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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 12 12, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsklEQVRYhe2WsWsTURzHPzlLKb0mkaByfHEIpYqDkwiKo4NUcOhgQcRBnDpUQqcLHUrb0NCbJJZOQgkVHOzqIvifKCIO1yVQ04hIDTmHuytJc7mcyeGiX/jxjsd77/e93+/7fr8H/zoy4YfjOF6SDbZtZ4avGgEBgVMzTbNnDC1Ydz4tvxNnJyzLIpPxfzKXy3F8fNxNMvUI9BEAODw87JtbXV2lVqvl03QOYCRZVK1WqdfrL4HraRM4RagBy7J6ch5atVpNJNKxCQyyfD7vrayseJLuSXomKZeG34EpKJVKmKbZM7e3t8fi4uJ7YBrISbogKX0CW1tbHBwcPF9aWjqdazabNJtNarUay8vLO8AccDMYx0eYgrAgSbIkPd7Y2IhMSblc9iTNS7p65qgp/DoxNSoJAgILkj5KqgzSR6VS8SQlukl/DElzkl5IuiMpt76+HknibAl3HMcLbRznhqRiILIZSa8l7ZTL5VgS3ZHa3t72JE0O8zUofNeAeXyRPchkMk8AY39//77jOH23w7ZtAC8YATg6OgJYGJXAbaAEdIB3nufdAl4BH2zbzqytrQ07l0KhgOu6b4cujIKkaUnX4gTWHe7ujhlW0rE0EEFIgRgtehtYnx5CApubm56kKUmxrTvpFZoDcsAs0IbhDxjDMABuAHfj1kW24wh8BorAl9B5t+Asy+rb0Gg0CAi/SegjGeKalmmaXqFQ8ACvVCp5kp5Kmoy7jiO9buLC3+l0MAyDdrvN7u7uFeAh0ADqruu2UyEQYBY/NZGQVMRP8SPADQh00iQQC/l9ehq/lnyN+ntILsJR4AIzwM9Bzv8D4FzaB0qayWazE61W69dfJyCpAFwEstls9qTVap0M25O2CLvPm5R0Cb+1u67rforakPZz6hvwA/gefF/Gv4rFQRt+A2geI86fSYmfAAAAAElFTkSuQmCC) 12 12, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYheWWPWtjRxSGH3mFP3Q9QnjXivMSgjEpTCCdYbvgbbbYekmaJDidCXbhxrJgC6cx9zYBOb/C9f6B/Qkbb+INgYQtwrEIwRhfy8RCllLcK60sydLVh9PkwMDMcM6cZ2bOnDPwf5dUsxMEQSOJQaFQSA3WGkFigIEt1stNym+6c2JpaenWuFwut/q+71MqlT4Dzu8NoNNpU4IguJfj7wlwl3NJ68AT4Hszq08CYKp94HkeqVT3Jg8ODigWiw3gS+ArIDMJ510AANfX1z0VDw8P2djY2AS+NbPLSQG0pPMV3PUqkj7XsQCCIGhImu0F4Xne/UA0ncXOs5JeSnru+/6wJzFLlCdmR4UAQNK8pFVJK/v7+//tdbRBZCR9Imm1UCgkggiCoNFskwBAkaxL+mJ3d7cvRGccjQ3QBpKT9FTS50PWjJEcSVJXopE0JQlIVriSArQSkaRp4BFRlst3KppZ3cwAKJVKH+zs7OB5XteCncUsMQBQjxtArY9NGsgfHR1tNyd6gQwNYGY14E/gb8D62NSAnzc3N3+sVCosLCyQTieqaT3llqWZVYHqIKPt7e1GsVgEotqRzWaZm5u7pVOtVpGUN7O/RqbrJb7vNxYXFwcG4dbWVkPSd5L6Hs/QZ7e3t5fqjPBarcbp6Sn5fBS7MzMznJ2dAfwaX+2dMs4PZwX4AyDe5RrwNfC7mf2QdJGRo0fSO+DTeFiO+78Ax8OsM3r4RjnjY6KXlAP+IcohZ5LmgWfAb2b2ut8iXT+iIeQcuAIuY4A68Ao4ARaIktnyGOsnF0nfSHohqT2zLkm6808QZ14eTALAOfcTkAUeO+fehmF445y7Am7CMOyqCZI+Ah4652bHuYKWxDUiB8wD0/HOl4HlOB7anad5/1vKjHwCkjLOuQ+dc5UwDOvOuRPgjZlVnHNZooBMAYRh2PpFx7rTwDRwMc4rWIud5IDjOOE0k84l0ZVMARedhmZWljRlZvV/AajVW4yBjPqFAAAAAElFTkSuQmCC) 12 12, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 12 12, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfUlEQVRYheVWvYrbQBD+5BOHjazIuJKnDJcUKcKRKlyTPs/hdxAYF/7Bgq2C2jzBPUPKPEKqEI7jCGEwIWfsbDDGdrwptDrLsmQLWa4ysHh2tTvftzOzngH+dzEiRQih8hzwPM84vquAaAIHh2VZSu9rlIVrJhdarRaU2jpjPB4/6e12u3QP7BFIgkYihEAQBO/KBN8j4DjOzu3j4OeKfSU+mc1mqZs8z8udpIUlnoSO4yjLsvaS8Kwkkq8g61UMBgNFRM/OSiC6aRaJXq+niKiSaewUAkk3Z5E4EI4qwv+JalESO0JEL4fDYSoJ3/fPm5iawAci6vb7/VyeEEKoaJRF4JUeV6PR6CCJtDwqg0CdiF4T0Q0RNfPUDACq2+3mIpAnk+cAFgB+AmgEQXDh+/7RQ7Zt58HPRWADYBnTN51OxxBCpG52XTcXcG4CzAwADGASTtkEsvsCwzBgWVZ5BDSJJTNPmHkJYA1kNzBRMZvP57kIpJbjYyKEUJ7nPc1d14VhbB1imubOvFQCSXAg7B8cx9lZq9Vq5yHgeZ6R5n6lFAzDwGq1gmnumiWi9wDWzPwpee6UJuM5gHsNcA3ABfCVmR8S4JcA2ghf0Edm3sS/n1LR7mN61KQ2k5t04t4CuE2CAwWTMEW+IPTAQ9pHZp6UhLMvRFQlosIXOanRJKIGgLcI4/sZ217gDzP/ymPj1BBETUdF602tN4jot55PmXmRZeDUtqqugb8x8xTbmrFG+EquAdwQUaaBwgT087pCWCkv9fIPAGMA3xGGBdFvVp5cFCUgpfxr23YdYRjvpJQLKSWklEsppbJt+xHAFMAdgBcA3ti2XZFSPsbt/APV+khdtvaSIwAAAABJRU5ErkJggg==) 12 12, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLklEQVRYheWWP2gkdRTHP5tswrJ72QnDbdh8UTlyyxXHIXKFaHOIgoiFEFCrFCmELDapZAohbEizk0a2SioJVhaWFiLXaGlhccVxWKSSlyAiTOKG5TAZi/lNbjbZ/5ur7sEw8/v93u+97+/N+77fg1ddculHGIbxKBuCIMgN15pAHIChj9NbvCm/+asT1Wq1a3x8fJwFSavVuitpxcx+fykAcrkcR0dH1xSd83eBR8D3kh4CZ2b2bBoAM9mB53k9lcIwTP/9E+BH4GvgbeCOpFtTA5DkHx4eEkURcXw9F4MgIAzD2MzOgH/dvjzwtxtPJ5JubW5ujpSAkmb6W5pCUhZUKpXY87y4FytKpVIcBEE8bdiz0vM0q6urtFqt18Mw7JrP5/Ps7+9Tr9dPASTNS/IlFadGkp64Xq/Hkj6UtJidJxMFXvyONyTVJK1IShlVIKkThZGdS/pEUs0ZzUv6WNIDt1boV6S2t7djB6CWATCW5JyTGvCXmZ1IWgI+B06AZ8A94IONjY313d1dANrt9qWBnZ0d9vb2PDM7yUQMmKJsS7onaUnS+5I+lfSNpNvr6+ux7/v92LHYbDavluzJRdJtSV9Iui+p4Ob8RqPRkx2e513mxzgABnF6CbgL/GlmHQAz+6fRaOSusmPIQWZcJMvpeOTNg6RfYlar1a4ISCpLakl6KOktSV9KWkntTIImD6MnmEvOr9ztOU9CzzclvTYpgP/gRbaXSiUqlcowEM/d+zfgZ6ADPJBUmIi7zWYzDoIASChZLpdZXl7ueZH1wgNUHYjO2M63trZiz/O6GNCPmv1sZBNx7EIh6dHa2tovc3NzlMtlzs/PmZ2dvaYXRREHBwefmdkPg+yNBUCSgAvAj6Io3263n/TQKQIC7gAys+8G2Rw3Bz4CfjWzpwN03gNWgMdm9niYwbEAmNm3/dYkvQPcB/4goVsns1YkKWzPEzN2ue8muxsfKLrnKVDLJJtPctgi0NXMTETDPvKTM75IEokzM7twax2SAnTBJNQbV9LL6+rcpD3DNEDmh10+1wl8c859kornLSwstE9PT8976b2cFjuRtFGdYUB/+D+Di1ro+WH2ngAAAABJRU5ErkJggg==) 12 12, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACq0lEQVRYheWXv2/TUBDHPwmGVn11jaL+sI4FBiqQECMDExMrCyNiqdQlCx2qUCF1qIQcDx3a/hP9ExAqHRmYYGklJBgQukQdkKK0VVWsmiG2cRonTtKEha/0FPvee3ff3Lu7d4b/HYX4wff9sJ8NlUqlkL9qCEQEcke07uao7FqXBa7rAlAotP5orVZLkxy5BzoIANTrdRzHaZNVq9XEuIhYwAtgX1V/XIVAMf1ijEmeG40GQRAAUC6X2d7evnuJuAtMX8V4G+IYcF2319mPD3lBaIwJ19fXR06i2G3C9/22d8uy2NraYmNjYzyeSHsgdncsM8aEpVIp+V1dXQ1F5NFYCFw+62q1Gi4sLIRzc3MJGcdxwnK5HIrITIaqSVp1YnJYEh1YWVkJjTFtBBzHCT3PG29gZpDLzQ7f98N4/HMSWXE0MESkKCJPROReLxLxkXQb/RLISsNZ4AGQGeWVSqXgeR6WZSXl2hjTUbr7RQcBVT0C9oH33Tbt7OyYpaWlDrkxJrnM+kXmZaSqBzl75nd3d+8HQXAIcHJykkzatt2xQUSKqnqRpaxrJewGEQmA4vLy8mHacI/1T4G3IpJpK9MDvaCqeJ73bW1tLZHluP0AOO/mgYExYOeUi6G6m17KgyCgVqsxMTHB5uZmrv6rtFeLIjJLK44+qeq5iLwGvgMzwE9VfZen5NowlkWkaNv2c8AGfgONZrN5bNv2DeAr8AG4btv2rWazWe+la+AgjDAF3AG+AAocAajqforkY1o34udeikbe44vIPLAIfIxIXcQpmJUJA9eBPvAQeAYUI+OvgJfAbRHp6BFGTkBV94A3qhqkxGeRrWkRaVs/ns+sFERkCpjnb4d03uKpZzCeI2iDqp4Cv2ilZpy2yffE2AlEKAGntLJnEjiOJ/4A7j88VroBfiYAAAAASUVORK5CYII=) 12 12, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhe2WQUrDQBSGv2gWYoyRbgzPjUgPIK5deAjPULrpOhR6gSxzCU/iATyAFBEdSsFuxkoX1rhoIjVN0mmadKM/hPQNb+Z9/PM6E/jrstIfYRjGJhOCILDWZ1VQArD2SfJO6qprZwd83/8Vj0ajZcjaHVgByBZtsjjAnklSU8WNAYIgMG7SyjJpwiYgCh0Iw3BlrFEnlh1Ii6Rjnuc17sRPseziRVtTAnHA4pw4qApRCLcBRP3Kg2i1WrmOpc9OIMjpGZp0Z8M7oxllIRzHWQEYDAaxiFztBGIZwPf9jRwwOoozskXEjqLoLB2YTqcrSVprRKQRgE/guNPpvJYlzedzgAsRKT0Pcq/jder1em/9fv8nTr8hLMsijmM8z0MpBdAG3oFZlTq5Ktr75dhxnLjb7cYicikih2XrVbrjixpsNpth2za2vTA2iqJ9pdRX7QCJLoBhGoiID9wCE6XUnekilXog0TATT4An4GWTRfa3APglrfXcdd1H4NR13T2ttTaZV+VvWCYfuAZuTCdsswV5GgEPgCpKSHrlHBgqpca1AiQdf78mrQ0cJe9x3VtgomfgI3n/i2/bJApvxpj0QwAAAABJRU5ErkJggg==) 12 12, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMElEQVRYheWXsYrbQBCGPx3C2FZAAbsQQ7iEqwJpQoojXSDP4BfItW5DtjGuvaVfIlWqIy8QyHMcKcLahYvzgcURGymFJdmWZVvSrdPkhwXvspr5mJ3dGcP/Lif9obWOy3yglHJO76qhBCAbvu/vzNOR7Htuy6+bXwiCAADHcWi320wmk21I6xHYAwCYTqd7a1prxuPxJxFpGGP+nBXggPMPwAWwsuWcxOBJKaXo9Xo/gJ/GmMgmQKZ8EhaNsjelig5GYDQa7a0ppUpf18rajoDWOhaRz8Ph8J9FIgPIGz90NEcgmqzfiWZdiINwFSDsazAYxJ7nnYTQWsfpsAogIjf9fv9oJPJ5ZBugKyKvylzXswBsy+abUeolzEsp5Wits7nv+3ieB2yKWVnVAXBTiCofici1iHy0AbCC3Ss7n89ZLBZFTl0R+SIi74BL4Cq/p1Q1zEtrHSulsnkQBDjOJiCe5xFFUQprgGvg1hhj8rYqRyDvHNb9QxiGhGHIZDLBdd00Im3gK/ASeF1kr1Z3k4Z/NpsRxzGdTocoilgul7RarWxfmicicnGojD+lvboSkbfAyhhzmy6KyCXwHvhWpneolQOJ7owxdwXrXeAN8B0IRaTL+ijujTEP+c1nabFF5AXravjIpipGRcC1HqITzhtbTptAegyFjax1gKRjfkymD8AvYAr8tu3rqESkVH6d52/WLsgz1kdxb4zZa+mfcgvKOG8AaXVqUnAM1nOgqv2/kFYj4FnhSE4AAAAASUVORK5CYII=) 12 12, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACg0lEQVRYheWVT2sTURTFf21KqJ08W4LU5KyKiIKLIkWKC9dd61q66iqrKW6mm7hosmh27Qdw032/ght3fgCpICgijy60SKbVOCQ+F53G/JmYP52I4IELmffu3HNy3tx34X/HzOWPWq3mkhLOz8/xPK/9HATBTFLelRELGBpx3lJavHO9C4VCoev55OSkU2TqDvQJ6CWdJjnA7ChJ0yIfWUAQBFSrVSfpuaSVaQgZ6SPc3t52kvJp8g50oFar9a3t7+/j+/6XNAV0Erb/6e7urpN0Y5Arg+6MVATs7e21i0vC9323uLg4joh5Lu6J+bFFlMtlJ+mZJCTNSnoo6cXW1lYXued5qTnR11qSsoC4+D6WgPvAS9/33wdB0Fegt0U7RU3UupKWJN2OY0PSuqSFjuIDj6Nzf1R3krrgDGjy+ywLwGNJawcHB5mk7oidcb0OSVofW4C1tgl8AN4Ax0AWiIBlIB8EwUy1Wu2akElwzgE8GCZgKCTNxcewJmk2XlvZ2dlJPI5isTjWESQOo07Ejrzueefe4eHhXeBt0jv5/OiX5UizoBOSmsDq5uZmIrlzjtPT03HLjofebigUCl0BuEql4iStTp08KTzPc6VSyUmqDKs30Ywvl8suiiJyuRzZbLZrr16v02g0iKKIo6Mjz1r7LVUBkgA2Wq2WMpnMU+CJtfasY78A3AGstfbdsHoTORCTLANfrbUfJ6mRCmI3roTMFcgfASVjzKswDFtDcq8bY24aYzJhGH5PRYAxpglE1trjPxAvGGOKwC3gB3DNGFMPw/DnZc7Qm3AQrLUWsEPSlmOO+TguB10bEwsYEVHM8Qn4DNQvdP89ARbIAY14pvx7+AV/KDIy+HwIjQAAAABJRU5ErkJggg==) 12 12, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACe0lEQVRYhe2WsWvUUBzHPzmPePSRixSR8qWTY4einRycBVcHwaW4dXGVLFLwWu4IuHSpg39C/SfcnByEgjipw+MoIqW5apF6cUhS7nJJL22TSX/wIHn5PX6fl/f9/X4P/nVzsocwDOMqC4IgcOZ7XcJSgLkj9btRV9x2fmJpaWnqfTgcTkLW/gdmAPJBmwwO0Kri1FTwygBBEFQW6ZUBoiiaCyGpOYDj42MAtre3Z5x7vR4bGxsxsCJpoREAgH6/z+7u7qswDKfm2+02e3t7rK+v7wPdOgDOLKsD+bOerA/GmNj3/dgYE/f7/TJNdEjqROdSEJLWJK2UQTBblOo1Sc8kPS2CywMYY+LNzc1YUmvSLxuXBWiVqTwP4ft+7Pt+vLW1Fee/N5W2M5owxtR/PJKQ1JVUKKQqjWswGFQCKKuEt9KxLMnNfwyCwMmnaGZZM2u1KhXZUgC35BnSBnaR3jAp0rkA6W//DvwEjoBRzuUUyi8wjuNgjOHk5ARJbyS9AF6WQUy1YyXyXwB+W2u/lVEPBoM4CIKz9/wdAmA0GgEsAvvAe2vt+FyAlDATnSupba09zS8Iw3AqOBTfH1zXBXgNfAAOJXWttUd5v6lzlHSTpMaPrLUHRcQAvV4vHo+TDXU6HRynWA47OzuOtRZJD4CHwPOiTV3YJLV8318tS9MC/0VJa0XfGrnlSOoCy8DneTsuvBNeMNgKSff7aK3NMuY+cBsYA5/OW3/tisFd4A5wHRh7njfyPK9FksJ3gXteYgdRFP2qHSCKoj+e57kkR/kVeAKsAu9I6sUj4AdwGEXRbKpQowbSNH4MnFpr36ZzHRItfKlF/f+tCfsLdW4YGuhqQjUAAAAASUVORK5CYII=) 12 12, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACUklEQVRYheWWv2/TQBTHPy0mqpIcQh6q5CuEEAoIFsTEhBBihYGBGdE9a3Vzu3nmn2BA/A0d+BMQYgIq0DWqUEFcKCiFmiF2cZxfbmLDwJOebN+9u/fx87v3DP+7rKQ3URTFRRZYa1fmWy0gCcBcTezOl+U3yA+0Wq2R516vl4UsPQJjAHmnVToHWC1iVJXzwgDW2sJJurAUScIqIKZGIIqisbHt7e3qIpFGIAzDeGtrK86O5XVzczOW9KASgPQNJd2Q1JwE0Wg0YmttLGnSVmsM68TaohBIqkt6KuluFi6vlSampHVJJzlSFCKKojjVRR3fk/RI0liRmgUhqZadXwbgiaSupOak+VP2jIUA6pLCWTb/qmYUgmi1WpUDBACS1mYBbGxsxNM+Y1YK9YKc/ATodrvfZxl1Oh2cc/15m01sx/MkiqLYWnvy3G63AYjjP1EPggBJN4HbwAvnnCsFIO8cYG9v7+S+0WgQhmEKcwu4AjyUtA/sOOc+LQVgrV2ZlWD9fp/d3V2Ojo4AdoA3wFVAwEVgBGCZn4zLwNtJE5LqzrlDSXXgHDAA1oE7wIFz7nkZAKeS5NQ8Br465579Lb95iCDbX6CkCCShXgX6abInrToEvjjnjqetXegY5pw3gfRf/iBRgGvAJaAPvKwMILdHLTcuIJD0mmF0BvnFZ5b1bowZJPv8Aj4bYy4YY2rAB+A+wzpQA0JjzDvvfbkA3vvYe//Ne++NMQKuA23gI9ADzgL7wDHw3ns/UkPK+ARZOUyuA+CHc+5VEv51hsdvLBl/A2/lRPRkvWG9AAAAAElFTkSuQmCC) 12 12, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 12 12, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 12 12, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 12 12, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 12 12, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 12 12, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 12 12, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 12 12, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur172882 21.333333333333s linear infinite forwards;
}
