@keyframes rwdcur126797 {
0%,49.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALhElEQVRogc1ZaXRURRq9VW/pNZ2kydKQEJElZKIiBME57CAiAioismQQDYJ6HD0IzAE5msPMYVxAEREF2VGQRSMgQRwVAUEYJSyCEDIRspF9JZ1e3lpvfoQXOIGg2P3D+6ffV/XVd9+truWregRhxIjpO2MsAuGzV46tNMse+nu2tdErP+W0cWf2rn70aDj5AICGK9B903YMP1seKD5R5L805rldfc3y4qrA3B8qpZVHigPfD3vq8zHh4jMRFgFjZ+61F1RLm8pVw16uGfy50mCqWaey5t9GZvAXa+WVL/57nzUcnCbCIqCsyjetUGYeAOhs5UqH9WqXZdaldY16J8lCKwGgWGaJx3IvjwsHp4mwCPAG9SfMYPEuYeG6hSN8Zt0nix/weVzCUtNuCmqPh4PTRMgCZr91OKpeZvcAQEeRSqmdXZtb+yTG2TZHUgIAkDVjUM75mlBpWxCygF/yanvW6AYFAAtPjq1bOCLQ2ifr3THlHhstB4BCSXev3n4mMVReEyELaPSrnc1nnqKoLb/iACsCAAagvKIpKVReEyELqA4yl/lMQNr0ixWI03w+UOgP20oUsgC/ZlxrdrqRz5JNp3iBItm0HVzbQm8VIQu4zckp5rNXYWlzlh4RW/v852BRvyKJtfR6nySHN1ReEyELsAq0wHwuU5jz5OnKUa19ar3Kk1f2M8RyBD1TYy+EymsiZAE9U9zH23GEAc0TtPKyMuva+omz9iRW+rR004620JOvz+x3OVReEyELeP/VYbUd7Nx+077o1wcNfCLrBQCY89b39tOFTV9UaEbL8ImwchtC5bwWYdmJPdGWTDdt/hcUAL/WSEvf33LCWlfnTyz0yWmmX3c7lzegV8zqcHCaCIuAb9c9+mMHB5cPAGAa6oONfKDiZHZaYvnyrrwP0CQAgIUnBcteHqbcLNatgg9XIAtPaRSTmNOQ6JPDeEQ6jeEAQ8YIAdsOSKhXDSXaEf1TuPhM3HRBzsmrpY1BTYx2CErv5HbsZr4AMHjCqoqR9xgedyRFYQUPkTeQEKshIAH7T5KT2R8907uttm+szxH3HylN9Qa1zsVNuujgCRKcnDfObS0YPrhL/nPj/nJD/hYBKz77Gbu/KRpQ0SA/ElBZXwqkBjXDrTGDWjjCKCGlFp4c90QKn6fd7fn07Vn9tdbB1q3f+Lymyh9UN/BY8J0FojUar91XAadNhyiK8zMyMt5s3Wb49J3JVfVyZqPMxpYqzNn6LSmAJAv1RYj0YKSD/6R/7/ZZi166yk0AYOT0nSOLaqSl+QE95Te7GUCyjctt5+C3+lUmnMmauMAs37Bhw1RFUT8KygQb9lvhtIlIH9gIngMEQciYNi1jo+mbMnbbf0UOgQq/3q9GN353apFs4wpSEmxP7F459igAkP5Tsh4+XS3t9BlXJ7QIwGOhXtVAgBiIqVQZfyNhHqr6Ynjph1mP2TdRwqo1zdjKmBEDAAYMAKwlPyKUFgg8fVo3OPeq7GBmkU9IrYF43a4dxxFEivSCQFGiGWCGgU51Mutaz66mLAkC8fbo6Oj+1aqxlbyssgfNl7/dSvPjncKyjh7H7s+WjioFgCUfneL3HS1JK6+THmmU9OlFMosDABg6NNnvfGwgP1JTpZHNoc0+MGAYDDAMENpcZjDWWVFwAAAeTDOwdF8AVODACAcKoIuNy3c7+OW9UqKzPlwwvOVSAAAmzP6yQ2GZf1pFkzanVGVRPs1waRpzA6gko57dlZhXHpxnE+ivo/snrFg8Z8B1Y9vES28etB8+Wb3o5wb5BavShJlDKG7rQCApFBwFBJ4A0FFZVYXPPv00z+v1lkyYMHFEt25dAQCqRiCrBE4bQ24Bw7IfDThEF3rEWt4ceq/7lddn3nfTETxpzpdxR/Iap3eMFvOPbh6fBfzGKnQj7Dh4EZ/tzktN61g13mVX/+X1c3jnYBw8oozpw7zgOQ2bN2++cPjw4TUA8uLj4xdmZmb24DgR67614ZyP4OUhMjztNJTV0ENlwfYZ614bU/CbxG3gljeycUO6ICrSUtLgZTadAcwAZNkLRZHRPEoJfD5fPYByAPV1dXXVuq6DAfDpFshCJFStud+S2vPVSR3aVf/RlwcAsnrHObpq+7lpssrs99/bfvXSeYOlmzUY/dyuITnF/uzaoN85ubuGQWk8/EECjiOwis0TNzc3F8uXLz/GGMtPT0+fMnjwYACAX+IRlDnERMoISMCW7zQUy06tfYT1m+F94x5fMnfodcfRa/H2xyfp2l2/ThIoxPhY2+Z9Kx/WyPCMz8fsLw1mA0CiSAviI/i37uwSlbXhtRG1ZsPZiw85f/qlekR9kzbjUkAb6TMACgNQmvB8H4K7ulE0j0aC5pwUaGhogKbpiImJAWk1UGUVyDqg4VC9CPA2AMBtIq2MdfLLuyY6N29bMqrkWv/57x7ifzhZM6auSc3M82lpANDfY515eNP498gDM3Ymn7gUOFWrG3azgZsS5rFzpQ0yq40SSVSTwjqVqwZtPcOc0NHFJu9LH8IvSogXK6Wg/Imusx6AAU0HCAG4K4OUUFLOUbqeEBK363tl/P4SuH28E63hpgTxNu6CrLPcEpn5kh18kk9hPUqUq0dXAcCQjvbJ364ft40AwKCpn/ctu6ysuhjUe97sLzTRnidK+wjh4xq/FjPgDvfTWxePrAeAtWvXLtR19qpfolh5MBZWqmHG0AZYBAMREY7R6enpewFgxfYcceue4jU1Teo9TYoRV6aymN/De4VbSnAJmce3T3gbuJLMHfr4sWNvbDjW69tDpUPqmtTHgyob4FeNlAqViWave3jCnAK9YOHpXo9bXP7d2kcLAGDrl1eD68yIAgyoGlDmb4KNAJpuwCIwNHjVONPv+Yl9FABPAsD4l/bElVQGMuv82pRCiUXdKJWIIECCg891iHRHcqJj1SdLRpea9W0uoyt35tKcE6UxnT12V02DJCXcFl07d2rvNif49Jd30KKi6sZRfyVOhw2o93KgBIiK0FFYxvDVKZI/aVzvu+Zn9LlhOr1gxU/8mfPVPWoa5ORztbIryIA+cRbJauVKbu/oOrt6wX21N2oXtuuB3hM+3Z5f0zAh2aFi0jABLgdgADj9P4Y1xxmiLHYWabVeuJg9uXu4OIEwXq+rOktu4h04EbBi4zcaON6ysaya27PyBMDECNRCoFaBVP52pFtDWASMfynb0yixTgAAzooaw8m+Phc3syzoeTbCEsEYaaYp9+v9hmTs+F0Lxe9FWATklwZeKVZYlGnHOSy7Rw3t7F3/+pjyu2It802SBmbwdV4lMxycJkIW8M6W03yjpLdcm3Sy0MrR/dr/LeOhFADAi1PvWJwawZ816xuCbNSr7x/981wt/phz6c5LMnObdpyT/2DRPwa3pASTH0iFy8YtN+1ylVlzfq7qESqviZAFlFYFu5prt4sSdE10Xvd94M5u0Vnx/NXLr2qv0ilUXhMhC8ivV1q2+HgLLdry9qii1j6r/zm8PkKgeaZ9watfdxL7owhZgO+ao57LQvPb8rPxpGX3tP+Zbqfvdostu3OEhba5U1OClizhdhf357mddtiFEjNIRZPWZlImaUaSSRjtEv/wCaw1QhZwV3d3ruvKB7ygZvR4Y/2x68b3Mwv2xVyWWQoAJIhUun/g7W0OtVtFyAKWzRtcH2OhZwGgVGHOvQcujWztk3O+fkrVlQ+Bdp78MHvK3WG7Hw3LThxl43YDzUtknU99Zf3u8y110zO/dtX6tXmmHW3nt4eD00RYBHSMt61pxxEFAPJ8Wt9tX5yfYtYVXfK9cElp/oqfKNDyfr3it4SD00RYBOx876GiLlHiYjOYdE1eJOtGEQegA0+0lHjrjHfmDrrpwf1WEbbr9ckPJ2fS7PwaA0ZC96SIjYeulB/eNH7LoKlZlS47X73nw7FnbxrkD+D/gUe+yTZgR54AAAAASUVORK5CYII=) 23 23, auto;}
50%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAALhElEQVRogc1ZaXQUVRb+3qvq6u50Zet0Ok0WCIsxIIKyqqCARuBERWQQMAPIpoMDKqDiuHAYBxlFiciJRwQZI4giEIFDEBERATWOgAmiZGKEEGJD9q336qp6NT+SajAkeLT7h9+venVvva++esu97xZBhLDmg++xrbD8MQ1ayoBesSveXjnOo9tum1lwe0wUX7f3rYk/RopPB41UR1v3lK841iCtPd4QXPpTlXuWfv/WGQU5X1cHPi8+7y3Jmr0zO1J8OiIi4L7HCtPPtgSXsva2SaAtus3IkXQVwEVF48tqA28veeVoVCQ4dUREwC+1/ocaVU0AgEyRPzbt3r5bdFt6mvhGmkBrAMAps+SiktqcSHDqiIiAFr86Qe8sQTSsnDOhb8i2ccU4l83Cr9LbzT5laiQ4dYQt4PFVR6wNEusPAKkC9WSPSdvf0WdoX+uWJI4wAPAp2sjXtnwvhMurI2wBP/zU1M/FNACAmSennpkzLNjRZ8MLWQ1xRloGABeCzPTZl+cywuXVEbYAr0/uri/ebtF8Q1d+Jp5UAQAD0OwK9gqXV0fYAr5vCpr0a7fETF35Me0S1zmXGhMur46wBYiUhK5dEutyavgVLVW/9qlauLQhhC0gwyq49OtaiaXnPLkvvaPPw/88aHXLLFNv94nhrlgnfxRhC0hNMp/RO3ExDWecnukdfX78uXlyraJRndAeI1SGy6sjbAE3DU37Mc1Im/R2nUdZ8PTqI6Fou/XTUrj86qN6O9lAA0NvSDoVLq+OsAUsyRmoxJq4D/R2pcQcHxdVv59fWAYAyNt8emmpW+mv2+PNdN+LC28JhMurIyKROCM1amWPy/KfOq80Yd8XFTFznt2b/EO99JK+zcZToiTECCsiwakjIgIKXr+nJtZEKwEAagCJxEPHXVe3NsVcs94tuSnV2iQkW7iiw/mTTkaCU0fE0mkDR8ujFS8GRwUwaywPVZFmpdjVux8ZDNCgGzbILCBrjkjx6eC7MqzbVUqPf+e09XJExdQ3BwIpPeIbls4c3OXcvbEX/0A81bKzbzKIFjPQ5OJACXDDtcCTIvBJiXRm2qT+1z9T2Pnzy9/8lj/1v7oB9c1SxukGKcbPgKF2Y8Bk4qp6psX8uGH5HZ1G+VAUein/GD476hzd6Jbv98tspFfWMqtlJujz18ETJhroGSNP9zmsQt7nG++r6NjZ+g1v50FjC1s8HF741AQzAZ7L9sNiYlA00+wF8x98t+MzkxfttVfV+JY1epXp5wIsjnWwUwDRBEix8KUWge7MSLWsfz/3Lqdu5wHgtpkfDdu46+z6s371hq6+cI2iUShqBqBmNPmVvw+asn1zvVexjbzOOnfrK+ObAICjpEVVCQw8kGKJhokq4LkAAIr4GEOd3teb244LW/eef7veLQ/5ptxlvyAzW1e8DECrBrR6lH4A+jld8pNDpm5fdmLblNUAQMY9tCvju198JQ2qFtq7rZQwRxTnbJZYQ5xA4txBln5R1mjHryNCRW+zdDBnNL8qJUmoCfil91WVDQA0KCpACMC1rzJCyUWO0ncIIfbdR4KTD1XB6uHFK17YSgmSzNwZSWWlVRLzZFj47p4gG1AVZKH8yQBgdFrUA5+9M+lDXlVYRpOqRVEAqQKtSIrmX+3fO64gf+XYBgCoBrDklaPitz/UjW1yKw/94lPGezSAQoMv6MWtA0lWnEXL8noUtM3INpluVzMURYXNZgMhgMa0ZIWx5wEgayhBi0fB0SY/wJsBAD0EWpMo8nl9UsUtH+ZmV+kvWwrgmdeP8l8V19/d6JaXlXmUQSqAgMzsAEA27DxN1287PUeSWdSdw7ttWPP0qKsGmbvm7x59/Ly3sMHvFR+4VsFtg3h4/QQcR2ASNAAMpaWlyMvLO8YYK8/JyZk+atQoAIA3wMMvcbDFSvAFgA8+V3BeEpVu0aYDWcPs9+cuHeO7GvfqzcV04+6fpxkohKRE85aD6yYo5GoPdIVHXjgoxqPyuVS7+g+3j8OqAyZ0MwKPjJdg4FS89da6YyUlJXkAKnmeX56bm5vFC2bk7Y9DuWLGs8PrkZYkg+OFgguBzNnLF9zs+U3SLvC748DOw2fR0ip1j4+hfo4ClABGYwwEwdi+pWkQRdEKIBmANSEhwc5xHCgAkZNglFth4NvS6apqxV51sdH+R18eAEj233anll30P2020J/vGpHy5itPjFS6cl708uGoL4vrVp1slhaagm48PpqiRzJBIEjBUcDAEwAqamprsWP79jKXy1U1ZcrUsddc0wcAICsEkkwgmhlKKxjW/leDRYjBgETjy2OGW5/79+N3dNwnfoVpT3xs/7qsdV5avFBetGVyAQCQIVO3rzvRFJwPAD1NtDxJNKxNc1j27FiT7QSA3E0l/MGiqkEXGwP3tgbUeZVS2+KBpsKmuLEgi0dyoj4T9QHVwDQGaBoovXKQL9RpWHNQgdcQDUbaRqe3mSu3Wvi8GzPjC95anlVzuf+UJR8nn7vgnVPtVp5wyiwulgDD0qKu++w/k0rJiOkFE76vC+zyXHbkEwA4jNQla/ARDbYamfGdfRoHlT02PvDV4r9EvUcJq1MUbStjmq1NQtuCJu0Ti1BaYeDpXFXjrOsL/csqPYZ+9RCuqE7YOYJYgZ4xUFQpGpimIb1RYn2a2KVTXIqBuAakWa79ZP3EGgIA4+ftGl9ZH1hT7lMzrzqG7cgwc6UJFn6rV2aGUwVTl+v38/PzZwaD8ia/RJB/yATRLCDn1lbwHGAwGGbPmTP7Xd03c+KH3wgcfNVe9ZZ6VevyLN0Jd0VminnGnnUTi4D2SLx/433739xxcv+eA5Ujq5ule30yG0aBfn5FsypMo0aOMEqI08iTE45Yw0eDBjq2r1484oq1wjQiAhrcPg4/eAkEVcSkoBuiWQUh+FUiV7Z72s0AkDVvV0Ztk7SsVWITnUEmdpZKdDdST7RAD8da+PdHDO5WsGrRJe6rbqPHyxpoq18R4i2G4OCMhN8cnFFT1lePH6I5rLEU56p5CLyGlEQFvgBwqJgUF256eHBXz770znHh0NfOfi6/0uu8WxUsPEGKyLnsVlNF1qje5fMn9e2U/w/Fgc4weMr2n842uvqIWoA+OIpHdwcFoMHtBT78QkaTbAym2eNXHtk8+V+R4gQieB6QFMZaqIk6iYhXD6lo9ZCDkswdyD8g44THhArVLDR7leGR4tMREQF3zt1100Wv2lYTojys5lglqtuge4qdyY+eUUSAb1ujkqL1evzlQxGriwIRElDTLK1oYm1lEwHANYmmxQtzBgcSEizOnqKxWPf7yadmflXS8HAkOHWELWDhi4dsF33q7Xq7t4U7+uV7k98AgNynRvkG9oy+txtPQgmiO6DODpfzcoQt4GRZ05BG9VLRyhEnrLncvm3N3U6HyIfKLs0SG/Ts2qK4cHl1hC0gILNQpTlFoJ5BAx37OvrYYoRNOlG9quFkaX2fcHl1hC3gvEcNLcoYgRbnLh5xRd1z/Oj0onQTDU2j41XeP0912sL/KpRUdubzxIwbFZmhXG97/0zVabuZhqrTbQlc56iXtdChZUxPy5+ntBhrMYTKKwpDeld+PaJouk6Y3C26qiu/34uwBVyfaTuZ2P4DT1K0YXOXHbjiP/DkRXuTa/wsGQB6mrimh6cOcHb0+aMIW8BrT93aYjXSEwDwS5CZSitcV/wfcNb5p7e25/NGnhwd2jcxXNoQIhKJY8zce0BbQaXWJS+bu+xAqODz16WfijUuebHejjbzOyLBqSMiAlKSxHd6Gtv+xlcE1NRDJY2TdVvxmZYlVRJzAEAPI3UO6xe3MxKcOiIiYPfabF8vu2lGsoH4knmiXJdqLtVthnaGWEqU3jbjI3nPZ0VsBwIieB4AgLHzdtmMBsIXrpsYOpTfs6DQ1OqSZolm7tS+DfcVRZIPAP4PkNmtBPY143cAAAAASUVORK5CYII=) 23 23, auto;}
}
div.testarea{
animation:rwdcur126797 0.5s linear infinite forwards;
}
