@keyframes rwdcur67977 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIUlEQVRoge2ZbYhcVxnHf+fcM3dnb8bNZl+nyTahS1LTtaQlMTE1rcaQRj+U9lOhVVRUUFAQKwRRqCJCIUw/RMQPURC/qCAKja3SJiWa0LQ1r27ZbF42qSaz3cwmsy+Znd29c+fec/xw78xOYy24c4b4IX+4Xy73PM/53/Oc53nO/8BdfChcIN1KB459kzkJexzol1/cfO6HWwfEo2cnzDHA2PcFyq65nCL561v7Dj3x3MYV3wXk1YnFk6+/V33Frq8Y0p6pnCQOlx74084tu9P7/MGsVxnMptfv7D+wokc+aM/XEiyFUH3yq+Dcx7bvvvRC567uwdFuj+HOdir3ZD6SnhObr14pHQQW7PiMYSGEcjU7HVAceDp16rmvBJkh740UAEaAwGGhmt22Ph3kfuVPfgMImvcbw8YeUEAGwp5++fevfVYM7lrzD08iBEv7VtBpjPyMvueZY86F4cvRpf0W/NadN4GcAjygB448kerZ9MzL6fXqNSEwQCMFgNCYtPbXfZ/i3Cj6+qHmfMcQyx+ak9Qn/+YnhefvU53bBhzZVv+iRqKRitYB1VvHR8z84aeAd5fvn7rlZSAH8abtgpvrpXpjn6tWbxfSwZhFtK7iqJ7YvACMQUdFBCmEaMcYTaV67vcmGv0y4DdDYLkhVAudTljIau2rSnX2FFoVjekr0F7cnereNIBIkpyJqBaPXhYL+gDiioejNhjCWpW+IwRkMtaFdSX0up8ayCSkvPv133Y+FhmMAGkMGnjbqIVRdoxgKBAyAczC3qazUTObWBPn9GnitNgBdAFqs35Pf88/ihJxnYyM4UWd90fZUUzGhM1NewnLJRCyVJDKxH++K7HXURiscHbHNFJJMKCNoXiy5DPMeDLWxxKJ5RLQt03CS2z5QHijV/Pm1irSiVfAaEN+MggYZjoZW3uaxjIJ7CWZQBLDOUVMRgM8NOPzzUsV3HgBiAzIYlmfsBDzt8NyNxqjf5XPfRvnSck4S4cG1o5VWuGqJQR0Nav8uUfCcptrtOOYEBNpcd6UWuDLGgHN0uYs//GvT//u3Phim9devdXbPT8xtKFwLZ/Pj1sovP8BmwR84pSqClNrFgpTAJSAG1DP+5bcLcEWgZA4nd4gTq+1c7CfvLea+xthewVqRGTD+4CGDGUbTXSjH4Tcf3lvP3Tu4i7uoiXIATle+LpaPfdOatA/Hz/BRTm4/ztkW+HRUhqtSysKcEM4kGqPtqdSIAQ6DEE6HAGeteNvCbbqQE3Y6gAyweW2PnlU9MjEuoiAK35nK2qZLQKJNkQfkM3f7PDyIy4pBzBxNzpemJFxZ2EXtlegC8ie7sy4P79/JVLFdVJHhrfHAv7fCShiEpm+SaW2nE0hVSxwERmuFlpy9GjNgab3n2m2zaxCiXgFImM4WS62wlVrCJxx1vBi6jFkogsZIk6LCBiz7muZBHJQD5ufdaF+fUCI3pCIgtH3+mMiUteUAuFgMAgEgZSeYO1upDOE7HzI6Lk0+vK3gNk7QKC+aT143BOcdV3V+6RUEq1nQYMzPdwojpKq8qiTfvgwoh1jIirh+T8Y3Zwq1wyBmrTYBRs7TDjzm6CtPKRWbl0rpQsGIvH+Tl3w0VhLiSqEt966YMKJ52lSVqxNZLloUKcf0Wb+xEtZb+arm7wNGXXbzZVJPq5iGK5emR5fnHwefvCujXNCM8JWyNJNiwcfzy9OvXXsqdL4ni2up8QHHJVOVxaCd6oTv8A8eYQ7K2zVpcVZ4grcATJT1FtOHQwPrr73E2LTij5XitoUBcxPBvr1EzOv5vWeX8JKa2fkJpS5XJAQqMnkLqTVn6Ndh6b4S9cDnxJr212JEVCpaC6+NDtyPHjgJ3BfAQhsHTObuKU8bGBPBEQNtlxY4Vy/7t58OHN+45fcwH1wzufMSKn4ymv93yb83BlgAfZaO+A3ec36PhICSAGuiXorM9fmpj/ffWGobWo+2P/qyh8X577wMlCGvdGHmvwfYaMS16SUInE4uYD+V+nTx390ekwJXS5fnH72t8k31vtpS7JKrrEbXQ30xO9nS1CegIEC4NsMnRos6kL1W8su4swkifvnaSzHfSP+DRzRWe3mse2LAAAAAElFTkSuQmCC) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGJElEQVRoge2ZXWgc1xXHf/fuzGg93qzklXDktSxTJ67N0ibGmBC7DvnAESQ4MQnEbaBQaCiBfkFb9FKaQp5KWUJaSh5cP7WQpA82NIobQh2MYzey4wiT+IPIdqI41kfX0nq9u9qP0ezM3D7MjKQ4H6XaK9yA/7APe5k55/znnnvOPefALXwlLCC5nAoS+kXmJQwk4Ha5dsv4b7v67J3VqeYxQOnXBYZecXmD6KtvM9/e/fDGvl8qoeQ75733jjerh/TqCqFxB/ISWAF0w9CO3xjWi083M6u2FVYaZiX5wKg3/c8yalqfvhCadiAvCX29C87n7ryt9/mKuaH3zXICATi2n7XN/v3MDj0GFPXoDKGBQD6Wk4ZiH8nCL4pd9+f2mV0oBCJ6qtzqvofWdB7n5LOA277eEDp2wABS4PXA0Wcs0fuQU5+QBSZg3nwFIC2Z/Z7Lmg/g33/QoBdo+wzkDcAGVsNbe0Tn2h8nkuuSShgoYaJEIvqF/zG7jMDs3kpr5gyq/rEOAuK/P/KlxsvI+B4Y3rG+0/69tWp7XyANBAIFmNGTPgAKH4GhWrjlf527fP1ve4Cx9sxfsgvlIQyXaZjp38vEzx5r5fqc66NM0KKkWtyPjYjOQCDgOHU6MVmHSUcr+a23xKbf/VVd+AHg3AQCxK7TBY3eaSrGPxqjI2dJF6+SLTy46tSu3IZMn4kEwFeKN64UPzpQ/Oa+9YzbO6hvbHI9ztI3hYCM3rVgffUoP/ojkIpI2Wc2nXrgpb0+hlQEAvAVp4doTB6979wkFIZhCijDYNvRqJ0oFAANoEQYFtNABjDWem5w79wsZiKMP34An6iG836YAxqA167hMZZKwIsMAagRfvlMJC+dc5o8NV3FSgAKWgouO3POIZiI3nXQRGKpBIIbjLAjWQ7gmXe0kE+VEYkwyEkfUlXl8i6l6N341zaWSGCQyIDIh/MGIZnQKAFI8ZksIww/0OHzN0LzbTSE+5GJdzCNiAh4CubO1YGmdl3LQSAYTaSdQ5ZRsxIikDLwEEFwxqD6/0wgYOFw1obHdr968YDqMC2/Yt82N9WdLV8puhcmNF9EAb0EHMKQajRnb2+MXwCgCkwDU7C1DKc1qVuALgIeYTidJgyvcR3sROtaY/9i6N6BmIhctO6yOEJpRhu30S9C/kvWB/WquYVbuIV5LMsh/vajL2a/83g2mZACJUAKn5NDk42RoasFvfr09YViWQZgbai6+3bN1O81QwJBEChKtdaREXhaj74F6MoDcWMrDaQ21d3Vj1SKPWaUDbwAPnYaXa9oUrYYughEvSFWA73iDmzzyQpmdBsVAXRUfcmwJm03KNaBeAcyQK/nGxZCLdQDCpRYlkSslYBBSCLlXOow1AE5T0AFX696gPMrbA72dGDKMMj5gWIkOc3XhkBBWhxPppGJ8BSrQDFmVZdDVVuducht/pT5Li/sW0vGO0amMM43nC0XA+OnryYwhEAE4AnFS+PShvW7uvFzm5F3X6aefI1rPwHKN4HA/KG14WHb4F3rnhVbH7/LTDGpXEredi6OrkQCAoUCbLVx55Np8/AaTDpaNWabwwfgWltduXYIxK3FDGxOv8z1l09Yfs5elev3hYkS8AZgoAAxX8kEgBG0cCvDo5ea156jzbZiOwQg3IWoO709GKuc+rsQJ35omr2pz99QBPGMr9UqlFTl3HPw6zEddUI7jS2PhUmLDdvGVfnIMVbUB2Qyayg+TyNwJl3VHPsz7DnCzW1szbcWy4QZOA0yBTtHXP9ENr1y3V2dVpeMLRRAxS0Hs40P34T79kOnthp5iROaw8BAvAuxHBMMCz9V6A8u9j/ryc6HWjV2urPc7VS4VD97ttRM/Aq2fALMwaCWuXEbI6bDCgZ84gFMKMuClYmGOzuzKzi5+YmeGWuzNcHYzPniQcf9uc/AaaABg9ruFW3OyD5DQhBOlSyPnrkLolTyHpzMvb+m4f7lQ+/5q2rv60ANBv2vFPk/QkcmjlspRcKxkwUEn3o73tl/9oohg1qt4H//legZ7b0hTRVZfvFtNAv0hOvlKtSmoK8AODpdJ4bGknJ+apkhjEySsLVYQrPfL8Z/AJYsUUUgWKphAAAAAElFTkSuQmCC) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSElEQVRoge2ZX2xbVx3HP+fec29c2/nneImVhjKydlRZ/wxUKB17KLDlZR2DJ7a9TGyaBJtACJSHIRWJF5CwEBsIRIEXHgBp2gMFpEK7TSywFdbSNXRtQmlTmraJmziOk9jO9fW95/Bw7dhUGoj4RH3pV7KjHJ17vufr8zvn3N/3B3fwX+ECsc0ksM0PmbVg1IYB6xFy37iP5INTlMcBbZ4LpNnhspL6rx6Xk4f2u5/4KmC9UZs4tVSb+p1ZrggGVyBrAVuAPvjNA27f3u+t9O7vvZS4Wy5YzkGvMnMcKvPm+CIYEpC1iGK9F87fZ8vCt8LY8PCcrjIblvC10yn84oe1mj0KVMxwRjAgIAvgAD2Q34Y7+YLTMbRfqlBYtRJWrYQdeiB7BkMhBwjnjgFh+7wRTOwBCSQhSMecM8+46Qc+aXVkLIh2rWj2s2L+8ON6MZxY9SZeNMC7Tt4GshKIA+lejh16QqYfT4eOFGtL6z0EoBsytIwtWjteOMalC5cpH2+PO0IbAtbjPgVv7ftieuH5z7sy6aqTIOoTbwSoav6t9dT6BxKZ7x5euPwYMN3O5GHDArIQHZddsLBt54F/fEl+JDn0h1qZ2mKR6mpAfFcSgUAI0EpTmSzhxiVO2iF0Urs+dLby7XfG554CvNsggEbo9EAlk1+uyp//LXa6fDWRX1ventu++y8PPXK3PWTZFhAJOH6mfOmfJ3ccSaRn4p0fLO9YqVYbt/RtEWDVn3Xh/Sv5C194KQ/Juqj4vsIbB79yfh4nmj+BhvKirpwqfOrdYoEcF5kFijDmtzP5dgRAFNkVoAD4QBeQAmTXVl/1HFzFqe+BQEH/dddjgnz9maCtWbdgowICmhdSieiXT9XH69JpDff70X8CCMEZVx5wvf6shyERGxWgbplEvD6WBwR62oajieiaFFFvedH3iVZLtXzaxgYFjFGfQD2Gs5JIjAK4sRZj6mYcaQkEEGjN1dWCMhHzt8Lw22iEcz0d/PieLmw7EqCU5u1JDyga59oMAar/Zoe372SsJC2hbFsHaKVyN+TK25tAZkqAork5S+enR391ZE50xCy13Cers/fElmdUpXYdZgzRNWFSgEe0SWUhHKj8tQTACjAPzMKeIphfA1MCAqLjdJ7oeG3kwV693ejZ3wrTK9AQYrW0+7ScUKYh/neX/wfZ92gfM0tzB3dwB+vYlE38XOf3B5/b+r6YUx/eEoofzs1UXizeyJnlM3aMZhtjScC9MaSOnP+o/pgjBIBSWjA3weuc5QkzfE2YugcaCX4XkLycsfrH9wdpIespZaiZLugezhpia4EpAXVviH4gs6cQxp+9UsC2oxAKlUYU1qxThshuJTaBFouFTCYWuCPpBRwrEhBozfZ4W7n7e8KkAEkkIqmHleSz5ahFAwrEnIYThthasCkJDfMWnHObKWUIIrc5r0ObImD1usvKa73rtkqoYenSMlAzztWOM1cPmx+kth74zpFEqjsoTqVylfx273S6Q740EqWUWgCh5o/TOj40nHjI6tQj7qC9d3XBi908XXyeNvPMdoytGBCHh+Mp+zX3sXt7P933AQt/cYqglCBxbQtaRCap1pqHnbsePHRAnpC9DnmpOLp27ZWbbbpy7QhoWIsp2Nl17s9Lv/jMxcmRQ7HMNld1RT3eicxdAQgFWncitKZqB7zsz0y9m6se5jYKgGgV4kAaDqgfzQe/Xtoin8507k4KYaEQiBo0zHWNQOiQQuHvhZfX1GH4+rSJPKEdYytg3RcivsjHr/2sdmo8LtWo1XGXbJQkRf1bo9H+vO+Fiz+p8OTr3F5ja91aLBLdwF1gJb1g72kv/+ag25HeY4uYhWi+K4bKU75/5ff4e34K3cZy5A3WyE4Ao41VaIzjgHQJO3OoC9tUcrhbu90oJ04oJKo0cU7X+r4G918BqjBmpG7cRpHvhIbRkGbBzgZcSNhaiYXEltrOXcl73QGnm0X/at4vLX0ZRs8AFRgzdqO1WaX8DxGCqFrpQl9VVGcKT/v/GtlRvub/aXX6m6F+9LdACcaMVSjBzE3csFLyRGUnF1BVtfvNV8uvSEW5VOVzv6z3Me4NGcrIWgt+DALpqL24AqVZGMoBnsnQacBgSplt3AspopPJIrIWCxiO+1b8G/M8ZVh5fvG3AAAAAElFTkSuQmCC) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGVklEQVRoge2af2xb1RXHP/f52XHtV8d1nTREpW06ujXhRxmtEJ0Y26JSxla2omlT4Y9NGqAKISFta6QxYBP/IVlMm7b90aFpmjSxAZtESTfKWAurxipGiMoo3ciSNqGu4zaO4zi28xK/dy9/vGfHRQiJvBv1n34l//P0fL7363PuPfecY7iCj0UEiK4kQUi/yYwBu0OwziBU/TGhtbcii8cBpZ8LTL3mMiaNX10M7YmYn/6+AqPu1N6E3GG9XB6EPlMZA4gBKXhxh0ht/pXZdnUXgLswnpPFI3dA4ZQ+Pg+aPJAx8GI9Ce/2bY+tfWJ1fFsXoVUIQIbXdi/aU0+fqL18F1DQw+lBg4BMw04CCuu/aQ5/7wHZ0xcrnULhuVgB8zJ+87PmVZnfOJP7gcXgvB50eMAELHDS67pfvq+/1+hPhqcNmEawJCAKxucW1+17LTv/9thI6WcaeJvkAZAx8eI+3RY/vKfvbnvf271J813hovzdJYCGK1wVjW4e6Xxkplw5Xcw7fwvG7SGAgGbcp+BfOw7ceOah/oRliUKJxpoNAUoplBAYylMh46rzn1sTT/0kX/w6cCaogGXmgQxAG5CEqZ4DOw8/+sNban1b6guEJyuYkxW2r6nSo2psosoGt4b9XoXOSpXrzHlu6nY7rYh71asT8jDgBBGwXA80QicJta73KpiPvZkaGj67rpCb3Zj/xp1/3/Xkvtn1whQgFDjwfCY++tyh7Qc/1TEW+8J1F7eck24jS9uXQ4DhfzcCG8uD7xz4OWD5omKq/I8vkjUh7L/tgqiatdMzXzl1eob84Ag5oAQDgU+jIJtYAjWgiHcsJoAUYNbGw7I+mEQIAQLqUlEfdW28HFAjYNi0YrkCHH8hABWaGdjLByfbV/HbzWsIhQwApFQMj0zbQNb/ro0mEcsVID+0iJhvywYc2zU5v2BhmMK7wbmKWTWziOct2fIJjGUKGMBfgB/DGRNPjAToHTX49vNhwkKgBLhSUZ005OsaYv7D0Hwb9XCh0sFbZ2/EFAIBuEqRq9aBCe1cKyFAvhVJ25PJz1QMQlIIHJDygjxbpq6fTJcAydLmrJTt3j+U87U2hJglJHJEeB8nntXEdQl0CrDxNqmJTNSwJUAZuAjk4LMleEYT3RJ0CXDwjtOLeMdrow62/edaz/5W6PZAQ4jR8nyRlhNKNzSWlOBf8j4CA3ppruAKrqCJldnE1tFu0ndGEY2CT8L0SzXKL+X18unrCzVsmUAkgTjYRfgWMBEoqZBMET42A/fo4VuCrjzQKPATgLXTnum8d/b/acMvuRWSQ3Yh+WdNZK3QJcDvDdEJdKVXF2M3Xz1MxI9QB8Vw7ryhtye3RKwDLS0Wuk5dIyK/37uIaXglpSvh5FEJRzWxtUCnABNPhBU3XLNjVZVQSCCFpyAa1l7LACtU0GwrzXP/aIWw4TUWHQlzhQpHVoBrRQREe+pE9swS9k9Rw4XVZReG9HMtU0AGmmHzi9T+Lz1ycFMq5hw9uSE/NrXVFgnHZJPjWReAA25Sxb66KbZrTbvT17tRbhuZcqK/O8FDQOkyCGhu2hjcHutw/xh5cDNf+8HG8+SLWebmwXg2gfIv1ULBl6fVrd/q55XOZBtVw+WXleqfwA3UlYNl90Z3h/GOzRSkk8cn2ibDoQs7Ij3t7eXUauy0xYSIk1Vxzqk4WeLMr7WYTVicI8qhfy/870evtu0HO3BmDrIHGiOlNOyUPx1eeOHEtWe+u+X6dssQcMktxW+RuijGRmaKb7wTfxwePqOjTgjS2HJYmrTEqtXbzp08VDt+9+jM7puilinU0sKlAEPBkDO3OPhf+evZ6e8c4/I2tpqtxRJeKCXAsAqT/UN/LbzQfU04fYMVWmMYqOZsdc4pyuPOhSPZ+u1PQ7u2GjnAbbQ54OgENvifLpjq2LFqdF97x+c3hIw2AJRrU54+9p83auI+uO00YMOAFg8EGHS/omC3C7gttiIQD+WchakJ4/zW94UZGXerjM2PFLLlqYdh1zBQ07X4BmkAXCJC4E0EIpBaUPZ40aiP94n53KJTnXgC9g4CFRhwP9bkJ4SOTNxopRTwpvQRQML21+vOX0zUXAW19xn/He29IU0VWevAj24g7T0vlaGSg/V5NMZ9K1borwZYeHmijNdu1Br3rfgAg7tjUdL+3JsAAAAASUVORK5CYII=) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur67977 4s linear infinite forwards;
}
