@keyframes rwdcur23769 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDUlEQVRYhcXXTY8cRx3H8W9XV9f00zzsrMe7m3WCY8uOlQPkgCCckZDIDcFL4JBrJC4oijjlwEsIEQd4BYizFYVIQCIiDggJx9jGK3utye7szHoeqqurq6o5jGM4sOv1YkRLdarqrk9Xdf31a/g/X9FZB/4QWAAV0AABiIEO8PH/CvAz4BGICTAHsVwDhAX8kzESEBDiJ6AEggK6EC4Cv3oGID6p49dADUKD+DMkE+hpSBOIHXQCKPekHUBnClkCNBC3a0iUAW9B+/tTAPKkjmG3K/xiISzICm7M4XsKJsA9BccOjIBUQ28J2x7yCv5wHSYSbAouA6fWu/X8gNFohFJKJEdHaht+UMLbEZgUHnbgLzU8CLB7ADdSeGUFqYefb8Bv+sAmMITQBcEpiJNXYDgkz3NRlqV4Y2/vwQzGHi4nsJ3AmwHQEFIIGYQjGCcgXoW8C2EAbgCie9rrnwZI01TkeS56vZ74cVl+9Nnhodbz+be1MV+fwzenkG/D8gLcWsB9D7dfhr+W6+/EKJAdsJ3/AkCapsRxzObmJrs7O7dnx8fHtw8PD383mVz/+2qVfwemN+L44ySEfSnENIoi2bat9N7jWJ+UZ53z0wChHAwCRRGIY1c4FzZmsxBl2fROFNm/1TUXi8J8Lc9XUkqhlEIphbU2WGtDVVVhuVzSNA14f9I0JwPKbhcGg8Bg4FDK4b2N89xtOWdfjiJ36fJlNm/dCkopsixzRVGEoiiclNJqrZ3W2h0fH4fFYgGz2fMDyPNAvx/o9x1paqlri/em2++b3c3N8K2rV8nv3CGOYyeEcEopk2WZyfPcdrtdW1WVK4oiTKfTcD6AEBDHgSRxCGGJIkPbGuLYbA6H7trrr/MYgvfeGGN0nufGOWfatjVpmloppYuiKLRte+IUpwKiDz8ECO3774MQFmstxlis1XmnE7YvXaKOolDXtRZCmNlspr33tm1bW5alk1IGKWV49dNPzwd4Cnn33dC+807Ae0dVWbtaGdG2bnt3l0dCYKw1gK3r2hljrNbadbtdd+3zz0+tgGcGAHB4GAghNHUdKq2dqSq2ej0a5/DeB621A8JqtQrz+TyUZXmmx54Z8PjoCCEE3nt0VYXF48dhqTXaORl5j20aGqBtGhJjqKrqxQKWyyVSSuI4hrYNerFg/OWXVG0r8vUQEQDHOitY514sQGtNp9MhSRIIISxmM8z+PqsQvgLg/wUQZ579rIDZbEaWZSRJghCCmdYcffEFtfdi6L1wrJPSV2mpedGA8Xgs8jwnz3OSJBGPjOGTmzf5RtPgvJca5ArkMYjVOjGdeRVOBfyCdSoaay0yrVUvy1RRFOlh0/Cnmze53DSyDiH3sFyBegzpDKQB8SMQfQi/fAbgWVLh11lQHYAcV1X+YDJ5SdR1Ga1WZG1bHjp3zUNZQa5BmSfNgnQgfvKMCU7MhL8tCtqmiVuQt6C/B9+t4Pse3toQ4vqFOE6udTpKWzt8CFv3ID+GiYJ5vM4BTQHtAPgETqzHJ27BxsaGyPOcbD6XVV2/qeCnCl4p45hRntudNNUSgkqSy8ez2SvAG3NIR/AwBaVAdSH0z5sJB4MBzjnR6/XElem0jKJIjpQa7xbFo1Ga3pdpukyi6OK0ri+JsrwgJhM1qCp1FVQEMoDI4OkxfW5Ar9cjjmORJIl4+8qVj+57vxxlWbqVplZJOYjiuCSO/4Fzf7y+WOSvLRZFmE4/c0dH4eDgQC6dEx5EdN5QWhQF/X4fWRQwGLBZlrdI0wFS9lhXRAsowG2HYLZXqyXz+bzZ33f37t1z4/GY6XRKXdfnW4HBYEA8HAZ2dgKbm5Zez5CmS6QMtK2lbZdP7neAo2kMy6VOtrbMa/2+6929G/b29sJ8Pg9Mp88PiMsSRqPAaOQYjSxFoZFynQ1A8/SvjEDbBry35Lml0zFEkdkB17Zt2N/f51wAlAqkKXQ6DikFQhiiKNC2kigS/HsNiaKAEAEpA3luGQ4tOzvuJa1DVVVw9+7zA6IPPqB97z0wJrBYWOraIaUligRt+58LWAiBpnG0bSBJAr1e2NjYOPUY/hMecQRJfLj1DwAAAABJRU5ErkJggg==) 14 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1klEQVRYhcWWy47cxhWGP1azyWZfJmPNJWPHkuXACgwYEoIggbzIIjd441XeIm9gxEsDXmgZwC+QN8gmCyOAFRtBgiCAF0IQSDP2SJpuaXqaMz3dvBSLxeJhFmx5p5HUUhACBEGgWOc7/+Gp/8D/+fKed2Hz2WcQBNA0YC0URXtrjXfr1v8GoPn0U9jaUgyH0OspPA+qSlGW3wWnLEEpwfeh04GqEpZLODmR86MjLn3++YUA/lODf/QRDAaK4VARBD7ODfE88H2HcwoApSAM26dSijA0iAh17ZokkcViIX+7fFl+Ph6/OACepwAF+Gj9LmH4AXV9SlEckqYLtDaI9GiaDXx/D8/rk+d/p6pOmU7tZDJx4/HYxXEsaymwklmRpkFelr8ddLu/o64NeT4hy+5g7RiRHxCG7+L7V5ZN09N5fuv1xeJP4/19Dg4OGM9mkrVJPBXi6QDGQJIoqkplZTnWMO0ac5Xlcq/J8/d9EeqmEQYDSZWSubXT9OxM6Tju7+/vy4Pl0s1BuYvSvxDAWkWWKYxR33fui3GS6Pj8/GaeJDcSrX+aWdvfjqJsEIZ3XafzIMuy/XA+//edo6Pew7I0p+AbsN2XAIC6BhGc1gySZN8uFovJfB7/S+sf3Vks+r/e2Znf6Pf/6ln7qE6S+Tdx7I/Bj4GCtsUG6wKUWSYiIlprSdPULZdL0VqLM2ZeGWMTrany3BTG5IvFQs3KkjEwA0lAapA+EKwLcHZ2RlmWkqapy7LMFUVh67p2nW7XDkcjt33tGtH9+5JlGadl6R6DPAY3A1uAU+AEJFoXII5j0VqLMcZprS1ggyAwnueZ7bfekus3b+J/+y1ZnrsE3BmYGMy8LZ71WwgZXdABFwIsFguKopCyLJ1SykZRZAaDgcH3zet7e+7S9esYkAJMCTpt+8ZU7bsFnPeM4BcC/OL4GED+vLHBaDSyw+HQ9vt963W7erC7K+F773HP88SALsEAugO2AzYA12/llz+uC/Dk+jBJ5N4778hgMHBRFFkRMdWlS27z7bc5VAoB07Tt5iKwDbgG3F+eI/vnAgDY2dmR4XAo3TAUV5YujyKi7W08pfBAAnC9Vb0jkOe22OcFeG1rC/p9UAq/0xFxTnCOyvP8zmqTkLbnHfCsw+eFARgMWtcTAd8XnaZUJycUTaNWK5RabeYDvVcO0OuB74Nz0OlIen6OefSIXEQ9yfYJQBdU/5UDbGyA57UATUN5eso3h4cUSqkQVEArf7TacPOVA2xttVJrDc6p0jm+/OorrnoelzzPHzWN3wG/02avNoNAYe3LAzSffAK7u4peT+FcAARo3Uud4+vbt3nNWv/NIOgPyzKLIOj5fm80Gvmj0Uh9HUUKkJ/cu/cSCoxGbfAwDPA8H9/vU5ZvdKwdRmVJ1DTDMgyvjZTSvTDU/SgKoigKut1uICJSlqW7vbcnv5xOXxyg+fjjJ2OZj9ZDjPkVSfKzQusbu/DGh70eO2G46Zz74KzT+WGt1H92Pe/LK51OYowJjDFWa63yPIe1JqKqUhgDWvsuz9+3RfF7e3Z2JYlj8tnMXk1TXTknhbVXE8+7kov8OHau13NuUiZJkBkTZCBmXTOiLCHPFWWpjufz4XK59PXx8TQ5Onpcnp4+WMznmdT1bgpvZrAdQ+Ag+B4EdTsNqWJ1PqwHUBRQ14qqUpeT5Iv9/f1sMZn0zGxmz2Ezh6HAfQ/+oaG/hMEI/jkBqcB3oLxVV7BWCbIMV1WkacrDhw+ZHxzcPazrzSlsLIG6tdwAcDUYgWwGyXFrw64LDGmjr6XAaRyT57mMx2M5mEzsXTAPIVuAlK3rZavvXdMeUUZA12A64AYgDUh33X9gOp0ym83k/mzm7oE9BH0KFGBr0NJ+q1gFaloo24Dx2vnARe1suJ4CJycn8iiOmYA7AZWCsSs7kjbwd+p6rQWLtwIBrGqN8ZnW/FSA38QxfwDSNgvrt1OOrUE1Ty+tNKtZsA8yBOk9owT/BXnohdcS60U8AAAAAElFTkSuQmCC) 14 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4UlEQVRYhcWWzY8cRxmHn66u/p6P3WXj3eBkvFZCZOUQSIREIuUWgQQ3bvwJ5JJTLlwScuSvMBfu3C2BJVsgR8gHRKRVsBwLe9fr7K5nPdPTXd1d/RaHGkdcZrxZgiipVKWu6n6f/lW9VT/4P5fgvBPdhx/CeAxF4WuS+IG+J/joo/8NwIP33mN3d1cl29swGinGYxgOFUUBeQ5ag3NgrdC20La+D76dzQg+/XQtQLhq4Mb2NkEQKK21OgrDKOv7URTHKYNBSJIkJElMHMdEUYxzCSIZeQ5ZFpKmkCQBSvHbt992n926tRJArxp4fHKiqqpSfd/rf87n14739n52LctONqPoPs6dIWLoupQgGOHcLtbmdN1fGI1OUKoFLGFo0VrWKbAS4Ah4VlWquncv/tto9MtG5Ndx15nX6vrRRl3/nfH4IVl2mTi+hsiEIEgJw9+Rpn8kCPxyNI1grQJWQqwEOAEUqGegDmazh/H+/lFszF5/drb7ynT67qWNDcIoEpfnMldK6jA8GmeZyvo+JwyFrrMsFoqmWSfAagADqgE1B3UV/jSr6+rh/v5PmM3eenxy8uOoKPKdwaAskmQ/SNMHWusvd7e2/kFdp2SZQSlN17V03cUAGqDEa7cAtuHLyLmzrw8Ojg+m0zf+BflPd3aevpXnN8dpehCn6dPpfK7H47FWo5HPkjAEay8GYEEWIBVICLYC6UG24OmsqtoToJnPTWft4nQ+V8+0Jk1TyrKUcVnKaDQS8nxt8BcqUIPMwDqwBlp8v7Vg89dfJ5tORURwztm+78UYY+u6bquqsmVZ2tFoJMnzA+vbAghIA2LAdj5oq8EkvsrVd95B37iBUsqGYWj7vjd935uqqtqu69qyLO3Z2ZkURXGxNEyAyG8BKx7AdGAqMEUY2st7e6QgSZKYPM8ra61pmsbUdW2apmm7rrPGGFksFhdT4PpSiPeBENrAL0GroEqjSF5+9VXSIJA8z6vhcGi01lXTNO18Pm9ns5k1xkhd1/L+w4cXA3heboN8ACJgUw9gEq3t7uXL9EqRJIkZDAZtURRWRNrhcGiLorCvff75WunPDQCwscyACCQDq4KA8dYWU6XQWstwOLR6OBSUknQ8lqIozvPZ8wOM8Vmh/AvSNY00XUcXBDoMQ3Qc+7yPY7CWVJ/rs+cHyPH3tiwBqrbl6MkTcE4tpyiUgijy9VuUcwFky+AWnxlnwOHBAWMR9c0kpfzJp7WH+S4BNvDGwS7bY+De/fu8qXwhDL1D+k+T8l0CXAKVATUQ+K3Ardu3uRoEONDEsa/DoSJNFcs5/zXAn3d3ERFVlqUaVFW8gNhCGgD7X3zBs81Nbfo+R6QkimKSJGU00oShctevK05PJfj447UAa0mbplHOOVUURZxvbOjvZVmu4fuXYLAFZM4Npn3/g76qBojkKBUTBN6qZZkmz5X75JO1ACs94R+Arm1D55y+37bjJ/BBF0U/D5LkF1tR9MbLURRdy/NYp+mWieOdKIryLE1PKIoZ0CLS0TSOquKzmzdXboqVS3AMChGKqtJ34d2tIPiNpOlkU2sGQdD+MAiq2Fp5enq6V0fRZJokP7qidTqJokcMBjEiMVUlNM3FLqMp0IOagjqEwcI57er6SMFhCA8MlAKXOq1fOV4sth/PZnFV1/HEuZiXXtLEscIYRduui78aYIa3Zf3Skj2CsoR0Aa3AhoJBCV8F1v7VTqe5nU6L7en0zlHTyO6VK5rNTUUYKrruYqa0Xqpg8PmvYf8pbCxgpPE3JBADNgSzAeVXx8ez8M4d++Z8bieTCcnmJi86lNYCLECmIC20IRgNpfaXUht4y6gBG4B9AuZrqM7q2pi7d21VVTKZTC5uSKz/e2mWdiyEKgLU0hME/l0FSABSQ9tA24MJnTPs71trrezs7FxMgcibUSLvAxVglH/2PPA32jrvF6QBeQbtY2hT56x+8OCFnmAlwO+BXwEhSOclt86vuwpWHGAhiALbehA56jqJDw/XQvwbdIfo60jPO2oAAAAASUVORK5CYII=) 14 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur23769 1s linear infinite forwards;
}
