@keyframes rwdcur98851 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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,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) 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,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) 16 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRYhe2WTYgcRRTHf/W6p7czOzs7bDabGNY1xBiJkRByUIgXg+BBoiAIiR6E4ElyEI+Ss3j04MnTigZFBCGiAS8BNbnEGIMJa0hk0bCYkOzH7GTnq7v6lYfqmZ39mkTxIuZB0U13Vf3/7/8+quCB/d/N/IM1+4FRJphgH0cwRASAAFWmOcNn+byzQOvfIhADR3mEl3mRg4wxQozyJJAR4oAAZQ5lClCUM5znEpNYPu1H5H4IvMAu3mE3O3icGoPUiLBkQBNwQALY/D0GUqBBmRlG+YPfucq7wOm/SyAi5HVe4QQHSdhJlQwxxi9xzmHU4KzzgElOKAVaCG2UDKVBhSlivuU4KV/fL4GYp5jkOQ5ziBnZJgmDCAEIgibqPbZdwGUCbaDuv2lT/XdDxAUqfMMxFlcqEa4LX+IoL3GYI0zLiIRSkpAAJPPgkgm0QVP14GFOwuCTMXdNVFCnoCQ8Q406k5ziEDDVgQrWgd/HG3zEa9yWijgpi0H8ZqRgIkMQBBCCiIAFl/WEIcHngtINFYoBUjaziRtsZZ5T/RQYkR1S5CFmGUKkIOBAjPgE8xmPROK9bAjWWNSoVyDIwcNchUDQQAGEbSwRM9E/BHt4lb1UcXnMnSz/cz3PFKiDbdrlnMjy0THxcyXMQ+ErZUVJriWwid1U0K7Xpge4YwlQBV1Sn2hpPqfD1eXDAIWedb1zNiQACQEwD2oVxlYtUnwCZur/d+pfe4ATPwe7ilQIhJ3s2IhAmBfYIkodkiQh3ByqRCIYIENI8V5n+cY2X9v51huKjoJeRUFXarBKEEbNATNmxkyRBWLaCIuEVKnQoIgCFkW9Oqq63AtsrkIGK3xU35kJgISQlGI/BSbMo2Y8iAJUdELn1IoT1UCXtKUViSV0BXfLqGmoVem24N7R8X7Za28DwBVK3GSynwIX9Qv90l1zEREwj+iixrqkVq3e0Dtqzawpd7teh0DWo0Dn2ZE/pNNthDtELHCtHwE4zyfurBvBoAyCzqlisbRRdXpLU7U2tVDLe32G5pDazYEgH4UeMk2UkARWhmAtAVBVhXlEigJtqtSpUQMylJiQBKFJiZQyCjQpssBoN/M7quCrJU/amOtMAxd7wdZWwThPMIxqS1UGJJQhKeltnZBxsaIiWIrMENMgFkS1qRUaQJsacb6HAw3Vl6LvBcpVtvMj7wHV/gS28yaP0ZKHxauQSkyboqkb3LzD3XWYksEMGkuAkBJjsMSEhIimqt08SIAYZZZRznGaOidXw609jMo87fa6PaTglpyTYSm4zCkxTgqSOXGWAZwJDdrWGo4ZLA5lSBu6xCIJAAbHII42Y3zOHX7gebwm9yAwy3XKHHNFVwi2B04GJGAYgl0BbsG1TcmoKzjjWm6OFgM4hligpG2NSRghAUJaDDLIFON8xW/8xAksV9dgrUsAZnEc4lm2MMQcSsIwBXfXOVWtuU2uRoMI5TY32aLnVNwFN8UiRe6wyE5GzbzZynkiPuYtpnkby6/rgcMGxzH7qcgBaVCngqVEnUinNdFrWpQBiXRBIxYoc4GTTPE+/sQ4RplJWnzoLrvvucwHwKWNgDu23pXsAMf5zoybkqkatKl/cokr3OUGP3ev3ADzPQAVfNrVgHFg5l7A/QiAv/uP5O+zwC/3u+ED+8/ZX+laVgFFwuqlAAAAAElFTkSuQmCC) 16 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3ElEQVRYhe3Wy6tdZxnH8c969srOzmb3eNJcaEqQNI2lSgxCJVjRgSA4UOrAdiBVHBQH/QsciH+CiANx0ol4axFxIIpQC2rrBSxJWqWmF2MtSRvTZOdcds7eZ5+1nuVgrdMc7UlOvEzEPpP1rr1Z7+/7PM/vvfBO/L9H8W98M8CHwREPGTqsUSpUXvIDlfP4DWb/bYCBvs856RF3O450l4kRCoF0zsBE38te8IYz/uIbeP4/BwifctJX3Oce77Xidit2YU40QUFWSaDCVSNXDT2v8hNfVvlO98+/DNB32Nd90gM+pnLAUjQRelqxAjU2MBOuSTOskZJQOu2w3/uZ0x5ukW8dYOALnvBFDzhm4jZViICIuA5QkJltfutYxYScdRXpSZcsetxPPeahFu96lDcBeNAhHzfzitNCY3PCyCJpkFrhRtpoAXKjg5lJTTdTuOSQkw74qjc9eisVWHDckz6NvWbFwSLspfeunuiHcl6qVio5SabaFkyp12rNtGlz3NC2p9dB7hJOOexXPoGzO1XgAz7omPu9GvtiwR2UB0sGhGjNNw6WXRebkGupWC9Y6cSrTqFuq5Sz7PuDj7i6E8BRDzthYtHAASySg1Q2JTXZJLuIUah6FRVZZpttjb1dO+YpirjukfusedpnXfXYzQH2uNc+GUWkqbBBZGy6vX3O235n3U2eXUN73Ryp9UlD9EL2M82FntwqtT1AmnUOj82JYt4BbLSlrbJqXT9tszXrSr65NLNrV00WCWGK6h81Y1uAWmVFWpZqqZJZ5WZGmZkZVbTObzrBuhvrxluf3XfOGrroWzsBnIjPx3F9mX/LkVq/E0gVOcu+iYWc5DCrTKSiK/lm2est49L1JbtsYOyVnQAOeo/9cTRmZtKKO6OJIznLQTaZeqrs5dy6hbgWC9bFWx7YFN7MuugUEnMDL3oJf9wJoIqMeXl3ycAkL+SK84ZWjUzbPT+bnGXkxdzImamRuVBsaUFsGUMhXTZw3rNY2gmgdEUqidtj4Jp+Xsoq13KtmlRymq3p2lLPYyNGKPWknnwr401fbB7KFyw474m3i709Xq/OVpfitQh7hKmFnOYkqpiZo1BFxkKuZlg30TMwR61vYkHfWK1dpk22q6YvLFnC+JYAvGzsdQfdprTfGkbGjsYgqsysTA1NpJ7FjOyr3NHt/xN1ey5knSG05k0jZ7xkm7vBdgBH3eXdWWYZdZSxJ/p5NRnoF4NiEBHtvrA7FLuLQZONXM6hmSqbXLBipLKmb6wnDXHWoou+v43Wth445RnnYi0Cc2GpvKd8NcqY15O6MlfpmeV6zuvlOvNyVrmSM7WqO9oSE5XKutQz8lvnjX3vVgFYd84zFo1VjhnbbZT9diPK1ZRXMoxFXsxsrjVlURbDlGnDTBgKpXXs1vdLQ2d8yQ3uiL3tfjT2ZPNs83Sz3OwtjhT3NvuaaRTRby41A3NNrmfdDJu16EXZ/Kh5zq/9yQU9z7ngisLYqhMOFS8Wh/3Yd132tW113Pg4XsPP/dVnUopRjHI904Rm3pTmlmItFvKpPOcX7tdete7Eo/izAyqrvtk81Txi2eM3EmenO+H7fdtHPRiDiGxy7qwXvOmyymvO+CEu2ersPfabmnRv78Opm86/IwBDfGjL++/8053unfifj78DiDN1ZzwueqUAAAAASUVORK5CYII=) 16 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEk0lEQVRYhe3W3YtdZxUG8N/7nn32nJmcTCZhmqZtqDFgEclMQ2mKCIUivZAKAQW9qSCIXnkhXnjprSBe9i+wCgU/wAtBRVEU2gsRNWGMWkqs6TQmaTqdTM6cjz37rO3FPk5hzEwSP0CwC17YbHjX8/CsZ6318l78v0f6F++tYtn7fMIhp8HA6674Pl7B+L9FYNVpX7LqY45YdMqWJVmDDbyh71Vr/mbN617Axf8UgdL7veCs81YUHrXhsEoh55RDjUqOMsJNi9604KLKT3xV5duo/h0CpXNe8qyPOu2a42rzcu5majSYaEUPNMKQmETpdx72Gz/2W8/vR6JzF/CeJ73oOc9YdTWfztJDKaWlRB9dLYmYnYwsyVJqUt082Gx60KqhJ131A0zvj8Axn/GsL3vCG3klZ4+RT2RpLkmTpNlp2pRpRiChnN1NUmpSahaaLcetGDnjqp/N9NqNfCCBo573uGtW8KgoFooochHFfBHF4SKKbhGmQj3ToN7Voj1ZCDxi3Qecx9m9EMUB8Ks+4owVg/yh3Cs7ZTFLTCGm/WmrXw8jrQcqzGnLMmz/534WVXDO0AWfdcmv7pXAkqedcMYgD3OW23aLJmhEkkQO+VhuaU2JnZCLLCLYIcYRprJbwmmFH/qgS/eqwJJP+bWLJsbRCfXRWu7ntuZDmlGT3dZ2QU1MI5pxY1pMNU3DzkwJ2u8dC16zuRdmfwKLVj0iLAslFmZy10ikuRSplwiijpZYpTVm1qrSAmc7mAhp16L3QIBL+p7Lj+UNpbzr8CEmM9C6BZl9RxqnnFJ6dz5EWxahnZJTr9w7gSu+5U2f0zfWUcQoArU5EamtsS4aWaWUZUmlpzKcdVejNWoprFu07qW9MAe1YZG6qUSZ5/NYV8R2LMUoSrWQdm+HqcoEA32hp57J/o/Zl/fHOnAOpEOJt/SjjjCnkm2ZKE212pWYR1dtaogNY0tqPbWIaLtWF10l/+yBgwksJDYtesuCBlkYqyShI3RmGRpZLXRkU330xAw4YyzbdBM39mIcZMKqqZs6FznieizqGdhUKtW2LXvHQFaptQ6fIiybKGf+aMs0kYWeCy67w3ren8AJpzCMrSjV+vl6PhmTyJLIKS+hiu0YmBgKpVp/V/omClk2npEb69lx+U4w+xN42BecVKqU5oXKsVzmWldhWzSjpmegJwm13IwbjaY2VptaRF8Ipav+YsGfffP+CIz0YjvG+WjesmMp6qjUwkjEjYhcZwrttqm0nTFRK2QdTGWNTUm25jWs3Qlm/3VcuKn28dRJPcuySuO2HOvBSEqHUifGUbglGUsKSVdX1plNhBs6rps44ud+6Zbv3Qnmbi+is5JVX/QN5xwzQGNgTmnDWKP2gJ6Rwoabfuqq2tBDTjmMZ/T8SM93PM3eNXQ3Bdq4hgsu+pNFn7Ts7bycp82oua70jiOq/EBu0nyaa15svutln7busj867q++pnbeL3zeyMv7AdzPq/jrnvKExz0lhDm1sQ1/8KptV6z5inZTHHNY7bYtnMT6QUnv91m+gA97d4DdxO/vM8d78b8Vfwc6f/420/O6lwAAAABJRU5ErkJggg==) 16 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 16 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 16 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2klEQVRYhe3W3YudVxXH8c9e55kzJzPT6dgmsWZ0qlGqYDpoCVhS0EuhFG8kiA1VvPCqf4IX/gFeKQiKF4IKXniRgjdB8EIKtWIVDW2gtk2DmealmU5mJpN5Oec5e3vxPJNzZpqXhoo3dsHmYT9nnb2+67fWOvvwkf2/W7pP/0UcdMCCo04iFFlRu+C0Lf9u/V7C9n8LoCt51jEnfdExsx7S0/eoviEKqL2lZ0tXEt7wqivOettPcfbDACw64QdOeNoTNkxbldRRBxsYNE55kENHljDETbNWTDlr2xk/1Pcb9O8P4ICnPePnntKNxXhXF0nYwQ5qjcj9RoU8yE3wZp8bMl2vOeKvzvibU7eD6Nwh/GO+5bSTNn3CWppP4SFJl1sr2lXaTFKSpObZSakMS1LU5q2ad8xNX3HJ6VajuwL0POlnTjli1o04GuEI0Q2dboegVEWb4+hZRppmWQgpUip1Seasmfe4G55wye9b/e4AcNB3POd5iy6bFp2Fjs4DHZ3JjtRJooQyLEq/NLlke2EypRQpJ1luIgyEWeu6jnvTRVv+sRsu3gcw71R8LZZNEkdDPBAiRXP4sMmwioqJFr9q3t1aNP6d5vToBtOt3+OWzfvueLj9AIsWLZi1HdMRMRNNc2lFG44CRY6mpfaXYOzkiHBrVEsbK+1txP0AR3zM4Xg4anOYJCaiOaDNLu9k9Votr+dmDHP72VhDGhoF3lWuKU+WR/XXCjNul7xrJV/O4VNYR39sxGryzSxv5j1NpxoD2We55Ea9xj/vV2o/wFnnvGnZ51Q28mSOPToNjIaoGLXwbiOmPfustOMwcUuZ8Zbdc/TIrvqtC2b0jGo+9rVc8ijz2/2MZdlQnetc5UGeMzAlC0VPZU5H924KcNW/rOsJoZDrvBdit567VozKUdqkskfsmFJsKHo2VajiwZAj30MBXi1/KWet6SmySaJq3fYHNwYV7a7o5mGeVVxRWRF6amEKj+qb3pv07QBWy9tl07q4daFOtJ67AIGqrfFQNpB1WrQdYWBF2Ggbt1YRC5FdNOWiX94LgIEl7+jZxgr53cwytjTlGMi2zNoxp4+BKX1zMnmQK1nWR62vb1lXNiAdSWHGU+Oh3t8D8JofedkzDgs3xrKeaVVYw1Btx0FDs/q6qBRzhkKoFV1ZZUqYUVkTpVdqE740HupOt+G18la5Xg6XUyWVa2kj0ZFMtAoUSVFhxtCkpCOEbNLARJpIk9GNqRKla1oV3ejkjTwo10rtFedd8+t7AbDtnGzRIcfLdNlIgzQ0aPo617mknA5JBsJVfdt2HMg3c4mpqMtWGZatkmK6uRHVlOtloCOcs+SyX929BLsIL/m2637hm76Rv5qnHLChEoZmslyZthnd6OVBrqKOsCJKLlV8MnJezdmDqnQoKStF1NHNf86VK6Ps765AY0PLXrDkdau+7IYFtfBPN7zodZdNlDdKleo0XeqybMV6XIqb+tbSeupZkl3wXr6a3ylr5T1/FF70Eyx9EAVGdt4LzjuDZ33e9132snW/w4/xvRLleR/3BZ9xNE9l+rrxSPTzw3nKtrn2yr5kySZ640ff799ymlnILfxjeGXs/ZN2Z2bagk87adaczzpuqHIJf/J1/OHDANyv9XBibP93rP4P4n5kH8z+A429F6VIFtH6AAAAAElFTkSuQmCC) 16 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRYhe2Xy4scVRSHv3OquqampzMZx6hNGEVjCDH4jA9EENy4EUFdioouXLgRN25048I/QXeiEnEjgiKIqCAKBhcKUYOG+MA4ZGLiZJJ0pnv6eescF3XL7omZaFTcmAOXbqpv3d93fufcW9VwIf7vIecxNwfuiHddweU8gAGOIRhHeAdnKc79DOj/WwA5KQ9zPY+yjR0IKXX6XB4FDBACizTokgHKIgdZ4QCLvADs//sAyj3cznPczA6up6XzusoU4MAARTAcJQAFRgGMwFo2ywnqHMD4inf5mSfZwJGNAWrcy2O8xF0EXdAWNSBFkQjgUAlSAF1gAAwjxMCMgpQlmnzAJ3zBg2eDSDYQv4fHeYWHaOtV2uEilAZCDtTiSOPdAmgEqkWYGoiKSCHudT/NArvocRtHeDvOOCdAnbt5Q59WkQXpcgmqDUVyIakl1eKICm5eileDCJKM4URFfNrbbOVaWtzIMd4FwsYA23iRp7lJtktLL1ZN8oQkTdBMkUTAI8Co/O5DH680nIBgnKsPXZhhlZxb+ZHD9PiqklPWxxw7uUV3aYdL0HQmRRMdZ5SBpoqqopnCVCxFVYaqLBqvRRc00RLmGlbYyiOTgmcC7GY328jp049GVQ1nlA0XJgy0uILF7C2OSRccDCuBStDf7ScyT4YRUALKAOiUWZNEO6suH4INDQpQU0ysFKx6odopsQQqiiWmODaBf1YHUrooXUxNS7FeFK56N7phVgKY29ihfgQME3OVcndoTNBZF2c6sMwxTtqypWzCrGaRMtYwRPGRjV0YUY7JkhVRMMcifFksx8p6bOzAfr7hJ1Zo0MbCKGDBxuJDsGCYWXk9MP6tOpD6UTDHuJgUqFvH5ulSp8ssTnYuByDwPUfZyQIwBTZjhCKULhhYYWXmk3b3I0DVsKBM09RE6+FEyOhjTBNwcqY4eC4H4Hv2cIg5OpT174H1DBtY+blm0KY8eisHYHyoFxh9MgINW7KUGkGbGjRVqGPo+hL80QHIaTDu+mlgLTZbGqHKJisbqqq7Uj6ghkCG2ZIFunR0Rhv0UKaBISuM1j8P/ugA7ONrDmDkHANOx6s9yszLbA0ho8sWBtRZY54eGcPYpjl9hgzJ6JDSogDmgIJw5i44G0CLH9jHEWapEViKEAXluVAeOBr7WhnQpGALba60ll3JGpeyyjwJKX2aDKiTkNoJywg0Scn/DAB+5il72VY4TpPNBLqU9jdKF2zRsEMWrG+rCIqgJGTJ1mRWZqVJhwXpSUPROm3m7JQpy0CNQLp+F5z9cQwjfmWvn/JtvtVvlBk5TQ3HcALup73QmqYevClt6dnAMi/8qLSlS0bKAMUQVzfvu6PANH09quof+7N0+ObcDpSxn708yKt8Yh/YDg5zKQElo67TugBsV3TW3HKta0sHmtkz9hYrDMmBAUhHlBFIIoqDma0yXL8LNnKgioKjvM23HPYTvktMrpNZuYgMsY9s2U96V0XnuYJTLLLZP/TnZV5u4j62SCLuaw4DOkxxHGizGeMHruYYe/4qQAkR+JJD7PHP/ZD/6DVv+WV8ypu8h/lB/9Bbjn/hOb/wmi/7d7JJ7mdATZoiwJTWVT31gDPic5b5lderxc/ntXwydgMHgZ3wez0XgBWgT4MngFVu4CE2MSc75RYMfODwPntZ5M5/CnA+Mf4/UfbcSWDff6B7If5a/Aa4TU4H+Qy1vQAAAABJRU5ErkJggg==) 16 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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:rwdcur98851 2.1333333333333s linear infinite forwards;
}
