@keyframes rwdcur167799 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhcWXT2gjZRjGf1+SiSHkzzKs0//b2n8IBqlL1YBCpfUgVvYsxIv2IIWePdWDB6Gw3jx47EVEKNI9C+2hQtlSkLgaKWXdJt3YpEnaTJM4ncZMPg8zXcradpPZ3e4Dw3yZ753nfXi/+b73CbxgiDbjbwA+oAHUgTwQcOauA4NAENgNBoMPDMMwn4XIIDAGvAVI5yo79y+AT4Ad4C/n2Q5wSwjx6rNIDnDrTGLL6/XKrq4uGQ6HJfA7sAnIeDwuFxYWZGdnpwS+Bd7v6em5Njk56buM3NuCgM+AN51YKaUU0WiU+fl5Dg8PNZ/P1z03N0cmk2FxcbFRq9WMjo6OwUgkcr+/v/8PIYQ/k8kcP42Ae9jLUAUOgJ5qtcrq6irj4+MkEgnW19dZWVkBuAOkBgYGtsLhcFJRlB2PxyOGhobq6XS66VbAP8AqsAXcB5aBa5ZlvVIulxkZGWFpaYmTk5M7wDdAtVQqPdR1vWQYxp6u6zSbzVqxWDyX/NL1OYM6cBf41fk9AUwWi0Wy2SymaQJUsHeFIaUMmqa5Z5omfr+/ksvlLiRuVcBZIUEgAmBZFtvb20gpAfxOTNK5e4BmvV6/lLCVJXgc/zoC3gCiuVyORqMBdnUeCiEeOHGyFTKPCwEA3wM/g10FYB3YdUPkVsAw0AscxmKxPJAG/gbuOcvxXAX4gfeAD6amplSgEzCAH4BCu2RuBESAPgBVVUmlUgC/ADUXXK4QAT4GpKZp0uv1SuBDIOSGzE0F6kAT2Ds6OmJiYgJgFhi9KgENYArotiyLWCwG8BF2x7wyASWARqPB1tbW6fOQSz5XuIHTokdHR09b9U/YpqQtuFWcPx3oun463Aa0qxLw+umgUHi09QMAPp+vLU63AlTs3XAWO0BICBE4J/5CuGlGIWwzex0YAo4VRbmtadqf0WhUVxSlZhjGhQ7oaQVEgJexK/A2cHN2dval6enpeCAQ6M1ms81CoZDVNE2fmZlhY2PjiY2hFVseAeLAl8C7Qgi8Xi9SSvx+P/F4nEQigWEYLC8vs7a2RrPZfEdV1b3e3t6KEEJPJpPn2jForQKfA7eB1xRFYXh4mL6+PhRF4eDggHQ6zebmJpVKhbGxMVRVpVwuz5RKpe79/f2TfD6/C5y0kOdceIDvHALZ5pUDvga6L0vwpApIIIVtTAVwjP31h535XSB6wbtpbJf8G//fMY/Q7l+zQWAc+NQZ/whYwFeAiW3Lkk7Su45A/VwmlwJC2MewB/vjbDiJTeAm9mG0C6w5c88FPif544eYD5ee4IXiP6gCYKPW5wVwAAAAAElFTkSuQmCC) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhb2Xv28bZRzGP/fe2WfOjmgS13ZSFBNikiaFDglLFoiKEqsSQoaBLYwRQ/+ADgzZGDoiBgYkhiwpCwMIUSEqhECAEBUNDU2LwDYJruwQp8ldzjmf/TK8FxoKqXsu7SO98q/z8z7+3vf7vI/hIWBgYOC+r9VD8MaA54Fp4GlgFngM+AMYADxgCBi2bdtMp9OcPXu2sbq6GmKL/8Yx4AxwGZB3rSvAG3e9VwNe13U9NT4+nuhE3qkCUeBFYBkY0zSNbDbLqVOnGB0dpd1uZ3Rdv+W67mRvby9zc3Osr69bzWbzuJTyc8MwHNu2Gw8ioAd4FZj7+wu6Ti6XY35+Hl3X2d/fn+jv7zc0TaNUKlGv10Hdrt/i8fhVx3H2H0SAB2hAGngK0FzX5ebNm9RqNWZnZ0kmk0Y+n2dpaalq23Yc+AZY6uvru5TJZJxqteo+iAAJ/An8BHwJfAq8AJjlchnbtpmZmeHixYsUi8WKlPJ94LwQ4qvJyUm7t7dXy2azjWKxKLsVALAP3AYMVIN9ApwGUuVymb29PVZWVrBtex342DCMHycmJmi321QqFTzPc2q12n1s0xkW8ASQQ/WEBGRPT4/UNE2iGvW1RCIxmE6nk5FIJGmaZqwTaRgfaAI7qMloBUJGPM8D+AzYAMq+76+4rmu3Wi3b932/E6kIIeAAW0Ab+CV4Dqo6V4CvhRDRVqvlS3nkbf8HjC4EeMANoALYQBV4D7gkhGgIIdphyLqpwAEeB6ILCwvXT5w40YhEIk9KKfF93w5D0k0FAE4Ck6lUKuM4zsTW1la02WzuaJq22W6HKkDXeA6QY2NjMpvNSuA8MJhKpUJXtNsKFAHW1tYQQgBsm6aZNE1zD9gOQ9RNDxhACmW5jIyMXE+n09VMJtNXq9WOhSXrRkAiWJsA586dOxmLxeY3NjZONxqNRyLARjXhSwC+71Ov1wu+7ydQI/rQBfjADwcvlpeX2dnZATBRBvVI8AzBWRCcAxJ4FxXJQqFbI9ojmIRDlnuZO9b80AXYwDqwHY1GAT4CbgghQrlgNwIsVJljweOxQqGAEOKMaZp9Q0NDo5ZldQyiYQVYwMvAB8Aa8A7wBTAUi8VwXZfp6Wkrn8+/ouv6Bc/zdoE3NU1LTE1NdeTXOnweQ43b20BmeHiYXC7HtWvXqFQqSCmxLIt8Pk+hUKBUKhGPx1lcXGR3d/dDTdPesizrhuM4odzxMAaBC4DDv/8TdFq3gQVUfDvS8juVaAv4FvgO1fmgGvBX4J55H7gabBy71z6dDqMGcAk1cmeA4yi3+x1lSM+ifuH3qNh+KxCaBH7mTmA5Mpp16oHDEKiGtFBWnAzElFFh1UA5pEBNiEAlp83/S8BhGIEAAvIDCz4otYcKsI8Eh++vQUhv+Qt7gXJxbgluGgAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhklEQVRYhb2XQWtjVRTHf+cmL2mS8lolWJuWISShxRo6OkoRhUGwWmcluHAlFMSF8w3cCW5n4dKPIDozBXEx4EIQxcoUixYNxZYW2ynE2mhNX/vy0jTXxb0POwNpktchBy73vpfcc/7vnnP/5xx4fJKIskkiGnsSeBrwgCbwMjAE/Ay07fsHEXVfKC5wC/gU+BbQdvxm51/s/Bcwq5RyuymM92j0feB1oGQHSikcx8F1XVzXnclms2QymVnf91leXh4GZtrtdgOoXxbAO8DN0HC5XKZWq6GUolgsUi6XCYKAra0t9vb22NjYAGgBz4jI2tjYmKpWq+0e7HSUF4Gv+P+4NRAAWkT01NSUFpHzv/0D3AXeFJF8N+W9nMAD4DNgyo6PgT3gptb6uYmJCTY3Nyta6++Bn4C/gQPgdxGpa60vDaAKfI2J8DrmuhXCvQsLC6ysrAwdHx/f01qfAPtAVURayWSy4fv+pQGA+aKDc89XgLKIkEqlCIKgoLUeFpH7FgTAie/7rW6KVY8AHt0zFz5UKpVwWdBau8AhcKi1bkbQ3ZPEgfewQTc+Ph4G3+fAbL/KopxAC+NnAPb39wHuY4LvpMOexwoAYCdcTE9Pt2Ox2DqwgqHlgQBYA1YBFhcXVTweL2Ou6+GgAJSAGQDP82i1WteAGxj3DERewgZhLpcLg/A2MDoI41ngA0zGC41vA+8S4USjuCCOyf1Zx3HCd1/Y0XfSiQLAAyoA53j+uwh6IgNoY3JCXWtNLBYDQ0C90vqlZRT4ENBKqTAVHxGxJozKhB4YF1g33BkUAIVhuypAMpkES78i8kYul+vbDf1sGAWewrDdWwCTk5MUi8V0rVZL7+7uPn90dLReKpW8fD7fdl33YGlpqdFNaawHw0OYAmQBeA1TH74NkEgkmJubY35+/tlUKnXd9/1XlFIjmUxmcnt7O3d2duY1Go1/L1LerS8YxuT+j4DrIkI6nabZbHJ6eoqIMDIyQj6fx3EcCoUCQRCwurr6w87Ozj0R+QaoaK37zhGhXMH0ADUeLko7jcDOx8AnwKtWR0fp5oIngFNMbzDExVzfAM4AB/gT+BL4A1M7dKwTurnABXLW+DXgBUxLFub+G5iy/UfMF+eAq5jcsAb8irm2HV3QS2+YxsRCwq5dDA8kMKzYsHPLAs3b53X7vzoX5Iiozal6RGkILuQJL6Lewct/E14002JogBcAAAAASUVORK5CYII=) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167799 2.1333333333333s linear infinite forwards;
}
