@keyframes rwdcur194132 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe2W0XWbQBBFL2lgSQWQCsAdbAcoHSQduAOrA9sVyKnASgWgDlAFFhWwW8HLx0Jky4AE+kg+9M7ZwwFm5j1mZ5aBG274x4iWux4UrgIawC6KNdNJMgaiqEFq8d69C2O66wFYXRz3QkOnNDW07Q7va6AGWsABMfAVSIG8uwfYAk9XZPgvpKKQYCOwAqM0XeuzXSxYCZ4EVbceB+wWkT8IEllbTgasKlRVdMRlt1aTPpMpynOprp+BR6CZtA3ER1j7AmSEmvg+6vtlPKRU1xXwirW/prg/kYdnPwg1kgL3o1kYFZAkEIrtQFWNt9gQOYC1ROAwJiYU5ywBrbw/ADuSZD3qPE0OsMN7gARIB21HM+DcAWhpmp+DX3+eHI5tGBO2YoaAsH9u8M1l5D2ibs0S4N85XkMO4YSEsY8ZEeA6x+RKcgjpF6EdZwmIgG9AoeXkW6VpH6+eI8BGIQMZ0CwkB7AYQ08+aDtRhJ5QOMVw6LPkpZLEsN/vgWrUakJASRCdY+39THIAi/ceKMmyu/Pmw9h0P5StYK2xrfiIrUDKcwleBWb5zyjgRcducITppwR+n/huBKvu6PV4XwLPQDXJceHA8CC44zhs9L3dT0IxxsREkce5N2AHrAF3Nv6MiaUQWML0k/BxDHOEXg8Fl2Vivz/N0NUCTsX0o1hP/Ma5meGGG/5L/AFnatkky8uqXgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBElEQVRYhe2W0XHbMAyGP3UB0BPQnsDxBLYnSDNBs0ImSDtB0wmSTmBlgsoTRJrA0gQlJ0AeSJ3q1qQt9SEv/u90lk8E8OMnCQCuuOKDUUwzO2j49YACLXA3ydcIo1rBIuLx/gC4SABAABPft6OIXLhY1VpP1+2ABqgjAY2B5/FZxP8OuJ+o7l8QURWpFB4V5go3au2zHq/6qoHNF4XvCqXCi550OA6qxtTRsVWRMum0qtD+gadI4uksiYxMqsslNM0DsAO65NoQ9BibzS66/wX8SNp+Sn2Yz6FpXoDnbPA0WsLhXGVXJQg4FQHYI7LNOjidPQU8FEEBC9wmtyKpQNO8Am94X46U/s9tdcCMnAoJAhqNu6ThqeD/wiFiCCqMIBDk7+/55TjOHoY6YU4tTxPw3mUDnZe+h2E2k6yv5BkYKtzU4ABzjIGg5igCnnCFFmeD57HAOcidpQSB3wQFloDJBk1nDyJC2zZANZbANt7hBXALjJUewOlqBaFxVeMr4aDCCvg8Uvo3tVaoqppQxtPIELgrwuGxwIbN5v7oazr7g4rc0HUtUAKv2TJ+QY3v22pfnBzw7YRdqbBGxOB9DZSs1y37/c//JQCh31uGgtKb9ZNQwTCItJzrgBMIQJgJ+omnL61FJNGPZ/2eX949J7RZo7BmyFqBGhGH91Pa9hVXfDDeAf3QutsxL9ReAAAAAElFTkSuQmCC) 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,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) 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,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) 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,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABKElEQVRYhe2W4W2DMBCFP7qA6QRkA8QGbNAVuknbzdiAbFB5AvsmuP6wLZOmlRI7pqrEkxCyhP0+v+MMcOjQ/5VTOCu8as0qT+VT+3iv8q8BSOYCvBVTFAKco6FsIHYAWFej62I0xx8g+v7XKY8DWFejeaMmmmq8fFuArXliGMc0ElQ/2wJMk3R5FBByAiBi2wIATLN0snnZRBKMAq49AMA8E5MQnIPUAcuyUxdsIawtj70KIEjx3pNLAMtSdiQWAiTjy0OoBKI4gdD717W/F6IiAYkQ3/z0PohCgGT8w3cg9smtEA8ogWGeT1dP5JZtApDMPWHLLhvq7eaVeld4UWNOCsPe/wMQdu/puh5jpuJVKgAcYBmGEZHxLwBshHgGPvao+aFDbfQFiCB32XkFz24AAAAASUVORK5CYII=) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABE0lEQVRYhe2W4Q2DIBCFn12A6wS6QesEddSO4gasIBMIE1x/IKJtmuhd1TTxJRgw8d6XOw4ETp36b/UMPFkT4SL/tGOAEIcRQygAzGRO4igKgClIsQ+AtYZtm9KdTAPm2dgIwFrDCHHeDhBlKfZdBzA1D+OTUVU7AdR1KLJ5FhEAqLpweQnqJgxFzxghpPU72gYAANCMENG478W+MoAIkXvOOY9UgraV1UJ0DkQIhvcOMf1eDKE4iGInJPOktRAKgGTOeO+ENRDKDHzvgKUQygzELBhzyGWUNp9HUdCsOwB8rDcAyHuAqJqZLjVXAvhhOJTlfXy7xvxHAB5EV3EUJUAHoINz8v8BpW5M9NBdh6dOHa0XTkFhfkJ+6J8AAAAASUVORK5CYII=) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABOElEQVRYhe2W0XGEIBRFD2kAOtBUkGwHdJASMqlkS0gpacEO1hKkAqEC8oGoG/cDH5vsZMY7w+gA8+7h8UTg0KH/LR+hj/AepRGe6gA00ACv4ggVAOdp1QowjwAIq3cFNKJt2AVwueiViV49NeAk/uUA2bzr9Cr1gabJM2TbUAQwr3zKeoJIzm37BwDZPMwUga77ACJGXn/lAKdTUIv5D65wu/+uAADWBrXtDYyj2HsfQIJgA+GcB+LUfhlgCxHx3rHUxX4K0UFkLcranPsI5CywG6LiJEznwGK+FOIeiMqfUTb2aN1cjZRCVALkDHiMaUURKgBy5WeA56vRW1/MnQGW1SeAl9m01Bwon7hVH6EntS/AiWJVZGCc2kDKgkwVAAPpDjDQtlYepk5vEXQ05lN8KT106OH6BktTaNbHIPoNAAAAAElFTkSuQmCC) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABX0lEQVRYhe2W0U3DMBCGvyDe7Q3wBoUNPAIjMAIbVGzACIzABniDpBNQTxB7guPBdhtVVIodpQgp/9NJke4+33/2BTZt+t8aBYLAh7RmuFsG4AEFPAK2CWIBwKvAd451hrgpwAi851gB5tYAHcmCEqt1AfpeSd+ric+K1AXQWmUIXT0HswD6XgkRiOCcEueQ5DtAxJgCVD+HVRbESezcGwVCFxa6lQDiNDhjOOcBQaR8q5+DWQBPNnbx6tdICNV16wAArI2dtb/32PtAi/9VAGeQSwghBM+lPasBFIj9fnpiAQIQcI58S1YEgDT51u5Jpy4WnK4D7mseRDPAMJALyglC6111nmYA7wtA6YDn4WGykGY+CQvXcelAAEZiPFtw7cZcqv7pOikIuAwwAJ/AoTrffTtAObmQtuKxKcsCC0rBVNwYe2uAA2kdH4GBcWwDWKgXgZ0Y89z8U7pp05/rB+E3dZcoU5ThAAAAAElFTkSuQmCC) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe2W3W3CMBRGj6u+O0xAOgFiAswEVTehG6UTtCO4E4ROQJgAe4LbBzsmqAhiwo8q5XtJnNj+zr3XdgKjRv1vNQIisJYHmFuBKgKIwOe9IVYCyD4LtcAsG+LpcoAGMMAutifAMnuWAQAOrTXwHdsamN4OoK51J72VACilgJUC0FoBxW0AWvPaarFWS4i2a+YpSw0oYJq1DvqXwIOPt9a+ESB0el0knm2OP8/nOtS1luTckgDWfgBgDIDgUx8NhwNO6mwG5nOv5sYr3zHvyloEwLn2iept3guglTH+xMwe5xwgdMtyVYAAgTLmWIiCc1tChvLWwEXngDEOY77+QIADpliLtKW5CUC7DffZ8NHcURST1KsPxICTsABKCRCSIIpikXocL9ehzm7D4/IRoBvgDthRVVXWTBdmwBHKYAjHsovPmhR1n+gHAGzitSR8gBxh9TfkmA8AWEaDF/Zbb8NsdtfP8ZZQhpB6+KFpFidHXBmg6VzXlGWJ9+955/BwrQReBfQjfkpHjbqOfgGXo4nB88+siAAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhe2W8U3rMBDGfyD+d5ig2SAwQc0EZQPYADYoG8AG8CZ4MAFhgpYJ0k4Qe4KPP2KTSq9JnbQPCamfZMVR7u673J3vDEcc8bshtcsJKg21cDKe2NEsDxjgPDw9sACukmyPcMAJloFkGZw4By4AizEF3hO+XY78wU7Ugr+CmSAP+03cCEplWUzJy+CU7CB/FVhl2W2PYSuoNJ0q1ESf7CBUgjvBRYLBR4ELkThIFKoQ7nyAsUqzmQSlIOvUO00zdkJTVFk6PyuWS4LOdadUogMOWDOZ3O6ULEtUlgg+cC4e0W7Hdx6TRWnkv998j+S/sLamcf4P8LCVa2cExpJHHWOgicJ2JKZgDHlD7L0H1vs4MI7c2sewc0DdKXeWbvAJuB/QWq1aB7ojkIg6nGcG9IFV6ITPArNvH/AUxRSYJ5I/qym8NU3/8PsPpclEgkVvV2tRh79/Gdg9e7FSnsfW2i/XrPdDDqIIJ2PilJtvMV6rrZe58twe2oGnQLB5DYtLG+QPiakafSVbCPIN9Xg9q4A3isLx+fn6v65kEVbtlBPwAbxzkIo/4oifxBfai9WDbqziAwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRYhe2W4W2cQBCFv4v8f+gAOjg6MKmAEuIOnA7sEq4DOxWEDrIdcFeBuQrYreDlB4uMbMIBRyJFuictEmg17+3M8Hbghhv+b0jvywuO+ofEXvAWVyPwSpJeTD1byG45uRfUwDGuACTAPZBjlrPbgfcnIF8RfxKN4EVwL8hHTloIKpn12XBblqSN5Kn2+2oicClwyjLJrBUcthJRCQqV5ZxTlYI3FcVmWWgET4L9gmCVskyxSR+vFeFi3ZfgQdAoTRVLN467y4Ga2PWnaYmODySvFMUTSQLn859/hhkCADxgOOdXptKAb4Ifn5RcFFC7PQEgPpch4D10duNGd3y5HGItOYARQgA8ZsnojhklWEZeFEN33UnygCeE02gjzOyBKZIpGCGcgXYNTY8qGsrzwgas1bnnL3XGdAXMekdLFwRqowkdlCTZtUbU2+rrzEBNPL1T9/ttAq8uE5dEHAfDybPSNN9KwE+ZKYo4xuv4I9rBoPKysGSzUOk9E/1U5EfGssOKu2M2HiNJOxDQxm+V4LvM5p/8ipGpFHwdvNdABYStx7Abbvi7+A1qBwD5TzRLMQAAAABJRU5ErkJggg==) 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:rwdcur194132 0.66666666666667s linear infinite forwards;
}