@keyframes rwdcur53124 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEoElEQVRYhe2WTYscVRSGn/tRH13dPen5NJlE04qEEIIki2gWLoIrP4LGXyC6kfwA971xIS7cCK4U/AEKIi6Mqwgi6KAhikSMoR0mk0k7M850emqqq2/dcnFvh3ZCZnow4iYHCgpucd73vO855xY8jIfxMP7nELsdfvUCUgkaAsLpmPWnPiV/0AT0bodCcEQJXlaSwwPLj1+fZ0EKlp79/MER2ZWAsRwLNacDydlQcSJUnO4XfNt968i1elVPAD2gLVrt7D8hIGE5VizFmjwJxEkhOBaL8unba2m+lQZfVpLg+oGqBrh2vxxlqwkQunTkotW2o+e79sA350kCxYvVkDfrcXi2EgXaKp0VQqWUdJJanFVineXGfpxE6pKUIgO6otU2HlwDDQ8+jEy02t2xCAB8/wq1vODyo5McnzgwFao4pgQDpUySUEqfYSst3hdKXo4CcUUrsQRYYGoH+DB6otVOuc/hP+LMZ/TykjCqTXXDJNZhJZS6nuhKNdIIpFBCi+lAR6F8I1R8UBTlu8bYc8DBXfInw5c9CQAcnZ+9qHSQhXFAoJCBVlKEAaqiJFUFk5pgQk8Es+FBKXm+m5p31jb65/sDO38fDOl7YzwCUnK1X4CqKwC06UtVFBItYFJDZqGu4FSV4GhcSyJ53BT29Ty3rwIn/DPaC1a02vtQ4FC1ttjp1YquMWWJLZEgS9gqYKWAtQE0FGxb0AIBYSVS8yVcKMvyCWAeOOVJxEB6t7i9wMtWUwLx2ZOzz9zs9K6nubFGCktRggY7N0EZJ67lrvTgjwylZR6FmkokfxZCzODGPQFmgAz39dgKWMD2tk2SbhdL/e0BpTFYrSmqNcpiYE0s7ODWwGT9IjVF2bOWdSVZCLToArPAhAef9yqEfkT3JuC9SuNQZrkh721lS1tpnmfWmoEZWLOdU673rOltm37a73R7/SvW2o+0ltdAxB7jEFAHcuAxoIlbTrtvwpHoaCWZn0ne/muz+16W9htWEAfGIDDoAsqCXt5nvVGPbgRaXvC5LwFrXsUNTyYB5oAVIB2LgFehU7aaq78tbmVg8ymNVgKdG5PmhlVjZTozGX+ipDjjq2wAbeALX/noCo5xtnTGmoIRInZgWLFme3mQFYYCE0idJUnUmJuKV5UUs8AvwKIHT4HHcXKPNl8OpGWrqdV+CJSt5kwYRrZaqZ1TWk9DuVlJwiQK5QEhRA0n8zTwO/Ad8BPQx638OyNK3AJuA8W4PUDZasbAwUY9Sjfu9OWhR5IESWIzuwAi9MkNUPPPr7jr2npF1n2qVZz/BpBjE8Dv70okb9xctTObm4ONiUR1pWQReA5Y9mA/4O6BBOf1Cs6WDe7tBbsfAsOfDvvk4epLHuA4rqPnfNXLOKn/BLq+2jZOCbMDHCAfuwn99bmKGy/pq7kKBEDHg9RwDdcBbnjwrgfeiZWJVnvv/4GdUbaaNVz1GU7iU8Br/n0RV/0CTvqeJzCcAIO7iMww334sGMaojxZYAj4EjnignedD8HwU+N8Q2OmjwUkOzoLcg4a4xrMj390T+7YA7o6kxG2z4d/NcM0Opc5xNoDzeydxAP4G6u7YuUOvv0UAAAAASUVORK5CYII=) 8 8, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqElEQVRYhe2Wv28cRRTHPzOzv7y3ts9nx3FMcCxLhMRSQIieAlEARYIEFPlXqK6loKCiokhJQQdCIgIEghQhQvmBEitC0SUyxjjO5XK+29vbnZ2h2DkcAjpfIBJNnrTV7L73me97892Bp/E0nsb/HGLc4vk3kEpQFxDMR7RPvbCai2briQJ4Y+kER5XgdOBzbLreuL1zf/hL9t7KnTCQt0SzlT0JADluURuOC8FL03HtLWvKt7O94bt37w1eTYdm3TZXAbDN1bGbOCjGtuDL11mfjzk7m8y+EykSIdAlbPVL2pSca8zHm4tzYQx0gUv/pj1j6WseLWO5oiSveYqVMEBaFTQakU+/X6xGvujttodfBJHaiAN504E8VoxVAODHMySo2g/PNrzjtVrgiSBEKRgOCx1GvknT4k5/UFzavdv+eGfA1ZXF2c7JtbkqebNl/jMAwFdvcm2tQTLXOLQaztSM9T0jjDGUmkE61Nmg6Ox12j9bahsq8M7P1eML83PhaEhz0Wxp21yNgYhKdQ30RLOVTwRw4TQnnl2Y/aQ2Haz79Rnp1aZQWGypIS+MGeYMB0WeZkUH2ExztrQuPzy8OL1Rr3kaCFwq/Ujq7kQTrA2t7c6DbHmqkfsQCCWkVBJhhBTWSOPXjAqKKIzyJWvNwqyVJ/bSYqm3N3y/XvMuAiuueAq0gVFrkrHHcBSvfEamZW0tlKorTYktDSgJvoKZKaTvSZHEBGHAVCMM4sSbiSN1NNOcNdauA4tAA1h2MAFVK7yJFLDN1Tpw5n53+GkcCy8fZsYGEuFLbKAQUqA6fSkwcLIGqcG7rLNnFsKbUogGkFF5TuSKa6ADmAMBnOE0dGlPTNeCGQpLYLTkwR5WKfAlFos8LOGehBsDTK9MA09tKkXkigVA7KTPHAgTAQB1IJWSrf6gbKsCoxSRF3hSWCtFXiAMsKcglvCgBEFLSZG6oqMBTJwKGbDrYLrqgN177kMrhPit1y++u7vbf9naMhFKKKSw1lrKsixUjuJYCFMS4ctDpOYKcBG4BwyB3KUdAL8Dm4A+SIG/rM/Xw43bW91cKXTgF5rSSgRaCZGVqETdyCJXKAc+B3pULYjc7rvAtlPBA/KDAP7mZKVltyz0TL+rl5Ik8ZQneyryEqXIXLEWcIdq2jcdTMNB9Kha2nNAW2OPoWi28kch6tPhR1J6HYMXWOgFoe95SnwA4mvgAnAd+Ak4AjwHHAVOAS86iAhYcM/MJEPYcdQSkEcWYr1zfxgXuuz0UnM9mjLfSOldBm5RnXdJNTe/Aj7wPNUwjuapS9WCGPAONCLRbGmqqe0AOom9dC8rlwclWWMuPDcVqatUEm8B3zsVLlK53sAVGslvXJ5t3KxM9C8YhTOkdZd0FJLK4bYdRAIsuXeWgTkHcM0V7TgFUuDWRFb8UIwm/OEwVLLmVGc+cAUN1TB+C9xwYKP3NbAD9B73OpVS7TRh/4ga4KZL2qBSRLN/7HrAZaphhEqlNs6KH6sF8Kc1L1DJLF2ybbe85tagUiF3EIZKmTb7LghMeCGZEEwCM+ybzqjo6AIy8onUrRlAPzEABzEC+KcY/Yh6D19e/wBGi9RyfC6YWgAAAABJRU5ErkJggg==) 8 8, auto;}
72%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEi0lEQVRYhe2Wz4scRRTHP/Wjf2zP7Owk2d0smyUuJsQkB0Uh4MmTiopEEcSDpyD+AZ69zD1e/Rv0oiCYS7wJidFIEI1RopE1hGWTbDa7k5menu7qKg9dnR2WMDurAS95UFR3VXe973vf73vd8MSe2BP7n02M2/zmdaQStAWEB2I2nv2S/HED0OM2hWBJCU4rySGn+OXGh3PXFw5E60mse8Cm6KyY/wpAjts0lmNC8HykeTuJG2dEkX9w5276cm9g5oFF11l+GIDrLP8rAGMpOP8aJ9sR700njXcaIS0hMAZW+0avN2L1VSnUpSOHGneAZR/MLdFZWXtsAC68SRIo3pjdN/NRM+YFDZRCZVaqbCoOzLAor2qtrkklv5tO1KoQwgBX9kLNWAAAl9+iGSUz3x9s8XQchlqEgdVaohSyKG1qSzaHeXnNOc7FSXDdlvbb9ier2WMDAPDT+zM35mLCRjNciqcbFq3AlVZYiystw2HZS9PhX2la/th9sPWZFFx67gseCcLrRvphJwJw8TTHjx0+eC6M5WHdSKRMYqQANcworLNlltl8UJqtbm+9MFzPnb5jCvNpjr5y6vOth0BcZzlmh/DHlmFtxrLy99rtjaeWDi4BNoi0FoHCTWl0VkgVhlJHuQ4jtWhLN2sR2TAvj5mSs66z7zzQ9b40YEfPHluGtb30Ndl6j6X0QW+1MKV1xlbkhRopkUogZSMhSKZkECodaNmcitSChTOFcS1gCVgA5oFZINkTAIBXX1x+xqkoawob6kEKwxyEA2tBC4SyOI3RgZJxrHQcB825drQWaDEL7B9xqoEW0KxvdjXXWQ4HQ3u80Yhk2A4kEmyaQWEQWY5T4BSIwqBONDR3C/S9ookSAIvATe/L+KCtB5ROBABoR4HQWS6k2SqMkkJLKcAYiCWicMjMIhFhcbW/rpTYkEL8AGx6AOtABsQjZ1ogVJNED8RCiLaSYqs/KE44a8Mg1hrrsMZZVzonW0pyNEYNXCIMhXfwqz/mnh+j/gQwHAvA9/cIyIFIKTG81y1ewblEOkvpcMaUQxyZagURfQvd0lCluk+l/jXgD7+Wsd17SqC7GwWj+zeBjdvrvd9nYrJBt78wlczJINI9FcsWaQlDh3dYv9cELrLdeEbtDpBNXAXeekpydpj11/oDpINuFAU6DERK5i7hOE/Fewr0qLhvUwluiUoPLQ9wEZjfLQN250Krmazc30InWm+qQHfDQMyDyIGfvdOufy+l0sB+f689mJWR45q7tuJHtM/Zy7/dvxBoekcWpz+ebqiTICJgCMwA96loaAGrVLy3gNBfr3pwKWAnKcO6fKSfw1Mn9r1LJaoc+NMfvuifrzMw7zNiqCioz7AjAWUTfYx8JuoO1vbzKD3aO+lSaSAHjnpgsK2DHhUF1gdmJhah/8nI/NipDTsyjJ/XPBDYFuWtkf2HyPdiGdv1vLOrdb3D+m8o9w5Df11TKEfeySemoDbfGfdTpbVOcU5V12YEWO2wBmVG1uoqSfcMwIOQ3nkNIK3/A71WRiOtP0J1ZgxgRGfFAvwDZi/Q/oqXlAoAAAAASUVORK5CYII=) 8 8, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEdUlEQVRYhe2WT48URRyGn/rTPTO986dndhfXZQ8bQsgGCSGGRFFiolGjhsDVm/Fo/BJz9eAn8OjJGLxo1ATFCAkgECSsIUiENITgZlmHYXand6a7uspD94YVyGRW1njhTfoy1VP11Ftv/X4Nz/RMz/Q/S4waPPEuUglCAf5kmc7+r0i2G0CPGhSCOSU4qiQ7U8uvp45wUQruHP56+0DkqEFj2VOdmHh1utV4v9VsfDRd5eOy4p3TRwi2C2CkAxLuTobBQGSZCUpqb+C3djeb6o17vfiDC8f6nz1IuPzmdyz9ZwATmkjAolLsd1kyKzMjdTkId4TBTCfth36Jyzc+bC06T118rqqvVeslv5hzACSAz0OXLZCIdvSPNUaGEODCMapOcnqmyp5aremrSsU6sP21vnFCdZxlSUgV+SV9FilOhVWvp5UAiIHuE6YciHZkxwYA+PE9FudDFTRbjV2VsG7xtBXWkKQmIc2kksIoKZPVtfSckPJEo+Zd0Vp2gZuFE5tlRTsabAngzFEWZuoTnzenqwdK9apUlRJCgB4OpPAcOAda4vqZTY3r9ddN5HvyB8+Tx30tr4xyYWQGNmQsUWy1rjssOJTNpLSZFC9NQD+DfQH8vo6YL0l/3YX+yQcH+veTVpLYxNfyJrD2yJSSPBOjr+GGXvuGQS8xc9LZrnQWmQ6lWPDg7Sl4PYRJD4SAs2twZpV01Riwfi/ODprM1YEyUAdCoPooyVg6tG/6rTillxmDA9ACbqzCrSF834WOgT8TTCdNktQsO8fyZN27qpVYAHYBU8XiAdBy7XkfxsyAa8/r9aF98e7y2qdhzXu51ihL7WkpBAiTwc4S3BmS4YzL3GAtTi/XAt8qhQQxC1wCfgbOA3fJg2mBlbEcEO3I+FqsDZMsTo1dToapSayzw5K2pqItqYU5HzXjaymFXwv8RCmxByEOFzsuAy8Ac+S1AXL3/bGPQCkRPT8VfDIcZssmyZJskBhW162LE9xSYoktBAopha+UqAM+jg5wnbwm2AKmvmlaOTaAaEdxs1E6udIdxv311Lg0syTGeggppJCUBaxmMO0BHCTUrWLnM8VuewXI5rqQjA1QQCAknUrJi21mrUld4hyWhoK/TJ6oqoKWhlUD+TXXxe4XgU4BAhCLdmTHqgObNbujflwI9gopdJa5jrWgBq6KEmBcXhdSBxm/ASeBW8Ad4Cp5PYjJC1G8QbglacWle93hihboicC7XbHuohrY3cA8sZ0DlsnTvkJufZk8+ddFO3rsO2JLRwAwFZZu3+9ns37F041a6QvfE18CPwHfAhFggFeAHTzsitGTFod/4YBoR13Xnj8ELJB3uxngNrCzWDAoFg2L38+Tn/0TtWWAQivAOXJ7JfnVsgVQUkAsAb+Q22+2G8AWT0y+6xZ5ygNyR3rACfJ2rHm8JT81gNn03xXy8+4BF8hd6QJ/FO91H/0K2qwthxCg6OUbu+qSh6/Lw+t2ifw2dHi8FT89QAFhyO035GG7WjzXCpiNsZEAfwPDL9twgET3nAAAAABJRU5ErkJggg==) 8 8, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur53124 2.0833333333333s linear infinite forwards;
}
