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10.769230769231%,12.207692307692% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.307692307692%,13.746153846154% {cursor:url(data:image/png;base64,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) 16 16, auto;}
13.846153846154%,15.284615384615% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.384615384615%,16.823076923077% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.923076923077%,18.361538461538% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.461538461538%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe1WXVBUZRh+9nB2S9CNNmBWItohA3HUQlBqMZCCRlgVQ0cD0/5Idmx0GmeKaaaNGBq8aCZ+bhhDS61Ih5zKbJkutBSHdHcrcrdVJMZdnLBccI6w/B32nLcLXNq1BfbM7nblc/e9P9/zfN/7vt85wF2EBGI+e+Zco3nTQWtTTteuiFJ9lHdhh31rg/NEkbHFa8tPHCwefy2PSK8h5wsGASC1r7hg9g0qCABWq02G9PsbklerWysAWgQAw5Ny94QwxTkhxPAAxgHgQ63tnV837x/p2PiFs+ihoazZ9mWDFXCZSzsRP69obzeXcxGAAwAsLuXZ/XZbZWb8H/nfOTMOAjIOoKQSTW1NivJjBkDyG8tj9rVfQ2GwPNPYl921rurxnhX+VkoCaA7RpO4pqxNIryHSa8hYfLJdMnm91lTK73yC/npRP8FATJCaX7fq8h7LpkOu0+uPWzPjR5dKFvD+qq7cmy9vE3rKql2AoJS8gR+I+eBJe2NHydE/jxWeOQVQcrCJmiiIqtDIge2proqRCh15S9JacNavJLPUU+YQQmUHsEzVnxbN/j69Toq5kerrDzCGwc1vsGi0prd1c7s8ADDMZ+PH/sdaZww2lTa3Oba97XpK3ZcYThGxCk9WzcpLtesfvvU8QH4+v9PKGT72nigueh7LK8IpgONZS7V5cT3LiInliwbfAmimA4rMwuiBELs+EEjZ9uwPvZM7s0ioTKd23cm/vSLuqDcjXh+NGwo3vZyhDbrkuhSWGQAjG0NhUlXCBs3N8gACIgNRxLiH/r1YkZQYnWTH/w/u2yDFgTVmM/fKVhp+dR0dLejoBij2P2G/bG6ovVL2Xm8EBACgFIDKAdoCULTX4/cQcRMLfgKEsE4AQEsOP33++PIHfls8MPagu8mat/tbp3I0vByz4MAas9n7DJNeQ6bSQ5NTtzGFCDchsY/ed9XvhyQ19nsWwLQtggKIAWSe6yMLr/har7m1AGD3rmf8GNm2GCqG+Pl27ddVnRKJEwyZjpYctbF4zHN6qMm64vwCRXPcMtUZ1Y2xVLHlkq4GkNnmFMCLcPMiI3lWa1f2fl6VsaNAzvQDgCojbntx7jfvvt7nXmsD4ABkfb7xMqkEs4NU5zZ+OZijftPPWn/RaNzbuUQXKENSD+xe+un8OUJ4XpB77jQO84oZx06SgJfSTOWB7J3PVd5+WGTur65mH+H43GmfxWUQqy2PNEvhkYxjhXt8eokUJZpbNZ/kX/i5Xms9dW+UuDai5HcRKv4BE8NrEWpq22oAAAAASUVORK5CYII=) 16 16, auto;}
20%,21.438461538462% {cursor:url(data:image/png;base64,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) 16 16, auto;}
21.538461538462%,22.976923076923% {cursor:url(data:image/png;base64,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) 16 16, auto;}
23.076923076923%,24.515384615385% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24.615384615385%,26.053846153846% {cursor:url(data:image/png;base64,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) 16 16, auto;}
26.153846153846%,27.592307692308% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.692307692308%,29.130769230769% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.230769230769%,30.669230769231% {cursor:url(data:image/png;base64,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) 16 16, auto;}
30.769230769231%,32.207692307692% {cursor:url(data:image/png;base64,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) 16 16, auto;}
32.307692307692%,33.746153846154% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe1XbUxTVxh++rFSaqlsOCZa5QoKspg5q5tIgiK4aqBj2PAtmx0qq/tKZkw2Brot2dyIsqUhMJNNDRMWMFt0WSCjUzM3aeIgLVroQGV2cWxYihMQRnvbvvtByopb8abaZj/2/Lr3Oe/7vM+55+OeA/yPe0TR0kHm0w1nd4YLnJFBLRQjsUn1qoa9B540JvjyPQUf9pGWIcPW+uOB6PK5Bh7beE7zlLzyYM6SNp0vP85G2N0kw5gz4qaXiwpzRH+1paW6LrXjxUBM/SteX9XN9BQcPPmFskXly4fxXdJ42UgKQNOd+S77RDNpGZrclU6vrPg1czZdIVcDVaYV1ioTtt7JOzzC2/2jMPhyrEfoBAA3hYP18J1ca8yApeAdszG3uiagZFDk5xlnKw+t6y6+W6TfL+DySI0Ot/hKYAZ4t4rP4F3v24NhLPP2GlOhcSi2s/7yI6cD0wwYJPpRfWSAtAzZNWWUHz+c5tvKeRXcA+YvnGNZAABRYj1WRg08HoKaM9G06VyjdVsFnc9p7Adovt/Ab1U6RVfevpeDY4OifZeqFzMIkcAlFfJIFhwDPBsAMUDS4OjfBW8qrmku5n38Z09BDXtgbe/ekBu4oP5smLQMkZah7vxaB0ASIDSrAADg8ggnvc+s5wEXAA8ACEJlgM+rs8wTx6f9NrFxsvlq+m7DjciufwS1Zr4v7yvcnRMqU8AdW/GZgSU2HjzG+12kZNlQydOMOa/3j0WWtzqXvgfwbt/vGn6RFTuitm1/iUjLEFu2hmpTTY2+7UGfhNmxVzY/HN4CABDy7XgsqlcZUgPf/x7bMcY+AQAg8HFtlOnklGjKLZXtWXk0IINCeJL3re7T7Vg+uB+geRWKn/frVacufrKho3nWf4Ev2rJeFf/9RuL1MRNvfLDW8vWzCUM1AC32lxcjYdPM+Tp2asxXU0NG+08AiQLpyDQqFda2W6XbpidSQ4bhBkALAJKXr7IeqU9vb9+ZZKsCSFKb2tXo3fFIy5BN8wIBpPSnzeFMSMnFy3TKuaL2qQS+Hblx5dGHe1pf25VkVpck7Ijj88aRF7c8hYmoeXTUKR70zXa6IwFgwp86lzGOlomuzyDCBL9ALmULlYua4vi8cQBAuLAXSrlBVX4h8bj+uu6mwy2HfXITTvQ/9w2A8/7EuZyKDZeGMyYWzvlS4iWsY9vRdHWuvnqdqNQ30E0CD4DuzS3ZSUB2JgA7gFaAx6HMLIiXsepTW06PXC46RD880+zWJNo/Akh0eL3J7ChLIdIyNFJaRBUKa0C3I44gKUDJU5Nvmnvo+URbVV3qpZNZi0f3AMT5nvGfwV8E+XwTKUvgiQAAAABJRU5ErkJggg==) 16 16, auto;}
33.846153846154%,35.284615384615% {cursor:url(data:image/png;base64,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) 16 16, auto;}
35.384615384615%,36.823076923077% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36.923076923077%,38.361538461538% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.461538461538%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,41.438461538462% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.538461538462%,42.976923076923% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.076923076923%,44.515384615385% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.615384615385%,46.053846153846% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.153846153846%,47.592307692308% {cursor:url(data:image/png;base64,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) 16 16, auto;}
47.692307692308%,49.130769230769% {cursor:url(data:image/png;base64,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) 16 16, auto;}
49.230769230769%,50.669230769231% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50.769230769231%,52.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2UlEQVRYhe2Wf0yUdRzH3895HNcdHsgOQqDjPHE1kAnLIwYYP1Z4gGIsxPjh6p/kWkW2Ri0nK7Cmjpw/yjZzhs2ETZIVgVcSNyhnmDMCxNADGwKFTI5gHPfzeT79kYccyHF3O6m2Xn89z+f5PJ/3+/n++Hwf4H/+6zRk1iYOFpd2pIZek3ryPs+d5L6CV3/YFVcvmx0zWMV6Iyu+Nmr0NzlmE98TQ07ZvkYb4kpepGQseHB72fiVZz+qXSzXrRE4pUsfcSXPzPE5C8uf5mjZlDv1HejZpo76NvvdAI8LuMiCIzBq9LtzVR88/aANLAnHnrzwVH9h5fB3m+v2z33m1hrwlOjAgY0KyaehMr/evKXQm0dyyJhUu7lmz+Gky4mLJh9PeXsJLN1j3hRErRj1fgP5d0D4JKVdfTLt+51CnnmhjyQeQIIHIb9H2Z1v3RFPbMmjVJ12odQen5mCrYo/dzVkNo83b/rKWKnsbwIo2JsGTKxgysIFwUZSGG2+jh0yTGwtHCjeTaSWE6nlZNmRQJXKPo03DQDAW3E6Vfnjvz4zO8YHgJej+3Nlfp/PBH14I0gO6coASAgwc045z9nfseabuTEeAIwYxZM0Z0MYWdE0AJu3xAGS3W998QDgSHf44Zahgya7iWFDPmp08YcAxisGvsjQnhp5/vWBH3M/uw5wDj8uzCyHsW+sG3wtVGQI+PDqassra/tsY6aHJvd2yA8CzA3P5UnYX7jPqJAcAwAUt7QVndZF1CyYHhNoyul9rooltZw49SrSZDeOAxTuuQHgXFZji+nFBOrZ9sG47zKbzGny8ZSfNPbdQGo5WUtiKTlk4k33ZYkPkP1aAFDq/bb2vFbMEo9zKEO+sBGPu9ukFH/vDOccSera3ZV/1HAx9/RwtmxiPcBYAKYVYEYX9R0utmb8svVjK6nlxJZE05eq5tsAxZ95uq1HV1BFbVvOTGTKJjfNshgA0Pp7K5ykNwr2svYR1GQ1fO1Mb15PHjL4nI+tow1l61RFerNo6kTvw0cPJXa/n7f6hSgGhEh/SKys8ITmFq1MDzMk7HvipCZi+RXJz3dUNzObaAOASQsrtgAQAoDBJnL6X7jAocC0V3Wi3X4XsbxVxszMJ+Dvq5cCEJTGXCxXBldIAED1SJOiQhn50juXHyuvvn6rKHdVULnevOL3vPPpZR4YcKT+t7W1SSuzUoOE52DhwnDpdlwjwJhsnHamT3DkAwvLtwLAgU5Z/YFO1LtS22Vy5BPF1WmXanfGDFUAJAKASIk5tjWn7o+bRe/R2Y3aDoACvSrqGiS422b/AW0v8BcdGYO6wAKXhAAAAABJRU5ErkJggg==) 16 16, auto;}
52.307692307692%,53.746153846154% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.846153846154%,55.284615384615% {cursor:url(data:image/png;base64,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) 16 16, auto;}
55.384615384615%,56.823076923077% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.923076923077%,58.361538461538% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.461538461538%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,61.438461538462% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjklEQVRYhe2XbUxTZxTH//dyW0ypiuDbRLDgBGOIQ0a0EFxMF7FWxeI0EIxFFKRR52uii7qoYXG6aUJcpjG4TDE4x0uyoLgYX1EIRHBTEJjhA4QoKmopXSty384+mDqK2K31+mFx/0/PPed/z/PLc889yQP8r/+65kdc0zSnb/rC3/dZX8yXF21OHhwLYFjewY9q8Rfgnak1I/9Yjfmw+Z98Pp2ALxIkySlRwAu/C/xqylUQ532XIawj+G76wcLSlHNJg3MDeoCSv9E3nz0+5+YNY/ifWwBSrD+WRD6cHhNcnDN5xL30N1go/ob5dD9ZdURWHT1ZmUerpz45oBQAAOxJuKUfM6xHM2RyXez9o7I1ktwAZNXROdOFXiUB3iQWAFSsxDEgj0QAZA6DYu8MoKAx4uTvT3fI7qCD16OyM64IYBTdLHHcY92nYQ+ih0xGaIXUH+Y01JbMvd6aFfP0a4DUSm6ughzSZVnv6snOFBLGdH/ojnPuRaeT67D3B3ZyDO98/DywDWB4JQEYkOgSQp0SqTQuQTV4QtL4CwsqetwN2GXZSqYIxyolAQBAzQpaLccHD4y5/3XTJxMOvUp8oClH5pSmFUoD8LLK6RTV9qEA7C4hysNs6w+yKQ3gRcR9l9xUY8u2UP8aPV1eVN4LULxS1b9PbjC1pBc0Vxgrv/UKAdBSNSutAWhaICtlArRQiZF8e9mRqy97axMB5NED3N9LRgRQxssU8ovx0q154V/p+sRwFLdtq/i8GovfBqDxWewprSpP3+6IOQ8wdq/mVJ1tg5g349VI7li+mwCa/jYA3vTa8fISI8oDZpBEHACIvhTNinkYV20+XVmWcvEoQMN8ZKIRZ+Zeb7ZlZ1CXZTMdTGwpBgj7Z/2RX20uuVdkqCkHaLS3CnVpP9aSVUdSXjTtn3XH6s3LvR5iHBkX6WNgtgGAA2CqjeG9S9fGfrlruKoeSePZaF762Z5ThdUAacpSrvw0eWR7UkN3XFFuVcJWAHguBtkBQJAnwiFovH7zIQAAgHkB4Lz76aPQnqjhqvqXGcgI0z6KAoAd8W2r0iLXp7JMH3TaxC25VVQKMHXGys+yThhCN3a5xrbv+23KGT8APHXg9qQSc+Te7TPH5oc8cC2Tz3YkFAIAL3G8TBqwTB9ECgIAHgB4OaA78xJ2/pvaPogmRI90WDwHlKwuMtQU1i052VqQ1Oj37ej91l8vw2ryDem+5gAAAABJRU5ErkJggg==) 16 16, auto;}
61.538461538462%,62.976923076923% {cursor:url(data:image/png;base64,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) 16 16, auto;}
63.076923076923%,64.515384615385% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64.615384615385%,66.053846153846% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.153846153846%,67.592307692308% {cursor:url(data:image/png;base64,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) 16 16, auto;}
67.692307692308%,69.130769230769% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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70.769230769231%,72.207692307692% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72.307692307692%,73.746153846154% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.846153846154%,75.284615384615% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYheVWa0xTZxh+Ti1dU6uoONRF9MgI1EumMVy6DR0BRHDIBApTzNR5bQzJ3Exc9mNzU/DSmLD9mMSoZNgYDLtkjllcFuJGCDDBgPNClqKCBGoEYbV4Wk7POe9+bIdUZKXSS7LsSU5y3vd73+d58n1fvrzAfwc0A6AUgNiQSy+dyW+wrLM47m0+SL/lmcVdix+WhVCetD9mXbaTkSX56ywqIYAy5Yqf3tyqmiy7woeaZYtntk/3TLw8/Sziwodfl+O1lyr5gBqIf9FpOLW6tcakv1UFYFYft0jwXB9wrUGnfarVG3F7gVF3NOlz9UQGlGMTyXO5jea0Y1XstEoAQELkieyy65nVES/0FsXNOIkBVwbOdrzfIIK54I3YKWi4J4Ja8FYDAMzYREVK88/v6jamy7FIGqT90PjRr7bwxnCVkGznlV0AqgFmQnJf8MwOOAUV5xkLUgQcbqULYOrtPOoDIeoVU5VicnNe5YhkjCZ+96t0Ib2+G6BZ/vKeSz2nS5zT5u3SEwBKBagQoOStsf2lmVH2AwDN9lccAO4UFdeUvXae/dcCk77j/IMtxTS8I4Nqsi73AjQ/EMI+gnTWTUdGHxppTwzte6W7NBTK8pkopyjco0mGEaFSCM9c0CAaYG5e6s61ONzxEEmLK70nBk3t0adDYcADpJyn4QuXRzzeC9BLwVBoMxz77PeCQ1965jy2mRFsHHXZuDAXgMFgGHBLYTZJgZFxF48k/nG4b8t79GTnGvpubd0NgDTBMDEWow9D2vyrH8zTXIRGaUXWgpJlCiAjpAY4QTMg/zv4OEjAwPgtQULOwqHUX3K+7WnJ/8p5XN9xPJDc6ikjytp1X+/8NP4a60M5+TKkPBfOvGHJIyNLt982mX1qOJRg3d6aX/GoYUOVNXvhn/H+GogNt2lb8suPVqTUrfShnNQ3Ck865We5bv33V/w14A3jbbckkWJ02BAkxaTmvcMJt9O3xd2PmZSrAyu6DE255jt1679pSYrklvztVJpr0rcVv8UOTngk5auaDPzuJLq3+eMhgCY9MXuA0JhrtpKRpd539rujtK4l8sr+5XcTL2bWfpIRNbRAzpn0rav7t213Xy/4whqgS02azqJSkYwsCXuWUlbUg7x/8mrrphIHGVm6Zjjd9HSPFAmIzz8Vjw+Gq+9rPugUtB/2DMc01PbMscgqIqlcALRuKcz1dI/ioW/cfqIgul9XvqrBOC2MD8jo9v/DX9Azby1UzKliAAAAAElFTkSuQmCC) 16 16, auto;}
75.384615384615%,76.823076923077% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.923076923077%,78.361538461538% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.461538461538%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,81.438461538462% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.538461538462%,82.976923076923% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.076923076923%,84.515384615385% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.615384615385%,86.053846153846% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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90.769230769231%,92.207692307692% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92.307692307692%,93.746153846154% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur49809 1.0833333333333s linear infinite forwards;
}
