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3.2258064516129%,6.3516129032258% {cursor:url(data:image/png;base64,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) 15 18, auto;}
6.4516129032258%,9.5774193548387% {cursor:url(data:image/png;base64,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) 15 18, auto;}
9.6774193548387%,12.803225806452% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.903225806452%,16.029032258065% {cursor:url(data:image/png;base64,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) 15 18, auto;}
16.129032258065%,19.254838709677% {cursor:url(data:image/png;base64,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) 15 18, auto;}
19.354838709677%,22.48064516129% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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32.258064516129%,35.383870967742% {cursor:url(data:image/png;base64,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) 15 18, auto;}
35.483870967742%,38.609677419355% {cursor:url(data:image/png;base64,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) 15 18, auto;}
38.709677419355%,41.835483870968% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/0lEQVRYhe2X21MbyRXGv+4ezYxGI2k0CAQCc5URhTHggPEl681Sqc1DqpKHVN5SlX/F2f9lq/ZtX1LliitJOc7GSxnDGmOWtTFIGAwIWUiD7jPT050HX8oO5sH27ktqv9fT851f306fAX7Wz/p/0d7ekgEAUsr3+o58bGIpbymVnJLWQqwbkglGhcM5rUcGmyX85V+CfPGF+MkAalsLXTxw07oatgmjtmiSfqbLkhSiKhXqBEQ4LPCq4YFruR8dQMolpbUbXJVgNvWRpi4GfDViQg9z4jY92m5waZCHPnG3hfTWE0Pzzrt86IcC1AuuLTmxlIa8ILl6zrV6zN26mbx5o/T7x/v6WGDEY9RDv8Y0i/ksfZqP8qEAihcyJaGmH+mwWtRU12/tzm1tNycBYKP93BgZz+zQQv0M4byo6Fq9trXQFR25Uvxfnw9egUByi/qkq1ZsJTe+XP1zp+5OMgYMn9VgWaRrZaE4yWMJ0DYZkGA2D9y0lLdOTPhUAHmwYpwWO1i5aTAwS/oy5XqKMXwtgeyvOjA1E4EIgAsXDWyvlecaxFQDqiWpj7Suhu1KTjmxFScA8vlbemX79mCTtyfdvaVfOE//M1zbWuiSck0FAJm/pVtWvEtwYgkjSt2q261FQypUE+cvGKhUOFpNgdFxXV25vT/Hox2gLgYIo7YWYt3y4KZxKkDp8T/SiSA0oRMjo5BQf1DHZ6rUL1OiXG7tNi+7uwuTx0FoAoRlKKOxQAmZzqPSuGbpAKEA0zE9E8GD5SamZwyUD+qTe0WR9NWIKZqkXwbMrja09DsB9paWjIgRH9U1tZ/4ZFwcy0siFBsRNHEJxPwlqdPPRVv9VGVqhvhkHE2cr+2VkvFeR9ej6gsTRcNgJoxwmGJzo42pmQjWFw/nAqsD1BNDlJAkUdQuZ+db+wSAleI2FSQpa2SGi3DW60jrzw9p3w9/3f/jQU7MFSvmRK0ZuSiYfelV3JNU7xjqpKBvnC2mY2rWwIOlJobPalDABzdWq8PctClapF9VVFsGJPZquAIAUkpae3o3RgNYvtUdO6orsbW/FWZDR9Wx6StRqJEg3ay0vJ1v6jRklbejA+nNYH170D92xqzZLEDeqGcshGQqjJGsi3sLDYRCBE9WS3OjF7I5dljr4D4XQNt5C4AQIpr5uzHika7dg0b67u3SHwBA0xWY7D605BSiSag9U4OoF+MZ3mplGm2K4U9msXc/D8k9sLABs9MCCHt5Fgx8/VUZrisBwH72/WH3SAdfphDlN6viixXI37ca4DaRtKPvXKrw4J7jWBaxjAjF6qMoZqNPIeoF8OM8wmc+BensAVU78fjGMpRobCPQyXb14VbGd+zBnvMxHk6oqtfw0UE4vHR0Y+JqajEZFY5s1YucyKqUkhJCxGsAB44VDkUp2uKIVY96M5PJxUKu9JuLV018/VUvBnMLSI4MQ+pxSN4CkQK86fNwZvSGnel7xpwjdA50rjcr3G7VZOzoMLArjxuj2Ss9i3Ym9ow5Rwg57WqgB1XGUH2V/DUAbfGqIF6ZhbUdpe70ZKf6N59tVsa2N93+qRkDa/kpzI+/2Odg91uwznM4yj8R0TO9bfVwxyMazRM0ilGDJKMh0iM0Q+nJ9q2A+wp7GZdR8izgsmz2pUsnrmF8/POyz72ioLwEBXnmHGFsLrW4stzA2bEwmjyK3J07kO1jkMQw3LaG4/1EO97bWYRJH0hNrnPpbQYs+DfC/t+Z0rhDxfN7il/donHclZpcD0Rrx/XEBnCm/SbA6/vTbsuColKb6NhhtXpPX0+s+LTbXH2w3JicnjHw3d1fY0gvgppjaDptWNnEOuFeUwSi6lM3Fxd8nwx/0pYbN9RGKGwzGjUCnVs84Kr0ZDGu8v1Idv6t5G/VgdTEfN2tVQtEBmVoMq8clzH1aXrp0fdtzzAZ4raGtXvPARHArfqeFtWLtFkTVJFOXAkXyNALczL6W88cmi+EB2ZzkYHL37Ub/pqVvZZ7FT8VAAASrfh+2+NlotF9wt2yiXp76Fxi8f69BhQFeHhwDpvLCnLflKFpQZ2EyGGAwCG9s813mb+a2GmxEwBkdpZ7nlfwuFeGLvNKtYLpq6nVckWWtjZcBBwotrTV0T+d/zLaFS6RkCxyTzjv14a+rRPvc2pivnD05J+2qqsm4WKXVStnRqc7F5/+cDQxNpda7OthReW4CMLdKg+LOouS+sc0lu/siFhL3Rch12JhbYfVnPhY2niUzaQ20WworFRvQpN5EqX7BNIx97TyR+Q/vSltPV0cDgRiTBGWcKmtUGpKH0mhY4fIoNz2eNnzvEJqYr7wkwBIAJDXKZZ/R58bjWQspscCQWIAoW6tWki04vtkdpZ/TPL3krx+nQKAfPkH9GPpv08OX/JVa37jAAAAAElFTkSuQmCC) 15 18, auto;}
41.935483870968%,45.061290322581% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45.161290322581%,48.287096774194% {cursor:url(data:image/png;base64,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) 15 18, auto;}
48.387096774194%,51.512903225806% {cursor:url(data:image/png;base64,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) 15 18, auto;}
51.612903225806%,54.738709677419% {cursor:url(data:image/png;base64,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) 15 18, auto;}
54.838709677419%,57.964516129032% {cursor:url(data:image/png;base64,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) 15 18, auto;}
58.064516129032%,61.190322580645% {cursor:url(data:image/png;base64,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) 15 18, auto;}
61.290322580645%,64.416129032258% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6klEQVRYhe2W2W9U1x3Hv2e5y9xZPZ4xXgZjbGMbhwJiU0tTiLO0KAp9qAiqWqn/SpU/pepLVRKpbSTSKEJuXKCFmiYKxA7YHszgZTwznrkzc33nbuecvhRSYwo2lfrSfh/P/encz/ntwP/1vy6yF+ONe9MJQ3KezicD0nfc/a8COA+neyOpFzjVcgzSk4w6QkpX+qHHGHVmHwf1qampaK8A/GUG6sFVvUWtQUrNXpPxnHTVMAXvJlBNqmu20qhLqFo73hcVASzvFeCFHmh9M50TVC+YBuuhSuuRW/KQ0KycyOZRXmj0DByMl1lt3aMpekdQUYqcrQepianafwyg1G+pfX/foJGI9VMgpzpsEL48FCa7eVMlrDvXVl6vl93Rk28XfjfSE6xxr7kuLHwVBO6KzeXcwYNT3m4B6LMHjS+mM06xMGma5jCTGJRtclRJ7XCQG+D3l+Tw9JXFy0wFowDw9V/K58JUHpIafTTAoKkbuS7mW3vxwDaA9uKNHj1njhHGhpjko7JFTkoz3Rf2HMCNa5Vzpfnqhal3ktZ3jltgDOg2RfbRHxfOhekcEGEAEkGa5Xb9+h0AVDKdgQ/ygE9GHXIszPZbSxW9/+qv5n+aikVHLl7qwtrjALf+XMf3R27hrZ90QzTdI06pmSOMNiSjDhk4tafy3FYFzKKW8mhW8MQB0Z3D7HT5VHnZPnPm9QSSSYZPfm8jGc7h4nsjYFvdkMRAPG/Wk4PpinJdWyrfVdhbc3kKoGZnuev7KRIi1ZB64q+fFt8Ufli4eKkLxQUfN6dtnDlqY7jAQVQb0rPBSAhovE79DpSQHmeGt6fO9q8Aj4OA57hhQmq6YjHZaYW5KJL47GoTcbqJi+8lEPfXITcWQPOvgST64FRDeE0RUG+LKl05ke+19vj/b3Ngf58PicgiQRjLaK47fjI/AwAjh0ycn/gb4v59gOkgiT4QIwO27xjczQpieadCGLUZJZGkZLBUumm+kgccoacUI56WUAtas35y4mhhkazbhbjjTWo/+DlAGMBMqGYRyq0CkQcpRJB9bbyoPDtDBBkyzJiXjaKx5tItj1G0vFC53emEvPL5nHv58mX5PIBtIWsuzYzp3BpCoMaUNA773ftp8aO5C2YX1w2LmsKLsokeF9kDeQhBUJlbhiLaXO708T8ZGyUpDb5KiHKgpEsN0pKEOJEIPcqVK6hXTA3s7JLbANTDadOO6GRMtwqyQ44S04qJQGUE0ThJp4LWcrN3q1rKEUZ1UaucHbtwAvc/+Tt4vvcmpPCs3P56aihdVu0210QgFUeL+e7Wi7rkjqRtPZjJMa4NS0IszjSTKpWQvkqBUEspkqChHPDzBVq7/eUblIST+cNDYEyhUaqivWGBmbweuMrtNMJo+NLkVaP2GIT689DJgyB0iunRNxZfCAAASv2SovK+haZDtzRiCYkUI8oEJ708YBNSGOOOlrTClaWf9R4b10EooBSUAoiKABmiOFOFvaXdG/thYUbfWIlUXN0BE8VI079J9Z94GornjmNCPpDAB84TpwAoq9JN01WUI6aWVUfta8wvTqYyXAflT59CAEBIQEk4cQN359wj6q6zNjGaXTTczRFpsbWkk9hWqjuG0b8TGTzrCU0vCU9xIkjGrcZ7re48oNS3RlEHzVobn121UVz0AQDzsxvnmiphCV3rKA4X2ur29r9bAACQjpsiiiakZclYRtMTeeOfHyIgaGPhXhMff1hHX7+Gt99NI2ZRxNNGjbouaBQFKpIBhrBta3rpRvRESikEpdumDIkJIwYSVTNSMVDhI3A7uHXDQaspcOHHGbSaAh9faaB3OH379Bt9s6xRgRLSiUTYImTq1QAIIQhKty0SyYz9sNXrVL0sUT5KSwFu33AwNGLg7Lkkbt1wsLoiasfOD1w/UGBrvPwIlIlHiJM6V9R59t5dA6x/+anlS5nignclD2Yqmwvte9c+2jxSthXOv5MCpQR/+LCBeJf11Y9+MXJds6vQ7LYrDbkAg6wIhDXhRcErA8SySZMrzqGrVa1RSe2/MHr961/fLwgRZe5+4cK2pTt+omdmfNIqapXHoDJcRQqLUSRrYdCpAIlSdux7O4bVrpMwLXzXC7ZqREcJKljX25ty8rv7ZgBAEm3xzfdHfjMxQot6bTUi1J+HJe6JSKxEyi123anMZUdOPXdS7ml8t1ancwiNMU61QdImp8PuXn3t4VZv36GuCqtXoQmvJmJiQRJZCX2v4kq1MvCSLXmv+wMay58PmdwcpgHpl2AWCWRGSaQJRxUmWZYqqjmOV7Y1tzQ29u6OmD+rXefAE2UeyhVnf+QKTS5TpZnMohYVMqEYMaVCzWl3VvYdmSrv9r5/AFadgTW4mYUNAAAAAElFTkSuQmCC) 15 18, auto;}
64.516129032258%,67.641935483871% {cursor:url(data:image/png;base64,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) 15 18, auto;}
67.741935483871%,70.867741935484% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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77.41935483871%,80.545161290323% {cursor:url(data:image/png;base64,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) 15 18, auto;}
80.645161290323%,83.770967741935% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5ElEQVRYhe2Xv0sCYRjHv++dP06hH4sQQQ6iQxc0aIsgCA21tjc0ivcHtDj3LyjnVuDeWpAgCLbk0KCg1nBFCLZoYN5ZXYMeRHV376t3tfgsN7wPz/fDc8+P9wUWtrB/NkLr2GuW47S+oc3duqMAvWY5LviFKG3QkTrq0ELYAhjiZMCnaQH05fcKLYQlwFdxdYM6AfA/dKghTAG+i58XGhItwEFWzNNCeGiDGnaUCZmenco91nDsALOIzAQwHo/h9XjBfRDouo6YPkQyEwb8K6bBiDZATVaYADgmbxfMsguebi/iwUAwyr140lo4hkbhRjLNgtrHdfEBYjZBXYCATQbWt/frw9dh52PpreJT2hCziXxNVgC1D+3qGAAmX7WPmqwwi9tmwLCfmShJycwetOoJfKkcavIlxOxhXni8YxKnBrCCMMR9ShtkVWcSB+YowrVICFr1BGsR87ngKkD3vgdfKofu/XxzgQrAqgaSmT00CiVJC8dABnxa8AtRltVtWwNUrTjtgi1px9ku+Is5YArAJG4Em45iFgjmZQS1b35GqLuaHaCFAFo2m5AQAiAA0Q0Aw6zuA2fFZ9Zwzt4HyAy/gKkLbINNARzpgt8g7Hw5bjLXXNuGdn48zwNw+F1gmFsvo0+uvkyGae1ojgAAAABJRU5ErkJggg==) 15 18, auto;}
83.870967741935%,86.996774193548% {cursor:url(data:image/png;base64,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) 15 18, auto;}
87.096774193548%,90.222580645161% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90.322580645161%,93.448387096774% {cursor:url(data:image/png;base64,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) 15 18, auto;}
93.548387096774%,96.674193548387% {cursor:url(data:image/png;base64,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) 15 18, auto;}
96.774193548387%,99.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
}
div.testarea{
animation:rwdcur107966 1.55s linear infinite forwards;
}
