@keyframes rwdcur73606 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADaklEQVRYhe2XS0wTURSGv4FiBRVstIiC4jNoFCctQTM+N640xLhhYWJEg1FjXBBiXHRrXeCCpYlPNG7EjQuMiSY+a4qp0NwYo6CxPuqLii2SYKzY60Jm6LRDbUFNTPxXM2fuPf9/zz333DOKwCMZgYpX4S8jD4BjXgAEHpksKBOauSN30y2buZPV+MwCdBH+7ITsJSCXE2IPHSwnxF4C4xaRB6A6xajF76WV+oxCSolSQy9FfKWGXpxEx8uPTX9QnQLhU2EdNPlVAFo1QRPt6CL0HEkkBQ5AprwDHMQvByliEnES5HGKGsv8sqVZfPBhfjM3Wupwuge4umg1Ty5VAiBADjOZ80yhm2XMpo9eKvhEscnFboJyCU9ZQYgPOLiFi0a6pJUIkwDVKRARlRstdWyuvUaJPUbwjZuKY2+pXrePVm10q6LM4CELqWCA46wyHDfSJefxno38HDuDzwDcxGUVgPQIbHEItkdjlNhjAMx1vOJeh0Z10tboaNUEO7li2qJC4jgYNI1zEiPOJEsBaZsXtoGjdJDgAzf9QzO5/2wVrsaA5eQmv5qWtKt5ywvKGE5y/YgFFDNk6UMReKTaVm8yVsbhiN9PKFCJ63CAeYtPAGFLB6mIa14usgE7w8wiQpRpvKSMM7gsk9BSgA4R+XkqckVc89JLFZ2UM4Sd07jHrLDppyAVPnIWUYsn65KeUYB+KnKC5gG8JtMughJAQZIgHwU4i6qYBNgBLZwgXqDQOUshkewh2yhonrQLrQEh3fSwhocoSLpZio9q47uRqo2XB6i7G2Lr9ZfsuDuasaYynYlYQ0kl30OXLCfCBgQ2EuQjqeUxi3nNATqlEYE8oCj8naqqjwBERAmsLzKT+IBDHkv+sa7xAr5RanFPlBHjOXMwBCSAL+U2ej7OZPh7Pv0r7eYZI8S59gvfKKAPR5r9PdMpJD4qAODktmK08FQjB1IxnmblJDVKA0LeRmVtUg48Yy5tqUn4FbhVkX6rTRRtqIpCUAZZYjoFOn5ZB0RD+4RFnB2jCsJIJdRfUiuiTv4ne0VTzEVDu0H6O1aeDYyVpbZePVTRz2T2U/9HO2UjAslhVvEq7yhkDYIWLo+74TzFhV/OHXN1R+mQU/hCHw68bPrr/wv/Bs5wbkI/JWDRkuU2ecL8//Ef/AB3EjBz00L/agAAAABJRU5ErkJggg==) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhb2XTUhUURTHf2+cnFDxo5gkBLUS0k0PmTJHhyJqF7hoYbSTSumDAomgmqjV2CLEMiqQClctLFqUUCAGlTImGLwwS4sKy0WOiJI5ToxzW/jm9Z7znvOF/ldv7tx7zv/8z7nnnScpeAUqZHwSawwbANd9ACh4hZ7Q2hGIkvAnR+QqL9ImawOQncr/Fb+PNurjEmmhW9TRTwvdaZHQFJCdCvQtPTf75bhEwtgI4mBRJ2IqsMes9AEeHRGgza2oRNBIzDLGc6rxccCycC/wUiyQyQ08lnskBa+QO+u1BSUggwcmRi4x9aaEsiM9ZOc+NhABaKZLeza7PZfpEQfx856tfKTUkkSMArJTQemTmRoppjx3lB+fdlJWtUQgqkgUbW6FZrqIpkdPpJRfZBFiB1/5zmYrAUxSoKKstJef+S62uB5aHtanaDmRD5QA8I1CrrE/8RREoQTUaD2W/s3h9gIQxoGLK3Ebm2UJG65mMlB7iZ1QQtstU6BBdysSRTItfcVLnJIKagoSRXwFIHEV3F7T6M/gF4tkIBHBTpibuitpUKAoDM6I8XBCKri9yG4kK+lzmOc4T2niGRv4bfjPoMCxtxP8ycqktdIZa6UPOG8u70o5P8WAKGOMDLWJbmecc7wWreyRYgjc313EX7OqUB2nMi/coVq6SK+oVEmMUkzUeQyBiRUqIp1hZY4s7lGn1YAeiRVhmriF25J83Hep0tAVb0takAwz4bKWHHW+mrOiIQWaw876tCNvZEgUMs0MOdiI0E6taRDaotXolUr0jQyJw/TiZJYwNh6xj0kKeEBljC1NARmfZPZeXwkNKKITOWZvIdM4mVUdRChnnBDrTG0YUpCo49MMiEVsbCTACQZFBhFuU62dnSGHMDbsLLXVAHnM4zC1lbS8JxkUecxxiFc4CBPCzhP2MksOd6mSAM7SL7IIUc44AfL4TDEduEx9JT3SBnFQwzAOtaE4CFPDMEFdhO3USpMUoLCNLxRZOocUG5GNiMlvYw2bFZy5rSSRTZBBKoio2YsgMUgF2SwkawpIoQYAmhgS61lgEzNMks8CmXSwa80/bDnKuzX9kF0V/AOdgBRr8VBE2AAAAABJRU5ErkJggg==) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhd2XTUgUYRjHfzM77drmR1ir0YeBmAZCg0TFqkQkFVl06CAdOniQgqCDfYEMBn1sh4KMgqAPokOXBCMiggRDUtqKOkxR2Qeikh2UJLVWV9d5OziOu7mzzrrlof9peed53uf3PvM+zzwr6WgCUyoBiXmWDMCFAAA6mogGmj+AKYjg/IPIAKpPn14JBmigyhHIde6kDGllQPXp0D75uzaoOgIZR0k1fpwd2oHyKBCgwa+bIMRAqOxL+dJKOppQb1dZC3q/agH8qSkQgFoao0DiV88VGsVhqhJCzgCIhoiEN6F4Xtg6N/h1W5B6mkUlL3hFEYkg7AHANhNOQeppFmfYnnwG5gJhya/NAEkk2e5BTGkmI7OXOFVMFSyLwIQM/dFYUVXhVMm0dAWgeBhKm8KMt3ogDcT2MYI73ag+ffpVOJVfA5xnQR7DS+n5CEtGh9iyV2fzzjf4en9RcXGUnAnTqt158GQ/aPIXCnFnhCnN72TpwlFyvCOUFX7GGJNZ+9XhXfBrqH6kRMFP80ic4+GMbqoMsIjs7GHkKNcFsiAzZxjvjyWw2lxsB45rf/oDs79zjRaxlSALCRPmsTjFDsteyeYX7wdWYORhQYwbEkN9GYQWm1Zm4LnOCwEqJA+PhIJBdHAApYBPPBnO51lnPmuXf8MQEu97ViG7DTpWOj/lbDpJZVx/xU2IZycUypoyaL23DtKkySqocdPnSiWkMykA7zLgXXUay/ZP9QG3ZaBXN9o6/w1JMTOh2ZKzBKz5Dtqxt/joo5wj/2xWjOmEenUjEyzg2pYdpLcadJBNM0X/KjYA1smmMvGWEjrJZDdtuDDoJ4u7VHCD9UlloZY2UUw3XeRylm22vtMjmXnLO1nMar7hwgDAxyC5DCR5Liimmw18YBdB6mixnR1jvoYqAamXTPrIstYiyPwgPa7zIZ7bbtxFLiE8vCGfETy2oHFTc4DXYg09+BikgzxCeLhMmWV7mKBIJ0QBvXxhBT/xcgX/jL3qaBEjeLhEuf1EZPfgIC+FlzCDpHOLkhi7Q7wUNTzAhWACiZvs4Sob51QptnP1tQQbShi4zAHZhUAy78tfBUjsFOE+5RTRw0fyUIjMGSAlHeXpvP6P/D/1GzrsJ54zdnxtAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe2WXWxTZRjHf+estBvDrdvYR50tTkYxS8pxDM0q5SMmOrzglszEYCVeQLhhERKSBhNimhgXxRsTIUQwmmgmF3qlMUIGKRbdQnbAj2HnoE72AdnWlrClHT2vFzvr+rV+kSVe+L85PU//7/P83//7vO97JBWPQIeCV6JAHOaamMdEBVE+prPgcemQVDyCXi8c8ySCuYS8iSoEsIkxGgkxhZkAViTgHErRQgyJX71ecAFOD0uuZBMiABc3eZ4/ErEBQvhwFFsbABlAqVeXI34vp9gHSAzyrkheosUBcToYTkmylWFk4iUJSDig1KuoPgVcsLt3gNOn9zI3Us56IvyATTTyt+6IhIaEzLIugYSgtDYwpAeGzpxl8CcHXTuuUPvKNIH7dr76+gU0OrlGlTgD3GAzW5OW4GqJ9mcIaK9XOfh9lK49l3nafBuAjqcGme0yU7V9jk/e2QPAZRxMsJ5GppmkjgAWzpfQgKD3wBKaF2BuwkTt1HQKqaYqxNTvdfT4FXr8Ct19X1J26BHXaWUNBl7jZ9J7BeAsX2TE0pHiwNgaqHx2jkDETsfoIDwDcU3mr39stHUHEjyL9T0s+4H9i++nnCo9BDN2z1u8nteVjB4YOLCWeW87sxvN1E6HGInbiEaN2JULKybp8SvLL3m2cV4BvzRA7KTMzHAL236bpK07gF25gNF0MV+uRfi94PTk560kAGDIDEOdMic3vgoxwFRwPqC4Iz3RhBti4BqDF8eh+ZGeKPmAKhRFzB50BxwRcH4Qw9wURmgyjpl19B81catCZ/lYPKYLKF7M7EF34KVzEdra7rCzdZRd9hFaWibY/uM8UKALTg+KE6nY4qA78OBuJdbN4USw2TxLUG2CvUlMHyk3ZjIKKfwpnwkZgRt3CtcA8ETzQ8bC1bTWzgIwHqohuiXpDNELlzLDJRzgjaxjDQCX3FU4PyxnoqkGTZOJzKzj6tuprf84xXPBAHCzGiIeI9aperQyCDbA3awbdJUEAASNELRmElR336oKkFK+Cc/vy1p8teyHtNtQdfehuvvYEIPP3X/yLbsIsmm1agMsf8YkO/EdO2jiHjYmuUg7Xl4uyYH3+UaEqcw5PuHAks0LlDNONe3coo4wLn7lOJfy3uvZincxQAOhnLyUJVDwSts4IcnEuU81AKNYeMDaYusTppJ+nuMhFTl5K1pzBJ/QkDCxQC+7M3jH6BdlaMSRs/5fKFbc7R/hypnUxj12onIFJRctL+T8lOwwEtOfC48loOTz7jZPcgcLRXfn//iv4V8dwS2SkOSNSAAAAABJRU5ErkJggg==) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73606 2s linear infinite forwards;
}
