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0%,0.94166666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.0416666666667%,1.9833333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,5.1083333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.2083333333333%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.1916666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.2916666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,11.358333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.458333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.441666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.541666666667%,14.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhdWWT2iTZxjAf1/az/ytdp9L2rR8XRJbCdFR2cpkdrcKgkp7GYwdcmg9eXE4NunJEPEgozB0DA+iPezksWWWCRteVpngwUKXhWU2IR9tTIofav59aZq8O7jLsEr7fmDxub48P368z/M+zwvvcgx9dU7YZTjsJFf2pBlcmLMlYUtgr6NGr+G1g5AXGJ48IvT9h9msr+yOQCB0FEd3mnpxgfD5uHQZpAW8PS0unfIzMVjGUSnLYuQERpMJ4aJBs9HBUHgfzYYpLaDIJI19+6WoDkUwrWXUxibNFuhhjd+++GnHPKkbSK3eZc00OaCPU/1zhWhgBJ8xJYOS7IGSRX76utJXCzDQtJifSiqrS4tSKFvx6Q83xPvffLJ7g6hg3CcY/swO4s1NOJpMCFflb1Krd6FkUfi1tq0mCx73CAIuYv0nsHwHWUwkX5v3ysHw5BERCB3F29PCRYOcY4A10yQ/fX1HHT5w5azo0zRC7TwWTqrFDkq5ByzNPvofR4GXW62yJ81eRw19/2Ec3WkunfLTbHRw5uc6B/Rx+moBUuYTCsZ9ct/NbikTujApgvoxYlova54Sj415bp52ozpbXLyzTvtZFOPpMi/aHnwbUTJXrymdAJmr15TBhTnhN7xU6ivUs09Y+MVkKLwPtbHJX3MzVJsWmaD/jTXv+uA9MtkbqH+sk1ddeA9FyOU2yGSfU8x24+75CH/kc1p6lczJCWXLEgCEz8eFo1Km2TBxxbqIBkaYn3p9HbeK8VsJkS49xEqVUZ0abV8X2e93PqgYux0XEzP3xEj88raf20j8spiYuSfGbssvqW1F6MKk+PDHr3dvDgT1YxSyv9tByAkEj3sEQEzrJVZYB15e+1sTIOBi4MpZseYpkVddjN9KiP7hUSlUp0xSrP8EVU3jsTGP91CEdOkheljuayZ1A5bvIKF2npun3Ux/7MRKlaX+AtICi4mkYuFEdbbIZJ+jOjUZDCBZAoBqsYOLd9YpZrtp+7qkBaSfYSn3gPazKO6ek3ITzq7A0uwjxXi6TKc7IosAbJQA4EXbQ0uv2hKwNQl9G1H++W+rvbPxL1MkKJLw/A8cAAAAAElFTkSuQmCC) 15 15, auto;}
14.583333333333%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,17.608333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.708333333333%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.691666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.791666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,23.858333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.958333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.941666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.041666666667%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhdWXXWhTZxjHfyfJOW1CDDaJTdOPKaGYsSizHS3Nhcxe6MCbtb0ZG/OidN7pUAe7GAiFwS68qOLYBxthF4IDB127Cwf2YsoYETtXwaaYkhWLrflocuIOIU3PafLuQrwYus6+Z0z23L7n+Z0fz//lfc+B/3O9881hYZfhsNPs0g0unjhnS8Jlp1lN+XDOe+0g5AWOdZ4RuwyNlJ6xJSAdgRbXMQfLPHh5luMDPdIxSE8guN+Da8RJwK1Sm87JYuQmMNY3JFS/SaNSINhuIgpN/61ArClOfcbCOL8IXxl48gcZDpyVikEqgqR1HfNWO91tR3HoDe7/sU40uBtK22dJTSBjpZnOJpSOaJhs/xTXHl1Qio4lGZS9+vKL98Tody0v7iBK5eepas12EChbLY71DYlYU5ykdZ2MlWbut6Utn39SPb0R0a1GiauHSG0kScxO/W3fUwvHOs8ILa4T3O9B9ZvUZywWbrmYziae6+VP6s3wmHilfxPnYRVL1yjerWIm/VxamfgLR4HHt5pLN1BTPnYZr2EOlnGPaDQqBYzzizQnj9IRDeN5/Q6p/Dyfjt98pszJ8QERC+2jeuMAq+kstfhVfKf34vC2sj5pov3UwprvNlbMYNPv4/LojOICuDw6o1w8cU44572k9AwPagsE3CrBdhN3ro5DbzBX/wxXMLdl5oWuZSq+NJv1XwjrQ7hzdazfVyk+XKP0o0XXvT56/cPUPRXe/+BD5ZkRABwf6BG1UA5RaMKTP8h9PcC1Rxe2FcGRnafEHn+JauhnlNYNmvNtfH1z7inGP0KHA2dFZ8tuio4lvl385Lkk3t77kQg2IqyUl/m+9PG2xLdVJ8cHxFuJsK1zwNYXUSy0D4+vZgchJ9DTGxEA1RsH2LzSBjweuwxL6iTsVqO8FB4Uq+ksYX2IIzvfEMFGRAYlJxBXD7HWv4DRcRV3rs6eO6+yUl6WEnDKNHWGvOO+kR1o7+6gETEp/zrPlcUfpHa71B5IzE4plq7h8LZSfKihtG7IYOQFAIp3q6xPmpQmLZrzbdIC0texmfSjCY2ue318npmQPmykJ3BpZUJZ890m5u+WRdgTALBiBvX+ii0BW/Vv/Jy+8PoTGh4wfwImf4cAAAAASUVORK5CYII=) 15 15, auto;}
28.125%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,30.108333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhdWXT2gUZxjGf7Mzye5mNibrahONsbvpRoRqi+hGSVBraLR4S6+RBo9SSHoLKIooCjk2tIT2IoK5xouGEDEHgyBZaw5RKGTdXTajzSTZTjEzcd2d3c9DTuKfxm9E8b0O3zM/nufl+Wbgc57Oa53Cq4bPy2HlicPZ/n5PEJqXwxvmank+G/IiIQ9wKtEjSgo4IdMTgHQETsLhxXdFMq0P6T4Zk45B2oFQIoLbpaL7TdQHZVkZOQf6+o6LQFih2l0lHPVRWZB+vxyAlt1OIbmEffMx/lt5GhdbuBS/LBWDVASz5gzKQhPtOzrIGdNsNg6RVxUZKTkHLDfPxPSoMr/qkqtzGExdUEzNkALwNOf//EkcufqlpyLy1IQZK0Ol4HqR4J3B9fUdF1p2O7PmDJab5/5fqXUFvW9vXIS1CLsb9uBGcwwNjb313GsPTiV6hJNwCCUiBMIKheQSqVsqE9Oj77VlR9t+FPGuMoHEZgqWwE7m0ZM6w8mRV3Q0WLvVlCcOG+ZqKSkgOqpwu1SK7iqrS4u07+igedsvovmHf8lYGa4OTL0RpnfwoIiFY8yPb6S5RiMbvYuvrRZXq0FUV1EqQfe334tnrSuIJp3JE5OKBjB5YlI5298vns+GcEImhvoY3W8SjvrQl21yxjS5Ooe0f5lK/dszz9anyflzqOVNCENHX7YpPDWwshWcqSKx9C6+svcT1G0uDvyqvDECgO6TMVG1pUxlARoXW9D/PsRg6sJ7RTAQPyecnXdY+CKNrxFK/6hcv5J5TeN/RS/FL4u8qmBqBiOPfl8XRM/XP4sGdxuRsuBM6rRcQ61negcPisN/NH26HoiFY/gCnr5p5AD27Y0LgPnxjaijm4A122W0pPDDWoSjbd+I5hoNYegMxM+JkhuUkZJzYHfDHuJdZbKH7xI8ZuHsvEOkLLcKUg640RyBxFZ8bbUUnhr8N5fmtxty2y7lwNDQmFKwBEWtBitbwdcoo7I20itsJ/OI6iqcqSLBF+rHB9CTOqUSxNK7GL59T7pspHtgODmi5IWJbjfISngDAHjWukLwgO0JwNN8iJ/TTz4vAUffLtNF9zd5AAAAAElFTkSuQmCC) 15 15, auto;}
30.208333333333%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.191666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.291666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,36.358333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.458333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.441666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.541666666667%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,42.608333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.708333333333%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.691666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.791666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhdWXTWgcZRjHfzObTNZNupHZD9NoTNaZfu0hUi31o2lZvdhgBMViKikp9uSlItVeSgNCSyhYaqHQo6Fi7cXgRbD1oCGbpiSHFvawJuksFWOyy87shKxxs9108nqoF2nU5B1p8bm+PD9+M/+H552B/3P1vf2e8MtQ/TQrew2u9J3xJVHnp1m15gk4434Q8gKndV2olsVsfs6XgHQEEeMwDYk3mBHPc7x5k3QM0gJNSZOfj3Wx3PcShZgmi5GLYCAREzU9QH3JIRTWuVf1pAUUmabB3qTQp5/DCWl4pTQin+DZJ1K8dfvEhnlSEYxUY1jzV3ncHuH3hQXM4DZammRIkgKzNYWzRUfRX+vk21cNDhUvKBPelJyBnzr/2fui4+IHj24RZa6PEgy1+0H88xAOJGLisd0xRqoxZmsKP303sq4h29GdEm2aIBW0WZ60OXXH/tu+Bw5O67qIGIdpSprU9AArP45hzV/lbNHZ0IR/HI8Ks3U/9a90obkeS1mLUu4SJ133L5w6uH+rKXsNVGse1bKoJJ4he+xl6ksO+sQkHc1hvnqnSxSNFjLXR/n86+yaMkcOJEXnnn3EcwXcaxmckIbba7ASidJxbhU1sot+0xSrZisinePy8JBSB3B5eEi5EjwjAs44s/k5ZuZUlttdQmGd5lKaXxbLXHTyVJJP/5l5ds2nHg+180ODRsjJ07NYplFNU7m5k0rZZWbsBluVW/SIIt7CQd4dHlLWjADgePMmUYhpNFQ9nirvxgxu41DxwoYi+DJ+VFjVaX4NT3I3GKDFrvHp4m8PMP4V+s2WQdHSBBPeFB9mvliXxPnOfvFCYDuFJaS247rryIGk2N7f7WsP+Poi6tyzj+qLW/wg5AR2dKcEQDxXIDQ6Adx/7TIsqU3Ypglej0eFey1Dz2KZE/GjwghslkHJCaSCNnrrfpyQRqOaxspP07j0EAWWJ23q3+zC7TWo3NzJvcEBPrn9vdS0S83AqTu2orkeK5EolbLL3WBABgP4uA2XshYd51aZGbtB2K49fIFS7hJqZBdblVt8tMaGW29J74GTrqtMmSZtm5+URfgTAFg1W/GiB30J+Kr/4uf0kdcfVjcpqc1FLSwAAAAASUVORK5CYII=) 15 15, auto;}
47.916666666667%,48.858333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.958333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.941666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.041666666667%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,55.108333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.208333333333%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.191666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.291666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,61.358333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMklEQVRYhdWXXWhTZxjHf29O82EjbT5MSk+ip9UuIdBqsNPIcOuFFxsterGLFS9kU8YqeLWLwTboVUEvZHgzYUXY8Eo6wYHOMtjEiUVwm6PSQdeQak+WRpq0TS1LmvYQ310MB8M69T1byv63h+fH730e3o8D/+e8mRiQdhkOO8Wr1QLn9xy3JWFLwOcNssWYsoNQF+jqOSz9epQZbf/GCBib2jFlN99Ml0ka/cpjUBbYHoix+ZV9PIzvZ1lzqmLUBA6lTsiy8COdNRq3RbEcVn0FpCZpzKUpfXWR4nfX2eULMdh/WmkMSgIP0nn0gsVbHR4WFu9woKuFaNuoCkotW5v2SoBz7xyR7ZHXJcBAX7x+Hfht+QcBsFbs4KD7VQCGr06Jugk8zuisSTXwux0E/2h9KHVCSk3yIJ1nbi3/18qfla1Ne2WLS6c1piNqgsu3zz617okPXT2HpbGpne2BGGXhpzGXRi9YfDT58Qu1+FTipMyHnVSiMbyyxL3FNObKfSZuXPgbpwH+vNVWqwV83iB+dxSz1k3xpX1IZ43cr1mSO32cSx2Ra8UORmdNro5/vq5MX/KY7I0YuEIZHCshvs9U8SdSVCwNcStIj9vFzs535VJ5AbcnzKXJYdEAcGlyWJzfc1xuMaaY0Voxp68zm7Fo3BZl3lFh6KebiOpDDrrjRALhp6460hBmalLjyngB6fmWYKAbUc5SyeZoLo2R2OGlrWmaeTPO2z9+JtYdAUDS6JfLmhPLYbHLF+JAVwvvfzH4QiM4c3RIXpuY4+5SEecjJ001i3Fz5AnGM6GD/adltG2Un3/JP/dWG+iLy92dOrmZXoZGPlDans+VvuQx+d7LH27cg6Q3YuBZ3GwHoSbw+Ch2hTJcWb0J1PkobnHpnEqclI6V15CeZs4cHZK7O3UVlJpAa0wnH3byZaZKMNDNtYk5cjO9SgINKkWiJqi0x/AnUohylrsXP+HrkU/rdxldvn1WeGUJYWlUsjmcj9SfZEodALi3mEbcCtJcGmO5VucnGYC5ch9D3OGNHd51T7j/XGDixgVRyudoq42pIuwJACyVF5g347YEbOXf+Dnd8PwB5FUjzsBhhlgAAAAASUVORK5CYII=) 15 15, auto;}
61.458333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.441666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.541666666667%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,67.608333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.708333333333%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.691666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.791666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,73.858333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.958333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.941666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.041666666667%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,80.108333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.208333333333%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.191666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.291666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,86.358333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.458333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.441666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.541666666667%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,92.608333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.708333333333%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.691666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.791666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.916666666667%,98.858333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.958333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72698 1.6s linear infinite forwards;
}
