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27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHXklEQVRYhb2Xa2wU1xXHf3dm9jX2LuvFGBsc19gOUF5BBNGE0CZQtZDUUhsgjyaKKpRW/dJGqiLlQyu6rKqqaiVSqWmVpk0jFSkRQU2K2hS35FFDUkidkAA2xoB5xNhe2yz2el+zOzsztx9mTMDY2JGi/qWVVnfOvec/5/zvOWcEs4BM1OnAAqAFGPV+aSACWIDmmRa9dUfEk8XZnC1u4XTirx9YASSAWmAQ5G4QQ4Dp2TgeiYJnbwIFEU9mZiKgTOPcD+hA1HUqN4FsAtkCcguI+71naZArQG4HuRSo9PZVA7UyUReZiYA2eUEm6jR3XeogaoEYsJI56jJ0FcpAyqxxnQgd+AmIxSBPAi8AKe+oDG56bhmFmwh4zmtAbHffkAKItRgW+BUoSfg0LU+zSK9hqASGVQ3iHuCou4eIt/+zRQDQQT4J4mEUuRiH94AohgQs5Kjl5BxGJThWl6HH9g9Bgw+jSq/13+YfUDW16EYHC2RUJur8Ip40p/ADTBKhJ7xVIJ9E8BRzNPABGRuGsvBujnMD8HGVNvTKmD30DHL1+tXAEmDER49Pf3Zps/4mEHQJcME7ulfEk6Z3vibiSWu6CASBIRAXkfIC0mki4ofRIozloQRzdViTtWp789QurAJyXkJ6y3RWmleXNuv9IJ8AcR74Kq4wT8tEXZdnmZKJukERT/YBqJPe3u8xV4r95uPav9MVUICLJqgWLIHQEBy6Ci8aOLc7iIABoV7YNwR7ktZvD/eZ2qGO3DOr6335igp1OchFIBqB+3G1MQoouzaGhxPtOedaBEQ8OUGi4e2O3Db9RL76jpBD6F/QmYZVdWAbMGDAK0WKGfjRzjy/vq1AcGUQOhT2taf5W2POfG2pRmNHl1HfutFvSkf6hSJWAb3AauAEYE2kYXIdKALOyCfF1rvDjtKThnEbFofgIIHB4VDA+nFRDB63+eEZk993lQm1mSz8VYaq9jSPAM4lk4cyVcrGJc2B48mufMt7bekoyVIsNVI6CxwHuoGe6USJTNQp329Qju6LIj+ch7zShJRfRP58ufbXKQhPiUPfjq7tvCc0bC4S8mgN8v1aZLxZ7ez+XuwBmahruN5Wnbw50Z6ThiHPJwWP+WzUsg3ZoGadrlAT7Um7azYEhq+WNuij1mO6JVUVkA6MWzLqq1SLTfUBe9fGcHeiPSfBuwVe6Z0ooxHg0um+0t1/7Mht6Sk781tXVrz80xX6h/Fjydn451JK5voiWPcG8GtATRDOOsJRVJED+kU86UzYal6nqwUZA7EpnbUL7cfy91bH1BPPbo+9BULDrWhBXBXPiNsbtfZKjeNO3l5/pSDpLcPwXK33N8fyO//79+wNZ6i7NobnAj4Qm4HNFO276vrLG6KVSkvlfJ8A4QOEiCdPz+r1gTOjTvm5bdEL/0jZsVG/CHT4RPvPzlkPDmTlTX1ByERdDLfhPAp8Q0pnjfApfkwJCi96bbcNOCLis0sBgNcJ64Gmy6PldJWuXKgMqqnJZVnB7VY54BLQR9bROJXHOWNYwANAK5Dx6sRUvWM6mMAO4JcVB8YPvX0k9wJuj7gxAtcx1v75Qfap0SO53a1zQLNhf1kxW5+o3hGpUPcCNbgitYCR6Sae6yrqfSBfpSkUJWPBuAVllgPd10fy2r0W8aS1sz23rUoCGujN4C85/rueH4l5zCeGCw03ZdMhCDQBEXwiylwFqv1gSYDY5DTeEFLTQqsIQcoAbQC2N8D8BeGvAe94BAq46Zq4vgruZDRxU/y4Y1v1u90FJX+p2L2lZ3wZpkq2NvhGuEo7OZntDQRsm51JIdoGMlJZWIKw1KxFLYHf4eokwqcpyHnOFwANIIPedHTcI7S2u8fYtnLEXHa2H8Yc+E9Vsebp7vJNt+AGAqfKHHx0RC6p95HI5fh47AfzXsLN/RbcdJ0F+QiIDcAB4AOQRRAxlwhBICId547VFUpj0QJLg3wZOkatyqnyNZWqe/vLPA7wnT1XvvLNpsDmrRsijbii8rM4VI0t4HwhBaIaV+0ZIFYYNR/SA6wzzpQK5/J2/0GD4pclwWMquVM5+fJsCVzDWxetdSM5e/3WDRFTWk6lCBOhCUircB4N5LeYoy0ga2Pmy/v0C8Y61AL6F9Dv/Egs3lsh3nkpK83BAn/qs3j9MxMYdPhDYVjuyxbsLRzJ3heOmZATcEWnGA4WghGxgNNXQWr4y+rDBEqwBhiCalWil1mWLNDcd4sSPlNhyaQhs+PVVPQ5P1rYckjugf2ZjHPn0vKadfUmNNrYfwG1JgBFCYOQvwIXDTAcUh+5Hy3TYlaVrXPAsQ7PE86aPErKgHMGvNZlxN4cA5FxZ6z2T0znjRLmKhN/tUSJzhGOE+TPrkinx03zwFR4cKX/XEtY3Xqg3646UUaeUDncV6ItZPGl7CCMWfB8nsvvj7OpE5yTgkybwa6jaV5khghM+204GdVQ21TBd31g9eXZexlG1lXwi/kKXy9J0ldtdh8zeH0mh583lBq3TkT/n04/V/wPT5swbmqaVQwAAAAASUVORK5CYII=) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHaElEQVRYhb2Xa2wU1xXHf3dm9uH12Jg1XnsNOI4hxjVQwFSQFyGkFAIhadSmidKojZpUVIQ2adQP/VBF7laq+lKEVFVRglLRh9JEbUAVigi0qUR41+GRIjAECDbG9tpmvSzr2d3Z2Zm5/TBjBcxiUynq+bL3zr0653/+53VXMIXIRDwMNAOz/C8AvaJz6IJ/rgBRwAQM0ZmcSuUNotzGnbBnXLYDK0EsBtEmE3HdP+8AHgBWA60yEQ/+LwDErQ5kIq4BGshG4F4QCwEdcIH9wMdAFOTTIGpADoL4EOgGUoAtOpPWVAC0MoaDQDvQCBggUv7JNRBRIAPSBtaDWEdYXYPpfIDHpu7rVABNJuKu6EzakwEoF4JmoMUHsAzkBpALgflAE2CDaARRB7KagIBocLV/NwVYPkv4ICYN800MABHfEx2Ig2gBYkwT9xb7rG7TlpajipwUXLpyvNDcdlceWoNwZ12r+6n1vKKom6/THfFZVfDCMs5SXnQm87cCMAIyD2IGyAUIuQZdgJIjdCbbHrpMO3UVG7YMli48aNgNdACDRUiOkDJ0PTZTrQY2eKpk2mMLw2em3wdiyEQ8IzqT6XL0pECMgPss07U1TA/CRROkAYuA2WD0FNjXZ8+tADgCjAF7LHafyR8G0iAVIObljIwAq4CVINvwEhefibIMNIB0xy5ZetXxjKe8AlBdGAO3F3Zm4FwJtyuDUqlB1TCcyAnevGiefWl/csFLLeqP1t6j/+Se1kgriKUgdRD9IOJALwgFr2+Uz4GeT8zO2OFsS05zCSugVgoYFVAtOZ+FHRamo/Dybyy2bBsg3BiEqnqxc/+QfG+Wxvbjw07TI2lnE8gR6bqaCGsPYblbQYz6oTCAzK0ADPWcLbTXKS6OBEtCRUxSKETsE/0l6xf5UvqsQ+KCxZvA60AjNnl63AxAv803fr2m6psd7eFXrQtmx+5T+ZF18ytMMxporqoNfAhkAWu8R5QDkD2Rd1ORHI0NAagKQsVV2BuQXeu7Syv4rMTGZXDC3g5oHD11eMyu7TP1WBH9aNJisD4wd8l91VZLfbAamAt0wWd1GsQrkTBAukK88kaS7Xdl0VpCUClVs6+RN8oYLyt/O5n74iLDja5VoK0aMkXoH7WbPjpbWN5SH9yDH/9xBsL+OoY3cLSfP16b7R+21m7rMlZ9bLrRFW2RbZsXRrq/f6BwO/aZN13T7nBK7kxVkjahPgy1rnB3XSmdeQouXM+adt3vXCBSMp3ns58WO5KCP7zyaPQgkPcR6/56Svn6Uv3Qjv3Zo2055/5pSHpMOFihdB8Ydd4Zb0DjMt4HdH8dMXJufqzfqqk23fVe+dAI0qV8vpSVRbNDQ19Zrv/g/Rptx+loYHBXTWD3yrv1Z498r96VifgNd4U/fCJ4A6hVuu6jZtZtVMOiNxhWTM9rcQL4O175uHiTbtJ8kIl4C8hNQMwpyZii0iUU5S2g9/opqfibLHARONdzudTP6XyHc774GB71Sd+w6bOkAeGJnkww7rdjsZhK5du8m344fdrcCDw08a4G4HsztLlNWzZv2H5x43QIRQi+dXDsuS89XrNoXkNoiJsrQANs3yDjLyH/HVHt328jFkR9oZ7oaAm8artBzw2zYF+v/eNlAQjVAjXwTMwNVmec7cCMMo66MhGPyEQ8BsR8r8GrKgvkPuAAQ0WwXIQiuoCuie+DGxIrWkFw+VzIp6DgQO0CmKYqDT6AcRYa8d4F/XihG/coIhPxceVNh8+arUdOGs1zEKkqXTEa2iP//EJz+OJEL9TrN7rDJZHjmZSBOJ+HM9dUs2mZ/mJFSAHkMrxesQnEkyDngEj7IEJAwPNezgHRcujw2A+bk6XluuFG+lJOzfakFXlkif56Yq8hb8nA6RL/eCHFvFkBEobDiasvx34LPAh0gFiK4AnmhiDjwBW72ZvRtAF9IDIgn0Zho7SdnVbJ1S0HKiXoLhhFGStXOerED0A667LDlBz6015jaaPqfnn+HeF6oIM7Q/U0haFKhZyjYzrXQDwF3AdUk3c2gouIMm8Rou7354pmoYC2F4xjeV4bsdk/0dik77WiwgNbjuXvBw67JSfPYAFsvx0bDgjlYQIiBtTIkvscfTkYTIF5BUZzhGq1k38W7P6XyXdOmfyynI1Ju9ugy9Z8hr+msvbiGafyd6OacAjGciFTW6rvqlD5Gr1ZrvSLmro5IQ1ZhBxwEkg7LJBa63t5ZvZN0sKnaq/ZDGS/9XbqidcqhTvddZUKFbaO5IOzrzptTy6xYYYDBwl3X7Wt4jVXqxUoRQeiQRhQZeb4FBP0tvr7ioZAfHi0hHRgKA8DRdh5vtj8VQNCAXBV+HfK1v5oSGudJNikoshK4WZi6l/AMSfTXS4Jb5KfralOfpJ2Vh0ZcWo/KiL/o7JvwOJ9w2S5YkJfEd4uMnB6jFWnBe4JSfaDAj99d8D5HVMwcMu/ZhNlBjS0VPLdANh9Od65DCOra/nVuhr1sT3DzuCow6vHCuyYyuDnLUrMa041/0+jn6v8F+h1KcMq2oSOAAAAAElFTkSuQmCC) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHP0lEQVRYhb2XaWxU1xmGn3Pmzp3r67EZbGNs7FBiNsdqokDDWkpCqChFadQkJWkV5UfVIiWKqv4kiho5I1Ihpa1UNVJpoqpVl1BC04Z0oUmoEFUi7OImUBazQ7zEAwbb45k7y11Pf9xrx2BjQIr6/joz+s753m8573euYBqodCOADphANSgNBEAyMrEADXCAQdGeKU533lTQpnEuI8daRKIBRBJUAKRAmCER1QAiC+wFzt0uAXED52NRNwMyjJzNwEakupeAQRDdQCuIQVCHQLwBHAHKQAB4oj3j3DaBKPIksAioDgmwGtQTpLQ2KgQEClJxcIFhBxwFRf89kNuA3oiEA1iiPeNNR+CaEkSRz4mcm0AujEZVIWnDV6BLMDWoicOIB3MN0AVccTfQ47xL2BceMBwRuXUCwDxQbcBcEF8EdQZECUjRrIXJyHtQDiAp4WwWiiMwU4ehJH5MC2Ka3AQkgAzw+yijenS+d31GxksQGT4MrAO1KGK+BhhGqhbutGFPFrqBxgpISThdIPBB1sEng7Fg8AvJl5YsNmVUOgvU2yB0wubMRa7Koj0TTJUBDUiFm0UDCXkvtncJuETJa2HnKPY5uFyGjiMljtnwdG0Ygfsx9Jd96Y76JqgThD3UDWJedK4BHOXaazuJgAN8BNwJVAc95c+f2J+rqYlR17RA4pxS6Imw/Et0eNsmaG5BUoRDF+DVPEHlqWLX4dGgnLjipJcvq3ph2ULjq8BaULtA5ICrwOBEArGxRfqAxYvrqkaAs7/Yl5010JFfP1/5WlMikD3nfFIu5GMw4sIrRcpqdux5kREP1o4o+WwOBiRv/GVQvdQ94G5vDdSyRALa7jY306xXYQWrCFQjiDuAyhfXVV1KH7BKUzVhANRdyThPLVdKFjzIFKAvgJ9VyO5ZnqhvrRBap+Vt7Trrv/Yr+DHhrSkCWYB+j836XRWb7r/beJKyA/0F6Je4FbI1PiPeBdQB9YS3ZBKBOiBZk5BeresjgJIHVzz48GrQ+a8CWyKSEzEw8YdKNyZLlv9IxUDpcYwR6FcQE8Tt5AIrJmcnk7EjfNqQyAkbZXi4uueJLyUvWUIGB/Pwfh72xbCGHf4whfOpkN1/othvHy7CRQVNwGrFcEcx+PmB0T7gg4mktci5GUWvAbPr5hiLap/SnXP/tnYev+w6Sxrir+x4r9B9C84R7RnuitPx3GxRfuwoRqUZ/u8I2H3aPrO1KzN8jX2kfs2EYpF0bX9bPB9sxBCQ1LYAu0V7Jne9o5vAXJHkjy9Xs2ntIkATFJXpHJubWLjy18O9Ew01QsmFUHhMZQdzuVgiqNE9mdRuOkymgko3On86Wvh+MOTVM0fcR6Ah5yV2rqiITbLVCDu4hrC+hp7S2lhRDWW/n1BAbnvGA+Zj91S2ARcA6bvBoB5TZwl14BrIaGQOEg6OBnIB/LeAdaqcQqhXgX+odOOc2ySQBHU/kseZGVsae2dk4/4PCusALXrkjEMDEO0ZC7De/EplcuOxImaFwrZJUS7B6rov4/GoSje+NkaaMFtOtH/sJnkTNF4HlmLK0OKbdazP+1nCRjeigMcPG8dPOgtPZmMKMQNmrQGqXIILZQ9YTDgnktEePVrrEQkNMFS6Uap0YxJUDXAJV4XDouAjpBzrfnNiFsaFSKUb+d3uoTn5EYfuDNRnoWBDYZnf2TZX7YsGZwqU8enTTPRG2fAIJ+CGaF2jCv43RGBDtQ8nFYd1rWvJfGMsU5MJiPYMex9K7jh91d3el1Pyk2HoMsj9sll/AUQZWApqLrAKAg2kBurvIA6CAsR3QC0IiYqNQnkaFVkYUNAjyJHYynxjL5EEj/tlMhY0x0lbPodH2hv3RHUDeADUehAPUiEkJR+Qh4C3wpqqNBrNaBLcAPqK4ObC+9UNPzgpz/zwYrD4emeTLyYM5wL+XFYc1Are8rN99sqlLYYO6gEQm2iISao0MCQkVBOloA24D1O20KRBtQLfBaXgqg+nA873a97Ll/2fDti8fysExjFkeY+6ZfXw15dWDgHPehfLtqyXGjP0cEpV6XCHUUWCOjxgYBTsIRgoQt6FqkrsXNzbZ8p0y+f07e+ed9X1PqZ8lk9AdQpSmefrnzEuFJ/j41LYcm0mzDNhQRxmj8KpGHQouJCHJQGMgtUJyWaD8qrqZwwz9qZoz0wSIZjmwyRCLgu5v3VYdQ9dtvEcHzuA2v9YoWz1FGGlDyZkjuteflRp9Vdh1IFhF84P+QP7/zn62x0f2jdU05sRAGBPj91TLvpeq4c20wgfxb0Hi14q8LWFHZB14PWcw54S5W/r6IaHfCfA6866P/qoNL2U36wEY0itqOSt+xVrHQVWreg8VVJHFls8/YiBHHDhr5LeIxZfM3W2VMdotRS/OVlmF7f5XXAjZM8X+Jaq5Ltxgdfbr3b1waBTiTcYsGFNU8xTVrCtz1LHcfjeLZ75mUDWh++71P/T6WeK/wF8khbZhxxYGQAAAABJRU5ErkJggg==) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur259560 1.6s linear infinite forwards;
}
