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0%,0.73333333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
0.83333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
3.3333333333333%,4.0666666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhcWXTWwTRxTHf7sxJhhIUWKb2JgQMCRgRa3U8p0CEh8RSFQC1EPRXrgAPVRcudA97KXqiXN796WnStyCOIBAQnypKtQQQyA4xknsxHw0co2zyXKYGeM4G1lxnPQvrXbnzWjmpzdv3pvVcJHpGK2ATzbzlhYvmI6BpcXdhi9KmsviEaAV2A5EAB1IyGccKFpa3F4SANMxHPn5HRADvpAAz4EPQBYYBbKWFn/XCAC9svHPwJ/q8xrwa0V/O8Ib64Aw0Gk6RksjAOZswdnBrc62LXuqzT8D74A8MAPYQBq4Z2nxmYYCmI7hHR/PfPT7w27jfweCwENgCPgLSCwGQnez+f3h82PZ1Czj27c5bHvqQjPeU8BlRKCuATrrXdwVwNLiReCP9cGO7sGhR2V7U1MTHs+KxDTTIE6DV3a1mI7hrZ6nbgAJ8QFIRTu/3pR+kxSrtLQCvJxiOgE8QZwGLyImPA0FkBBFIBPZ0NU7OjakzCeBv4GkXNQHFAGf6Rh1QcwLIDUDZNvXd57OjAwq2w9yYRuYROQHnTq9UAtAlxDPwqHokZHRV8r+I5CRAEgYvR4v1AJQKgGZUPvmA69TT5Tthlx4RvYvZL6yahHbcnKvfE9u6ujZlRkZvB8ORQEeAxskBOotT4VeYSvNV8jmJKJqmY7hQyQfHWhGpOOebC79WzAQUcN6EUfzhRzjpqJbwqrpMkuLFxD7XUDseQkoBAMRK58fU8PuAIcRNWM+uYLV9EClTMfQEdD7gYNAtFD495zPt1YN2YGoEWqcqhtKc7ywIIAqmJ3AbqAll0v/Evi8HYcQ26QKVhbhORULs+4SC45aJUuLPwD6gbuBQGRfKv1Udd0EtgA9wLfATkQp9/A5WBcPICFeALeBREdkx6qKPHEVcTqigB84Dux1m2NRABLClrVDD7Vv/iqbHVZdlxCB+40EuggcbThAlSaDwY29uVxata8APwHYtn0G2Ko6ZEDXH4TVksnHh7y+TUyMXG9rCwGwCi//iWR5DLhFRQJspAdK8skAqba20OX37ydkhwj84TcD16nKvg3zAJTdqtLwl8Be27avejyz1ly9ZAAVIEiIdYA/kewfiHX1AZBI9hPr6itDLAmAm75/1urEuk+o5iHERabU6FMwr2LdJ1Ymkv0A5PNjNxGX2eZlAwBKsa6+1an0U6bsEojquXxbAOUg3Q6U/6qWFUBCrEHUCs//AiAhvIifGvsTU7ImpwroSPcAAAAASUVORK5CYII=) 15 16, auto;}
4.1666666666667%,4.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhcWXTW8TVxSGnxncyLIS5NrGdpzBiYPlkAoSxFcXLWWBWMGG9WwqdcEP6LJiFt71D1TqooLNrFGlriohhEBCoLCAIKI4TkLi8WexcRLXsSwrZnHvkLETIkzs8Eqjq3vu1T3vnPOee2bgK0NxToy2rgIeYAdoJBVz58gIGG3dA/wvpxcAL1ACCkBlUGRU6VwFgksrz2z7C+ABcBM4B4QH4RxkBOTbhwHWrYXlqDbdvW8aqAH1pGJW+klAlaMdXldUm76+tVXt3rcAZICE0dbjfSeQVMwG0ARaQGtkxPvbxka5Y6OVW8LKpp4CUZmyvsApQhcQRKTiPFCvvC+Zvm+DAJTLefz+0duIVPwLbALDgIvdqql9MQEHEZ8k4gGGy5XCI7/vowZ1IC2dlmzHiMgBNJOKuSd/B2G/UDblUwUsvy/8g5VN2Wsm8B0QBY4jIuCTI8CQ0daHDkugLgnYKGljiRuFwqo9v0vnW6uSgO3YdSgC8sLJIXLdkoTmwuFYbG39tb3t/j5nueXY04W1RwMHwWjrwcX04+JU/Iptmu1yXkXcnJtJxfysM3stp9ZU/EpoMf3Enr8EJoDLgIZ4ezcQ+NxS7ZVADWAq/mNoMf3Ytv2NyLuKEORxRClHZWkfiJ5SACBVPgy43q7PFyeiZ+2lX4AI8AZRok055pKK2dzvLOg9AiQVsyn7QWkietbvKNG/gG+AADApz1bl/JP44itViqyujSXG87slasjRLR+VXYH2l4Ak0QBqo+HYNSu7ZJv/lGMAOAPEjbb+ySj0rIH9IDuklsuvPIyMTtrmO8AJoAw8AZ4jdDGM0IobqPaFgCThA7xv1+eXHcK8J8efge8BC5iRzltAo28EHEQiVjaV1cYSHfZiKUMoePI6otHZ2OlbX3egoY0lLhWLax3GUPAkiDYfcZjVQRCoApVQaHw2Yy10LJT+y/yO0IUXWQB9TwGA0dZBiE1Nr85txGMXnct/INp5CSgMhEAXGW117VUmNj4DQKNRx+32/IMQYnMQKehGITY+M1WuFABwuz0g+kUACAycQFIxW0DK7wvfelfOA7C9Xf8JeAekBp4CG0ZbjwCnc/nlB6p6jHBo4leg1tPn0yFRAVYio6euItq1F9g5sghAxx/YaUSV1I+UgIPIEPKr+gNsYhKRDTsWeAAAAABJRU5ErkJggg==) 15 16, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhb2W22sTWRzHPxND0KK1aS69mNTWxBpv9b6riCiI/gM+7Q7I7p+wDyL4MA8jCKL47rMMgi/qk1ARvC3sg4oo1FjT2ja1tpM0ibUbSwwZH86Zdpom1iZNvzBk5vxOznzO73YGKkiz1ErDDZFS9mIXEAKagSIwqStGbi0BLHm7V/42ATkJMwfkdMXIO2BLumKsHoA6HLMiPYecQ38AprzcwAyQlkC2SkBBV4xSLQAu50Ok51BkaOSVc+g28AiIAl3AfnlfvsZ66ZH6AIDJSPfBfZnMVPm8u8B9YD0LOVIuT90AMr6J1ta2I58mPiyaaKaSTHweMoACsHG5tWoCkCoCs1s6tx+bnBpdmOhaR2dH5BwiKSu+rJbyrbRQCZFstLdt/TubSwHg93WCqIoYIgzlXqipIpYA6IpRROwyB5S8LYEL+fysbb4F+IE9wHkg6PirszJqB5CakwCDwPOmpo1qNpuybdeAA8Bu4E+EV4oSfHUAZE2ngTwi6dJeb+Di16/zTfEvoBv4HehFhKQmVc1cuaNhYFaClDZtarn+7VvennIKeIjImaBmqW4QHXIlPUFZfgpoluoBjgK7AP/09OfLPl+HbT6O8NJrlvaCwnKh+SVSXTEKwCsgDgz6fB0nhz6+tM3/IrxQqRF5JHxV/ZIHnNIsFV0x0Cx1z8jYm7fdXX22yYdI3krKVyvRFXcvx0Ke7q6+Y6PJAft5GtGqK63trrbeij1gS7PUIKIS9ptm8mYwGLZNm4HfJEwcmECEaP5ynpw19W8AXTFM4A0wHAyGz4wl39mmL4je4EKcoE0ID7glVLMzL2oGkBBzwDhQ6ArvPDMy9tY23UfsNiN/QRzlZxHHeVSz1FaoIwS2ZP37EWdDemCwP7ur96xtDiB6yP/AP4AXsemXEnygboAyGBfgiieefI9FTy6ypVLjBAKhO4iceIdo9Y9XFcAB0pscj78Ph2LlpivAJ8TBVQL668qBn8gMh2Knk+PxRYOTU6OXWDg1c0ChIQDyU/5xOBTbMDDYPz/e3rYVoB3RuuPATENC4JRmqe7Exxffoz2HAchmU3i9gXvAA+Bpo0IwL10xitGew0e+zGQA8HoDANsQnvA3HEAqvbm59YaZSgKQyUz1AQnAXCsAE7gaDIS3vE88I5X5APAfUKx6SKyy7Mwv7oieaJP3bsDT8CS0pVlqC0u/GVxrFQIQde/8XigBMz8AFucsOj571BUAAAAASUVORK5CYII=) 15 16, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiUlEQVRYhc2XQWtTWRTHf68J4RlLaIptmjFtQvtq6mAdKQgzUJFhVrMSFFR4uPRDzOYt3s6FCwWX7uYtXOgXGEbRdjEg6IwO2pJUk9ipTRVa0lhKyLzn4t7b3j6jk9ikzIHLe/e8m3P+93/OufcE/k/iBHbOCWzrIH32heavgYIT2NGDAmDok4uFTDBlndVVk8B7YBA4ggD8wjW8Wk8AAFwqZIO8NRtW/wScAEaBv4D7ruGtdANAOATkrdn8UulJWP07cEOC+BH4phvOoQUDTmCPA/Gl0pPnE7mZHf2HD5tEIhFMM/4rcBt4JD9FAd81vObXAPiEAWAN8CdyM9M6E6Z5CNOMvwIeyjXHgGFgABh0AnvQCexW9joD4BpeHSgCqxO5meTfCx4AkUgU4B5wH7HrASCu/VTpOpJPQtBKrq78EKTT42p6GogBCUSFVORGYvJZA+pAwzW8/7TdFmXp9Hj6zfKCmj4GZoFxIAdYCCai0l5Ujng7IWk3Zhujmalz1WpZza/Jpw+MsZd6X3uPdQWAa3jbwHwqlf157d0bpb6l2Uhozrd1+05g7x+AlDrwaHho9Hip8kzp7gKmfE9I52GbX/TRCQC1diU3dnJaA3EbWAE2EAyYaNS7huc7gf1ZJtqqAgAnsM0Q4P7F4lw1b51R8yy79KtQ6NUB0ABqruHt5EknDOjJ1QeQt86kFovzSlcGvgW+R1SFKZ+6jxji0NprqB1xDa/RSp+3ZkcLr/5Q0weIqlDnRCvpQyvRtkMAIJGrUPSzS3FjsTj3VgtHCjgpv70AtjQz6szYAqIdAQgBUTTvNC+hnPgFaAJ/Aipj4whmmsh8+SoAGpAEu2UIwELxYVVrau4Bd+RIIS4vtfsmdJaEraSO2ElTjsaUdfbw6/JOiZ6XzlkqPa0iQqLWA/tkAFqWJ8CR5X8K5czRyfDyC4ibtq4U+2UARG37YWXm6GR2sTi3R1ddq9xF9BGmHMP7ZkCJ7KTVhgYVqNVquTqSyupLryCu8QGgv2sAQmBUBw1weX393Y1kcggBqMRIKmfL781uhKCV6HX/LJkculmrrQMwksoBjCBKst4TAK7hbWkgisBviUTyamX5JQCbmxvXEd11plcMqN7yPaLsisD8WOb4dGX5Jb7/L4jzINGTHNDFCewYkJEO1c14CvgOmOs5AAlCxVw/M+qAf1B/QlcRpakuom1E98xHUKAHZLWLqkkAAAAASUVORK5CYII=) 15 16, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYhcWWTWwTVxDHf+usNsZ27Ci2CKDE2G0akqgkqJRIVCoSQiBx6CES4uJre+wVqRcffOcKh559A/XrgBQOCAESRYLykabBCpA4VrED2diOE5mt8fbw3rM32wBx7NCRVruzM3rv/2b+b2Y0XJK0E0HA6/hVB8opLW25fTshmmvzAOCTqgHogEeCyKe0dLXTADwufQ0oICJgOOweIJi0E146LI0IJO0ET+dv2YeGvnbaTyEiEpB6DsgAxU6lxJ2CyPzze6+GPpl0+y0APwJ5IAssI1Ky3GkAPuCIZb254zP20EUXGuDFoMg6wBWgAlwHasA8MNNONNwcqAN1w+i+/aZm8ZY6PfjYS4g4/YTwnQP6pK8uv2M73XwrADpQBX7p0vXpDWsDkzX+4S0a4GcPgDqtAQSBgaSd6EvaiY4AsBAhvgdcNYzuS6XKKossU6LKS0yAOQQpfYjb4pF6JGkn3Ou1BkDm0gSKwAxwIxAI/VCqrLJCCRsbxMkPAhFgQOo1uVawLQBSigim5xGnfdAT6D21uPSnsl+QG/UgIlYD9sm1jFYBaO8yyJyqKhgA9j57cf/Zp/GjyuU74LW0v0ZczTKwnNLS7QNwgVGMH1lZeXkzHN6vTFPyXUak7u9Wa0OrpMmHw/u/N82C0n9CkNGHiISVtBO+Vsi4XceafBeBX/v6+o8v5f5StjTi9DmaV9S73Wu5rRQAyEakWG4AkYXskz9i0cPKxb8F6FpKS9c7AkCCMBCE1CWI6mxm+tXY8BnlEqKZjoj020D0jUrbAFxgVBFiNjO97gDxDaI8Z+XmBoKkD1JaesO9TsuVyyGN0I4Nn/G/WHyk1N+AQURtGJbPF8CXWy3SDoBNHTB+cGIiu9Qg5gXgGBCXug5MbjXQ7BiALDZVmpHIRQdHjxUKi8rlW+ArYBS4CExIvSFJO+HZMQdcC0Gzak5WKuXfg4EQddE7ACiVVgiFwlPAz9LXC22Q8D1gxoAT6+vly37/f3rTUeAhjqm7HQ68SxaAu35/8OxSbm6T4en8rfs058tdA6CaU21wYOS0g5jIgVftaQCR3QBg4bii0cHRTSBmM9OriCgMAQc6zgFoDLef4xhQFrKPr8ei40o9iyhS1m5EAFnxHiOqoQlkY9Hx7pk5MSeYZuEaMA67cAs+JOczB+zeYJx9/bEpIK9/bAAjn530I4abXkD/6AAQbdqU34H/A4CF6A0mYP4LmmknvcpSLT4AAAAASUVORK5CYII=) 15 16, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYheWXz09TQRDHP6/WClVLQKBYKiCUH2mKHjQYNcaYqIkxhkRPpiaeuHszXjj0//BYjybGg/HHjRPiTVIDFG2hRcRSQ22bpmlePewsfRQIUB4nJ3lpdmbb/ezs7Hde4X83wzqYrIarABEjatRPnKyGnYBDhmbEiFZsB3j4jWpoJGx1DQJlIC+LuywQFSBzWJBtO90BAmAcKAEegUkIWAVIRYyo2SiAo94RGgk3J5Zm691vgPfAdWAMuAa4ASfQ1ujiOwIAZl9P6ObKz8UtzkIhRy6XfQb0ApcERB+LfQARI1oGHL6zA+Ffa8u1iY5jeDxtr+U7TUA70A80nP4dAcSWgFVv57lHa79TADQ3nwR4CARRqTdRx3CoItwNoAisAvOdHf77heJf3DTTpLI9ApySOVn5tB0gY/nhzEn36ReFapESZVA3oQikULfB/iOQu70kC6wBrwzDmFhf/6mnPEHt3oPKRsO2TQfqTRRQC9BIcml2prcnpMOjKD1ISPEe2HY7gk2TbJjyFHt7QqOWK/oVVYTuRhbfF4BAlKgpH76zAxfjP77o8CKHqIN9AQhEhVrV5wPnLw8sfJ/W4Y1GAfasgXqbrIbbUYXnACqxuXfJ4PA9DWlYasYEynv1iQMDCASAU3fCx/H+6uDAVR321k3PoY5Ot3MTqOjvNgSwA1BPLvcn6fG0WiG0ZLtQolavmGbEiJZsARAI31x8Kj0cuKFdd6hJdhalJ03iKyFit+8i3IdVhgM3vPHvn/X4I+AD/MAMcIGanrgl5rIVAHAF+sduZf+sad9LeUil59+iMqDNCZyyE6CI2pnZ1tr5fGNjfUvQ3z2EAHRRe4lx2AYgYpVFnW+ipeXM09VfiS1z0ivxKdSLzBjQCeTtzAACsArMApkub994emVhM9jtC0DtLaoUMaJ5226BNhEiH6pTOoB8bP7TYnDoNgCplQX8vsEHAmk/gAWiCUuPiM1/KASH7urhFaS32H0E2nT33LTg0F1vcjkGQHI5Nq3jRwIg+l/fA/y954LjvzNpjjtPaEicRwEgVmbrvc8C/o727gkgrp1HUgNWk3rQG3UJmEceW/5fHsr+AW7MD1HVmDSTAAAAAElFTkSuQmCC) 15 16, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhcWWX2hbdRTHPzdkMcvSpE2TtA1puoV2k6LinzlQLOJAcIiIQxAMssIe9uSDL4IvGeTJB0EfRV/0Ib7tySdBEGU+KXOMMWwnWfqHtrlNsiRN29s0zfXhnNvFUk3TpvPA5eb+cu7vfn7n9z3n/OB/NmO/wbSd8gNeoJ4xstZjA0jbKVt/Pt02vKggzWMHeHcmZE+evdQ+9A7gBv4ELCAPtJDoWBkj2+opQNpOBXL5P6rJ08/t9XtRAfqBpbbxWsbIFnsJ4AZeXinM/Tw8NLaf/0fAXSQKGzpmAkWF6RrA1f6g+3x7eGgsZZoL/3DcbmxRMOc/B3xATC8fEAZCenVt/5YFAWD4wdydmTNjzwCwuVHnpM9/BfAgGmgCOaCCRABgJWNkN/aZsjuAdnvvfsI+Nz7lPH6DrPQuUNIP55FMAagB5W7E6erkcG586oy5ursd0wpwEZgA/EAcGNe5WgeZ88AAKkpvNDJ6tVhadoZf0Q9X9P0AkASiSMp6ewagEzaAWnhw5FpbJJ4ChoFXgRcQIUaRaPjTdsrXKwALCesi0IhGRq9VKrtpP633ADCmIG8Dl4FJFXJH6yhCXU0SCXsASCwt576OjSQdlyJSKWeRbbGAVeAmcK9TVnQUjE6QB1b0no+NJN8sFncLYhiYRyIVUlAvsh39aTv1n5o4qGItpOKZyGoJh2OfmKtO9vE+ohcPkAAGEU0EAFfaTnmOBKAVsoUIsgz8DvwSjcRfX30EMY1EoL1QhZD+4T4SgJqlk6IwJlCPROKvlcsFx+cNvS8jvcKNbIU3baf2nbSjCPeaTuTmUe33AtGCufDbUHTUcfsS+F7/qwO5jJH9S991WvnhANpAPOgeK9DZer36k98fdFw+RbJhAHiAZIXTwGrA7YyRrR8aQCFcyJ67EPFdqK09/DbQN+C4XAfeAs4DXwAFJGNAtvDHIwHsgfEhPcE/v3Dv18ToJABD9NNgm7JdxzCMW0gjKwJzwFc9A1CIXdUvLt2ficcmOIWXFjZeTlBnk212biEFaxa43lXnOoCVkdBa8djEVMGcZx2LTbZoYRPgFCH8z5/AfRHRz7M9jYBjeqwPAeer1dKNYHAQgBABDKDKOk12vgNu9DoCjrXQ6hkMDn5YW3sIQI11tmjQZKeFRKt8XABOFy0CNwN9Ax+srVVoskMdC+Az4AfAOhYAPZLV2kDu9PX1X3Ia2NJy7mOkrHd3fOoSooHkvKkws+Fw7KVSaYUnPCdBWnzzWES417Qle4DTwJPo6oGjVcJDgPiBC0g/cAHmYwVQiARyntwAcn8DzW1PfX1FiSoAAAAASUVORK5CYII=) 15 16, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYklEQVRYhcWWz2sTaRjHP2+MSbYO/RFqN2o1zLZNGxQrWlFB0epVL0q7y85N8C/wIgg5DIKe97rg7mVYWFgvXsT1IAqCYEWlaMluG6tVaixp2k5rWuKMh/edOh2iFjPRLwxhnsk785nn/T7PM/CdJYKBnGtoQAKYMYXVcIBI4OEusADsATI512hqNMCaDPz8X9rt7T7sDx0CbGAMaAXagWlTWOWGAORcIzJeGHnfpe8L/u8osAuIAg5w0xRWPnQAT79O9Lrd+kCtS1eQ2zYH/AkUTWFV6wGI1Ap26wObxp8/XBMrzRYpl2cuqDXzwFYgmXONmvdYr6K1gqawlgAxlC+72Z7jAAgEra3tt4C9QAXQgBjQhPTJV+mz9Nme4/HC5GMA2to2ox7ajKySn5DGrPkSoQAAVT3d3/X27ZR3flCt6QNOAYeBjnoAaprQL9ULhm177g9Na/HCM8Bt4F9gFLin4jFTWCuhAiiIDGDY9lzOB3EV+Ad4DRSR21NFlmlR+eiLWq+DJ4C/NK1lcOrVavmfRWYiCRwDBoAd6p4dOdeIhQagav1/4Gnntsz28cKId+k+cAY5OwBSSFNGkBn5ota1BUHlXKOpMPlkUU/v9kK/KZgqMlsO8NwUVqkhAJ6G81vdvp5B73QI+daeCUdNYT1Rjcr51GStCwBgKL9ltVkBhvotAUtAHpkNFNi8KSzHv75uAIDTz3B39XnP5gjSBwngEdIPju9Y851RVx/3dC2LGB1bveldpBdsZNvOILunxsdOuqpQMuApkAnDdykKlBXYC2AaKJvCqoYKAHBmrMXd2XvSOz0HnAB+Af4GRpBVMqqAinUNklra2Xvyh+npwrtUSgf43YsvL1eG4/FEAmnQFNKUzaF4IKhUSt/s65gk0eiIt4EcXvuRWxJrFIADLHVuyxwold7QTBMb2ECcBMvLlSRyku5GTtFIIwC8RlROJn+8BIIYG3F4TzyeAJn+tIKohg6garwCTAHj8yy+nsWmikOMKAsLsxngJdKE4ZZhUOpb4jRw2XGczsjHhF8EHgBjDQXwgbQDBwuTj6/r6X5sew5NazkP3GlIFQRlCmsGuKGn+7MvXj7DdV2QlVAJvQ98RlFgZcf2bBeyPS95wW8l/7ei1yRi32QLANQYng+EVz4ArhID2XymwoEAAAAASUVORK5CYII=) 15 16, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkElEQVRYhb2XzW/bZBjAf3bTKO2irUvTxvloaZtudIiJIY1dEIgJsQsXQEJi8mGHSttt911y8HH/wYSExMEHLkj8AXwILoMDgk1ibdcvkuarzQyMtPUaN9nhfd26ndMtTtpHsmw/7/v6/fn5tBXaSK6lh4BBwDEUc6vdvG5FabP5IDABqFL1FMgbitlzgJBnUxXYlbdZz+YAp+XxtNcAexbItfRMubJSSGqT3vGLEkQDbOAvwJLgLmDTUMydoADet1xPapNvzT3+0Tv+EPgTmAYiwAww6gFQgVCupUdyLT0QgG8MfPboVOvNmU/8hm4AvwPLPmNOEEuofspvL2wqhbW5A7pKdZWNjbWvEe6II2LCuz5EAPEFABjLzLxTrf69d9/X18/ISGZWAqQkgIZI1TDCFW2f1zEAYCcSr+ml8hIAI/E0iLccRMTBhLyOSoAIAaxwFMAiYKWS2evrGwVXdw+4CryLsIC7OYBDACu0nWwopg38ANwfHRn7/IlVkQvUL4CbwNuezZuAG4BhOpAjaWVUrwJzwzHt0+3tTc4wwChnhoBrCFc0gS15fukzOwKQECDcsTYwcGq25vzH/9gAl+WUCYT/XWnSgbwSrXTHA+DnvlBIL1p5d+gbRJF6HxiXz3M6AfAtRC+TXEufKhTnl8bSr7uqW0AeWDYUc+EkAFTgA8uqfh+LJVz1LLAAzCH6BexniRuk9cMdNRCAhLgEvFEqL5mpZNZV3wF+ktd5XnSHA1iGYrov0RXAOHAJiB6CuIXIjgfAfZ+lNsIaKnSYMoekhmhKq6lk9mqhOO/q7wEJRL+IHFqjst9HokA4sAUAci09DAwhfFwvlh5vp1Pn3OG7wJcc/IjREOX6X1fRFYAPkFarlcrxeMpVTSKKVBV4DxEDdYQbunbBC2IoZiUeT2WLpUVXtSI3p7qe/wXhEkeew0C4pwASYjmdmr6YLzw6oE+MjoNoZG4HzQATPQeQUh8fu/CRZVX3ARjiLNEc8CtwHYgBp48FwFDMVeCPWCzx4VpRFMZdmkSJkCYeCqHeRlggelwWwFDMGrCQSZ//uNF4hsMum+ywhY1Ds46sjj3NAj/JtfQIcK3R2Pmuv3/vU+ErYB6wjx3AC7K4/Nv29NQVnlgVhmPaXehxGh4lhmLa01NXhsuVFZzGMxDp+U+gT+kuxE5qkzr7PzUnZwEA+ZedRzQjB3BO2gIgumQdUZDs5/F9FlhQi4xVAAAAAElFTkSuQmCC) 15 16, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhcWXTWwbRRTHf7t1NnZiuWRJTEjsyGlSmiIFVCgHkMKBExL0hISErAokTr0gtSr0ZiQfeuBY9VKJQxHygQsXhDhxQAFUlSKkBEpIGxLZbrGM8+Xu+mPj7PYwM6nrOqlsb+FJo92ZN7Pzn/fe/71Z+J9Fa+6kvGQEeAqYAIrAclrLKJ0OBABdTm+ktUzDNwApL2kC67L7GTAN/CLfdcBos95Na5lazwBSXhIgkb9zazU2fhSAQ+gEMbCpnQZ+RFiknTTSWsbpFoAypwHosfGjpzY3xT67uFRxAL4Exg74RqDbzfcAyBO4gDU0FD1rWdsAuLhq3k+ADSSaQO+JtGD3AKSUgLvAcjh8+OLG5sMWLxZzFP/N/QG8CQSbdSpQewKQ1jIWkAWuA1fMoegra9mFBzM1iI7EzwJRBEtUYD5ikU5E20+R8pJjgLmy9tviVOKEGr4E5IC87FcQVssDpW5oeRB6B2AqcWI2m/tTjX0EjAARRPAZwIxsozJX+AagIhsT8eOzufweiE+AGsINc8CrwFvAScDsFMRBk12ggOC/FY8dH1/LLirdF8CLwBFETIQRDBkDgp2w4rEuACwJYisxMTv5T2FV6d9FuCIqN9YBU+raZc3OAKS1jIswtds0vPXs6OQp2y6r/usI/w8DA7KZdJCc9mVBszT51ZWbXahUrPMjA8PY1NDRcPGWgK+BHxA55SbQQKTq3gC0gAF4DXinWrXPhUKDhAnh4WFT+x24AXwjnyW5zNmPoh3TRp7mOvBVKDT46fpGAYsqNjUQLgvwoKRHEFkzuB87uspi8jQ3gMtPm6OzTew4CSwCk8AbwNvAKCI2gm0+1bkLWkWeTF9Z/XVnavJlNfw5gkVBYAURG2Xgbms89AygCcjAX7fn7WPTc2roqnwWESVdl6AUuwppLeP0VEhaxD02PffMrb+vqf4HCAvcQbjlfeA9xE1rGngp5SUNPy0AgqLhbO7m6kT8+YfRuS66rpeAnxFVtwZ86xsACSIoQTyXyy99H4/N7OlMwmjobHIPF28BkS2v+ekCEKeygEo8NvOh49QBMAjgAWMM00cADe0FBDOivgKQEa5qR9Ew+i+Xyxs4NNilQZ4Cu7h4eBW5xPDbAipHbAFLwHwkYp7e2XHwgBq7DNKPQWAAmYN8ByCljLhLLAD5vj7jaqm+RZU696jSEPWtDBSeCABphQKiFtwGvuvvD35sWdu4eDiNOoir3NqTsoAq52VgA1gGsuHw4TPb2+vU61WAeWDRVxq2k5SXDCASkro9uYggbb1r/PfSyw+Nb3IfgK9R96x/zwwAAAAASUVORK5CYII=) 15 16, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhb2XzW8bVRDAf7u2LNfEYBbjGMd1kuLUUaSkggMfEqFRuHBGAglZqHDqAf6DSq5kLly49cIBhISWGyeOoEq0AgoIVBGI2qZqUsc1jusYx40TY23sHuatu9k6qusPRlo977xZz88zb2bWGi7JtNMJIAo0gY2sZlbdNsMU3eXcD8SAMeBF4KVROgfwuu731foJEgU9007fAAo8gLWymmkNC0Bz3ryzFm/PJk87VQXgCvANcAmoKH0LaGQ1c2CAQymYTZ6eXLv1i1MVA94C3gNeB044nvMP7N0NAOgzJ15+fv32n267NwETlRbbNtNODx1gD2B6cmG+WFw/tJEvrHF7c/U79cyTyEF1Pz8wQAnJL9Ho9AsbuZXOhmU1mDw+dwpYRqrjNeCVTDvtGwRAcytUKfqRCtGv37y8lUou2tsXkCg1gB2gqKAvZjWz1Q/AUSFs2o5SycXx6zcv2/qPkF/vQ1IQAsJApB/nRwFYrs97qeTiZOnuJroEbEk5nQCmlZ1PRe6x5aEUQCcNTjgDiHvQfz6gE+kv1foj0iMsYFettV6b1VEpaHA4EnvA7gGtD3d2tm3d+8ohwBRSGfbZMTLttLvLdpWuEXBKpp3WkcqII/n337tXNYPBkG1yFumYeWVXU8DNXgbZI+s4q5kt1XLzwDWgFAyG3s0X1myTz5BqsHNj94eeItBzI3FA3AJW47GZN/J3btjbvyEVEVVrT84fC0BB1JBwl4FifOJkytGsfgAWgDkF0ujlOx95BrqJmgFh5AeE/ymu//1c1K5IrgKrwMdAVdnUgN1u07MvAAXh58FMWKpUtj43jHEAvOhYtL5GovU7kpYc8BdQyWqmXT39D5OsZjaQ94MykDOM8XPVnTIAlhonSDqmgACQUFck006PDQygICx1Li4B34eeCp8vlTbt7WWkHE8BnyLNzEB6RQeg7xR0k0w7HQEiuc3VlcTxuUN7lX9LGE9HzgIbSGquZTXTGiqAgggAY3fLd7aeDU+4t8+hWjVwEagMHcABYmzkVranEvMd3cGBhcfjvQJ8i0Ti14HfaI5wDtCYSsy/Wt4udPQejxfkIM4gFRQYCYCj3ovhZ2Jn9vfrAHjxECQQA5JACtBHAqCkieT6p2PHnvigWi2jofEfTYBZVLseGYB6H9hV19VQKPx2vVnHjw+kiy4AyyM7hLaocR5AuuFSvV77StN0AoGxL4DyyAFcILPIn52TyCtd/X8DUBAxJPx+BePveW4PScpI+bWAPwDffcu0I8nzVsLiAAAAAElFTkSuQmCC) 15 16, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuUlEQVRYhb2W32tbVRzAP7lN0zTLatZkSVq7eNuu3RyjVusok/qgD4IOhL2ocB/6og+Cf0Megi97FPYi+mj+Ah8EEeaQUQaCug3FtqshTdMkS8pdl2Yhhlwfvue0d1kb7HrbL1xyzvecm/s535/Hh0vSjjUExIFSxpetcwJiuD5uALOACbyRdqyT+D7+rvlt9bsI/Ao03IsKMgg0Mr6sJwA+98Rau+hMjs+5VQMZX7alPh4HUojV2sBaxpe1PQVIO9blXP7efTM1073vJeAiLpcpiHsa8EXF6JrbZmrmarmS7973GLiLmD+knjAwpNziGUARyCfiqc83iqvPLBQ2llkv/HXLpeqo90NHAfDtp0w71hiQWsv9dmfCfB2A2laJ6HByEdgGbKCgxgDVjC/b8QxAQfiBYduuliORmFa/g2ROG3FBDLFaDqkd2/v8VU/p5b8QQCQSu1J5tK51t4BLwDXgbSCC1I0UMJp2rEO7oxeAXsvHz557tVTOaf1XwBhy+rNKFwaG1OMZQNs1ricT5ny1VgQgRPAT5ORhJBh1QAYPC9BdCd3SYC/CW0AjFh29+fTpzhf9g36Ad4GAWl9SAP60Yw2rcQepmM1eAAdaQEX1FnuWsIH1wcFT3209qeptC8ipryNxEEH6yQyQROKip1sOzAK3qGJjANPAZcC07eoNV3b8DHwNVFyH6iDZ0QHyB6Xp/wJwgYAEXxhIFjZWlsZentLLrwGjPBs7JcSVxYNccSiAfYBCfy7/uHNp+j2tuomU7JKCbCAWWAYq+0EcCUDLxyuvOBfOL+jpZ0gsnAH+QCpmSYEUu5vXkRqJlgvnF/r+Xv1FT78BriBBOIZYIoAEa6T7XU8sAOKOf3K/74ybs1r1LZIRPwHfI32jjlijpYPSEwsoCYybs3PFzYcADBL4dID+N4EPgDvAMFIpk0Bct3EvAepAc3Rk8nq1tskA/QTox0/fDEAuf/+22qNbeCztWN65AMQNiN8n6vXtH8Lh52rQ+0g8NIBVoOIpgAvEAMIra3cfT03M7+prtU2i0ZEvgQ3gAfDASxfsigqw1tTE/Knlh0u7+mh0BKSaziEZYRwLgJIWwPTk1USpnCPEAAB+jI+AD5EMaR0bgLJCE2glE+Zc+UlZAfSBZEMbmD1OC2gIAyiePh25Vqms0+RfKo8KQWASeOtYAZTou0E1Hj9nlco5DKNPrzV7XUi8kjaSeiUglkyYi0gdiACtkwBoKIA2cl/YUvoUeNgLeknasYKoOwR790gbaP8HUVMkKJgFV70AAAAASUVORK5CYII=) 15 16, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADo0lEQVRYhb2XzW8bRRTAfxst1sqx7NLU+WjsjTHCiq1GKCpcQFxA4dJDJTihFVKRONBbD5wQ8mH/C25IaIW4cEIc6IE7ElIExYEiQmu7sePEJba2rmWZXQ4zE2/XcWS7G560Ws+b2Xm/mfcxY40ppOxbccAAhkDP1pzhNN9NI9oUxq8AyYBqCDRtzRlEAbAQMuaXfcsPtI2QcQAduBKFcQjtwHt7+Nc2raDqReCy/H1JPo+BE+CBrTnRAkyAALgOlABPtu/ZmvPLc1sn5AKAb4tolfs/hNU/A18B2wgXLJT9MchoAABKhXe3qrW9Z3Se9y+9nvspcBU4BuJl34qXfUuPHADomdniTuuoHgDwiMcTFaCJyAQlsbJvxSIFsDVnH9hdTmeut9sNAHT9BYCfEPXAQARnQn6il31r0mJmB5AQx0BlaWntRrf7WKlvIQKyAGSAPJCT88zlinOpbc3p25rzfTJ5+a3DVlWpPwZuACZiF5JAfB7jMEUlVFL2rUzrqF5bTmeU6kOEC+rAPURgDoDBLPVhFoAE8NrRUf3H9AjiS8AFvpAAnnxcRoHq2ZrjMUFmDZxmOp3ZPmjsq/YthO+HCDcY8r0q3zHAKPuWMSlIZwHoI7bYvbqWf7XR/FvpP5HvOOKMyPFshig7xlnFa2oAeQQfy6a3tvrSVrVWUd17wAfA28CmfPKMZ8ZYvZjJBbbmdBGF6AQ4MbOlNwMV8zNgHbELOqMMOdfePMWjjzgRh4BrZos79Uf3Vd8dII1wRw8RE0EbY8E4D4CaRJcwbma98M5x+yAIcUmO60349lSmTsOgyNq/zKgsLwClTqf9dSq1pIa9gnCVgvBszemH55qrfsvrmItY0VC+f0+llt5/1PhLDftT9unAE8RujclcABLiBLHCroTpArvray+vB+4T/wAdgN/++M4/a565XBAUeW+MIRYzRKw0/rBW6WxkS+Hhi4haclodnxvgDCAVH5vV2t5dM1s87XtQ/ZWcubUNHCB2rD+3C84RXU4+NLPFnVp9dLPKmVsAFnANkSm5SHdAllp1NKszYfXw8OHdlZUNAFy3SyKRvInIjm6kOxA6hnvAPtBcWdmwBgORBIlEEuB1xFmhX4QLwv+YWkAlFjNudzptAJ4+ffI5cBuwIg9COA1EdRAZ8nceMNvtxjeLiykMI94CmhcCICHUPXEBkaYF2X4DuIkIxNaFAZwBU0BEfgL4CHGn3P1fAAIQeQmwKtX1/wAJ4SQI9TI0xwAAAABJRU5ErkJggg==) 15 16, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
98.333333333333%,99.066666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
99.166666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur63273 20s linear infinite forwards;
}
