@keyframes rwdcur18531 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe3UTWjcRRzG8c92k2yym5d1kzZNKO0hVbG2iY0pPfTSpFasIBrwUjA3obeieFERqtiDIEjx2hy899T2IrWgoCitr6AtllARmizbpo3tZstms5v/eNhtpc0r2ZOQB4Zh4De/5zvPzP/Phja0oQ1t6P+sYwMDod4em+rZfCCdrtd//QCnh4fDWEeH8ZGRulJYN8BgPE5jo73xeD3+6wM4uWdPGIwiymWDUeRkf/+6U1gTwMDAsUcMUgsLlEpUKszPa42iFevrBkinDzyyHksk2FTbGotV1yvU1wUwPHw6dHSMGR09E+D0yEjoTKVIJGhoIJGQSaWMHzoUYHT0TOjoGDMyMr6mFBpWK2hsHNLeTiJxEBzdupXZ2ap5a2t1TiYdbWvzJjKZYaUS8/NDa/FfOYHduz8Osdhzkkm6urqcPXEppHp7yWRoaaleQzJJJiPZ0+Psicuhq6tTMkksNqC//+SqKawIUKkklUpEEakUUVtf9dRNTdy/Ty5HoUBjI62torY+qRQhMDdX3V8XQFPTGyoVikXKZWLlTuZ2Vo0vX+bixeqcy1Hss6mSeVi/sFDdv5qW/YsMDn4aGhoOi8f/e/DX71G88r1nvvzM14WCb0NwZ3bWjmvXnGk+7EJsSKHAzEwVgpSenvYPs9kLHy3ns+wjbG4+4sHnPjXFjRtMT/PbVM4EiriNLvyAcxdzJq/S3e0hdDxOU9NLeGfZBJYE2LfvVIiiZ5VK3LpFNlvGddw2JWkSr9cg8hhHTgvZ72Szm7HTtm1xW7bQ3LzL/v2fh0uXjsfWDBBFXYpFsllmZv7Gj/hL9cbSpjS6qexPPIWcBnTUsojQZ3Jyn7m5HXp7SSQ6l01gEVVf3/HAB27e3KxQmMA3+AOzaMPTmMIniGIIvI9eXEMB7diNg9rbd+ruvoOTJiZOLfJblMD0dFk+n8DP+AVXMY1Krfw+XsDvOI9XcAg/Ya4GUKydLcjn8/L5J6XT80smsAggnx/CFfyqGv153Kmd6sVa83kc0dJyJRSLL9fWc/gHX+EeMjW4Mubdvfv8kgCP6dXA2cC7gbaAB+OBAunAW4EvArtq89uBJ5aoVevzXuBc4LXV/ox7A9sfb7SUwhJjlfrtodr/Uf0LgIE51P20+eQAAAAASUVORK5CYII=) 15 11, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzklEQVRYhe2VXUxbZRjHf/2gH6cUazlA2pFxUSZzwgpIswszsNOJw2xysRt11+rVovFmW0x2li1iQjIXr/zYhbvWG7aYmEmiiUYDTiVRFgnBmIw2ZS24tWVtaXseL87ZFPrFohde8EtO3pzz/N/3+b//8wU77LDDDjv839EmNQm/HhZtUpOttdfC4Ypr9fTVsDdUdIHH7wFvZekpn48PH0L/0GiTmvSc65GwHpa95/du2tXH0ajIsWNy+dAh2Y6+Fg0TWGpewlq2IoqA/vf1QZsNmpoYsNm2pa+FpW51DMEKJIAA4AQ+w/JOOCynVRU8Hrh3j4lUijNzcxaOI+T/odeBz+v3sNYrai9raCMa3OhCG9bQxjUAXBsbUChAqQSFAu5i0dCPb9G/pDVMYFu0tZ3adC+T/f0iBw+KjI2JDA9LcmBA6unrUTcBgKGhi9LXN8Ho6BUB+GBkRFRFAacT7HZwOlE9Hj6KRgVgdPSK9PVNEIm899+8hn5/lPZ2cDrHADixaxdkMkbz5mZjVBRe8Xp5FejsfIFCAVKp6Hb610+gt/e8WCz9KAqoqsrU2RnxBIPg94PbDVYrKAr4/SiBAFNnZ0VVW1EUsFjC7N9/oWEKdQ2USgqFAui68cDr3pCxa4cD1tchkYBsFpqaoLkZ3RvC4wERyOeN+f/KgMNxglIJcjkoFsFSbIV8t9F4dhamp40xkYBcCGvJ/0BfLhvzG2GrVRgcnBS7/TA2m5E0wNJdyM1/x+NfXOSrbJZvRFjNZOhaWOBT12GuW4bIZmFtzTABHgKBFi0ev36uVp+aD6HLdYRy2XjdYzG4dQuSSZiLJVgEckAKUIHvgavTCZZvQkcHD0zbbOBwPA+8VTOBqgYikUui609QKMDt2xCPF4ElIEUMhWXguGkiDVwGErgh/i3xeBvQTWenjfZ2cLn2ceDA+zIzc7LqF7GqAV1XyeUgHoe1tT+AH4DfMe6YjxhNrFDkN+AxIIEdeMTMQgdCLC9HyOe7CAbB6WytmUCFq1DopMDbrKy0kc0uAl8DvwIZjH9sDxAD3gV0CyBwBggCC0AWaAF6gadpaemmo2MVuMDi4qWKfhUJJJNF0mkn8CPwE3ATSAIlU74OPAv8AlwDjgLPADeAvGkgZ+5NSKfTpNN78Pk2qiZQYSCdHgLmgZ8xor8GrJq7es5cfAM4gts9L7ncmHmeB/4EvgTuAn7TXBHY4M6dJ6sa2MKLAlMCpwS8Atw/7iPgE3hD4BOBfeb4psCjVbSY65wWuCow3ujLOCCwe+tC1ZAqRwP9bjHW38xfuOOKcXUeL/YAAAAASUVORK5CYII=) 15 11, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 11, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 11, auto;}
}
div.testarea{
animation:rwdcur18531 1.0666666666667s linear infinite forwards;
}
