@keyframes rwdcur98881 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJHklEQVRYha2XW4xdVRnHf2vttS/nMnOmc2/pTDul7UxLaQs0pShWwUuIRIVEDEIwJiYqJj6Q+OCDwUdNeOBJjU88KEgQCMUEFS+AChZ6oZSOtNN2Sju9zMyZc86cOefss29rLR/ODNCmoBi/ZCV7r732t377W2t9338L/jcLgD1X6d8PRB/HkfgYY7fh9Owa2nbd/d3dPYOD4zdt7/E0I0VLTsGFpmbmncNHTdiYf3P/W48nun0QOPb/ANg2MDHx0JbdW+/rH1kdDKzbQLcrKCqXvGtJdYayHU+R1rjC49KZs8yeuRj94ZXJJ5am3370o0A+CkDhiPs+ec8Xf3nDns1Bd3eA1YYAje9IUmNpGkkrFWhtMFbgE1DyLdJXJJnHvski5yePRI2/PvYdq/UTQPbfAqhde7f+9ubbd921fcsoMszwrSSnPAIBqclIraWWWrLEx/cUTWFoxG26pCbGUjWWtnF4dWGMI8eqmMkXn+P4S/dcCeFcbfIdt+58ZtMdd31lTk0wQERot3LrtWspOjmE1jR1gJV5elSOYS+gW+a4xi+wsVBkrGsVvrKkuo0l4eSCR1xcSzS8Y4I43En59NOA+TAAT1336ac/cceXvjxRsowGmrn2KjYN9LG1V9OKYy5mOdygh82DfQwMDJPvXYObKxJbQU5Jmjrh9FKZNxbynFgscmqpF0WMUpJoeOc4repOKmefW4nE5QDCu1/e9r0f6txqvr+ryPhwjk2lXsZ7Fa3MUE8dFpMYJzdAftUIJj9A4nXhdRUxhTznW4tMlc9TyWIcZXhjfgTfiRkOmizFDqHogtLAOCcOnsFGb14JMPHwwz947lt37/U+09dm79Z1lEU/fZ5kVbGLUncJg2Cwz6USV2mmEtf1yPkutWadMGozU5lnMW5ipENOpfgy48jCGiqJTy0tACkU+yEIPsvZw/uA8nsAe2++4Sc//dG39xRFShDGrB8dZI5h5hqQSZ96AsN9EishFZq2bhCmi1Qac1yqzrJQq2F0iu9LrEmxWUS5WWC2tYqWdjBYLIDR0DviMXuyQLO8bwVg84MP3P2zG3dsdqdm2riFHjZsHGXtNd10BR5/OSk4UXFxXE0iGmghyfke1glYSlfRlbcUfQEW4tShkfnMLA4yUx8i0YLUdBbcAFgLQRF0vJmzh5+VABMTm/buumlbPm22USi0l4NA0Aot/5pXgCBQgqMXCoSZS+Ar2rqLSv1akmgDqRnF8QOKXT7SK1Frj1ONNiAI6A1CXCFxVs68AHQKgxvzBMN7FcDYuqGvj63v5+Kli2SiSByV2P92i+laRj3UHWosAkk7DfC9mNnFURzpEXiGJO0lzTQ59xw93VVKdUHZ6cdXAk9G+GEOZSBZ9kKWQP8YrB17QAE9Kq97T8xPUUugp+BTUoalRkqtJcBY0kyTaQ1I5uo5hKPBCgQauxzVTOepN0exgBEOEou2iiQtMBBUWWz2Ijq7oGPWgiFRwI3DE+t3nolTSASBp7lpsMaBSo56EyS6k2qxOEJSa/hoK1CyRZLmEQKM0WidgY0oL46w2EjQNibv1mmGLq6IEcIilucXAsBiMSjATFebqLkKu7uHGBAJh+Yy/n5O4zgh1hqM6byplIOnHbR28V2BUjFCCLTROFSBBbReRaIduoILDIgTzCxdTy1dgxSazDrw/nno+ASI0ph6mLHgexQjzfPTeZSI8BXvhVhKcB2JpxS+m5FkCuVIBGAMpCZPwauTCYEVkv7cQeYbOYpuldAElBxDTqWU4y4y414O4HsBPUFAKWjzwnQX56rQm2ujHLm8bQSOFLiOxFca33XwVIYj5fISWJLMUmMIzztNI15HtbWFWlshZZOWLpAgGMmV2dNzjMNLm7iQrCazHQDpqxLXdBeIdcxCpKlFCcaCkiCFQAqBEgLPlXhS4iuJqxyUFIDAWkuqDe00R2bWYUyVUAfU44DI+AhhqEQ5aul61pYaXFtYYD4bRIsOwOHayTNHireO7kzaMNazxJG5hAzwhEQKcIRASYGbCnxH4jkS15E4UiCWlyg1hkRr2qkiTHuJTEKoNaGVVBOHgXwLB8tr5eswOkFbiZUCBSyGlcWqRJKZiKLbRHkt1uQvMbW4AVdKHAFKgCsFnpR4sgO0AmCsRVtItCHWhkgbWlpQTV1SqfnCSJnb1lQ4XC5wttniyEKJBBcQngI4f37hN/HF+u1DawL+eLYbT2WsLS7y+oIl52gkogMgBK40uMsRkYAQnSXQFjJjiK0lMZbFTNDtpdy7vsydaxaIkaweCTm91ORQrR/mpuH8mV8pgOrs7D/emqyG39i4KV90DZV2gDY52tZgDEhWomBxDSghcARIBEKAtRZjIcOSGkvLCO4cqvDV1XP0iYxoySF2YcCDppviexDOng6JZv8ml0/D8T+/9OaT1arHlh5NJXZ4cXYMIwRtK2hbS9taQmNpGkvTGBra0tCGpczQ0IaGMTR153lkLbeU6vRmIVGWYtOIXCpRmaKeCKJGCKf2PwUcXwHg0vTkIz//3WQ44HookTEX+cspw6KxpBZiC5GFloGWte8302mhtcRAZix1H5aKkildYCoMcIWlKUNemBumPXkoZO7YI1cKkoWzx89dfKd3911LuWGsyTqla1m2ruQus3ytr2y2k+MM4AhLqi2/n+vjyZlhXmuW2Dq0wJ/K3ew7lMHLj30XG754JQAQHV8K1XY7ev04jgJruJpwth8AsstZ/fI+wbl6gfkwQC/DTDV9XpkpwcFnnqdy/MdcVRNCRnX6WZJwB2u2jeMFYNLLBoirIn2QbhlDWhCdeEnXY7FpMG889TxTL98DxCvDrybLNfOnnyWsX0+hd4LScEdG0YmGJ0Eg3tfVK3GwV94vFxAVYOdOYw/te44TL32Njiy47IM+zDyEdx97v/kLNt4SdGRUBq1Wp546EoztVCL7AU/GQD4PSkG7Aaf+GfHqrx/EJk9cOfl/Alix7YzufIix3fd6A2PBrt03g9ZcqrXIBy6DPXmKvmIpTNDWUgg8Dhx4neq7xyPOHHiS80cfBY5+mPOP83e8vaenf9enPvf5+9GGd8t1ijmX0d4innII4xSDoBC4HN3/yuNHT507+FETr9i/AUV1k4g6f2DfAAAAAElFTkSuQmCC) 16 16, auto;}
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12.5%,15.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiElEQVRYha2XS6xdVRnHf+ux99nnnPtqe3sfvaW3ldIW7AsCSRtI0UBgoCIDMQpKTIxRTBgQNWFg4sg4YMDIGOPEqBCiSApMlGiiAopQ2lpoaW1rW/q+79t7z9mvtdbnYJ9z+0ipYlzJys4+WWf9f9+3vu9b31b8byMBdlzn97eA7ONspD7G2s31enzntjtvfyxpDAw1b75jq9HCmRa0ncEAU0f2HxjT0xOn//HOc5Op3wO8//8A2Lx2yy1Pbd9x+6Nja1Ynq9ePU/OBWmiQB890HtFnFBfzOq+eihluODZme5g7dyZ7e8+h508feu/ZG4HcCMBi1KMPPv7QTz9x++ZkrL8HAYq8zb/m67x2apjUWe4ZnOTIQh8nFuugFIgw0mcYaQTOzpWUR9/I5v/482+K988D7r8FsPd9+q7f3Hv/3Q/3rxmCLGW+zGkbKEvPgakR9kyMkDlDf5QzW8agIBAIAl4UBAFt0LWEaOID/MHf7XYHX3/kWghzPfHPPXDPb5/8yiOf37ZmnGEteJ3SQnF+sYdDk2O0yyaxxPRogyGmzygaWlFTCo2qYJQCFRBX4HtH0GObN0mxsJ2JEy8C4aMA4i989oEXv/fkEw81I8tMOsO+hYy9M8uZy5scubiB3pqQ6BoRDfpiS3+k6Y00DaNJtCJWYKXaLKAQBfiSoCOi1Z/cqNPp7WHqw91dT1wFMDw8+th3nv7+08ngMvadPsSkLrikVzLbuplmYlnR8PTG4MMK+hNLXxLRW4toxpZGpKkZTaTAoFACguAEBAUSCKaG7hveGA7vOYFk+64F2PT4N76+e8O2zfH+43tJlWdwcAhrxxAZJDJ1oIfAAL11S089pjeJ6EkiGrEliSyx0djuMSBIAC+VqQIgntCzEpLkPk7tfRmYXALYvGX8R5s+dduOA8c+oKdhGF81Sj0ZJS3WENsIoyMia2jUDI1aRDOJaNZrNJKIemyJrcHqSlyJEEQIQXDSmd14Dx6W3xRz4WiTxcmXuwAbtj14949rI4PRgFWsWLmeWnILTtZiTYLWCq3AGE1sLUnNUq/F1GsRSRwRW4s1Bq0ry32oZulDBwCCEhRCECDpAZ9v4NTelyxA39DyXe+bnY1GmjG+MiGXzZRhhL56SVFqvNcYY1BKoZTCGk1kDUZrUOB9QGlFkEDhPPXCUS9KEmuouUCshDQoIOCUBl/C0PoGycguDZANrP3ydN82ytCg2auIjMXogFIpPjh8CIhUoa2VwpgKyFpDZAzWVM+o8x4ZXT21IlIKq6pgK0RX/nYFDK6D1eu+aoGBsmdsuQ6e+WyEyZaiv67JS4fJPaVbIC8SXHCozjnaoBGRCkpV0d4dCipPdWC1Ak3nKeC7C0UgUFjgjmTt1u0YjwXOTY9jVnjiaIbSQfAl7VwhBLRSxNYsKYWgUUrhfaB0ntJ5XAj4EAgiS2CKK0tuFzYAAQuEtIxZrjN67AXSchirz1EWMVPpOFoZSp+BVGfvokrAh4A1lwGK0pEVjqx0FM5XAegFL0JACEsQqgPR8WaXZtElODI8F1FyhOmFTRT+AkESjM6QEJG7hLSsU3dCLfIVABBEKEpHmjvaWUlaODLnKXygDJ0skK7tcpUnKgAlFKHG+XYfo42U98/fQmIjjF4kKw21KKc/mWRFfRov/bTzcUoXY7RBJCIIlK7yQCsvaRWOdulJfaAIQimCXypGXDUsdAqXKjm+sJpIZilrBqVialoQyZhaTLhgG6wfKRhqzmFyYSEbJYQ6Wmf4oClKyJ2nXbirALIlgG5MyFWhYIG9fLh/Pzdt255J4GRrgGWF0LSemhFSp1nWuETDOt47PcrIsiGytqERO0LwKALgKZwi94GsDLScp+UCqQ/kEiiWjqAbih11rbDAHPMXZ1AaT6AlCik1i04hGO5dPcmOVXMkUckvDqxnVWOKw4srmZltkkT55YySQCmOtFQUwZOFQBog71bCzsIqI6S6rkXFVU55iRm79SHq/XipIrdAsXN4gW9vuMBKG+iLFLcNLbCuP2exXODw3ACFE4oQyHwgDyVpGVh04JQjDUI7QH5l7nfEMTFMnYR3f//DqjRdOvcGF462MRZBKLziM0OzfHf1SfS0QxYDIRdWS86wV+waabFl+J/Me89cUc2WK5l30PKemUJzyakl6wU6lbQqXmIimDjeJrvwl05t5DBHX3+BIqvyU8GZNMLnjtQ7cAW1SwvU8xhTWuql4f7RWcZ6zjFdwIL3TBWWBS+0RMhEyOEa8SvSP12AY3/9NXBYL/nm7MFnOPpmm6gGKvDWbJNX0kGiAc9Zb9k338Oi92ifQRB6E4uXnEWBVhDaEmiL0AqKQroF6ApxpKp+Joajb7Q5/8EzcHVDMsXpY+dYu+1hmsvBO463Eo616/zyzCivTg3zznxMVMsYHUh5d9rz6qk1lGLwqrIWhD6bkQXbyfkrxKV79qfgDz/7FpK/di0ASHYYX27lpq0bsYY0V5yc6yHzVYM5ndZ4a7aPg7OGfRNNJvJloKr8FtGMJi1WJQtM5M0rLqiOuDbgctjz4itMHf0B1+sJAcfUyZco2ttYtXkjtQTIL98kWghBcbHVwGEoxCzl9MbeSzSN59DC8sstbyfwsDUoUvj7C69w5M+PVJtW43ptuWfi+Eu057fQXL6J/pGqjepeJwrQUIQI1GUrM2c4mzYRJVdYrcEmMHEU9u3ezeE/fREorhS70ZdRjIofZdfXfsL6nQm1HnAltNudfyowqhLR3QtXQEJlsdadaP9bxpu/egIpnr9W/D8BdMdW1mx/ym7Y+aWxdZuSdbdux2goSsfkbIvpdsFMVuJD10MKJo/D5ImME++8wJkDzwIHPmrzj/N1vHXr+jV33nrXvY9ZLbTzknOzLc7NtjhzKUWcB2Uqrxx/+znE77mRcHf8G5tvlbC9EXbKAAAAAElFTkSuQmCC) 16 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIZ0lEQVRYha2X249dVR3HP+u2zz7X6UzbubS0paWUll6opDElapVLNBoFHsRoCQmoifroX+GjT8b4YmKESgSaUhPl8mAgYCC9TC2EFHqdtjBlppe5nXP22Xut9fNhn5lCoWCNK1k5e5/svX6f3/d3WWsr/reRArs/5/+3gOxWFlK38Oy2DSuTXXrd7scnVWt489ZtOzo+slBo7lxmWVV1nHtv/Hjenp165+j4M93uzGHg3f8HwLaxTdt/vWXXV/e2B+5M07GN7Bq6TCsNBBx1OoToWdAVtDiG63VeOnyRYyc+yjon39w3c/Lob78I5IsArDJm7+h3nvyD37An7doW3SLQoM2qas75dopRjg3NOb42eAHRs+Q6oaIVczSZ6CynWhSEU29n/3zuhV+EPN8H+P8WwLL1oefs9m8/qkY2UWQZFQKJAkHRCxqnIoKQR83KSocHVp7httoCI1VLs2o4n+W8P2dQleUsXDjF0dfeOXBp/NBjN0KYzzW+47sv8PWnHpHmCLW8y6hVrLCGltE0jWbQKlpWscwaBh0UoU7E882ReQRL3VS4rWGpupyLV9skA4MsX7du86lr6U6mzj4PxJsBJGx58Hm+8dTDThlWU7ChXmGsljBUsbQSS8MZmk7TTAytxNJ0hgGnsNqydXmXTa067QJm88Bo0wAdsmyW1ApnBx66K5+f38mVcwcWlbCfMm9aP2bnDx52xrHReDYO1BmsV3DGEEUoQiTEuBQ7pRQiEGKkU6S8ddnQNFMM13tMtyPGg9OWRC/QUhnDjS7zO77/MKeP7SXM/PFGBTZz/88P6Nu/kmxUBfeMtLh9eIAVrRrNakKaWFJnqCaOesXRqCY0U0cjddQSSz3RzOc1zrYbLKvBQLJAqhyzseDEbJ3z2Qpms4RryTqopg8ycfRFYPo6wJrtv2H33t3DKnLvigabxgYZGWzSqKZUEoM1GmcNaWKpVRz11FGvVqiljmpicdZQtYqu10y2Ldd8QcPO03IJfzpzJ+9cXos2kUR7eq31CZc+qLMw/eIiwCZ2/fB3bmyTu7uq2LZqiNUrB2g1qiTOopXCaCkhjCWtWKqVhGrFkSaOxFqsMWgNWglzmeLCfJ0P25Ftg9OcmqtyMUtpuIJm0qNImhS538TE0f1lDrRW72F4Y21APKsbdYaaVepphcRZQoyYoDHGoFQZtUU1jNagIISI0oookdwHGqmnk1vOzw/z4rk2OwcmadqLfNytM35tA8ONWeLYulo3Hd1TAqxY8xNWbmBQZbSqjoqz5cIxEvqJFyOIaIxWGFMCWaPLZEThTMQZ05+a1CkqxnB4aj2eIaruCqsqF1lTSzk3uw6WrYCxO56wwDIGhoe0RGpWY7QmxEiv8PhQAhQ+4ENAlRJgo0ZEEBFQIMhSKi1WhwK0gpoNTPXqXOw1ONtdzm3px4zVprl7pMeRai+3wL2s3blTK4VWisJH2lmOVhqtValCjEQRtFIktkwbAWLUKFU+U/hAEcJSqUaRJTCrIqkOzPoKE51RtrQu8r0101xtzmCBuOhAEYR2XjDb7uFDxGhFFCFGQSkwWuOtXYKypg8QInnhyXJPr/DkvgTxQQgiRIQIGBXJfIWurGCy/RHT7d5iI1IIQjdEZrOCxHbJCo/RpeQiYDRYo0lsIPeGxIWlHIgi5IWn2/N0egXd3JP5QB4iRRS8gIiQ6EA3wsbWVSZmrtHzUgJUTY9MYCFGrmUFWkE3Dxit+jEFoxXOaCrWU3GWxHqM1igFMQpFCGS5p90raPc8nSLQDZE8CoUIHkUeNRUDTT3HlW6O9FuxbrmcoANtL8zkAYBOEXB9A1oprKIPYKhYj7MGq8sakH6b7vlAJ/e08+sAWR8gIEQUPiqKkFJzCk3EAkenTn9wzIzctzMTYSZEYg7VEHFKoRUYpbBa4bSiYgKJ0TijlxQSgSJG8hDJikDHB9q+BOiJkAvEfp6FIPRkiNFmk4qzWGCG2Y+vRmVR0mVeQMdIHjWu771ZVEArKlrhjMJqjemXWxQhCOQh0guRLEQ6IdKNQhYFL2USIgIIRWiyYWgtRsXEAuirF/7iLp96oBhYjY+BjEgvgkFhlGDoAyhFosF6jdMRpcomJH0AH0uPe7GcWRR6QOiX7WKjONtN2X5+lkuTU3+2AOHqpTfWLxzvXBhaV/PBM+cNVoFBMFJumUaBVYKL5a9RZaNZDEEU8AhFLCXPRciBIP1u0PeeAFsGA5On3u9k0/nrus91Ijn12rNr3RVCtEDpUSHQE+iK0BWhE4WFKCzEyHyIzHthzkt5HSMLQWj3n82RJeMiff8Faha2Jmc49PaxvwInlrbj6enZD+5Y3fjplWXbXAgBlCpf7veziCL05SykPM54oACKfqLl/fsgcl32ReMIeMUjt7fRp1/tvPTq8Sf51HkALl8+d/Kj2vodj2bVYapkZY2L6vf7csT+wuHGKSx1PPk840GxebDHt9J/s+/pF3650JFXAPQnAMi7+bNz4/84qHyGs4Y7qjMgamlFkevx/vSULzEOyysF9w98yMG/v3VwcjrsW7R546HUy/T5/eTte9TqbXcN1C1XuvrWvp+WDPevIyyva3bXJzn08ssH3zt06DGgdzMAgMDU6f2+Pbf9mhvdLAOjEAOl+DcjkU/U2eK9AJpWLWFr/i4nX3/lwNnxf/2IMlWWxhf5lqCqe9nzxO/ZeF9K2oDgoeiV9feZ1z8RI1sBpSGbJ5l4IwtvPv2rkId9Nxq/mQLXlcAfY+LI37gyUaXobbZKWTc4ShBVGiiPHWWeKIMyFmcT9PQZ5Px4xpH9T4fjr/xMgrxcrvfZcSvR3eHqy3bFtdsfD1nR9ziWWSiUW6Y1KGvRZ8efCUX7MHD8yxb9D/ShaBs43gOrAAAAAElFTkSuQmCC) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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93.75%,96.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur98881 2.1333333333333s linear infinite forwards;
}
