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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAjCAYAAAAe2bNZAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESUlEQVRYhe2XTYgcRRTHf13T0zPsLDI4w57WpY2BRbJ+XjyJoEEvCrn4cdCDrErw5ClCTgOSyx6EnAQl3gQVD4uHREgU8aQYyEHWoQ8TlxAPG7eXnWRmnOnprvbQXd3VH7OzCysi5MGjuqequn/1f69e18B9Ox5bA8LYT/6nJLVaLXQcJ3QcJ6RCeNzPN48yeDKZUKvVjpshsSPBJJPMaNozhLSg4O9j/EswZ0JwgV2gayQgsQmtlerHr1NI2QIeOiScOLB3PUkLoY8VIrr8VVSC70Ql+IFnTwB1wIrd1OaIvwlFyGAuTLkyG2GkhJtZudBBALrdLgBra2vOJ6LOdDrltDz/8Dt8tAf4RGqpVoTckgYrM2GKylwqqGHGbqmOSqUCQLPZpNFoMJ1O6fV6dLtdrhoX/nirVu+/ZFaHP3FlkVQpIqAbh4TZDHWIFOTmeyt0jXs6CESJXK1WAahWqzQaDcIwpNfrsbW1xQfi5b80mARoLkyn09HzQoFY3P58mT8/cxzHyUDkTQcDqNVqSCkBFvJAIddKYcpyJgWBJa6vO9vb2wmAavt7fYQQWJZFv9/H9/3kAToUsEiUM8ozO68Ak1NFgdSJyj+WZWXCY1lWRh0FYpomruvm37EEeKSJPBMojd9WIVfqwOMAnucRBEG6Ak0l0zSxLIuFhYWyxQKskG77ZNEhXxUG5pMpv3se4clPb9m2jZSSnZ2dBERtcQWjQpYPJ3CKNG8UUKmVdeg508N+tw5RKIIgwPf9TFhUn15/IPqOHaBMKdBBMCbwM3CHx75HqeP7PlJKpJR4npfcq1aZdt1kRmU+DIxuEviC5vNjpYCujoJSMGrMZDLB930e5WmlTCZfZllZp8p4dX0buM7JXkYdz/MYjUYFddS1bdu8zYcQhUgwJ0RQrDN6PfBj94ArVE+sAc3hcEij0SAIgsx215VT9iKvAfzOjLpSqkyn05GcKoB4sY+JPpuXWZrK1dXVZPV6yBSIlJLl5WU+5keAfeBqbpEzwXTJ1CBdkREwiP0GmDcR17BtOwMEZEDe4AJP8Nxd4Btgj2zRm2mzwqQUGccgd4li/yXGC2cbXG7btl14mGEIXuUir3B2H9gEfonnjylW4QJY9gi2GQpcBC4mu9RxWcTlAVweZJc2Lm1cVpsBb7ZhoQXjFogWmPHJTrRg0IZvW/BbC+60YLcNe3WG+7A3AHcErgeuNHh9rjKQhmlMWnNUjegCF4EG2doh4/H3iEKzH/uAKNxj5oQqC3PGgEthHmhEmltS+00dnKyS8Sq0ykekG0IC5FUpU0Y39WL9Xq1+QPq90UH9uF8BjUhV8Zizo4ow6wZsZNTRYfSX5T98ZSVBuUpe/XmHgAE4Z8C5AlB+p+l5pMPo7uXuAaTB6SPAZE0/4fvxHI9saVcJnC+cehuDPDXzRbNhNgxYD/XY6ic0Xe6ywpnPjThpZ/9NuW//G/sHbegZR0b4YboAAAAASUVORK5CYII=) 13 4, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAjCAYAAAAe2bNZAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhe2XT2gcVRzHP/N2dmbZCRK7ayMYylCFgA0KXoqHoujFgxcveil4EEvAg956ECUIPUuuFTz4BxTUSg+tUIVCLxYEQUnWOWwNIkrabMymybo7mXnPw8ybeTM7m00hoof+4PHmz5v3PvP9/Zk3cN+OxhYBlbbH/lMS13VVEAQqCAJFDXXU89v3Mng0GuG67lEzZHZPMNlDdvrYkoIeedtM+6H1L8FsKdhKFzlt5SCJCaOX+qKHogW0QbaAaxwOThx4V8XmuGysEMmhuFiLxZe1mJ/OnAQagJM223hGvIISbxwixCphLLWGpTZMCJEukIEAdDodOp0O9f7NwP2lsSf+rP0N7zxcAsvUe3cK0BiMUDfMexrCTicGoFarATA7O4vneezv79Ptdul0OlijC79GbqP/h13f2+HqDLlSAGLlAKACTE1dqlLD5u1zJzht3TVBIAnker0OQL1ex/M8lFJ0u11WV1e5JV68Y8BkQFNhlpeXzbjQIA4ffTjP5x8EQRAUIMpmggG4rouUEqBZBvpkgjpV2ZSDwHHeei1YX1/PAHTf3+ojhMBxHPr9PlEUZROYUMAMSabpVsi8MZhElesCntTXHJIgXARwHKfgHsdxCupoENu26fV65TWOAyEQTQMy/PdQOVYawBMAYRgSx1maF1SybRvHcWg2m1UvC3CCPLuyUPimwlXlYCpnz6O8f/E33/eRUrKxsZGB6BTXMNplZXcCp8jjxkz1qTAmkAN0efX1BiSuiOOYKIoKbtH3zPoDyXfsAGUqgQ6CsYHvgdt8/B1anSiKkFIipSQMw+xc99qM41kmVObDwJgmgU95+rmhVsBUR0NpGD1mNBoRRRFNntLKFOJlklXd1BGvj38HfuCrbkGdMAwZDAZj6uhj3/eZ4zwkLhJMcRGM1xmzHkRpC4GrPHJyEZjd29vD8zziOC6ku6mctgd5GWCNCXWlUpnl5WUJd8ogYdqGJDuVK1zelwsLC9nbmy7TIFJK5ufnmeM6wDZwrfSSE8EMyZ7Vg0xFBsBu2n6kZt/i/Lf4vl8AAgogDhdweWYH+IJkN2QWvYk2yU1akWEKskPi+8849fwS5660fd8fm8yyBNRXqO8vbQNfAzfT54eMV+ExsMIWrKYuCUVbKFo2tBqK9gx/iQfY4hg92mzSpscCPc7So8kmQ3oIetjptlPQY9cbcrkFP7fhdgs2j8FWG7ZbsNuCQQvCNsgXSjvAKmUgd9OQvOboGtEBVgCPYu2Q6fi7JK7ZTtsuibuHTHFVASa2XkKoG2WgAXlsSeOa3jg5FeO1a3UbkCeEBCirUqWMaXph81y//S7598YEjdL7GmhArkrIlIwag5HWGSy1ZqpjwpiLlT98VSVBNx285nzTYQCU9TiW2igDlTPNjCMTxmxh6RxAnp3w63KYnzi9iO7tdJHyNrVc2KJSDyDfPOAfaiKMsuZAxaZvzR2aKbcojdF9+RvHe4f8mbtv/2v7Bw5NJDwFAJOvAAAAAElFTkSuQmCC) 13 4, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAjCAYAAAAe2bNZAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESklEQVRYhe2WS4gcRRjHf13TUz2ZCbJiDArrMhhhDwnxcfQQRb0IXrx4ym1VAh5y05OSCIFcF/GgBlFRUBCiHpKDD5Z4SSDgQcahwdFFcsjuOuvOZnec6emp8tBdNdU9PTO7siBCPiiqq+v1q//31QPu2sHYCUCn6ZH/lCQIAh2GoQ7DUFNCH/T4/n4a9/t9giA4aAZr+4Kxnfyk23kNbZK06eS/ev8ORsxqoGP4S0NLZ0Gc/oJkUeZb3KsRh3RVVPQCgX58zzBTldG3i6GFSIrnS2II8OCTavHkj9wCVNpEOd8E+jk096nI+2IqTKEy+hrohq13V29BAJrNJs1mk/Ub5fCHSrB7syT+3niTB4AKINNkOoiyfm1/MPpyps5A+OnAAJRKJQDm5uao1WoMBgNarRbNZpPtC97v3UrQGZSj3d7V6HDaz3hAlPVbe4PRlwrV8M++ysIxjzsuCCTxUy6XASiXy9RqNbTWtFotGo0G4oX1DQfGAs2E0ecsgPnvA/LDj5n/5APCMAwzEHlzwQCCIEApBVDNA/l6uRCmKIAtCHB0aYlwdXXVApi8s9lBCIGUkk6nQxzHdgAXCjjMKKBVOr6iwASABsFKxjWSJAhPAEgpMxNIKZFS4vs+vu/boPZ9n3a7nVfpKKOAdo+AYhgA7h+LlQpwEiCKIobDoW3qquT7PlJKqtVq0fgACw6MBSnpT6fAjMru7jn2/nv8Ua/XUUqxtrZmQVw1pJTWZXl3AscZxY271WfCuEASaL2yRAUgjmOGwyFxHNv4MBPGcZw5fyC5x6YoM8NN4zA+cB1Y//p7MOrEcYxSCqUUURTZssmNOd9zjiqZa2MvMK4p4LNTz9AzCrjqGCgDY9r0+/1ErSekUSYTL5OsqNK9VxRwC7i50sqqE0UR3W53TB3zXa/XKb1xDyQuEsxwURGMex7EaYqAqw89zBbA7u4ug8HArj6KIgtklDNWeqkK8AsTzpVCGA8UG2MgUZp6wJ/AlesD1OLiol296zIDopRifn6eYKUCsAV8m1vkRLCRMk/bRq4iXWAnTT+VfH67+F3iLhcIyIAcugDiKbENfEny3orSMacqlL8ODLlRpJeCbJP4/vPHnuXM61c4Uq/XxwbzPMGRZRieYasHXwE30v69HFChQhbGO4fSl+y94SpjzhyzLT969HlOv6OpbkKvDaINfvLsVGITdtrwDfAziZvyMBMVKlIGB6bH6MwxME1gGajlIFXa/g6Ja7YcmG5aN9VVGRjvZdCXx4C6jGJLOf/Mw0kWtDeuNanLaEMogKF3eqYyrpmJ3bJZ/Q6j+8YFjdN6A9RlpErEjB01BuO9CPpaRh0Xxp0sf/EVHQkmufEy0QqV8U6BbowB5XeaG0cujJuiXBlAxd7ZvcPkzExicj+dJP9MzR9scS4HUAPv7YkTTYTxjoO+nfGt+2R05Ra5NibP33EMvHcngty1/439AxfNMdYPYrnlAAAAAElFTkSuQmCC) 13 4, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 13 4, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 13 4, auto;}
93.333333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 13 4, auto;}
96.666666666667%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAAjCAYAAAAe2bNZAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2XT2gcVRzHPzM7O7skRWNT6yXEaS0m0MWDCNZDEbWXEg9empMeRJTiRW8Fr9WTp+KtggpF8OBBAq2HKuhBqEXwIDEMGA2SS7S7Ztvsujt/3vMw85t5MzuzTSEiQn/weDP73sx83vf3572F+3Yw1gF02k78pyStVkv7vq9939c00Af9fudeJo/HY1qt1kEzZHZPMNlDTvKY5g7QA7ppfwvoYfHmvwPzLpp5YB5YxcpAUrONXsmPmosCpxK4q/uCsacNvp2HhW3Ote3ksmE/GDfsY/FpXj0OtAE3bY7xjK05ZWsevytMpTIraA4XYTMYAQHY2NgAoNPp+G17hTAMeUedOXaR0z0gIlFLeltzWFn09g9zalINadncRqMBwNzcHGEYEoYh29vbDAYDlpeXf3vf/ZY4jlmLnnn4LA8MU6AoAUJZNTAFN51IQMoAzse8sbiKdccEgSSQm80mAM1mk9nZWbTWbG5usr6+zov2d3+Su00WUxsa2cBDOYj0DuDe5KOFm3zo+75fgCibCQbQarVQSgHMlIH0fDVMVcxkIMDRNV7zt7a2MgDp+70+tm3jui79fp8oirIXmFDAIZKYkVbIvEkYW4MquMYlyY4OgOu6Bfe4rltQR0Acx6Hb7Za/cRQIyAO5FqjsPxOoDTwBEAQBcRznKzBUchwH13WZmZmpWizAInnaZ1mplyYnVsGIb13gsZe4/LvneSil2NnZyUAkxQVGXFZ2J3CSPG4EqNKqBkxXbT7F621IXBHHMVEUFdwiY2b9gWQfm6JMJdA0GAe4AfzxFl8j6kRRhFIKpRRBEGT30osZ13PUVOb9wJimgE+XeX4kCpjqCJTAyJzxeEwURTyZ1PHFkiq1VjUoES/X28APH7BZUCcIAobD4YQ6cu15HheSZGyX1Nh3zJj1QEp4AHz5CMd3AQaDAWEYZqsPgiADEuXEVnkU4Gdq6ko1TL5bmCBB2kYkB5Vr1wnV0tJStnrTZQKilGJhYYFvOAewC1wvLbIWzFRGJpmKDIG9tP3YwPn1Ml/heV4BCCiAvMcZnmXhNvA5ycHGLHq1Vt4OhFwUGaUgt0l8/9nTvHD+CteOeJ438TLLsrnEOc5zchf6XwDfp8+PmKzCE2AZzF9YzCebpemmIXnNkbT85DnOvvw3eqbN3gh6NnQd6IG+ZUNvD7prwE8kbirD1CpUpQwGzIi85gjMBnAJmC1BqnS+HIx3DZhhOjbVVQWYX7A4gi4DDcljSxm/HSIvZuX54lppQ/KEUABWfiKpVcY0+bB5L6vfI99vTNAoHRegIbkqAXfJqAmYG1isFNUxYcyPlTe+qpIgzYyXWqtU5ioWr0wClTPNjCMTxmxB6R5AWRNHnikwJTNP+FH6TECxtEsAlyu42ScgUz5Uu09cwRKQqu2hHBfl+BDXFOJk2t+U+/a/sX8AaFQ3UPOy704AAAAASUVORK5CYII=) 13 4, auto;}
}
div.testarea{
animation:rwdcur245900 1s linear infinite forwards;
}
