@keyframes rwdcur192960 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVElEQVRYhe2WXUiTURjH/+98nZtuU+ecq1mm+RH0JUYi4QLtS7yK6CISIkQKKoioKCqCLiq67Bs/QLzK8KKigoqg4EyX5pxmZqUtXPbhlm3V3IdtPl2kY3Oz7NUGgX94OZznOe9zfu8553nOC/yPIrD8ltxOvytWTy25nX4CyxcaSyRgcrVVwZtqS9NEC64WorY0TWRV8CYCU0UFAMD65jwF6ks0GJbHor5Eg+Y8BQBsjACbRGDCAQhMGcE8GucbCzGM90cn+j6ObezRtpNLzNltcp4Gk1sv/xWAN0Zf1qNtJy+P4a6Mjj4CUwe5Hy63jODYDQuWBVoXADwchy76IuPvH9yRCUXDGhSeycdginjP7yDC1KNtp4p9Q5TQ4KNra3rJHm84F+wnsKzn6UbjG3UbPU83Ggksa8JnUbY1Ha54R7hOgSfzopuscgNF2g5+soHAlN4hN26uTsGIJAZ3CpTI/uSphBlHJsZw0JkxiFWR4N+pxOUv50tDbBZVHGQePwAkAXAE+8K2gIPuyyttQn9ddR8qmBXHb1hQYHYemGKxwrR8wHVh89PhENuGZ3aY0yTgoHNMHs9FCkJgakc8f7BfI6ksMDsPiIBGDjrfdAAITPVCK7U9yZHj1uoULHnvwqHb76F0+jbxpHsw3Q+ZkQhM5RQ3n27J7fxuUbY1EVjhVGMjrsA/AEoHsBa/zpyeg84cNQB7vOGoX0RnHy1Ngi+Gw7puB8Y47ormW9HeyZQ8gW0lsHICE1Ihw+TjWPnb1FbKuOQOpKS6xkudGUby8PoqICgL+jTSR63ZsqbuBdK7nxJjq2cDoH2xvOHo9kwMpEoCNmuiGPt3ZqFXK60NABCYaL7dU7xt/xLs3pUDV5yoajYAUr+Nqp4tTAizd2XIkPvRjQAAB93Yh2SJvvH8S1TX9CHeO1Y3GwA2hfjzCstImH3lgBOv54UWq4kzsIXAyv50g01Xkc5AWnXoGYhaFjxemogfMSKs63bAz3FX5o1nQTTrQDEAMSbVgTlNKZvccLJtsenrD44V/8t5IlY8AlPJPL5T91YmKUxZsrtCgxPYeQJTCHrZtKhjxB3LyCY3nJgBgLDJgwII+tWOigisiMB6CaxoJnFmcuvJAGjG2znNSbB+AjsJcgSxtXmiAAAAAElFTkSuQmCC) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmElEQVRYhe2WW0xcVRSGv32YGZiBMzOh3JpCsZRWUaJJS03VHLXRGJuo8UJMQxoSjcaEaGK8PNmXmvimDzw3MSHaKrYx8ZYYH7sp2M6ARgxSLOMFpiDQqdyGYc5wlg9QOk6H1pkCvvR/XPtfa/1n73/ts+F/hso3UdC7HXjKgC8V1tB6irohkkbXSxNmj3Q8OCgTZo8kja4XN1VAf01YHjkSEzpFHn0nJj/VhCXfWq58kuIeA9+iA4Av6RAvLLiGI+hnxwLuZyqn7bMGnFBYsWy1snpA0IYDzTHTfbBs1m5XWD+mry+hm2d8xsnQTpN9w7OYC85zLrE+v7IeDZ7tuGQWtB63KtgbmaMhGqdxZGHLWiKuwRL6+aGqc/Le079JrLhbBF2SRWSpoFsEXZoRr4oVd0vwQ1voFFGfOvLZ/gFZQr+arZeRLRgz3QdP7i/nyKFapkwXwN2ZHIUVU1jZtrY+UlHE38XLpytK0bejhEm/e99/FlA2a7e3fXeR86+HmfUWAHRn462BcP34Ag8MTgMQnE/R0jVB5Yz9RQ41QNAlgr5f0DnlAaSUfmzae0Z6d/TKZd8ZiQbPdqzFzfsiuhEEXQQ0AUMKa2Kj+tw0NmwHrkDQrr/87vYpv6vNk3IoSnKiJrb4ssKKb4qA81Xh3l+3Fu452lxL0qV4+6tRGkcWYvf8MV+psFLpSusHtoUkVNcngi5bj+aCvuPPLd+L5/iS0ClCp4jxiSN9t/WKoB+GtDF0oHloqxe7QAE8vh4CgD2hnSZJ19VpdwxFz24/zrJBrwow4NSusQTuJQH4dp0E9N17YZZC21kNGI5w39AMBoRhEz3w7ooH3srwwKZMwbjf3T4VcLUV2g7eRfm4+nLylQ2fAkEHgUZgVGH9vhZv3QUI2hMNeo75E6nWgWof26cSXCwtSuyNzN2lsCKZ/LweJNdDNOg51l/raz382u1cMt0YjvDGN9Eif9welnHtVViJdH7Wv+HKl/gE3ZRLc0EH/YnUanNYHrv3n6xmcJsPoCUzZ00BwFGQUI4iGgeqfavN03G6IcBYwHMgM369I/hoxSI/5yBgdPtUAsMRHOPf9qqdTFA+Y/fnUCs/hOp+WHzz8Mjq1UunyJ0fzMmk2S2Crsvk35QJBf2Ewvo6PdYUmWsIxO3hh36Z5nRDgNrJBIe6JylM8sJGTEFFZkBhRWRce3eNL7Y0XZg/UD5j97tETmVrfgu3APAPbJyJzuMuZIQAAAAASUVORK5CYII=) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2X30tkZRjHv+8505yZccZB5pdLDupZcCXtosS2tJO/IMFsNxaFuugXEXQRSwn9BSFUICEUEt1YXph0Y5QRSAi+OJaju5q77u6szmzsBOpM6LiH0ZnmnKeLUNTObHsmf9zs5+48z/M+3y/n/cH7Ag8pENU6dTlUNa+p1qnLJy5O4HLCFaJLPQlKuEJE4HKhvYQCx+2IOnBmMwtR/+e7UAMFo4F33TgzG9bAuw7nCFzYcEx/vOKfoUggPEHgFaYFfvfMDNzx/koE3mx2LIF3LgZn6ZkPU/RFW4QipbM/56vNOwXE6J1tq4CUXew2a0CVhLbxx0swXVWMweYARF1vzVdryZcoT2ZbUnax272t9Zo14MzoX741sfoeADz/2wY893If5atlZps/KAT+mCoJbzsz+jiAnxgU/bi0HvJAELhM4NWH48e2BvYJ264FHde9W1k5axGQKLZm62Kqj0HZAg5tQwIvI3DvURrYsbCeOz5JDg6cR8Xn9Vgod1hX3Y/07+YPnwNfAfj0KA3cetTxyrdPe5ETGYgxjDT4sFJqeyOfgdcBvH+UBs79kR7u/iUJi0ZgRHg5lMDZ1Z3B3fypr4ETg8ArjHbBqXMsU0DgAoCOlF1sd21rCwIwyqAkT8QAgQsxv218yy60jtZ7UHM3jSdjKuT1TJBBiR+1npGBzvnyOXJ8nSOMEGGEqPelGEUC4Qmj+vteyQj8uTzxspQt1He14spiyhbqI/Cy3VzKLraP1nuQlsS9+uFGHyy63mzUK+99AAAYlEkD8YakS5waUgKYk52oi6q1r/K1HrrHGxmUkGtbW6i5mz4wpiaexrpbSiJhpGECAkfUL1HPazK+q/fsxS+G/0TfUBRn1zIMgDfqlxLfNPgw3OhDTTyN/sEVlKjai5L27A//10BVzGe9JX/21L9y0XdnUJnInmNQIgRedjtgG7LoevO6W0o+EVPfNBIH/mMKDLD+ZTFeNjmR7fVjUOJYQwsAGP32/Zh9Fyw5dzQ0LW0eCDYtbaIoowPATZP9zJ8DOcY7Npzi2CcXgrhSWYS6qIoPvo+jRNVesJDyo9l+BUHgtcuB8Nhk9TwtB8JjBF57IsLHwd8/DUueobYHEgAAAABJRU5ErkJggg==) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2XTWhcZRSGnztzk8w4k2ls8zMpg0aaNrVUCRi0Sm6NiCvrJriQupWCC0GydKELN4IbS0GE4EJK1SiIghIwIMqXTGemUxvqUPNHfqTpGEzz1zTOT5LXhTOhaSY1uUltQV+4m3vO974v33fud86F/zostwuF8QGtQK+Fk3HL43G7cLjO152usnuG63zdbjkAbLcLy5c1E8iukvNqeicGdnIEAEeAKxZOqXgQaAeiFs6IG4G9wrS7NXjp4YvqeeyyFnx9EqZxs7w71UAbcK5QbNuCMKEjV5d49Y0m4gcrAZ7ZLkeRaNviRYzWJj7Jeo1+briownH8+xAmdE+E/8d9B2EO/bY38eVI3YUeYZpvjbm+iLYhznC4Ql89Wc1cwKbj20lqbixXWDi5kk6FCe+ygcPTwaisz1dFl5SKJCVMWzG+rhdYOEO7KV7AwPXKMt77dJzZgE3tfB4gehd0NsedauD+hjAP3G2NDc1IGN9kVfzjmUBUWZubw3UJrWBedkPuqgcMhpPnv25JKfJhRp7PVvXsO7Oa2BfflglhIrHGfmVso8kHY8p6e7fW1oV5fGJfXP6zy6JLa0/b27MaCie0VQOxxn699cqEys6t6Ol35zUdjEqYhlK5tx9Bc19TiD/Lvetemkf38NB0dl1NCGMLc1iYdZ+yMMHm8Ru8/1KEvO3h/KEQPxytAji+FQNXH/lj44C7fybHzQovFs4SwJw/2rHg9+Qnqst/nfd78nP+aEcx18JZvF5ZRsvoIgCBzArN44sA/3zHCFM+UH9Br51Kr22//+yyvnkipfSeWGch58RYTVwHTi+JLunA6SWN1cQlzIkiT9bb2z4djOqLY1c0FE5orCbRXZghN2BDLxDm6GC975e5gM1orY/WwXkytjd6cCrzvIWTGahP/vTBi/uPf/RC/dqa17+/xpvfpX9s+r3luVt4Gvh724eAWKnBFUqM5RZOSmlTAbQ+NbIYAfotjl0uxvO2FczZ631nyzzky6zgbTzjwHhJ1Z1gBXMyFUmqujMnuqTqzpxSkaRWMCd3XWwzTIViZxZ8fYo1XtKCr09TodgZt1w7+TGpApqBfgtnzi3PPcdfiFt2qK5sd6cAAAAASUVORK5CYII=) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC60lEQVRYhe2XzU8TQRjGny2l0FIKKR+iVCEItHhQYjASksIB/gCiiR64Ew4kJMaDN6IxXjhwIB5IbyYG+ReMB+PYdgEpIB8KCYog4auUlgK2pfTxIJC21goLKSbySzaTnXk/npl9d3YW+N+RlDoSAgCuAZiSYFUsQKXUcTU7/TnAyV+tchQLSN+jO7o9EwhhTDKmIkRTMhsgSQ0QIhNAtQSrrETchGl4GmBlsSeI3J1IngSrJ5FdskdQDeClkuSEgGk9UNnaWoFFYwYA3FQS50QsG+RHGzo7J03DnwihuNZOxP6res6/jeKt+DgQotCnTevYVUuGfH+4S4J1PqUChspG/NOXMvU+nRpN416Yl24lzksI4/4GdGoQIndX9Y66F2FKryJcz3KQEJaD8ZSvQOO4F5aoFUhxDagM+f7dmBo45zcIgc0Mx8PJ4g/czLRTrhj9QYjalAlYypFtcvkIbz/1Md8WYkv7CteyHTyOCEIYJkzDIz6tnUNlrqP7EqLIk+VggS1I9PPwamlfoVw+un1UAROm4ZHexhkW9QZ5v2OVbr2DhNAnso3/TF4fK8nCmkET0/n6Ri6qFrd1CQQbEgW9vB6o7rxXguVcDfrrCvC5WAcACVchXsB86VoAaRHGdJatBLCQl3F4H5ZE82zhIINq+GYLBxmWRHO0/cxFLRqmfACAC94QLIs7ADCTSED8jOAqdfmeNX9hWl+E6CcLbEEOXHVxS2N/sG9Ts2JwsqFzg6q+CBs6N7ic4yQhaqLi1Lr1Dr43j9Ktd3At29n11+RRziZXqcs3lz/At1Vj9GQ5uGyQew8OF269s+fx3bmYGnly5yvdemdPXBz9/qH0SrJ86vgOCdbvnBM5ACwl7pAJwEcJdasH47tpki6kjt1AQ2oV9lSSLi7OFoA3R575USFE/YJRprl7m+gnzd3bXDDKJET9qSf7E36Nvc2rtfNb3gC9Wjv9Gnub0lgn+TdUAagEMCPBGlEa58z5Ceq8Z+62vJ60AAAAAElFTkSuQmCC) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADL0lEQVRYhe1WXUiTYRR+vq99c05lzp85c3z+TNSChoJUWIMIg+iiwC4Cwwsj7Qe7Syi6qZsihAoq8iKC6iKtRrd2VfFOc9O1WYllas5yTJl/Nec2dacLf3DTatpaGT0338d5z3mfh8N5Dw/wH+sVBKYjsE4C0/3KPfwv1HoAOOe/fycITPKznB92gMDW3CE/byz3SLnprvR2tiYB8+TH1ypgIDXmWFOhEuKId2c4nYg4CKygJ63thZ83lkedfF2BW/ghsEQAxQBmALRz0LujJsAtbT7pE7ibb8Q4CLMB5Dq9ULpnD0kDOx/+dgUEVjqQ3Er5VycJjURoJCq++IWGE14SgRVGkKeQwEpC47xZG3//THk23m+ULwbbtQm4fECDnjTZpUiQT0qbTw8qBWtvWkyzQ2G6FSQg5eu02poVv6zImh0PZ6KwNxICbFlxdaeOaFFRkw+PjAvaLRJXguAs6neruzTyoKKij26ox6ebIiGgsH+y9vqd3jqvlIfcS/VBhwszUHDlz8xA0Ct4K8ohzBC0Q9F7BSvtAT+AV1HdA6EgsJwpga+0q2J25Q1O3eeBexz03qgIIDDdkELS0VCSiq4MOcrMLqjHZ4Z1A5OZqxFBYLv7VLKzostnkAToHgd9eMbFlGsbq65yLA7khgcBeqp7TbNgR1dDPqhspdrDn+jZ5g6yJ5sN38vlQwqxxe5OfLw9ZTE2y3N4sjUFH9JjK8IV0KeSnb22LwN1+zWoPJGHJLe/7HvmJijIQY8etQybPgd3q2DQA9Hle75EaJJDYbprzLeRQ2G6S2BJS/NFl8+wzzqKrGEvKtgw3mniRjnoA2GpH4ttqelJM9OOC+OUfNtP1VUOcipeEoHlzJNLbJkWqi/tpj3nRqm+tJtsmRZa6noITG5PNhu+xhipTWsdWfU+GYttqekQLeQRjGSau2DRehNYiTXTQlxDgNBIxDUEFgQsWzLheMoVvZpyquQGBnCDwLCttyj0WOYTeBA394CI4+AVeACQhiaG0/YfmkUO+pXCRtWEH+cf2WHYloKDJhdUE34AaPkZWcRAYGKnxtLWqzJTp8bSRmBi1Mj/OXwDjmSBOGtZVGEAAAAASUVORK5CYII=) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur192960 2s linear infinite forwards;
}
