@keyframes rwdcur27581 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiElEQVRYhe2WUWhTVxjHP0/uzc3NvbtpTNMmTXqblCR2K626DhTG2rIStogUW3WuD92EbU/bYAz2tofCmE/bwxgDHzo2BmoY1IIDmYFNWZqwpvZ6cXJbaxur1qxpmquNyU1ybm6yp/kgthHS6GD+Hs85H9+P/zmHcwCe839H9+jA2NgYsrqtFkmUlGci4PF4rCMfjfxk67a5GSezHJ+NbzxVAUEQcqPvjrb2dPd8iazosHfAa3Z3uBNSREo/FQEAgGZb8/KBwQNv0SW61aQ39VF2asTT52lsaWxZXhAX5O0U2LHZxOWVy1/4HL7Po39GQVVVWNlYgQROrLA69tubUzd/PPnVybXtEHhsAgAABE3cOPj6wSMMx5iymSwQKgFmg5nr6O7wO/Y6hvb591UunLkQq5vATHgms+fNPRZvu7cX5zGUtTKwBhaSt5LQbm3fqaf1vQzHTAoRYb0uAgAAxXLxhs1rGy4ohYZCrgDsCyz4X/WDw+yA6FxUn8qnZmO/xsS6CVwXr2d2DeyiOAvnRwUEpWIJcBnD0t0loGwUqEX1WuhM6GItAqjaAvGSeDopJ+cxxoB0CFLJFCSIBERvRa+Gz4e/r6U5QJUEAADmYnOZ/kC/am42v4Y1bFhSl2BNW1sQz4kfnP3m7F+1Cmx6DR/l+CfHXZSV6mWd7IvxWPyHye8mF2ptvq0cevuQKzQX+vrEzyc+Pfbxse4nrau6BU/C4HuDHk+f51Qj03gUldEbvJcf3d2/+074l/DVuguMnxrnhz8bPm1psOwv3S5Bl7cL+GZejynsypG5YHw2XtyqvuotqAbRSnyYvJ3cn5pJAS5gyDzIAGNkwMk6X+Z5/v1q9TUn0Lm38yU5IQeQhsDIGIEgCEAIQTabBVmVOymSmohLmz/pNSdwf/X+lKnFVEIUAg00WE+vw+rfqwAagK/J52zqanpnq/qaE3DZXOmegZ4CyZG8oikWDWuAKgiMtBFoIw2qWfXpWN3EZh+bmgUkSdImxiemyAoZvIfupfPlfBvSIQttoIExMsDYGE7WZFk4J/xRF4GHIqKkCCEhwpW4YN6YT2uk1oYqyNJgaAByJ+lTM+pjz8K2CfzL4uKicuXilQilo4J4B04jFbXZzXa3QikPps9PX6q7wEMRaVGZ/m06UlEqQdDBhr3F/gpTYn6fn5/P1avnlgwNDTUFAgH9M2n+nP80/wATP1yXXfjEKwAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADeklEQVRYhe3Ub2gbdRgH8Ody97tLemmSa/40ie01GZI2EEpXipZuriINpg4LzdYxRYZD515sr/SVvup70TeCb0R81dHKxpha0RedRheysijXrhxpSGOyNR4LzZq75C7/L75yLxSaQnab4L4vf/weng/P7w/As/zfg/9zYXFxUWf32q08xytPBeD1eq3hd8NfuCZcw4ZBQzYTzxSfKIDjOOXMqTPW6ZemP2b8zNnhk8MOp8d5L3ErUXgiAAAAl8eVnZubO2XDbYM+n+9YQ994gw2wNpvdlknfTT/UHLD+67p8+q3T+lF2NEi1KXAT7p6G0jhmZs3hyROTDfeQO8H/xtc0AwAAmPpN2dCJUJgmaAtjYUAQBGD0jKnP3veab8IXHJ0afRD5NrKtGSB2MyaNhcaokYGRIA44CHkBWq0WEBgBNoPNraN1rx/xHvnxduS2oAkAAGB/bz9rHDaG5Ypsqck1kMsyOPudwJgZSOVSpEIqXPSbaFwzwM72juR50UNhFBaECgCFKEAYAlEUYbe4C/pePbe2svZTNwBdpw3ZePaKqIj3xJIIRtoIkiJBtbcKRay4GbkR+bKb5gAdJgAAsHVnSzr6ytEm08+8jJM4ymAZEAghyUW4C6ufrd7tFoAdduP5j86PUyZqwthn9N5P3P9q5dOVZLfNH2tCb4c8V7eufnI9fv39yx9eHjlsXccjOEwW3ll4/vibx5d66d6F+n79VcuA5ez4zLgQuRHZ1Bxw6YNL7NTFqSusiZ2s79TB7/VDYCTQQ7N0QJKkr7d/35YPqu/4CjrF/oL9QqVUmSwlS4ADDm1ogwEZwO/2+/xB/3ud6rsG7Al7f4hJESq1CmAIA1mWIf8gD/l0HjACuzhzbobVFEDsE5zb41YJPQG1Zg1yf+Ygt5uDqlSFgDUw4BpznTuovus7MOgYLEyfnK5QFoott8rWdrMNjWoDVFUFAzJAWV/2mfvN15LrSVETAM/zraXPl261qq3lIioWZFUeIknSSugIoCgKEEKmfC3/cOOHjV80ATyCcLwS/z4eNVaNy3W6XlCROkSaSKsFWQCZkE/VqdfSG+l/TeGxAf5OKpVS4mvxKImTy82eZgGpaMjJOL1NQ7MU+y72s+aARxA+pcRWY1G1rS5jbUx0POeYoCn6ZmIzceC/oFnm5+cds7Oz5FNp/iz/6fwFtD1ShQTeBakAAAAASUVORK5CYII=) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2TX2hbVRzHv/feJPfcnOY2af7RJotNDSFbTTuKQuywSM1LBcuiTnQDJ/Sh4IMgguxBsC97GOge9GEvk8H2YGHkoSAKjrp1bIXRpCjJ7mrSpMuard3SJk3StPl3E5/2omsyydIJ7vN4zv3y+5zvPQd4wf8d7u8LU1NTrNFu1Eu/SzvPRaC7u9vo/dR7cdQ3atfZdPfCN8Jb+yoQDocL7tfdB0Y9o6ddg64PDSMGU6+j997tG7c390UAAAS1cNfqsH4wPjTe4+xxHpFN8keH3zlsMBlNd+/cupNuu0AsHMv1Dvd2UYGODBwYgCAL6kK1cKTvYN+42+3O6lS6SCQSqbRNAADMBnPUMeh4P/Uw1Uk4gkwig+zDrJYTuKOWYcsbrmHXg4VfFmKtCrB7bcxcmEmyYC8KnQJqtRooT2HT28DXeOQSuRHCkQtjx8YOtSqwZwMAYH3JGvUMe97NpDPaerWOSqmCHmMPLAYLeCWv4c185uZPN6+2IrBnAwBw9quzyZXYyjmqpRBNIiilULJKaEUt9F16KDuUDfNPQ8MGAICqacLoNr7NFTkDz/HI5/PYLm1jLbu2vDi3+KUUkFp6nk1PcP7780m5Kn9rf8VeFl8WkenKIMpGI7Ozsycvn7scaWU4ADBP++GZH868SUTyVjKVLMWX4tP+7/zLrQ7/VwLNOP7FcZvBZvgks5nZ3onu/Oz/0b+0bwKnvj7l8J70XlrNrnpyyhxojW4xJeb0xGsT3zTLNr2EzZj8bNJxYuLEJZve5lGkFGDTLJhdhhRJ8ZAAwS8FpWyjfMvPaNA3+DlRE8/9lfsQBAFDB4fg6fcgn8hbOxwdHzfLtyyQWk1Fs1tZpLNpyIwMQghUrAr2TjsEIkx6j3ltjfIt/4L+gf6y0+V8b319XR36MwQWLAhPIHaIeLT5SCyUC+nQfOh62wQW5hbWzH3mW6lCyog6nKlMChzLQaACmDqDjeKGU9SI/rgUf+JdaFkAAOavzCcsGou/JtQe8CLvlOuyvlKpQC7LKJQKYkldSoeuPrmFZyIAAJIkycHrwQAV6HSRFIusge1nyoxao9CgVCs5qZH643/8s4VnJvCYZWl5JzgbvKaiqpldZneD8tRi0pvsVVLNB34NXGu7wGOii9HNwJXAnKKkmAaHrE7UvUoI+S22FCu0a2ZDfD6faWxsTPVchr/gP81f04NEiSN1mwgAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhe3W70sbdxwH8Le53CV3euZyl+i0eFGjDVRb0u2EsBopm4XZQSR124M9EERKR/dg7C/oozxZH/Xxtgejc2Q/hME6cLbLijZ0qymoFVc1ce20DVYv4iWmNferjyZsLcYRk+2B74ffu899Xny5D98vcJjDvBjL0NCQq1LNiH8uhEIh97kPz315ouuEi2KoxdR86mlFAQsLC9uB7oDo8/k+YeqYAektqdrr9f4589vMVkUAAMAL/B/+gP+9Wmtts27ovbzIDzS/1mw/3nn8wCEvBcxNzynB/iAvHhF7aAsNdUd1MAzTyzVwA11nuqjWptal2cTsdtkAAODr8C11SB3vBF8NOur4OvB2HlpBc1hZ65mGroawP+TX41/Hp8oGuB27rZw6e0qQvFKPq8YFT4MHJ30nkVWyEBiBL3CFN50e5+Tcz3MPywIAANbOLh3rPnbWTbt3x9J7xIv2V9qRQsq6vr6eTnyfiJUCsOz1cOSzkdXYT7EIACRSib/jFBZkjiyld3EAAExMTXyXVtM3JK+0u7ZR2MDyw+XZJ/eefFqyYD+JfB45bZpmNmfmzDVtzYxEIwv95/tfP4hvV+33xYuRi6c7g51vr6RXniW+SXxxffR6sqKAYhn+eLjNH/JfWP19NT3zy8y1sW/HFisGCL0bauvu674quIWALMvIqJnHuq4PX/7g8lix2j3HcD+5MnKlLTwYvqptaQFSJ0GYBDazm6yv0ycqUKIPph9oe9UXnYJi4Rq5j3JqLkAYBOykHfWueohuEfJjuUfqkN4vVl8yYFvZXqNpGqbVBEVTIK0kPPUeOCgHqturL/UO9oplBTxKPrqR2cjkMpYMTNbEjroDXdPR5G5Co6NRbHmjZXCv+pL/gcnxydVAf+BpgSm0yiuyYGgGKBsF0kaCr+ZhdVmPqlXq6PLd5Zce4yUDAGD8q/FfnYQzamNtss1p85AMKWiqBpqiUWOpqVWgZO5cuzNRNgAAzE/P5+Nj8bjFsESr2CrZsBkeUzcFmqTBcuxR02aOLt5dfGEXDgzwV5LzyXz8x3icUIhoHnnZsBgerpZrMe1m9tYPt26WHbALSSbzUzen4kSeiG4+29zi3JzEs3zs/uz9A7lJ/euEw+G6vr4+6j9pfpj/dZ4DHI460+cBaQAAAAAASUVORK5CYII=) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADXElEQVRYhe3W70sbdxwH8Le53CV3euZyl+i0eFGjDVRb0u2EsBopm4XZQSR124M9EERKR/dg7C/oozxZH/Xxtgejc2Q/hME6cLbLijZ0qymoFVc1ce20DVYv4iWmNferjyZsLcYRk+2B74ffu899Xny5D98vcJjDvBjL0NCQq1LNiH8uhEIh97kPz315ouuEi2KoxdR86mlFAQsLC9uB7oDo8/k+YeqYAektqdrr9f4589vMVkUAAMAL/B/+gP+9Wmtts27ovbzIDzS/1mw/3nn8wCEvBcxNzynB/iAvHhF7aAsNdUd1MAzTyzVwA11nuqjWptal2cTsdtkAAODr8C11SB3vBF8NOur4OvB2HlpBc1hZ65mGroawP+TX41/Hp8oGuB27rZw6e0qQvFKPq8YFT4MHJ30nkVWyEBiBL3CFN50e5+Tcz3MPywIAANbOLh3rPnbWTbt3x9J7xIv2V9qRQsq6vr6eTnyfiJUCsOz1cOSzkdXYT7EIACRSib/jFBZkjiyld3EAAExMTXyXVtM3JK+0u7ZR2MDyw+XZJ/eefFqyYD+JfB45bZpmNmfmzDVtzYxEIwv95/tfP4hvV+33xYuRi6c7g51vr6RXniW+SXxxffR6sqKAYhn+eLjNH/JfWP19NT3zy8y1sW/HFisGCL0bauvu674quIWALMvIqJnHuq4PX/7g8lix2j3HcD+5MnKlLTwYvqptaQFSJ0GYBDazm6yv0ycqUKIPph9oe9UXnYJi4Rq5j3JqLkAYBOykHfWueohuEfJjuUfqkN4vVl8yYFvZXqNpGqbVBEVTIK0kPPUeOCgHqturL/UO9oplBTxKPrqR2cjkMpYMTNbEjroDXdPR5G5Co6NRbHmjZXCv+pL/gcnxydVAf+BpgSm0yiuyYGgGKBsF0kaCr+ZhdVmPqlXq6PLd5Zce4yUDAGD8q/FfnYQzamNtss1p85AMKWiqBpqiUWOpqVWgZO5cuzNRNgAAzE/P5+Nj8bjFsESr2CrZsBkeUzcFmqTBcuxR02aOLt5dfGEXDgzwV5LzyXz8x3icUIhoHnnZsBgerpZrMe1m9tYPt26WHbALSSbzUzen4kSeiG4+29zi3JzEs3zs/uz9A7lJ/euEw+G6vr4+6j9pfpj/dZ4DHI460+cBaQAAAAAASUVORK5CYII=) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhe2TX2hbVRzHv/feJPfcnOY2af7RJotNDSFbTTuKQuywSM1LBcuiTnQDJ/Sh4IMgguxBsC97GOge9GEvk8H2YGHkoSAKjrp1bIXRpCjJ7mrSpMuard3SJk3StPl3E5/2omsyydIJ7vN4zv3y+5zvPQd4wf8d7u8LU1NTrNFu1Eu/SzvPRaC7u9vo/dR7cdQ3atfZdPfCN8Jb+yoQDocL7tfdB0Y9o6ddg64PDSMGU6+j997tG7c390UAAAS1cNfqsH4wPjTe4+xxHpFN8keH3zlsMBlNd+/cupNuu0AsHMv1Dvd2UYGODBwYgCAL6kK1cKTvYN+42+3O6lS6SCQSqbRNAADMBnPUMeh4P/Uw1Uk4gkwig+zDrJYTuKOWYcsbrmHXg4VfFmKtCrB7bcxcmEmyYC8KnQJqtRooT2HT28DXeOQSuRHCkQtjx8YOtSqwZwMAYH3JGvUMe97NpDPaerWOSqmCHmMPLAYLeCWv4c185uZPN6+2IrBnAwBw9quzyZXYyjmqpRBNIiilULJKaEUt9F16KDuUDfNPQ8MGAICqacLoNr7NFTkDz/HI5/PYLm1jLbu2vDi3+KUUkFp6nk1PcP7780m5Kn9rf8VeFl8WkenKIMpGI7Ozsycvn7scaWU4ADBP++GZH868SUTyVjKVLMWX4tP+7/zLrQ7/VwLNOP7FcZvBZvgks5nZ3onu/Oz/0b+0bwKnvj7l8J70XlrNrnpyyhxojW4xJeb0xGsT3zTLNr2EzZj8bNJxYuLEJZve5lGkFGDTLJhdhhRJ8ZAAwS8FpWyjfMvPaNA3+DlRE8/9lfsQBAFDB4fg6fcgn8hbOxwdHzfLtyyQWk1Fs1tZpLNpyIwMQghUrAr2TjsEIkx6j3ltjfIt/4L+gf6y0+V8b319XR36MwQWLAhPIHaIeLT5SCyUC+nQfOh62wQW5hbWzH3mW6lCyog6nKlMChzLQaACmDqDjeKGU9SI/rgUf+JdaFkAAOavzCcsGou/JtQe8CLvlOuyvlKpQC7LKJQKYkldSoeuPrmFZyIAAJIkycHrwQAV6HSRFIusge1nyoxao9CgVCs5qZH643/8s4VnJvCYZWl5JzgbvKaiqpldZneD8tRi0pvsVVLNB34NXGu7wGOii9HNwJXAnKKkmAaHrE7UvUoI+S22FCu0a2ZDfD6faWxsTPVchr/gP81f04NEiSN1mwgAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur27581 5.3333333333333s linear infinite forwards;
}
