBRNBeY6xj7j9KvEqMc7tUkr5UjATHM//afks/PU6cL0gtkup24XnJjnw5VSeugyyMkuxhSFcxnu4WOCfG8HfkAVbczn2/4jJEeaPED8lblB6PmXgx8G3g7aN4m5YXArM4uM9LO6k8oEkBr34gJVHWPxOuq6HCvz7cw8gB7F4hUPfZehdZuelC+Eys50M/Y1nCizUgrkZee36JguXqqafS9R/K41jXZvAq8k+98GkVrtnNGtjrI3RgfQF9MBHswZJMYdf4cQ4b5SZKDMxzhtZ24clhdvwcLohHcjWItV5P56WxvPd0nj+vnQz/gUX1UDE/wEpWQgHjvc+7gAAAABJRU5ErkJggg==) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVElEQVRYhb3XX2jVZRgH8M/Gacxpo4ZojCSUaGE2EbKaF/4lEAnRFOmi8qaLlIKCbpLuwrwW8iIIuhQvxPmH/APmCGyRro2SdmGwremO5Twz9Zyds872dvG+p9b80zmiPfDCj5f39zzf9/0+z/d9nzq1WRNexjqs7uBZ1HfzM7pwGt+hUK3D+hqCN+AP7NvFnBFyXUx0URwh9wFPYx/GkKnBb022czMHApM9HERA6OFgYHIzB7DzYQWHVlwr0DubyQqA2UwW6BF331qLw1oogBEMFhhcy2hlch2jBQbxS1rz0ADAofM0dlCuTHRQPhcT9FCtzu4HQOdhlrTTXJlop7mTJThyH/7uy4Z+iBUREHrj98D/Ejmw+Ai9RUp5Qp5QpHSE3sDiWv1VRUEgBJpCrPMz8+nrIzcf89HH9Sfow5nAvkBDiKdTlbWIIjP3HgCaEohDIXKf2cPNzra2bGdbW/bTSEEm0JzWhBB93ssa0tCEP0UBuWMNB34KXJ6+q1XsL5Mvk1/N/mlrK0D33SVwa4r1JxphLfqTio2JgvKxmNUCGwOT4XZwW5dxchknsXUG4ObA1Wk5sST57MG11yLg/hTb7g+SvBboHeXgcY7vYBgDQ1z9Pf44U9/nSFWQvqdb5nu+PEwvBnYwfILjoxwaj8k6+RF78Ukdzo6QyzKxkk1rGe2g3E5zK1NLaf6Z0WM0nOSrrngHnMAt//A8kUCsX8WW9by6nsJiWi5SHMSP3Ogm8zVzv+HIAqbmMU8H10pkp+3mX2OK8AShs60tW2Y8HXmQMj3lRQPCMk6WGT+1cOFvbxBKhK2Ep+7gt0S2g7F61NfdKVVut6pVs6lczjyHR0TyF9xjbR3OXuXKr1jJpnUzKGiPFOSOkjnFsa6o9yewQnyEMI2CNWz5kE0deIzGHBNDTJ0i103m9AwK6rB7F3N28+44fXkGz9F0mCWfUx6iaRaX5vGSaRdQCngzfT+KW6lGny6xNrB7kjlfMHGDwnL6llNoYtEs2nfx2R5ucHsZnsMuNZZhInde4PXAnvTP4cC21byYfJ7DtRTr7zKsCNE7qhCiJLOZ1VGIxsuMr2F/4MkENgTGAsOBtwLPzNDkihCV0FgnSvGtxOMdLUSQeVzBKxe40sVA28KFxXpcGhho3Mb2WSzF+6Jcb8e3+OUuSd6QNv/flnY1N9AfmMzRP8AfbxPeI2TJ32QoHftwiJSEqm+jKgBIR98SeCfL2FTSiMrIcTPdhBsSHQ/WEojGwNylXL5IfgthO2GQ/Jv8FlgRaK0leNXikngsPk7rKqYGmOrBWfEpNJ/y8xQxUqWw1QagAuI6Gzdw4Tw3BsVn8HdcX8ePF1hfS/CaASTb/ALF7mm3YzeZ5bEd23wf/mqyB96Y1Gr/as0WcXkRwz3xBfTQW7MGUTH7P2LvCEdLZEtkRziaHhj9osJV3ZzWkjMtIs8rsEZszxeL7fkF8WY8I6pfsVqnfwEOhvlkoM+eDgAAAABJRU5ErkJggg==) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEe0lEQVRYhb3XX2jd5RkH8M8J4RCOJcNSGs1wjDI4rtRCdRNTh+vaMaQopqVWZV4pOO1dr8Rsd1J3sYtRRm+EsQuF4kVojMO0A9codFVrmlhaO62aupgcQ/71T5KT05ycdxfve7pjmmhOtPvCD17e3/v7Ps/vfZ7n+75PRn3I4T7swLY27kTDST5CL97Cu5hdKWFDHcazuIxDHawZYbKXa73MjTC5n5/gEKbQWAdvXdi3i9cCC310IiD00RlY2MVr2HezjEMrJmbpv4WFqgO3sDBLn/j3rfUQ1hMCGMHFWS5uZ7w6uYPxWS7i07TmpjkARz6gqY1ydaKN8qmYoEfqJVuNA12vs2kzzdWJzTR3sQndq+BbFb44HSsiIPTH8eD/xXJgYzf9c5RmCDOEOUrd9Ac2BnKBpsDalfCtKASBEMiGWOfHWxgYYLIFLRjg0m0M4G38FTsxEaJQfSvWiiKz7hscyCYnjoQY+8Y/crUrny905fOFl7h8D41pB/rS2gOBpwIblqHNpkcO86KALFnDgUPJeKjO/ZLDZWbKzGzjcIjrfpSMTwSmAn8O3BtoqqFrTbbmpfntOJ9UbEoUlD+IWS391WioyfqEPVs4toVj2JPWrg38OvB6YD5wIrD3fu5NnH2Y2M1hnE+2Hdif5HWW/nE6e+h5jiEMdtP/Pn9zo76vkaogjau7dWeJfUXGJrj6DGPPM3yUnnGOFGOyLrzAQbyYwYkRJgtce4D27Yy3Ud5McyuVjTQNMHmc3DHe7I1nwFFMV2OIa8mJB/fy20f5zf1UWsh9ybULVN7n0kka/8m6d+i+g8p61mtjokSh5m+uP82EImENoSufL5Qppi0PNcalcdjCsTLF91pbp14mlAlPpu8Xc5cotDHVgIbMEolXRSN+EYcrVs2FTKZSHRfVZO4SyODEGF/9Bw/QvqMmBD9GntwZJo+S/Qd/7416fxRbxUsINSHYzWO72bmNyu3khpi7gA9SCN5aHAIc6OBgSsK+MTrfpOd3DGUZ/JjhSc69Esu1Fssl4fpZ2qcZ+oqpdkb3M9QTk7BzdlEScmMZnkKH/5VhR2AmcN+irVyqDJtT2f4pUErasXUTdyfOU5hItq6XYVWInrW8EH0WGEwig+tCVCxT3BGFKBfYkNaMBgqBx5M41SZsVYhKaMqIUjyd4rgkEkFJvHQ88SpnvmT0p/n8dEOl4pMLF3J7uesO2vF7MbZP4zQuZri0BG3WjWFd1oHqYfRZYGaSc6cZ3Ul4mHCGicvxXTEwHNiTvlm/IgP1INDxMcNlFuYJ87HeFwbjtv8lcHfa9mUPt++MLF+c4+oPCC2Ef3P1hwwF1qVEbPp2lojVXMk2PU3DIK5gDJ+Lwb81Jth0hrmb6UD7I5w9w5WACj7kykOcvcRDmTi1YqzGgV0/Y+5kzel4ksafx3Zs1yr46sL33pjUi6+1ZhsY3sBQX1S8m96aZUXFPP8CB0d4o0ShRGGEN5K2nxcFa8XN6TedxIuxVozzVvxKbM83iu35WfFkPI5/qaMK/gtnvweW1IWHWQAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur20578 1.2s linear infinite forwards;
}
