@keyframes rwdcur244018 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEqElEQVRYhcWXXWxTZRjHfwcX3YDRbQmyta5Ly02XfZRuIA6yyCJOQU1cpImBRJNmmcSPoCQkZMkwrJELMMTdEDRL9QZDwkCMuGBXBV1w031I2ch6w0o72nXMjZUE2SRwvOjO4Zyenvbojf+kOe/7vM/7f/7nOc/7nFP4nyGkG8osVlEaT8eimvX/gmyceZk2eL2H6f/5Mv7AJTF9k5IsEzL5Nm9vovH5bXR0fKzxzyhAQvP2Jkxjk5wBOajLtSHbFlD4utdVkKyxZ3XWFTA/P48ttpAimIngafXkCpwSWF8HgK/bR9hShG1skrClSNc/4zMus1hF97oKwpYihkeDquC2igoAwpFITjG+bh8b65zYYgucmYlkrKkVepvTg9+Zn9f4SGLSIfl6Wj0MjwazZkBXwPBoUEVYXFKSEhaJyHcfjkTkYEqBxSUlqrmSy7AAs7lUHt8M39QESV+Trun2dC7DAuLxaTn9c3NzugTpCPj7CPj75Lmn1UM8Pm1cQJnFKuopHhke0djm5uYI+Ptw1dcR8Pdxon0/J9r3a0SbzaUZe0jWPqBEwN/HQP9lGhq3qeySTVqXceS4IV7DAo42tcgBlej0ejW2/kNdRmmNC3j3gg8u+AAYOXaEJ194RbX+94/fU3+gXZ6vXlVsiFe3CPXQFRxUBTrU0UGn10v9gXa6goP/lk4rYDoWFeLxBOlNcqjnNAD7nM9pSA51dKjWJN/HEIjHE8Y7YUbH8CTull0M9ZxmbLmxdHq9dHq9AIyNBhnqOY27ZRcH33zPECdkrQH1icl/6XUWfzjPo+V5Q+M2ufiU44Nb6sg/3Mnmhq26XEpk/eAos1hFqRkF/H38NnAlm7uMzQ1b2d78IpB6IUl3b1n3uA/EZlK2rEU4HYsKvm6fPA+5d1NutVNutdO88zX5V26180nbAcqtdkLu3bK/Mvhn9lpxbbkd/6Wf2PvBPllM1gxU17jEHkclTb/2A1Dj3MDE+HWVz96X35DHJy+eRQAePHwAwKUtjewKTdB67yEX8gvo6jnFuXPfcvb8dwDMTk0a6wM1zg2Exq+TCEeprK6isLAQgDqThdFkjN8HBllc+gtX/SYA4lO3uJtManiUwSXkzIC5/BlC49cpWlWIZ0kEEXorU98BoeVsfPSEibz33QAc6+oGYI3JxN1kkjUmk5yBP1cWqPhzZmB87A8hubAgCoKAZ0nEUbaeUPyGHNhRXcWO0C1a3tnDpqOfAuCq38TOUATuPeQ4pDKRt1o3Rs5OODUVFkwr1QSO6ioc1VWpic4Ja7t6hf15q3FUV+F7SuDVxfuq9dmpSWIzUSFnDdRWOkXPkkjb1St84dwqpz8TBIWaX3a8pVr7cPKaYLmnPYaGX0YSbidmebp0rXzNhF5HBYRuaOxSUCVyCvAsijjM6x/ffWJWJQZAFEVEUURQ0H9VtFJXoBKG3oah+A16KyvkgBLevrNEy949nP/8a+o2PovZYlOtp/tnQs4M+PIFSm1WlS0Rji6PtPrTH00iHOXaRFD3uBuugduJWR7dT1WyTGhzid+cPMWX+Y8gHGVFQUGawNzI+e+3ttIpV262O1H65vJT4h/phQATjFEywQAAAABJRU5ErkJggg==) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYheWWX0xTVxzHP23cIhEUuodRqq3Vh7URhMImMmYiEZlzMRlRkmU+LGmII1viHMbNkEACTXzQhIQXwxbTNxISIduDAqMsWWIIyL9QgbQPQi2jLeraybopzOjdQ7mXXsr9w173fbn3nPM73+/3nPM7fwxsAbPFKoj/sciiYasYvdDiMip19HhaqamuwmyxCukk2xE2W6xCTXUVHk+rYtwOLaKa6ir2zCxwG4RYZNGgZUaMqXvbxkrRAU2jqgYSiQT2yLMU0eMwZotVcLlKtDgFgJAlF/vMAiFLrmqw4vqKowhZcpmY8uOud2sJy+C95eXd0mLskWfcfhxWzCXFHAC2FLfbbNhtNk0D7no3E1N+zRlQNZAu/kcikdGuZESMFU1s24DZYhUKCvJlhHkmEwChcJhQOCz9i2LpBvNMJlm5oCAfpeRVnQERj0KPMkQ2t4nfzfVaUDQQjcak6Y/H47rIAIYGfQwN+qSyu95NNBrTb2Dz9KdjcmIyoy4ejzM06MNVVsrQoI+bTY3cbGrMMK20DJoHkYihQR8j936l4thxWb1YJ7ZLuNaui1e3getVtZJgOto8noy6ey0demn1G/jyjhfueAGYvHGNN098LGv/55e7lF1pksrZu/J08eraBeno8I/KhFqam2nzeCi70kSHf3S7dJkGYpFFQzS6zOZTerynG4Cvi49mkLQ0N8vaxNgNGIhGl/Vfx1sGhhaoqz3HeE83M+unW5vHQ5vHA8DMlJ/xnm7qas9x9dOvdHGCag7Id8zODz9h9eefeL1erjh2XEq+9P+r75eys7WN8opKRa50qL52zBarIB5GQ4M+7o8Mq4VLKK+opLrmJJC6FdVeVaq7IBZZNHhveSUTwbrPOHk/lWjOwkNSXGB2joZTZ+kc6MVXfpTPl8K6xEFjBgAKi1xCPPE7AEXFJQRm52TtDafOSv+dA70YgJevXgJgynuLudnp/26gsMgl9DicXPw7SXB2jtxdOeTbreTk5ABQusfC1EqEsZFRVtee4yp7D4Dob0v8ubJC445sAC4tPFDU0TwH0sXdawKnA2GSySTJZJLvB3r5YCzA6tpzWr69yJkTFQRn5yTxC9PDCCoJqDkDAPv22QWAy2/k4DAfJBidp/3VXwA4Cg/xUXCJ2i/Oc6T9BgAlZUekvqeDYRzmgwRiD/lmYWb7TzKAvOzd5GXv5sL0MMHYPBhSwo71JOx37OXHzi4pfnpyTNY/EH1Iv2M/h53F23+QHHYWC+5VgeumA/xQUkmfw0afI/UMe7L8VBY7euky32WlrvHl0CIAfQ4b/c79qgPUdRcEo/PcfceaUS8KARiNRowGIwUWO/l2q6xNDZq3YZ8zNWJDmmC+XW6m37kXOruobTgPnV3054MxK0tm9EHAv92jeANPlp/y+sWLdBIBEMvra2tM5YJhY3nEfmrQ3AVi8iiNQClehN5+/1/8C/OB2SC8F59xAAAAAElFTkSuQmCC) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEnklEQVRYhc2WX0wUVxTGf4trowLhj0FYtgzZbR/WgMqfNhZJkxIprVZTsZI0mvSBGGLaVCoJicWAshNtoomWPpjYIG2aNDFRU5NaTRdsmxoDViVdwbAvZd3RXUADlRoLVuX2YZlhhmV2xqf2SzY795xzv/PdO+eeufAfw7GQ0eWWhPo8ElUWjLELK64Us4my3E5NdRUutyT0JM+T2OWWRE11FbLcbhrntCKqqa4iY2CY0yBGoorDSowaU5dbyOQqr6XQpAImJibwRB/EicYiuNySKC0tseIUAGF3Jp6BYcLuzKTBpu9XXUXYncn1/iD1O+utEhvQ1dnFK2Vr8EQfcHosYlpLpjUALJjcU1iIp7DQUkD9znqu9wctdyCpAH3yPycmEvxmQtRYVcRzC3C5JZGfn2cgzMrOBiAciRCORLRnNZleYFZ2tmGcn5+HWfEm3QEVt8O3E5LM96n/8+1WMBUQi41o2z8+Pm6LDKAn0E1PoFsb1++sJxYbsS9g/vbrceP6jQTb+Pg4PYFuSsvL6Al0c7ylieMtTQmizV6DZSNS0RPopvfyL1S8/obBrtpUv4ZDR23x2hZwuKpWS6iHX5YTbJfbOuzS2hfw4fkuON8FwI0jh3hh/TsG/z+XfqC8uUUbp6Vm2eK1dQr06Aj2GRK1tbbil2XKm1voCPY9L12igJGo4ojFRpnfpa+dOQVA45rXEkjaWlsNPjV2Dg5isVH7n+MFA8PD1NVu49qZUwzMdje/LOOXZQAG+oNcO3OKutpt7H3/I1uckLQGjCdmyVtbmP7xHDOzY78sczFwSfOru7B3XRlL2v2srag05dIj6W3H5ZaE2ox6At1c7b2i+YwJSPBV17wJxL+Ktm9V7lxJqD+9iH37D4i1FZUiVLddFEheUSB5BSBmnj4RM0+fCEAcbGgWBZJXhOq2i7UVlWLf/gO2blJaDbhzJbHr40YCP/9EToGXz72rBcDy7OV0dZ5EURR2P3qoTSyQvKQ4F5PiXMzBhmbNXnO1D0VR6Oo8yeJF1qfcoSbPKYhfn97bspmtW9+lcdsONk1P8XZ5MbsfPSQ0eIvM1HTyPBLp6ekAlGW46Z+M8ltvH9OP/6a0/FUAYnfu8tfkJE3OND4Zvpl0+xMknj33vWGsJm9ypsFjwdHBW/iKiwA40XsWgKZFGXzGIzavr+BIR2fc5kyj4fcriJJ1Ys/wgKmIBY+hXsTQwCBNzjR8rpdAgK+4iNDgLUKzQvY4M6jdtQMA/+Ev8BUXaQJ/3fBBssWbC9DD4ZgT3xC8wsZQxJBEPWGfpubj0B23C75CQiN/sNL1Msc8q0yLMQUgOqY47t8ZNjg2TU/Nvb/Z6V+WVHLBF7+G3Ru9P6twVoeYyzEaVgwi9ItIWKB+oD9+0THFIUle4SsuYuNQ/Ar2VeZScl0rDAJW5OWwYegutbt28N2Jb7noe1ETkeeRuDd6n5mpKW4OBa07YXTM2DAyU+PV/nXWsvgqp6Y0YhXaToCh4aUsXQqQNHmCADOsyMthNKzoiea9U2MpqaIM4kxg2SJXr1wjgKSrOOYpFQDPZp7xzTJjWLJ5/wv8C762/ejx16TiAAAAAElFTkSuQmCC) 15 15, auto;}
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}
div.testarea{
animation:rwdcur244018 0.81666666666667s linear infinite forwards;
}
