@keyframes rwdcur72645 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 2, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClUlEQVRYhe2TO2sUURiGn/OduexcduMkG5Vk1ZgYkGChaCeChSJGwQsIluIPsPEvaGOnrZBSRLSxsBDxP2hEREIUbzEaw2YvM5vszBwbwXZ2ojbmreec9znfMx9sZRO5JDfMZu+Qsgcvyg0jqsopdX1TEKUBtArQyqYmjc30lwdQyqWvMmwJ/z3AaX3TaBWQqC6ZUlywb5fWUApgSCao1C28Ro/YdNGUn0IpACMWfqTRDmQ6ASr/DmDWvm0c7RGMCavG0M1b2NrljHOnlIaBAYb0FOGYRTDm8HE4pOm26Zl1fMptw+AKLAu3Dp+SPkuhZtVySOigS27DQAAXKg+Na3uEI5p3cZfYdchHHXqyglKac5V7A2sYCECoYdUEe9Sw2FpB+Tbh0Tr9Skxs2nhq16D9gwF4OqK6w7Ca/EB6HaIw49BJQU20SKWDpe2/BzDrPzDi2kQTKZNhi9nqZ84OP6cxdpfDZ7/Rd5dJBc77TwfSYBX9cHswwrZ6QlhLiZfuc3DPPEcuN/Cm2zxL3vNm7gAmWSFyQoiLAxSeQFRLqYy2qedf2Dv+gsmpJkGyzMiix7H9TXbOvCazPxNW28XbiwJcm5kz/rYO9d0bNLuPiaIuFR9U2if7arPdGKaPd8i9d/hhjyv7bhXWUEhB6PTwbMHRQHuBdANWlyuoD5rOlEG9jGhIxtKwQyhdHGuoaH8xgO7GF0LqxPMtJL3Kq4U1RFfJn8TkkqMJyCVlV+aSSxPHVn8W4FPvPW66TqBdcnIEITPf0UYDkNNDEHLWMK4m9Qv/2wUnkLVZTBO0MRiT/yrLgN8vFQQRoWaPsNYsvgaFZ3Vy/ISxUkOOQStN32ygzW9+EUFpRRBUefD2UXEHW9nKVv77/ARnfNucDQ6gWQAAAABJRU5ErkJggg==) 15 2, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClklEQVRYhe2UO28TQRRGz8zsw+t1bIcYiEICgQSKCIGEEBIVNPwWfkAkehA0CImHaCigoAApokCU1CgVEoR0CKEQxwkBk6wfi9f27gxFeJSsN4HKXzm6M/fonpmBYXaR63Le7PYMmb35FTMi9jEvLu8KIjOAL0awhc2knNxN/+wArsiTCEFBlv4/wA111fiiRCi6CGFz176VWYOVZdO0PAYViLwuYTWiQPYpZJqAlA5q1AIHOirCIf//AG7bd42nPMSkojkRECRNXOVyx7mXScPACo6oGcSERB0TNC9uoFcLhNUu42R7DYMrsCx0BTaOrPHh3Dvap+o0RUhOFv49wOPcM+PZHuIA1E6s0qps4Z+BbesLUige5p4MrGEgAI8iuiiJJ2Nej7/FshOcC5uExTaBaXFQTA3afzCAshpFjsOyXEdvHsdr5piZadE+uEQo29jK/ncAD/ILRrg2vYmY2qpF9/l5pl/MITf7ODMrNKw6fQlP8y8H0pD6FUz4Y8hKh56f8GmpQ3Vti5ObkrzaZuqURXOxTSuqU3IK8D09QOoJOMUe0f4W1bBBrbbN0VIHqzfK2psyMhfT8Bb5ZtdIRhrpu6cFeDR337TLdfThDlv9DkW3z1hBI4RF47NHJ/Doj71n3f1AVAi4OXsttYZUCiLnK9IOQWmCrwGVvGY8Z+Fom2jLZnvFhRHIRT1CZ4PSAN9bqtL13icq+DSX15jVmqNlhezH6EYOY84i6mCMwaJLEFcRtru3ACvRZ3qxg68kmh1viQD1c9C/1jRgXBeVL+8tQCvp8DFuoEyCMQkSgUYD4neNRCClpGjvJwxaqQHE30t2cunQaWPFfTSghKRvYpT5c4ellAgl8f0iC+9fpT53mGGGGeYHYKzpm1GkzFgAAAAASUVORK5CYII=) 15 2, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmElEQVRYhe3RvW8UVxjF4d9979z59q4X1nJYL7GBCIElGkSBcE2HlDZSIqVKF6WJkipl0qRAAioaKpRIKP8AlEiIEhkjCmQZJGTMxxpPvDu7452duSlSJOXsGKj21Ff3PHoPzHKI/Cpf2cP+IfXLv7ZzqsmP6stDIWoDIhVhlENXFg/TXx/gqYBCCbHMfXrAb/o7G6mIVOUo5XDN/FB7hlqAFenitGOyriK1OTH1r1AL4IiPbrngKkb6AJ/w0wGumZ9soD2kE2LtPPtlhqddrrs/15phasApfQKnE+N2mjyXFn3P4cCWdOnU6Z8e4Dg+tD32Ry5PdzSpEzNgTCzNjw/4y79hA+Ojjxo291KSoUsSuvRkD600f/hXp55hKkCDeaThYxcCNrZ65MrwMm4z9Ev6NuO4Oj5t/3SAlm5iF4XdUR8tA/xWwalvj9FbKRjIEKPNxwPcCW9a44VMVhT78RM6Z+9z7psHPL50m+TKLm+8XRCHe+GfU83gVH14NAoZtftMGmOSzkPCtQ3mL/RYWt7j1ajD8FaX3ugdsevBsDqg8gUmjZT+Qspr5y7Z6jrlyQQvesNaEbBwJmHz/CO2zUv6c73q7VUBt1Z/sYP5vxl/PibpJhStFOWDqJzPCsOxyFJe9HkebJHFA37/4vvKM1SaIHPfI2YE2qdobKIm4Lz3MUqzPrAsqxbpUoE6kpPKO5qVh60IeDXepo3H/sY26hHE4WlMpsl9S6kEk2XEzg7eJCCRbZTxPyzgRbbLWN4SeZrSgOSQOhad/3vpTEBKGJqnWO2hg7MfFtAvDtgaZugDi1UWAUoF/G9pAUSERmhIk53KAFX14eXlJeuoCaUFrRQ5Fl3+JxARlNZEQcSdJ88q/zvLLLPM8g+mFtzH41dAPgAAAABJRU5ErkJggg==) 15 2, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACn0lEQVRYhe2UzW4cRRSFv7pV1d3TP+MZu8dxEjshdjYhEkJCQoIdCRYoSLxAnoA1rwAbdskDsGQR8gARDwAii0QkmyiKnAglCBwrtsfTM+2Z6i6WiF13OxILfNZV93y6594LpzqBvvlS/ElrSGfzL8Rnovj6E3UiiM4AiVFYrVjvdy5xMoBQKSqnSM1/APDtde0TURQzhaoUt27YzjF0AngnE0wvp4zXKWaeVHe17whgvKDjIeiAWaWJuvu3B7j1qfW9QKMH51lkGYdFRWg0t7eDTjGYth+2Mo1k56hHF3ltF5iXKxwf77PesQ2tO2AwEOWMl4RHbhe1ukThFKl024ZWv+7eiHwvsKjBiIfFG/btjGA55XWh0KL44bOodQytAPoKJOhTrW5wL3lCpTzORkwl5mjq2YhUW/92AMNIw9IaP9t99tb6mNoQ7BgoAyaVYE37fWwMcOda7K2EzEeb7I4usnHlJleSa8QPrhK+uspeAVTCT5/HrWJovAUrqwmzQU6Z5hxuXeCvM5eQYIUPzjrcC0dhfmPPV6TDAJg2BmjcAbfc5ygZ8SQccf/yh8z0+0yWV/nlXEJw9iPGz4VX3nKUZY3NGwN8/9W7fpIMmOcX2N3YYhqs4V2KSwImZ4Q3lxKmw+v8XhrKJOW7m5cbx9AogjILkJ6FSLMTQTA+Jv/zGXG5T9A7YBwfk69sEuSPKbKQpbD5fWv08o/pnDyB8eQxH99/xHu/xsSqZFFbVN9jBwvqTcGEioPaoUL7dgFevCyZh464r6lrECk5cAqtp6ChqEEs1A5wIdrFbxfgqKjYee5Q1lN7jwi4+t8DJAIiwjC1FIcHjQEan67t7fMe4/A1aK2YLzxG/zNrIoJSmixJ+PHO0/Yn8VSnOtX/Vn8Dk8HLm3JytikAAAAASUVORK5CYII=) 15 2, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe3UvW/TQBzG8e/d+WzHdtLXpNCWtqhl6YAQQxcQA1InFjYGJBgRMwxsLGWBqfwBjAwVEgMbOxJiBBUqBBWitPQFSt7jxLGPASTE5rgFBvLMvvt9dM/5oJ8D5PySNAfdQ2ZduLgkTSEvOHtDHAiRGeD5AqUFI5OZtzgYwHUEMhb4wT8AXLyjjOcLkobAEoJLyzpzDZkAYzOSgjWKHU4SNwx+kHV8RoBjSVw1hMImaily7l8EXFnWxskpAjlJvVakXYnRjuLqfTtTDT0DJmYVA9Y4gZolmL5GdXcK0zaUJrOMzwDIWRYeo+zsDLPWPE01nKLdEOQz/g09rbr1yDVOTqMpEcULVEwRb+wctV0LqQQ3H7o919AToFAATxbQnRmev5wnsh3i/BnajTxRzXDkmOh1fm+A/JDCNmN8WzvB3jsHZSI2Bsd43QwI6xKt1Z8D3F7xjKcdvGiaYmWTC+IFxzee0BarSFWiuqfQSO499XqqwUr7YW7EJ2yNEiQeydYqJ2uPMds5KuE4TRnQbnrsf4mwAxtopgakPoFWt0BUK2J9rRO9f0bZWccz2yz4++RVlXJliJ1NTbmWTz08NeD6g3nTrA9CZ4rmpzodWSVyDIIYL6oxZ/lYSYGdjxatMODy3bnUNaSqoBzatKVmAIXa26LuKqJiDuVpbCchp1pEiUPiDrPfcGAgdbPpANtbHexR+Fx9hTiq8UunqMoOjlEYY2jLOiKRdJWgWu7iCn24gMqHkLjTBV9BAsgWIhYY9fOkE36UmYBnHFzlHS4gqsW01rt0lSE2BiSYBH57diRIKbELmt1GOTUg9dM1vThhQquLSEAoQRIZUL/umpQSJRR53+fNytven8R++unnv813FK3hAl90Z3MAAAAASUVORK5CYII=) 15 2, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmUlEQVRYhe3VP48TRxjH8e88szO73rX38J35c4cBB1AUkShKgSCREFKKKBGiogoS7yJvARo6eAGUKRBVypSIImX+KBJCJ3JBSoDTAb6z196zd/ehQSLleo/QcL96Zp6P9qeZhf3sIcevi+71DGm68aPronHH0P/B7AnRGOATgzhD0m98BABBY0BooDT4tgHKxoBG/E9vWI0Sg8kMgTF8ccs1rqERYGkgLAc9unkfzZSw3XR8Q4APhI7tEuDRqSWM3iPg3C2nrmXpyRoHVCl3KoLQcv62b1TDwoCVU5ZDwRqrfo0vEyEdhZhdJe03Gd8AEAUBS/TozKfYJ0/p+4BqDHG72XVcaNele5H6lqNjV4izV/h8wjEfM9sSxBq+/TFauIaFAK0UUklZ1oOM/36MKwyHN9u4SUQ1UrrHzKLzFwR0LW09TP5iyrgQSu2ymn3P6s6AYiwEzv5/gCt3Y01cSLcY8GQn5f725/ySXeOn378m2LzM/HmIQ7j6c7xQDbWfYr+SYKY9KFLWhyf4o/yKLXOWV+EJBhtT4s/uMNmaIm0PTGoDan+Bskhxo4NsPIv5bfM0w92TPLcJrQslm/EnVOtn2f7HkY86tYfXBnx354xW4wPEs+MMh32yWReImIvBHSnRIwnR7jm2/2pR5m0u3jxdu4ZaFYxzTyGOKZb1UQRSEIUvsaVB/xzTHRjK4ij4ZUaZoEv1f7K1Vr78d4bvOR7sPITkIR/3Y6zL0XmIVELuc54WljK0TIfgzDsG5Bs5xayFTUKoFGSOZha1xZsFBkRh4glViK17t4ByVFI8HqM2RxUQAxXAf6oWg4jg0phhltUG1H66jn5zSotAoKowVtC5ovYtQESwRkiSFo/u/rr4k7if/ezng81rtzXYuLVBt8QAAAAASUVORK5CYII=) 15 2, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnElEQVRYhe3RPW8cVRjF8f997tyZ9eyL7WTXVmLjOEpoqHCEFCG6SClSpIvEF6BDgsICIYSokgahKMkHoKSI6FKFhioSokBCyAoKhLxYToRtsDcz413P20PhgpQzszFNfOrRnN99DhxlgsjVT3XifzQvX1XTdZjVDyZCNAaYdoBxDlmcm6R/AkAgmCJFOsH/D7DXPlTT9jFJjDEF7uYnjWdoBJDlOfqex+JY0SSGjt+0vyHAg1nr42Owo31oNV6yPsDd/EjtVMCitBgMHcVwiA18/FsfN5qhNsCemeek53PGdrm8tcLSpqD7I1g81qS/PsDzoI9l+veE87+dY+ZBgUnGSMcdPqD13RfqplrMMcXK1gKD4YAVzuJtvsBYofXtZ7VnqHeBnqMnwnLqc+7HASYLuFC8RzcBjSLMGzN1++sB7GyXeQ148/4OwdY/5DZD1+fpPGoj8RjrvMMDhLdXNXCGU5khHfzFT29f597pO/ywv0awa7FbEUJB+P2XtWaoTG4fP0F/FBKWOU/dGmuXNvj5lxu49Dz6txDuKdn2GL8zzd5hAHp5m0GkxNEfPMzu8SyK2AsHLL+zQ3djjmJo2NlICE/Osl0DUGmCt775Wmdiy1IaEu+t8zx9QZIphSmI7CadEwW9UvCe7tIZ+5z96vPKM1S6gD+ewonD4ni2u0EUW9KsR2hnKX1hJBlBGXCsNUOQBHjTS1X7qwHSh8+h1+dXiXDmfU77V0hTwQaKqhLngmiJyS35kyHON68WMF5/TB6mWNcGLRkZwZQFKvbgAy3BCGhJ4JSwZ18toIgj8p0/0dKipR6UlSW8/FAjiAiu32N3O6kMqHyrhXcval54QIkRi2YZav97qYhgxdDutnlw93b1DY5ylKO89vkXNCvliX8XYMMAAAAASUVORK5CYII=) 15 2, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACnklEQVRYhe2TvY9MURjGf+ece+7H3JkxX2JZu3ZDNiEKkahEQzRKjUQpEo1GJCoVKxIdoaRQiIg/AIVQEQ2JQlZid2Wzst875s7Mnbkzd45CQXnvHTT2qc85z+99nvPCloaQPD9thn4j88UL00aUC4izl4eCyAwg8j7C0sidu4fxHwLAcxAiRhbz/x5AXbphRMFHRC2EJdBXb2euwcpySe6ZoKbAG3RYiFpQyJ5CpgSka1HWCluA6oTgu/8OQF+7bZTrscuRCM8wCBsox8G+fidTDakrUPv2ssuSjOJQL27gbEAUd2Es2zakTsByLWoaejRYac9heyF0mshStn+QCsB9+NRoz6NqKbrBKmEcoL0mcmMNoRTu/Uepa0iXQKVI0ZaMmAGbyysYE9HVC9j9NiYMEBNjaf3TAahSmREB8tMS7kwfpycR5QUclpGtJkrrvweQe/zEODnNZNSj97bOwdfjnJmb4m75EMfbDaz1NaQFuWcvUtWQeAt8v0qtHlJu9Zj6Osqx+m52vB8nfH+RjUNTvKo2iZbWsN087RQAiRMoBn22NwLC54ucmJ1kR7VBKcoxvn6OU28+c3RmBj2/SGElSGGfEODAzQemtNlkPIzY/12Tz0Vo7zCgMbpCLTrNkRWF/2WOfKPDviu3EteQqAJ7rYNuS5SCbfM2odciKLwkLyooz6NnKox1BbW+zWC5hcW2pP7JAKKFb5Cr8XGxwYe9MfdKs8iSjerOo6QhdvMo49FtOchuHe2IPwvQWZ2nryKU9MEMQEjEZkiE+nkg6ICQYNo4riFXVX8WIO4E9LuzmFhhYvPTbDCA3wcVEiklenuR+mIrMUDirEYPnDT9yAIxQAiFiXsY8WtSKSVKCfyCz+d3T5J3sKUtbem/1w+YBOJk3kky7gAAAABJRU5ErkJggg==) 15 2, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 2, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 2, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 2, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 2, auto;}
}
div.testarea{
animation:rwdcur72645 1.3333333333333s linear infinite forwards;
}
