@keyframes rwdcur72844 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQElEQVRYheVWbUxTVxh+zr23LaWFtgIqwwhTEWGgiCxZMubcDxd1KCIiCCaMCSoLi4pDl2mcn+g0iz+moFM2dVGmsOFcpHHARIOLTtEZI2w4RflGhNLyUeilffdn3lkrUsA/y55/JznPx33P+55zgf8yStacoZFqcMMlRpVF0q2QRuR+njOiEMMKsPJCDGmJhyizQZTZsPC3lGGHGHIAg38O+bXEgyMVfJs9MaFWB3fOG2m3vhlWiCEF+PhMJu3b9RgPfC5jtEKGpevj2e0ZHei31cJAv2PDxSNDDsGc3ZhdvoYgs2LKqdnQtvMIO/qexE2+mkFv6yMwvYqwZ8stnAjc5rSuUxsPFuymqT9Pgj7qGkRewO45Ox14mRVfExGhVfUQb+QHIW1zvFPaTh3BqsWfsJqANvDkCk5QoHJhgV2p11bspdSNrhD6ecg5rdPmgwY4eXq/ZJS4biVLyJ4CLYkoTaqx2+fdoMT3qw0wKqtxOCBDMt9ZXDhoTwwY4MqNLFJV+SB/+79zPrkojoVcCobVZk8jHpCJPHKmZUnmm3/NI2WjGRfXnnthiOcGOLYvh9oMKrhH1ILCe1GRdFYSeRjYDYG3r3DQ9QAYvXqk9bo/j1HCbg41M604tq4esS2fDRjC4awa3syjC7FNCCsbj5tLOmASRUz1t6L1khadHiJMnla8Us0jekOyxM0qO0C+d9SomSGDopMw6aYKJbH3AU4DYjxiDo3D+dg27AmNc/Czq8CVwytIv9wMnwlm1E7XIDEhhc3O80B9NY8eXQfY2F6Mq5ah6TXBTmRcpQcapwqYeJPQq+7C7Znt8GpS44Dvcqbp1kLTZEWzXyd2XCpzqISU6GTWZtJqLDByHvDWdmPW0i1Od/JgSGrdQxbOhH5BiR7BhHOqzyVtBgCViwqp3bMTohJwMygQftyxVCPF1qvfkXcZ4fF0wKXDhowliQz45wiCfohmZjcBve4KdI1V46dd3474mX0ahXsLSd1O8DPI4dbUL5kDzzRh8aaPSFRpIJfbYFbpMH9VJss/dIJcTTz61QzaxjF4EF4HbZ0GUekLJG52WR5pqgQ0h/XBTz8adRH1sAk8MmYlsfT6nSTKBPTJusFbxyLX60M7T7smnL3jS9Zkex1dikCMvxyMI9kFNE2vRr87weYCtAY0w+eOEkY/+y/UVcnRHqqA3w0Z7i1ogIJcwXgef805TVpLEN76Kgg8kzuYOwQAgOUbo5hg0aFnlAIeLgKuLxJhU1sQnRzHFi+LZ3UTeXjfsdpxjCFW+FZYEZMWx9aHJTP3exwMPo+Qt5eDvMeC4Ls25Oo2PbevnnsRRWZEsr4x9wHGYLMIiE5Mksgak4DHwfZa/qVeaAmxSOvEVUvYgm0TYdYZYdTVIvR41IBNPeBVPOvTFDahXIFlKQslcu7RQtKYXOD6iLfb2xzYDq6fQ/EuvdS84Uej2KtFSnzhk/nCiXrhYzQtd45ELtpfQuGlMvRN7oT4LKsb4JmAysg23JubL4VIXZEw6Dg7Ne/5W4tptIsMDX5dMJoJae/Pd+BVLzpL57dzsHGAV3kfElJjnNJ2+sLR7ygji78ZLZ0iaIwbVs5/R+Iev/4jieQFi9wAi4sFqwOiX87/wNOYu2kWE/s5RJRw8LxmRcEv5wkATu3TE0AIPdiFkDzVkMyBIVTgCQ7vL6JRvjIolDZ03bWhR9kH9RQLTGotUoLfHbLekH/LU9Pnsdo+OVpFF0y+bcP4Jg2svGpY5sAwKvAE+cUXSfcHUMu68UH6vJf+eDmF8m2lL/XR+n/ib8L7/aDPj8IcAAAAAElFTkSuQmCC) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVRYhe2XeVCUZRzHP8/eu7KgyKF4QWhqq4yWoY6hOYRHgqmUTol3SuZ9jE15NI5W6qTNaOqYhnjmkUeiohKDV2KjpFMW5ojcKuhyCMji7r5P/73OhhogM00z/f57Zn7f4/m+z/sc8F+uoUfOy39NvPhEN2lPtcnxGy4+lwnRENCI83tk03tBKIqJewGlSJ0Px3v3ahCXpr6AD04kS7MbYrNP8ikfE1ToS9sshZMJsxqURL0MlJ17Ufb/7SpGvUJq236ExKaK6tYOHP4G7jlasXLFwXqbqHNsc84kSlNJS7wdZdz2tbBuYIyKXbN2t2xvus7e4FG4tYI9kS/VmbdOCWzctV4avGrwKasg1rTVQxxg7sz3RIGzHXq3ZPDFCyxOSK1zEnUyMHX0NNH7zD0e2B5wyBXH9k1rPQTOrp8va/Te6PWC+77NWDYxsnES+OKHRFVo2NxFIuiGBtMjSbWpiUdfmmU4uSGhDM48xrypsar4ltXf/mMSTzVwYccU6fuwnO83rFBJpseNF6UtDbzw6KZHb1/3QfxKyxgxY4EqvijxsrRWKrybVvhME080sOKnZfJ8aAdallfhaqojOXGxStI3N4OLwf08+q80jUAoWnW8c+1maaSK45EDaH/jLvE7859qota32v3dUqmzmynorMWqWHBqJSFZRRSbgkC4ue/VjpCK3xkx5vFsV+07K0MfZHCleX/6FB0iueNoWhTe5qHBwljNErZXLqdT3lXilrxfS88jgf17l8pQbhHYIp+e9ptMjpoq/Aoc5LYJxmUyUKMLoHPFFfKs3TxImpcXkunXB5s9nbQOoxlyYxeWmgcsHxku1uvWUxDUmiNRwxieZq+VhOpo0+H5Et9KzPkdcTZzMunNBQ3aWp9Uq1cnydxgG1G3tnEgJJ7Et4NUbg1AwuloacgKQS8lwmloVHGAefNihMnpwBb6M4rWhD3VpiahCtlTbTK1eBzhxhNkVMUQO2ZOo5mYceSOLG9txJjj5k57M0fDvFRuD5EDO1ZKv5Iy7H7+GMoh+sO5Yk/iDulu40CbbUbXxIHe5US43AydMF3FbtyXJr0q7mL3aYdO+5CwklOcNY5lUVwXsfBEpgzMyeZa13AMRZV8PSLYQ7PWLI+lfCQVjQ6l0g93lRmrw47baMSrpphsvwhaVPxBvr47E0cOULEHtmyWBQFhhJakc9PaC0WrUOrrT+DNLMzuUgI0t3DgzTuTZjz7LwAYErVSWK5p0JcIuhv388jcFKfLymsTV4kxQ2PEXW0YwTWXPTCKRkO7kgyix88Ws2N7CXNVNT0zk8jvaiPTFsGpl6c8UfyJBgAiZy0Tzoe+/Jo3Aa2fQsy4eBXc3J1PkdLZo7/GFEhum97qeOroSOFy6ehwPYNX01NZ193/qevpqVvxW9PGimZdihkU9dj5wb2HpKvKgv5vKKfLTFjWYdamX3t8dkybKaz3qxg1b9wzF3OdV/qPKYnSkJ2DFIKiwJ6MHDpIxSakX5Tef+ZRafTGqTEyeVT/xr0PnDu5Sbov5eMy+FLh/4qHOMDE3r2EvqoaxWTB0SmAo59/07j3gYiB8ULrHYy7qAJ3jSBt+2oPgW0pl2RJq068Lpdj+KWE6E+mNG4CAG9MHyNExw7oULBwn6SvdkuArANR0pqZg/DWc656IfETIuq1gdV7t0v6bKsMaJNDoaUfGh8NjvxHuCwmaG8hrkePevPV+1oes3CC0FOKs1RSlmMm3LqG1kWnGyQODXyYAKQkn5Ruo56iPC/GjQ9v1MOrzrXxy+d7lv1fAH8Bj9kFVYF1GU8AAAAASUVORK5CYII=) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYhe2XeVCUZRzHP8/CXri7IAooHoFHHpR5ok5D5IGpiXmMOh6BqUUKWh5ZeWQeqc2kjVfkQamg6XgWCHgwmHelkVMqjXi14MG14K7C7rL79N/r7IgGyEzTTL//npnn+/t83+/7zHPAf7mGzjol/zV4ZmFnmVYSJidNPPdMJkRdRCOST0m/XDduu46iJnbkQzXpn/SqUy9VbQXvrs6UelyM7HqYCfEfE1ygo6XFzd7D79UpiVoZOFj2vOzjm4PWqCYrN5L+oVmiormdSpOGyqJmJK3cX2sTNY5tZsaPUne5EpOujNvCj3XTXlO0iat3yqA2uew7MwaXEOxa0bHGfWuUwIYdW6QmUIuv28pLUd96wAGmzhonis3PoRaSQaYDLFqYVeMkamQgfvwU0fvPY9yPbMHvpyezfftaD8CJ7DnS4TCh1ghsmvYsXtqvfhJYsfd7BTRs3AIRfOkqOpeDCunrMe/0ieHk2VszqP0h4mePVOBJqzb8YxJPNHDozDvSx5nP3t0rlSYJb00QlsCmtAzO9Zjb9ZX9NPYqY8TYuQp82YLz0uAqZuzsgqeaqNbA0tPb5SUGEKorxyK92Z+xUGkSbsjkfEFfj/mXrkYgXF7KOGXjWumlfUC6bSLdfO4yPc78RBOPGVjz3WLZ7uZdvCocFBhCcAaGoEXF5uSNcmPKV/JKXiStTDkemqpyf9q3+ZUFS36TGemL5M/FA8FL0kJ1jxffnE9QwD1SViyp1oSHgcQ9i2VIq+u4m5sJ1Z1katQ4YSz+C7PogkpnRDgCCW2eQ1FRZ48mwX4FXLnxMmGtz5J9cTyvd9uBr899ln0aLtI3bSDP1pwfLNMYHl/ymAnln310cI4s87fRydwOW0OYO3hmnbbW6mr7qlR5Pj+MqPBt7DsWx9akYKW3CiD2+BDZrqApainRuzX1CgeImR0tfNSV+PT8CbdbR1pJmJKEAkorCZN3s2IJDc+k8EI0Y0fWn4np79+R5X5atAUu7jTSk7bSoPT2gCTv+1y2bFBG/sMAfF0wZNQssStlq7Q29cZ4qxJMoFc7EW4XQ4cnKNpNidnSqLlNoTUUL5+HdGx/hIsnYpi54AUxf/kV2dZwgzOF4WisNtavCfFgPvaVa45+KN0qb3xtjTG49PgZS7C7tBgMheQXRNDI/zJF5i7EThqgaPft3CzzSzvROuQs1/J64VK5sbgCCFFfQ6O1YGxyHWeFiVGjpz/GqzbmrNSF0i4aoQlL5eHlEQiHN9HD4wTA7uQM6d8sh6i+8xTtnp1JUq2zM2zENAGQlJglgwIvctI8CpddYFdpWfdBQLWsajeiftFLhbNUzYMjQyjTuBU4gLGhGZu5g6fAHcStkt7KcPLUfqKq0psOhgv00O9+IvyJBgDeiIkXVR0kMVGPYjuwe6+sKgdUVR5zhVNPp1YHWZv8x6OzY/wMobfdYMyM2U9dzDVe6fuPbZWNVTeRUnCvpCejRw9UtN8cPCdN5bk4ZBOcTi2xb/ep3/tAxsmNssEdM1UOf6zWLh5wgEnDegm1eIDT7cN9/0DStiyv3/vAoIg44aVpiKvUirBDdtYqD8C2lF+kzdWdZq8uI6i4lCFT5tVvAgD9xyQI0bgtUIHaUEzq119KgKPXoqSx9CxOjRrryfmMjouo1QZW690udf1nMqCHA4s5ErtWhbbIgUOjw+rvw4TB3Wvdr9bX8uiE+cKttqC2SPR39ehfXY2v6Xid4FDHhwnA0cMZ0iW0cNvAwInh9Xp41bgyv3i2Z9n/BfA3UXkIeMT/hFoAAAAASUVORK5CYII=) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRUlEQVRYheVWa1BUZRh+vrNn2V1Ydlku7QIViCChEEjUTJNj2NSMMqCiJIhMjIYoM5aKYo6WeSGlnAYzw0sxeUlJQdGxoMISHWo0xbyMMELqACJrS6wuyyK7h/P2J4+uiCzIn6bn39l5n8u+5/2+9wD/ZZQfW0RPqsENlZiYV03NF6JQVPzxE4UYUoDpG4+TTEuwO+QQHXJMzfp9yCEGHWCzOYymCO3wEAnPBBvhFdIMDXH4IOfCkEIMKsDS9YepffsG/GozQK5XIC1tGTNdegGCXkQjCOveOzHoEMzVwkVHaqhXJsfr7vvBeXUgKXanxJ2de5qSYiohRNfjyKbV2Pt1hMu6LhUWfFNGISE/ofbMFLAeGQqWTezDW5NXS0SE61YPTIouRVrOKpe0XXoFyzNSmPl6OFRE4EQe39ZNdWr14rxaCp27EnJegKqXc9l8wABbDpRIRvNmLWGjEoog0xNaTmc61fkbWtF8cCFucCps+zJcMi/+qGrAmeg3wPpzxyhA0YCi0nWSSPqoCjbacBKcIDrVEsmgkDuwdX20ZF646jdyU5lw9MTix4Z4ZICtuwrJw2xHiyYKPeo4lNdmSiKWpggwucypPjbiLMw2P+n5wyVXSJ9egIbrL6Nq1xK8mXGr3xD8wz/saX2Fbh8n6P13wHo+BQ5rJ1q1qdhzOIKETh/YrCp4aa84cc5cfhWhI8+hMP8UuSk6ERh2BFVFn8FD5OCuFJE9azNeCjhPeZ/E9JkNpw5kn1pJ9sq3YQnUwadlLLLSM5j2tRLIWm7AYlPjrrsBHgENcLSNcRIJMdTBcvN5+I38Ax131ai/OB4G7zZ88kUQ89d2QdC2ockYjNL8k306ISXK37eKrF4y+NzxRJc/j9Xx77o8yQMhc46J7HIOgoWHTeTx/X4PSZsBQFndNLJ2+AIOFRSeZsyM2z1s5vewac1p0gdUw2waCzflbWTlzmDAv68gZfQhxnd7QnFXA7XVgN1HNzzxmn0Qh8o3kkrdAT7IDJXnLckceOgmXF71DqkdWvS4idB065CXlMf2lm4nzt0CJqih97qJ5pY46DQtmDx5gcTdXlRN3tp6tBpjMXpEJeqaxwEij0W58WzBihvksMnRw+RQWXqxtdjPydNpCAve+JxFGVUIswYg4tmLKCsuIlV0JUjQgIlKGE3hcDdchv12sNM/9NXVo6sjBv7B53D+2mSoFQQZk2HfnxMphLMj8cUdkBHrY94nAABMmbOS6Xg7lDZv8D5KiLXTIIhKpCbPZjNTMhjf8hw4/8tOnI47UdAE1SJ1eg5btjSWaTRXYaJAtJdsBNxsEMY0oniT7pFz9ciLKCkxl13r0YOBge+1463kTInMe/2N3vZIp/rQUT/DfCtKep4xaz4bO34tjN06tIo6JMf0P9T9XsXZ8SuYfEQNpmZkSeTy4n2k0FigdP/LuQNtkZBxAiqq7g9vctxOFjmiAp+uDnzsiXrsMkqILpbIxyq3kCyuEtaeUMDxMM0CuYyh8UoiSq5Our875mYPeJxdOu9VB9cQ76tEV2so6I6ApJzUPrzyhmlk/nEdSOTg5VeD6elzXdJ2+cKp/iGfuu1hcBgd8KRATJg3QeLu2X2WfB0Ek90NNrsS8xeGD8/3wIOIn/g+4+wCaNx36PU7jqNlvxAAVB4oJALAYrbh6aiSQZkDg+jAPVR8tYXkulA4FDxYVyN6urSwPxUC0ahGWlbkoPUG/VmekLWAuTXL4W6SQwi7BG1QE6hTNiRzYAgduIfq0hPEvC+iq4khYc6CYV9eLqGqZu2wLq3/J/4BjxABbToQlm4AAAAASUVORK5CYII=) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSUlEQVRYhd1We1DUVRT+7i77XnYBlVUWFLKRp/EwR3yMYPlgDE1SsTTFUbQxkQkREIcSNaNQEFLTysbUUBEl1LLJ1BQVcIBUGATGB4K8dleWx+KysLu/2z/N0obALjrT1PnvzpzvfN+cc88D+C9b4LtX6YvGYA0VGLH8MhUICUJDC15IxJAERD5zoW9FXoBUTxDi1YmEpglDFkGsBSzfcY3KG3jo1FM0C7vBaefAX8RHhZKLI2fGWx3PqgxEJV2gfFsbBLyXA/mWZJzeG0zm+TajYedyzPRRYv3SMqszYbHizFsRVEx5+KM4AqzHPdibNsOEzYwtpCUtXIwTUmi3RCHFucjiuBY5bs7Kp9LaZhiNbDA2BJ8kvtMHF7e2jPp4FkNd648mlQipWe4WxbaoBJ8vm06048fAa0YhRjgqEff1TbNUf7r1F9rB1oPINJCPfmwx+aAC9nx3zES0Y94kcrcxDHqnWgxrU5n5OUifIdDrBsCwEL6xNzs7V9YP+if6FXA4J4Uybs7YfSXfFGRb+FTCrfMEnxGZ+fa0ywGNL1a8H20iP/zxLao2GvF93N0BRTxXQFrWAVo9LRdChRJSZQkyinqHTbtmGOwDL5r56xgWOJ6lpvf+rYW0vGkEJkVmgCFsHLu5oV8RfWoVU3ycjmrhQ9LBgHDug+F1AWCBtvuBy+jAiGvQ8cgfm2JCTNjsnExaezsIo8bfROudYEgd60HGloL/xBuqWjc8bBwJ6NlIzxnWh88sA6cLoql9Sw+cGurQKufhg7BEwti+Cb5ODJG2C8bhFXhW54fhY8vMgjx9OBFjAm7g6b1pcJiVBUOLCzSlcxC+4W1iLzDCiQ9M3ZCCb1ap+y/H9rMJNF7hT789epBGt7q/8JL5u/0QV0M/ezCbfhnRSvOubDaLTQAgJieGMiw+AvUyVAoZbJ+/0eqROpilrlLTqnY2eHoChYaD3N8FBPirBHsW7yEK+zYU81XoFGux/8TBl5qBlOg66u5VAkcBxTSPRyZy4B+fMLsoimrrPdA44Ue8em0RlqxcR46ey6AQq8F0jATRyQG7avCbvbBkZagJe/LQPqrtfB2S0SVQVQaBQwm4dvVYERVCsm6tp8a8TSiJD4Fv0lWs3j/KjLNPqk+dOUCJrBoapQckWgOaZCI4djDgtkmh9SwA68FMcGSVWDQn1oQ9/lU+5TmXQV05A1Lv34D7k9EjKEXVg7mwNfCh6CaYLm/AgqSAgbsAAMIXriPVPXZQi9phkAAOTCN0TlUIW72ILJuSTowupdA3v2aG4cgr0VUzFWsSvEl46EekTc8DVwr4TP4Zru6X8YpE+1zy5woAgKQ3kom9YxWE3YDQtgURk3eZwKJ2N8C1wMy/q8kXNgGnTO+18X6komoOhAoXaBQTEfWFW7+fut9RvNr/MGFxGIRNSTeB8y7tpkw3G6L7Hma+Ykk9eOULcfbI+d6xvW0sqWjwR2TyuAE7asBlFLqgd7bn5SdTrUEOIqsFd7TCzM844iEYngbd8nJkpN8ziUjc6TJoO1u0ji+c20c5Xe5wMDQANj0ImR1tFnjxrATSZiMGWyGDS+AhpKVVW9zGFgmYOz+K2OgN0KtsIe6yxaXsy2YEybVB1NWgA6/bG7zyJYiNtfwesGrixSv8afD5OBC5FIIaNoI/DCGnT92gsjY+1IQHFYDINdYdplYdpamy24RtR2C48wTZS6ORm5lKJTobFM5KBHyOWk0ODOEsB4BLJ3+iAhUfOmceOtmAXasEQRG+L31/DGgblX70110n6MXcope6N6yy62eu/3vk/xv7E4q4CFuYvDsPAAAAAElFTkSuQmCC) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQElEQVRYhd2XeUyUVxTFf4+ZbzZgcAQEUakLtiotamtcQl2ooq2yqMQVVLRR6kJdY1PXWK1VUzV1SWOsdcWlLohYcK1r1aZSm9TWJS7FcWGVHWYYZl7/+9KJS4GSmPb+95J77jnvfPe77z34L0dyzEX5yshj8zrJ/oWhckvilX8lQtQHNHTCRfkWLowuA5fy7XhKhT0Z3etVy6OugBkfHZNGvZMWcce5s/hTIoMMhAe7+Oz49Ho5UScBvYpfl50jrqE3KxSc7s03rU6L36rs5Nl0+OY349CKfXUWUWvbZq46J5sW2dCYi3nwuBFfrR+gYlPW7Jb5ITcp2zeCGqdgyd4Ota5bKwc2pqRIXaAXPj5l3Ijb6kYOED9rtPC2tkCnSFr3TmXnwtO1dqJWAqbGx4sO5kyymwTT9siHbNqxzo1g0/k5UlfdCKEIdJXtGLO0b8M48MWGNJVo3OAFIsh2G4NSDQ4ftzz/M0PIy25DwAffM2p2nEq+Zf3qf3TihQIWX5okTb7FbD6wQi0ybUqCKHI1xR580y33z16HsPgVM27oXJU8bcFV6WUuZ82oRy8V8VwBSy/8KD1tiXh6PqKkRmF15kK1iLnjMcqvvOeWr7/WE53QqOtdO9dJu76C7B8SCQ3JIT3J+kIRz3yrJXuWy+YaLcU+72DycCGlBuk8h7YgGKdwQW4Qjla/M/1vu9276rysaJOF8VoEpeGp1GTG4xf4mJpKExfGLmLgjmWUBWeQMGnRM3xuDizZv1RWtL7FnQArhV4HmBwZKZzFv6Kp6oFWMWOqtFDT/hrmB53cikhLNoYb4VSHXkZ3Jh5lUArCVErCsq4iYuNGCh4258mpKawdUviME6qiOYfXyfLGRt6w2nFY/Jg7cGS9RuvzIn11qrRld6QycjuGg0mM2Bak1vYAiDo7T4YWOZDShsElGpQcIHr2EKEx2Lgc+hMal4H+haGqEypR/8JQ2e/0OG53PcbbWdFMiZvZYCJSk5/IeyV6QvROfnliZMlRL7W2G8nagyulr18xJYX++OtgZNQssWfvNlnuH4B3ziOq9KBRHHgIJwkx01Ts4a/PyCr9PYyl7anQVvI07ATtz4+l34I3xa75N2SjgPvkXO+Kj66cYRtaunE+s8tPTi6TWg8DfuV6fJwKLu9CpFOPzSsP3/s9KQ/8gwBrZ2In9Fex3x3cLLUPwyhtcxnLne7YXS4qi/xpHHCXCn0BRYHZGG1mxg9LfvlfALAycoFoRwl+ipNLnfejrW6Et8Ob5HdXidFjokVQThh5La+6YaTLg4rXskiMmiFiZ3QXRmMVSrd0cq2hVN3qgzgx6bnkzxUAMKbvUmF2KERnRVGm0zEyOkkFl/ta8bO2dsv3tAegz+6hrqMn9xVKjRZL2yw8w/Yxeb3/C/vphaM4NnaquNdEkhw5UQWn7t8njTWA4nDLNTqMlIUdZve662p3Dx/8sXBq7jNi7OyXNnOtO33bqR1S6O6BFFhyuxEz/H0Vu+vbK9JgvIneHoiHQ8+giRENex/YemGTtDizMdU0xre4oxs5QMKE7kJrqsDDZSLX1oQjR5c37H1gfM8kYdBY0DnLENV2Us64H7MZ23+W3k+7kNZnGSG6p8REzWtYBwAG9JsmNKItKFBqKiD94FoJMPFupLSJy9iEQvyF+fRK6lmnAVbnaZd+6HOZ36yaltZwbFod2qeFGHT+PMHEiIQuda5X52t59ND5olQpQhaV4JsvSeuzmdzmZ+tFDvV8mACcPJkpXU49lhw9XRPDG/TwqnVc+TLj1b0N/zfxFx9i+V4yhYTvAAAAAElFTkSuQmCC) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFP0lEQVRYhe2XbVCUVRTH/3f3eZbdZYEFQVBBUhJZ1BrtC1oo+BIamg6+kIKArzio2GhqTpIhNQkzEoOIYKWBaY5jioiQY4pJjYYlONkoaAyKhixvsizsLvs8e/rk0g6Cu+iXZjrf7tx7zv/3nHvPufcB/sv2U2gpvWgMyWAdF1WXUX38r6gIv/BCEIMCKNq5j8ZVaTHihh+gZLi8IXfQEA4DFMX+Rs6NoyC6yNAU1AGmILT4tOBoes6gIBwCiL12jmSvVAHKbph5CWKStzDIga5hLigPHY5bCQcchrAb4MjeXAqo14Pp/CCafZE+P5oBwFvfzmIdTIElxe0QTb64uCvFIQi7AI5lHiTWFAKvJx04uroLs/OmsH/PJ69cx3TD2mHyasLvGn/cXZVvN4RdAMs2r2XMqwbeze5YXNaJspQzNgLrrhRTQK0/5BYlOl0UGPN1IusvlkMAeZ9XWIViti5lUvMQ/KkRUBuks1kXeb0GHCcidb0aaZExVvEb27Y9NxP9AgS33CaVrA2FWSetQaJ2T2dBNzXQqXibtTX+HvjL34jvNe9YxX/I3EMA8PC9UwNCPBNgf/YJSjxdiarxHH6ZqMCRnF6Ie5oGjG0w26wPrRoCnXuPdZxxMp/G3h4DuRCIyrB6ZBVm9QvRZ68+TPuZ/Dzuo6N9DLy87oMXlCgJZ1ha3g6BA4gIotSCmDVxVt8ThXkkNwhwbVegdrgZ066PQtH0Grx9qxlZc19D+hcGtPlVI/izzD56NhlYUn2R2KQnqAj1AudTjzWJixlxEkRfEqB1Bv725NCtMkPgbRMn6XaGRXSFQaFHQLMTzoU2YKSOx8SUNLYnVwQT1XDTjod2WUGfTFiJ0r/LJ4HUkCgIPZyAXfNi7T7Jz7OCwmx66OIG3ixAbjQhOS7JGpsBQERGBQ1xEqGCBC4SEXs3hr808ad29dNU6vaUY/RND9RMacTs5R8zKwAAfFKUQVIKADgdOIscO+YvfWkQ2rUlJDHKwRkBrlsKVUm4bQae2uprpSRlBIuEw3DdE6TOiGZZJUfJvU0FN3krmMENf4wg+LV2IT463up7/Pg3pOwSYFaKCKzzxeXgRkxo1CMs6X2Wd/wQSXqMcCMTfLTdmLb1IxvNPl+ZVlJGKrMO3QY1PKV6QAK0qAWYeA6j20wgMgOQYcXC3gydPVZAZjPBiRPRTCK8O50R9EABKclwZ3QdvB8NRd5sOQ5MXjBwFQBAytw5jOgxnNUirgRLQZwWPZwBu8MWsoSoZYwXCSL0Nj41HnLIpRZExqxiCbFrma/uIbbEKyBIBPg+8IR3q/8zxZ8JAACbozaxeo8evN6kh0zqitTwBKuzE2eBQelis35qHQ+C1DqesH07SzvdhcMzBPw4SYBPzuR+z1O/rTgrZAGTcCOx8t3e3n62uICceQtcBdtyJtdm1HjKUJ19xToxbscitvwqITkqbsDDPOBl9EHY1N6DVlpEnRbC4Vd9MNK2E4OMw6AyGnFh7D3cySy3QgTuXPzcSrKr1A5dPk9cRx0q/XwR0ajHvMi+JVr5VTEJKi34VheIaEbI+g12xbbrPbAyLILxTAp3kwEm0YCc0v02e3DwTD4piMeXGnfcHaq3WxywMwNPLff8PhrKa2AwNKBNLsWmGXEsu3Q/SZkSIdpAyIw6TEic41BMhx6lSREbmdpSi1Jfb4iiHuVnL5HaIMEjdw9AWuuwuMMAADBzZhJ7s/UxVIIASAhmrgdOZjPeiF0xqNY96H5/qiSX1LwGolCHWZGrXvrlZZeVX7j0wv+G/9s/vAoHp8Y1LWMAAAAASUVORK5CYII=) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFV0lEQVRYhd1Xe0zTVxT+bsuvLW2pvK1AeAwGFOdkrioMX1gfLGicCwx0yRRm5ntMR+YUWNyDoZtRcXNOHdEpEzedRiZT4kAUtaDSuSmOaUFBWkFtoWB5tfTur/1MV5C2MzHb+e8m5zvfd86959x7gf+y5W3ZTp8aecG+bDpDfZXm7Vv/r0QQZ0BVc6upEY0wB7RCfI8Bp8MNsSdedyoWx1FA9uED1CipQ19cLTLXzkfZ7GZwBBZk/ehcJRwSkHNiPxX1UnBcfOF6LRZX/byIouwZWAQ8JFR4IH/3NodF2C2g+B0VnVQagg6hGM1j1ZiyN4EAQNyedMJz12LL4hgEGgyoTS5wSIRd+3bw0yLaz+2C5wMfXJb3Iicl2QZX/tl66nbXAJM7g8rISKxJSbcrtl0VSF03j5yPCwZlpIi4ZURyrdIqy+/259NDE+Xgd47GMIPRbvIhBRTlHWWJvpqgIJWKRnh0j8CbJWes/CStfXjrhzvoDbqJkZu3s+R5R3cNuR2DCti9/Xt6OVqIpZUVbJA8RTJ54K3H9cBAK191kBQm77sYm5PLkl/Izab3h3mh5vM1jxUxoICCbUdorz4MsqZ7mKzSYertBjbIjWAhotU+/0BwwTz0Z1ent+XRsjFhyPi2A8PrWtGSOnh32OxVquoi9dO2Y3hbG3yNXBCLL/ikCeoAMcTdJoRrLLgSbkFW4jwWq/xwLz0XbYHiEsWZ0QzkDY3wb5TigX8jlMEjYGJcIehqx4qFq234rCrw9rqzNKzlLPxud0A5NgxpS5LIOXkX+HCDTGPAsy19UEVRyG8IrILUhHdC8SuDCjmDhCoG10Z4wRCpxbisT8iMKw143qhHSqkr9PNfs6kEqyj9g1+oCxFCwjODT7nIzY5zarQOZI2ZS6lYMw71U+sRdcwf4uNL2dgcAHj/8BHqP74e3t73IBh16YmSA0DQph3kYdTvSEtcBW1kLabX17GV4ADAhqRXSbVsAvhSgqPyhdhRNHT7OGLFhzZRYUME0k5vhY9GhlOhkWyCVplm7CylfhIVHhrGIMhdh0Wp80lR4UHaY+Gj05MDI9OHKEMX/pRI8F7CXBZ7OX8zvShlENvkifOhHJhBEa1twZQVq4lm5QFq4VdDeH8iOH0meBTNs+K0OoT5i2cSyowEX9QPg8iEL479RI+8GAIiuI8ungUROhGu+AxDtLbfKsMLoQGI0UhRHtWPKepbiNfcQVBrG5Yri6kmogkZ6Qug89HbkNtU4G9bdf4k7efywO+nCNfrwOvhY0HyHAIAJUX7qUoqQE78o/vgdOFuWuMtQWZCCgGArw/vofLmVvi2yNDNV0E7XIL4Ze8OyDXgINoSl0ACdRaEtxvRZ/ZgyQFA7SnES7oeK/+r7nwoborY9ZKkNJI1+xWYRCp0uQsGJR9UAABkJk4jnbQZy+dOZ8E/l+yjvVyCXr7JytejB6gK7kRF4Tfs4S0NjSS7JsXghVVrH9tRj72MVs9axoIPHj9Et8rGI7S7DXzqauUX2iHGc6YueLV546PyIlbExskvD9nOdvX7zuIvaU3AKCiab0LAlWJO4iwbXEptFV157To8WoJRML4fm2Om2xXb7oGTpTxOQ3RNEJh56OOakD770TSrKiyjJk4zqr0lSPzDDFmG7YNlMLP7SZYbO4uI3GRoF1KUhMtReWoPBYCpDXWUETbgFq8TPS4ch8gBJ57lHytLaIiuFT4ugRBZ2sFldODow8D0mjHmjZkOx3P4WZ4Tm0jqeDoQrgknLXVYNDIJ3T6/OUUOOPkxAYCT5eVUbNHDhE7ET0t7opeX3ZZzYuPT+xv+b+wvylcLGqumH9wAAAAASUVORK5CYII=) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFS0lEQVRYheVWeVCUZRj/vXuysLCAoMupcsgNamqpmKGIDMmAI6Mj3idWSmY4EJlOuplZHnmQjuaVJqOTmhVSoGghUEDQIggCy33pAC2wsMvufm//NN+0IbCL/NP0/PfNPL/je573eZ8X+C/H/fdm0Rfl4IwUeC5FRomdBHkp4S9kYkQGIjdW0OyaeRA4WoMjtcbmXdkjNkFMBRTEr6SdnkJ0WzrAprsaQjOKTtvxcJY0Iij0isl8JlUg9YyM9klEyLaejZO31yFk21Win2iPo19vxo2WVyG/FWNyJYw2sP3gfZpWEg6dhRlCGgpw94Y7AYA5ocfJm7GpiBI+BEdkhrUJeSaZMKpkP+3fRRmBDp3CcegSihC3ecsAXOEv2+ijtomwF3dhkqMCHoGXjOI2qgJhyTJi9ScPDeYuEOn4eLh/p8FffnXxOGXq+iEiFEWd7kaLD2sg/cB5VmiWTEZerZMjv8UDtS6uBnk8IUGzjRsKaqbg/eWrWPH66vXDtmNQA2/IcinlcpF76A5L8srevSTcKw8CgWGu2LwPPC7BwYR5rPjNzAMUSh2a61YPaeK5Br44fIl2PxOimc9BprkOuUfSWRKVygLlTRMM8h1IOx7Xe7DfN344RAO51bhSEYbypgnYlJw7qIkBvXrwTj4lkl7oJV0o4mvA62dQ2eWEua5FYPQ8tGlt4OXUgLCoBBZ74sI1OtO7FEUVzvAZ3wpLiQqX74Zhtv/vUOkJ5rsVg0fVGON7fYCeQQXCV1XRNrtW3HPvBNGaY8fWGDKNJ0GQazV6+RaQt7vBw6EVRU88DUi87eqRV+KLqd5NePg4AK09NgiZno+o8AQy00cBqiE4VjgHHU2xg7cjMek7Gru9mH760Tc0JLrmhZfMPyMrR0YXLKuhhcVJdMvuHANuAgCyxT9SsaMOXMcuiNVWWLfvdZOv1OGiqjaeju1/Cq05hahbCXOfdAL83YJdNxeSPuig0QuhBXDiVOqoVqBOvo0ShgNGxwGHASsO/OsQLov/gwY4N+Ferj8iQuVIeGsROfh5GuULKKwlvbDXq1CidIKPcwuio1ez2FOp16jv2KcoaXTCPA85WnQSKLvMsHjRFrL27QK6YWkG9ny2DIc+OIMpUz820BxQ6k/2p1G1J4FDLQO+gxriTiu02/aBK9SivtEOM7xqUVYpRWL8Qhabdfc0LVWMQ/CMSmTkeWOyrwJaDYEftwHEhUDYocLpJz7YvXLr0FMAAInJEcSijAcdj4MOKoaCB5Q1SLEpZgnZt30uqWqUwt+7xQAjb3TGzJdqMTloJ9kZF0mklmpklwaiWOWOnHI3UA59rvhzDQBAwp4FJKvSFXxQ6K0IjiXNYMF2tkrkV7gZ5Ae71SOzwIf9DpicSDb4Z+GJZgycbXshnZYy6KEe9Cq+nuJHxCIGyStCWfDpa3co4Wohdak0yK3pEcPLvRm/5p9kD6/7/A/J0nFyBM/aMeREDbmM1sdEsOCj36ZROz1QWOUBQqwN8pS9IvSqgVs5gSjNOMKaGB+8b9hxNmrez36fRs16BKhngDECiriYBQNwBeln6aMePp4xdoh2LIdn8Luj9x7YuCiCaCyVsJYwUIsYXM44b3BPxG4to3opgz7KwM/+qdHigImP0hU7SmlUaCXMOFy0aPsRF7mEPMhJpYp2DYIkFHyhBgEvx5nEadKj9MphP8LjifGbDki9OA1Xfz5H2/QqXPryNdzusDRZHBjBsxwALmRepBqNGSZZCSDg66FQqrBq4ZoRcY146axJKqHRkcWwFPAQOn35qC8vo+LOg5ujurT+n/EXaA4F/PtQENkAAAAASUVORK5CYII=) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72844 1.3333333333333s linear infinite forwards;
}
