@keyframes rwdcur73190 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2Vb2gbZRzHv08ul1ySyyXp5U/TJk2ahbRO96LUwZSJA5HR6cRtTDuGrLAXImUv3MZgvlScCnsjisjGhIEVx1SmnZ1zDot061Dsqo6xuq4pNmta2vXf0vy7P48vSm85E7HNTvTFvvDA/Z577vl+fr/nfnfAA/3HIqUBa5qjTlZGjUWGz6qg1qag3qYgbFcRcaiI8SrW8BTi583k7zZcrcylgdMmw8VKECwyBG5pOG2KNnhOhZWjRnmXA4i8DIGV8XMqXJZh33M/UpddBd+1wbDsywD8ggInK1dcKPIF1H/yhKHmAGAqDWrdCoLucoCre3qpz1XE7IFvja3/XwFCNQrqPUrZopaTmwjnLmLKLeH8kdOGQugAGkQVYe89gF9e7dXM+LfaSNotYWHiJ7x5/KRhEDqAqE9Fo1fBwAuddGjrRhr2yrh79Jxm9uS+58liaggz3CJGtwcNgdABxPwqGv0qPL4omrr7iCQsIuVT8f2nZzSzji++JJhOoqbdjc4jHfcNoXur50/coAyTA9/Ros339HTTSauMCaaAw5vatfn88GP09PsM+kMJfHDwo6q7Q1cB195mUmoOAFu2bCVJP5AMEFxptGsZc/F+snY6jeiNcXSee6/qSpj+eQnw+rptJOWW8Vl7G+KjxzSz1o9vkbbhQYTSeRwduFIVxIoAAKAnuJscP7Qb2QUzXut6RTNb1ztB4skUArMWfHfim1VDrBgAAOY928nmM1fxUN8wZg41aGY733iXBGY5iL8OYu5w1PCPVZkuR+109JlaOn9hg87s2rMv0uKpGM1+FVkxxKoqsKzHR7Nk+mYGkGSk327SzB45e4qot1nQITPm9sVXBFEVAAA8+nuGyGNZuNZbcFG03OuO/UNEmTahKEn4mjfrIAbWumh6V4NurmoAABBfvk6YuAfuEIfLaxzaxsI7N0kmmUc4weOiZwnuj211NPaUD/Yoq9vjvgAAwBr5gXCCBWaG4Lf1Hg0idn6SRDZ6EUjw6LaYqCpR2IJmmBjD/+hLulBno+PtYdofdehKPLI5oMV3DyTo5J6IcUdQqqfHc8QqsBD8VhQGW3WVWL6WcwqyUwXdc4YBAIB4bIR4m53ApQXc3hkq64LsTAF8xGKkZWUtHmyu2IJjO+po8Wz83zmCZU2+FKXZO/mK93z7g1BbRN2cueLKKiV92ERHuu6AtTNI72qg2ak8CGNCZiIHsdUBPFwHEH3OhgIoGYrZsRzMLIGfY0ApxVwyAzHhhKPFU2b+QP8L/Ql1ak/9ClKNCwAAAABJRU5ErkJggg==) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2WX2gUVxTGv7u7szuzO7s7O/snu5ts3GyiJg9NDE2jjQnmQShJiVFRkEL9Q8BCqQ9iH1TEBx+UFn3oo6CCFKO0UZoGEoiFBCKBbhQTBRVFjdaaDdFk06Q1yc7M8UEyZFxbYjJLX/zgPtzLmfP9zpm5cy/wQf+z2MIJZ0mTm1Mg2xUEHSrCgop8QUXMqWGFS0NC1FAsEvyXS9m/JXxf2RZO3IICL5eBx67Aw78ZbkHVh+DIwMFbzPLOBvCLCjycghvPYlkVXtuUJNmlQbywzrTqswBCHhVuTnlnoF+cRX5rnanmAGDoZ1hSEfXOZgXd3NVLQe8cJg50U04BCmQVRcLzrKDK8/WMl+YwJmXQfarDVAgDQKFfQ16I1+dD+3t1M/FEAxuRMkj5FBy7dMU0CANAPKghni9ioDxBD472USygYOpkl262Yd9m9tynIuVT0djXZgqEASAR0lAU0sAC1Vh5rI5pQQ2PtGfoufSLbnZwyzb2p0wYkQny4+V3wvBVT569R1brK4i7K/X1zrVVlN7agOHaChxev01fzxtpoymnBREHh4d8k+m7w6D27TW0934bNT39yVBx/FU71aY7aUfq6pI7sajfWvPP/Ww4BDwJMEQmW3WzYaGZRcZtWPfjb0iW+03follqOb6Tzuz4hPZ897XB7EZtjHqiPPUf+Db3EC+OJOjuhiD9c7HMYNbh5Wjgi29osK4+9xCpr2I0M/EZ3WnIM5gNVlfQ7SqZrpe4Fg2xpKMtfPoPBrIgXC9gtKVQN1uTHGJOmYMYEdDX0rUoiCWfrbzcxexFEqx+C25tlHSz4u5RFt3kQ3SyBReazxkgDjHQUQZzX1H6cIIGa3z0/VuJZ57W0+0qmcZ+WEUA8GuJSF8C1OqwGOKWfbuQjj9iVmKolOzoKxD05HxhLwvXieACIv5OrqeJl7PIAChw2/4j2zKUXCXS7wkXTZ8vNVQ41Vmtz3cC1CNx5nZgXtX3p1l4rQe2Ugkzk826ibsxqf+mSxjgkjjDc6Ze8FZcHGFYLQOAAWJeNR4OviJX7gAAgJc6GQDw3vasAypc7ESoyptbgJl0I4Gyr3UAEPpIgv1TY2NMPUbnrseJRB9I9oKNKlA6UlDGCY4yK1iUwABQ3AlH2ZDua2oH2E0HqF8FVA40/hdsn1vBR6zQJhhQxqB9HAEFTG/6By1PrwEcLTTdU95eWwAAAABJRU5ErkJggg==) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2VW2gcVRjH/2d357K7s7Ozl9lkTbdtUtvG4tau1WxLm6rxobYlUoX64pUWUQSh4gUUX4wPvkQQHwRBpSIpQVgRA7VUTPsQapq0W4KtbUhIEzdmSbZxu7nsbS7HB3Gy40bMbkd86R/Ow/fNme//O985Mwe4o/9ZpDJgbLeoh1HhZ1XInIZGp4Ymp4aIS8cGt44WQccmgSKQaCX/VLBWOSoDj1OFl1EgsipE/s/hcWrGEHgdHE+t8q4GCAgqREbFpelI1QoHHh+iXpcOoWeXZauvAgiJGjyMuurEgFBC08l2S80BwFYZNEoawlI1wOXnz1HZW0b29TPW9v/vAOv8Gpp8WtWk2JcPE14qIyMpOPNhn6UQJoD1AR2R4ArAyGvnDDPhgwMkLSmYY2+hq/cbyyBMABtlHc1BDaPPPUVTrzxLI0EVi93fG2YPvXqYcD99jYVyGkN777IEwgTQEtLRHNLh5hlEPvmK6LKOaVnH2d5vDbMjJ/sIM/ULWnY4sL/n3duGMJ3q3OfXqd1egPBCzMifOtVHZzkVaVbFO+1HjPzS6fvo+8mtGI/eg0Tne3V/HaYOeI+1kkpzADh4sJPckClu5tMY2eFdOROPjZCOuTHsGrqGN/u66+6E7d+nAF3bnyQzkg6nyKBfYgyz/R9dJuGRXxGYUdCdHKwLYk0AANAbP05+SytYzGvoiboNs2e+GyRywY6GLIsfEsmaIdYMAACPjOVIOtwIVnCg0B83zI4df4uEpvIITuUw1rmpJoiaAADg5akZ0gAKLTOPQiK6sh1H9xJp7CKCbWUUJ/dZ/ses0vxLzXTp/B56/ekGk1npYoQWz++mpcH71wRRcwf+UuDTGwQagRTz49Jm0TDjHkgRZGeBC4sY3Rc0QXTHDtPk7kZTrm4AABDaB4i4U4CqaLja5jMK84cmSGlZwdzoIpLbPBQAru0J0I7ij1jXyplqWHK9XolLVFcAX7OASGLaqHmlzUdzqTzcQR6hqAhXmAETtMH99rjl1zp+ftBHxx+V6dW4z9Ti8Q7ZiJXPNtPix1us24JKRYezRIy4oSsUxeGYYXJ3f8ZYLV2wo5zWTe9ZBgAAoROThHXZAZ8bmaMbq74CLQvkU+X/DgAAtg7ME1sqA/mLyap9LiyU4PCbc5YDLL2xhZILjlWflXMqPE+wppylp7HYtY0Wb5bh4OwgDoLcxDKcfhYTZ2ch3Mtj/YthkO08+PCw4bs6ap2y71zG8gkNNtYGTmCgKzoKv5fg8nEQmziQ+AaA2K20vKPb1x+ahFWjq/zacgAAAABJRU5ErkJggg==) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhe2VW2wUZRTH/9/szN6YbXfnUrrsxW0hrNaAGjHZYGt44aYglzTAg0Z8kDckaIM+NDExRIzBxMREHngRowShlRASQruYQBDBQksgpIGSuAvZpTXA0oXK3mbm+GAy7Lir9jKEF/7JPHzffDn/3znnOzPAUz1hseqFwI2TT9AgOTWoLh3NHh0hj46I18Azswy0igbmigS591n2bwGnKr564fNoaBQqaHBqaHD//fg8uvmIbgMuN9nlXQsgixoaBA2DmUhNhr+8OUCNXgPiDwnbsq8BaGrQ4RO0ugdlsYTQ/g5bzQGAq140+3UE/bUAF985SWpjGfc+7Le3/v8ECEs6QgG95tBL+5Ywt7+M2/4K+r88aiuEBSAqG4gojwAubT9pmom7VrJRfwVjAQ2fHvjJNghLT3u3XSef40+ID0YgKwGoIoPgqsDXtdI89/nhHrrpJaS9DMc6Omd8JywVaFF1qJe7geRWxHctZYZqIKMa+PmLr8yMP17XybISYVQiSKmZV8ICEFPLUIJDWJz+gwGAsmUZS6kGipkBfHamxzQ78soGdktiKErA3KK9d6KufnxrKW0Z6aHVNw9azGKFI9Q+fow2jSWnDcH9/xFg4/dJlm4CbigMr/V9YpqlPWtYMMcjmBOwe+jctCAmBQAA/f5OdqPkwMu9F7Bw6DvT7FDrMtacc2L2PSdOv7FiyhCTBgCAfGA9m5gdQYBkbPq1zzT7qH0xC506A2P4KoaXL5kSxLTG6O3jSWouMATzGj7YvMKMMfS8RIGoC4LoQPhQxvbPtkV981vpcMdqOvH1FUvGd95roYkdcTq/aMGkKjGlFlRr+cjvLKjdRlO2goH4QtNM2ZtiriYHOC+P/av2WCAm9sSpMPiqZW/aAACQOHuOlZN7IUpZTOx7zgwsdA2zgjOMO0IQFxMhAoDshjCVsjpYyyxLjBkBAMCiwW9YeK0PXIVHtjtmQrSfOMoe5rKQ5zDk359HY5fGoUMDOPdMLevrbneMbr07h3I7YpYS579tMdfZrSEqpdrsa0G15J1pJsgc3AqPhzvnmyaNm1PmNNwfLMI4YP3d2wYAAOruDOPaAGeUcLAtUTMF+UwBo6fG7bSsr1Lqhboj+FvUS2cjnsfTAtP8epwoEK777sH9CvwRj2XPVoC7XVEiJQQwHsX8GiofX0Clawkq5l6na2sVulo04G8VHx+Aw80B5UeXzHjRC/BOoKyDrwgwOMDp5f8jwlM9Af0Fz7tQ5BXNh2IAAAAASUVORK5CYII=) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhe2WX2gUVxTGv7u7szuzO7s7O/snu5ts3GyiJg9NDE2jjQnmQShJiVFRkEL9Q8BCqQ9iH1TEBx+UFn3oo6CCFKO0UZoGEoiFBCKBbhQTBRVFjdaaDdFk06Q1yc7M8UEyZFxbYjJLX/zgPtzLmfP9zpm5cy/wQf+z2MIJZ0mTm1Mg2xUEHSrCgop8QUXMqWGFS0NC1FAsEvyXS9m/JXxf2RZO3IICL5eBx67Aw78ZbkHVh+DIwMFbzPLOBvCLCjycghvPYlkVXtuUJNmlQbywzrTqswBCHhVuTnlnoF+cRX5rnanmAGDoZ1hSEfXOZgXd3NVLQe8cJg50U04BCmQVRcLzrKDK8/WMl+YwJmXQfarDVAgDQKFfQ16I1+dD+3t1M/FEAxuRMkj5FBy7dMU0CANAPKghni9ioDxBD472USygYOpkl262Yd9m9tynIuVT0djXZgqEASAR0lAU0sAC1Vh5rI5pQQ2PtGfoufSLbnZwyzb2p0wYkQny4+V3wvBVT569R1brK4i7K/X1zrVVlN7agOHaChxev01fzxtpoymnBREHh4d8k+m7w6D27TW0934bNT39yVBx/FU71aY7aUfq6pI7sajfWvPP/Ww4BDwJMEQmW3WzYaGZRcZtWPfjb0iW+03follqOb6Tzuz4hPZ897XB7EZtjHqiPPUf+Db3EC+OJOjuhiD9c7HMYNbh5Wjgi29osK4+9xCpr2I0M/EZ3WnIM5gNVlfQ7SqZrpe4Fg2xpKMtfPoPBrIgXC9gtKVQN1uTHGJOmYMYEdDX0rUoiCWfrbzcxexFEqx+C25tlHSz4u5RFt3kQ3SyBReazxkgDjHQUQZzX1H6cIIGa3z0/VuJZ57W0+0qmcZ+WEUA8GuJSF8C1OqwGOKWfbuQjj9iVmKolOzoKxD05HxhLwvXieACIv5OrqeJl7PIAChw2/4j2zKUXCXS7wkXTZ8vNVQ41Vmtz3cC1CNx5nZgXtX3p1l4rQe2Ugkzk826ibsxqf+mSxjgkjjDc6Ze8FZcHGFYLQOAAWJeNR4OviJX7gAAgJc6GQDw3vasAypc7ESoyptbgJl0I4Gyr3UAEPpIgv1TY2NMPUbnrseJRB9I9oKNKlA6UlDGCY4yK1iUwABQ3AlH2ZDua2oH2E0HqF8FVA40/hdsn1vBR6zQJhhQxqB9HAEFTG/6By1PrwEcLTTdU95eWwAAAABJRU5ErkJggg==) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2WbWhTVxjH/ye5Ny+3N8lN0iStsdWlmGq6+vKhUpBusrEPhWlXlr3AEEFkZcIYrBPGEBkON0HHED8M3Ngce0G0sYyJbJmOtW4MNlpFsWJ9maarjV1HmrrYm+Te+/ihcu01FdM0pV/8w/lwLs99/r/znOfce4DHWmCx6RPeNE4OXoHHosBnVVFlVxG0q6gRNCyp0BASNdSJBG9sOXtYwtmKmz5x2BW4+DycFgVO29Rw2FV9iDYNVhuVy7sQwCsqcPIK+v6pKVjhbxv/JJegQfy2uWyrLwDwO1U4eGXGQK+YRfC7lrKaA4Bp+qRKUlEtFQKc2fwr+Vw5pDrj5a3/gwCLPSqCbrUgaM1X65lNyuFfKY/4xz+UFcIAUOvVUFN5H6C/vVM3Ez9qZSNSHkm3gl2Hj5UNwrCnsbcuk4ObhIuX4TjbCS0zAd63FvXHPtPj9nR3UUIgXBcYTrRE59wThgqE/BqeuDciP55mPIYxdPIQTh04qK/43fYoG/YQRjyE93e/OudKGAGqCNUBgv/tqaNWf3qMWVYtw1CtgA9/79LNvm96md30MJwLBtDfXFn2xizQzvPd9PpgF21IHDGYffp0hC6u81JH7+clQ5geHQLsamxn1/3AjUoGn3xUN3ujZ4BZBA6LEjL29v1REkRRAAAQl6LsRtaMcPc5HIrU6mZ1P99irpyIQMqCn17bNmuIWXdxT8BOZmhINjYgerJffz/eNUC+5G04R0ZRt3tD0XlLOkbJLTWUHVNgFhgWH76p5xh88yjdORvHf/1f4tmMUlTuordguqq+GGLyeB55RYWcfEYve/jAS4yZRFhDrTi1tLGo7SgJAADqe8dY+uokkE8hsSmim63q+YQp4S3IkBtHnnrPAPF/rJHk408anpUMAACrz0wwlstAZaPorbx/UVgfa2e5iiXI3JnEBy/GCAAOPvcKcSv9YOEKQ445AQCAtW6QaSkTLC4OffWSDhEd+JqlmAPp2xPYsaaDGlYnAJ8ANpqfq+XM+mWFky40uel4eKOhxNua9+pzOd1G2Ust8/flHH8nRH8/X03f1LbOaCKn20hOt5WvBx6UtO8a868TEApcwdYV++f/H/EwDXcsWpgKAEC2eyV5XggWHc89OmQW5n81ETw8TCZCavtSyt0CrJIZZgfAb2+YCiJt/gDg5kEeF8B42JaPw6wq4EIKuAgHDQSAATTzrfuxFkx3AcOzSIP3JmKRAAAAAElFTkSuQmCC) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe2VXWwUVRTH/6fLdD86+9Hd7m7XbitWxD4YpS0KxjbytEmNUjRFEjWiIelLH2okqMT4RQgaxDd52ERiGr8aXFRC8GNfJCkkpEFK1JCICmwR22Wz3RmWLjPbmTk+lIwddo3ddowv/JP7cO69uf/fPefcGeCW/mfRwkCok9graAjWawg7dTS7dbS4dbR6DNzeYKBdNHCnyAgd6qB/OrBWrVgYeN0a/MIcfPUafK754XXr5hBdBpwutsu7EiAkavAJGn74o7Xihsc3jrPfY0D8ZL1tt68AiPh0eAWt6saQqKLl015bzQGgbmHQHNARC1QCTGw9xmF/GYXtaXvzfzNAPKijpVGv2NQ5soFcgTJygTmk3ztiK4QFoC1koLXpb4AzQ0dNM/HtPpoKzGG6UcOu0S9sg7DU9NDwr+xdcR1+QUGwXkXIqQJaHsE3tpj73vkyxZMexkUP4evegWX3hCUD7REDd9wYd+3qJSNsIHPtHL4f/cq88SuPD9DlIGMqyIj/+PGyM2EtgViAXz+PyIvzT61pMEHF7ClkfAr2nEiZZofvf5L+DBL6vkvj290P296YFTrY38OD51L82ORBi9nrb23mXGoNP3Pe3sasqoSU4ntLn/PLw49YzErptbz7cJL3nT65JIi6f98yr3RggDKqA35Dx9RTraaZJ3GK7hkbR7RQj/QHtX8nFg0AAHLjExTNzUK6MIvtyXdNs037DlB0GghrTch+mKsJoiYAANg2epx+l0U4PauQ3Js0zRJPd1HDxE/wSR5k96qLhqgZAAAePTtJES0Gn9CBnx+Mmmark1tJypWRl0oYe+nSoiCWBAAALzy/nmJKFNfjr+LKa1nTLLankfLyLGbkIka2WRtTkftZyfRY5pYMAAAbdnZQzNMNURJxcfMx8+De/XEqXC2iUCziQM8QA4D629r5dX/AcsayAAAgPvIQzUgOyKUSpDdXmhDPfbaOrsp5NMhnkd/Rxhy4sUSO5VpW10TfEEvDqzi/o82S4tN3i2asyP2sSBvtK8FCdX6znxzNOtxdDSgd7TZNun65Zv1hzamW0DYAAPDuvECONQbq7nPgymBb9VeQL9tpWV03p9mcL/Sxkkv8NyUwTS53Mox81TWSs2DBZZmzFaA8/gDDEEClaWSejfJY2Mmlj9pZubSO1fdXMwoGiKwtYSuAITtAM06wKw5V0SFGnKDu2wCnFyAGsoKddrdkj/4Cg/FiZcTDmScAAAAASUVORK5CYII=) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73190 1.6666666666667s linear infinite forwards;
}
