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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe2WsUrDQBjHf0mDuChSikPpIOrg1MGxD+DgC1TEBxApPkG3PoGzSHHzBbrqK7iJSzuItAVBHGqttJxDmnpevzS9kKSLf/iG3P1z/1++I5fAiuUkvF4F2AE8oAfcA+OEM+a0DtSAJ0AZ1QcaQCHN8Ach2KwOUFpVuA5RTBKgZhEeVDNJgGch4AYoA/tAHZgY8yMgn0R4JSTc1IXguzRNKgbAqbBwWfCtAUPDd6Ub3JgQXltb8dYf+xR839OSMn8vlFK2EL0X7eII2IATwXcMbBpjXdOkAllAeDXoK1BBXcMkB+f4bQ/C35nfqt1QABuILWi8aQAK1COour/nH0KwAlrSWsrUkhCFKnS+DAgVfgYMgMOlACwgSlXoDKMBBvivrigRwAKieADNBoxeZYBW2JOD/zmeZoUYHCfwRSmfg7Nt2Ov6b1cXuAPai26KBLCEsJYXEapLpQHx51QSQh2jEtcMIGizAJGqXD1cn4hxPMcHMMIz7YLLgr3NogtuyHhmXQgDmCntLiwCyKQLkR2AdLsQBZD5uSDJ5k/pX9b6AURTHjBultRFAAAAAElFTkSuQmCC) 0 8, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe2WzUoCURiGH3+QNoaIKzGIatHKRavwAlp0A0Z1ARHSFbTzClpHRLtci9t+riJC0EULDYKIKDWSr8U4djyecTwyM2164UPO+Hne57zOfAp/rFjA+5WAVSAJdIEb4DtgjyktpaByAA91kCZIC+QepALPGagCudDMt+G2CSIehVNtoBCKeWeGuQLgQuQDc09BRT/5O0gN5AqkM2nu1mVgAPvwqJrfgazABVAENtJwCgw1gAGQDcK/VNdOPjLXdcx0Cid6kywAsK/GX3P2KBr6UkBPAzhTG+ILQiQTyqLvvHwa+r5GZfL8XYiILUT3SVnsAGnYM/TtAsvatY7eJK4sIJIVeFZvwnMYJuAIJ3bX/JXpe2DNE8AGIgPVF/Mz3wPeDMYCNEx7ia45IXJlaPfNQ8dUH8DWXAAWEIUytHvzmZe8NjECWEDkN50JN/Awb3idHJyf45GXR0Ms5vb5KQscAus4T1cHuAZasz7kC2AJYa2kj6kqCQNiYioZTGNaBa4xgBuzASJUxVVz9Y0FxvPiAJp5pCnEmfHdRpFC3ON6ZCl4AYwVdgqzACJJwTcBCDcFP4DI54JJNv+U/mWtHxdsN7X9SOYwAAAAAElFTkSuQmCC) 0 8, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhe2Wv0rDUBTGf21DcVFK6SQKog5ODk7SB3DwBRT1AUSCT+DWJ3AuIm46l67+eQM3EUEHhyoIIqJtRTkOadrb25ukNyRx8YNDuenp/X73a3Ja+GPlEt6vCswBDvAEnAPfCXuMaKII7jbcNEDuQO5BrkBceC5BDaikZr4KF3cgElAvIBvwAMykYt4KMferM4CYTsy9CK5+8neQM5ATEB2sDbIEx4kBbMGtanAJMgtHwDKwOAkHdfhRe2rQBcpJ+Fcb2sl75kMqwN41CMO1r/dJDIAtNf4zb49lQ18RaGsAh2pDPiaEU1AWHe/l09D31SuT52AhIrYQT4/KYg2YhE1D3zowpV1r6U3iywLCceFZvcHq8APs4sXum78yeg/MBwLYQJSg9qIAKAZt4M1gLEDTtJfoGhOisgEPHbORqT6AlbEALCBm8CbcOObVoE2MABYQ03gTrhtg3gw6OXg/xz2vgIZczu+LUhnYARbwnq4WcArch30oEsASwlpOhKkqSQNiaCoZTHNaJa4+gB+zASJV5VVz9Y0Y4zk+gGaeaQp5Qr7bLFLIB1zPLIUggL7STiEMIJMUIhOAdFOIAsh8Lphk80/pX9b6BRIdP9q4MCyMAAAAAElFTkSuQmCC) 0 8, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1UlEQVRYhe3WzWoTURjG8V8+CG4qpXRVKoi6cNWFK+kFuPAGlOoFiASvoLt4A65FxJ1dl279uAN3IoW6EEkLBRGpaYvluJikPZmeSTJhEjc+8BLOmSfn+Z93MmfCP1at4vXWcR1N7OMd/lSccUlXWrQf8XmbsEvYI3wktDlYpIPlmYXf5f0uIRTUIeEBX7E6k/DuiPBBHV9ArFSW3qKd3/kvwhbhDSEP1iPc5nVlABt8iQM+EK7xCmu4tcDmS85iT4cTLFWRv76d23k/fEgNnn6KfN8JDZ7lfWEKgI24/VvZGmsJX2uTXj9jUC9iQ31KiGYjGhxnH78TvtPnnObm6pcGIYSyEPvfosE9LPAw4buPq7m5bt4UBioB0WxzEP/AcIYnaEXhPwy3P+BGIUAZiEU6hxfhcfXwMxEcsJNaK+Q1IcRy/3BJBaXqCHcmAigBsWoyiCPZiyqpJEAJiBXZCXdSEL5TtHOy13E/q8BQqw1847SEx7gpe7q6eIu9UV8aC1ASorSaY0JjhVlADJ1KidBarirXOcCgzQmImaoeh8cXpjiepwfIhc+1C3Uj7u08ulAvmJ9bF4oAzjXrLowCmEsXxnaA2XZhHMDcz4WUyvxT+q/S+gvSn0EuCtOrTgAAAABJRU5ErkJggg==) 0 8, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 8, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 0 8, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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72.916666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe2WMU4CURCGv90QYmVBaCQURq0pLPcInMAYD2AMMTZ2WnECC0tj6wVsLPQYxkY7wcpoogQVxuKx+HjMAm+zuzT+yRTMG97/8W8yLCxZQcb3RcA6UAK6wC3wk7HHlFaAFnAPiFMvQBuo5ml+pxi79QTUl2VuQ9SyBGh5mMd1mSXAg2JwATSALeAEGDjnfaCShXmUYO7qQJk7dIckBcCucnFDmSsDPWfuzB4IU0KUlN6n0vsaleb590FEfCG6Sm9H6TWBVafXcYcklgdECbNk7GgHwD4mdoDmEbwy/ag2EgE8IdrK5QL0juHtBmQIIpNn19pF4mpBiCpmuUxBiFND0/8AthcC8ICouxCa+akxj5IuUQE8IGqYDde3Ad5BzkEiE7v6y8H8HY+8EgaCIJ6bpwqwtwabZQifofMNV8DjrC/NBfCE8Ja2UGxTW5IHxMRWUkwDpzLXGCCOWYHIVaFtbh+kWM/pARzzQlMImfFsi0ghTOgXlkISwFh5pzALoJAU5iYA+aYwD6DwvaDJ5yXlX976BYk9FtgJQz9gAAAAAElFTkSuQmCC) 0 8, auto;}
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79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 0 8, auto;}
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animation:rwdcur247835 2.4s linear infinite forwards;
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