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0%,3.025%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 0 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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28.125%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcElEQVRYhcWXzWoUQRSFv+p0mjjERqLJQjQLEQkabN9AcSkBJTsfQhBc+RS+iAsXLnRlBFcuFBe6MKIiQUFDCGGYDJ1hxsWtmq6umequdn480HR1ddWtc++59aeAAdVQNf8nQjRL4yGIG7SNgAvACvAJyAP7pHqcHtDW7yEUlgSDD6MWVFb6fAycAr4Bz4G+NuojcwZYAzaB35r4gcuwCfpASxuNKDz02YmBbeARcFv3LbVtSuAN8At4p8kYJIg8V/QgBj39pEjkRgjUSlBqXJbjItDV5RZwSRPpATuaoG+GLRgHJpkFD/S7jYQ6Ba4C14EbVCd4agoREgUFKJWJl46nPrzXg3eBPSQKS7qcIhHxoWMK7iLzr3KcBtaR5Hw1zobTfjjutBaibcT7xnB1MswGNuO6aADLSPKFLE5jB3RRyt4mcoSE3cY894IYkWkNSy7fVCmxVVl4clZgk0Kic8B3oOMSiCkWk8Z61mBd24+AfeDQJZBgLRDI/G4zPZlWgGvIevER+AxlCVpOhyVkwegDZw0RlfHHtVyReBmyPxjNNxAnN5Cd8oVNoMrTQ2SqNTk/ANwBvuh+d4Et698ecGQP2qGMnGLH6wNHOHt5ANqIp/vAS+ApxYFkC1h152ZCkYRdqz740PJkGZRO3x0rjZ+NJ3jfDWnOhNmvcuAEWAxq/rOpprUYJI2O0ed9BGLEDzHqz3IbCrj8+phdU3HTyOHE1JLjrS/ze576OvwYqTkZ06rA12nvBTlJ8aECsqlKLt95rk7iYb97VuUtq+fDwrKa781o1KV0fgTMybM8PZNZXDzrLrs2Fv83gZnevIPwF4IzhbhDlwkJAAAAAElFTkSuQmCC) 0 0, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1UlEQVRYhdWXzWoUQRDHf7NZ13xI0BiXIAteVCQHEfEwCH5cBA8evIio+Age8go+gZfgQfAoePMBxK+DDqhBBD1ICAo5BKNhkbguk82uh66eqenM9M5uEsE/DNtTXd3176rqqtkA6OFH0Ge+H8blsegCa/alWnKTKnBWfiOgNQCBmvNekX06gxCYAeqyeBb4CsRAWzbqetbmzSUyl4B1d12UqmRDdAP4IeOTQEPILCq5xijGW9oLbR8Bu8gqHHbmnsnctBDQp1kje9qjwCmM11aAdeAj4nqLimPgiiJVAfblkEPJu867xrTILwFngBATygxcD8xg3NWQuSrwFHgHTALflO5t0vgvsjXWn4E3jmxefpObFZCN8UHgPCZu5+QEj4EljAt/K905YAH4APxyTyYouuIJgSrZe64X3JWNR4HvOZscwyTUqwIjpeAWGU3gISaRrokhe8oGcBl4oHQnMOGI9R5RFCUKYRhqO3tF11sH3gLvMeE4DiyLkRbwxdG1la7t2U8jtoOiOtAD7st4HjgkY3trFgo2Pl2SQIKylTBBFEWrriwMw1U1r+VabQzjwUwdGJjANmBrRYy6NUUEfMm5XdQYohntNCr2+ZcEpjH9ooPxwiQM97GxJRyexDsCTGFOW8M0pRVU73CbkYt+8/3QxZx4Cif7LfJCYGX7MQUITGNpDkGgA1wHbgKvgTs4TcsNQR04IeNx0sr23Cpod1tot99Tnx4v4nT8JJ/gAdcDDVK3T1K+tCboSlEObGfwo+kSaIphMN8Amc+nMgh0pEeATb++S2CJNNY/rdCT5RnbwOzLP3wCY/hiTUhskLk7Ohx5SbiWIyuDGiaH0lNvAHu8ayrbvWYaMdDKuFyM9yaKCfgKUVH9v4X5ClrO2xAV9at2MAIXxlKlufVkGAxTih955vITdhN6YilwytHu9oIRMn9Jgk5KJJHtgtlBWnewk0n4f+Iv/tSmIqkPgyIAAAAASUVORK5CYII=) 0 0, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA60lEQVRYhdVXQRKDIAwMHWc6vfU5OfUNfUsf0rf0DZ54Tm8dT3qpJigSsDJr9+QAgWU3EXBE1FMazuj/Caeak/8FAUfKAu/9YgAzz8fvCrgCcAKmBRob7FirsCkWrkBDig0zZ6uxJ4FsaFKaLIV2RDcxs2/CISzQGHfSa8Y17VjL5CB7S6ojIXt0rcNZMCJgW7M64ArACWw53Ra/19LE04ArACeQa0H2peV5lfa2k+/XJ74+XAE4gdRpWHSq0dfOtpO42zk+UNsBVwBOIFUF5n3OirtfpFHb8XjLXHAF4ARqPDytx26wPlwBOAZxtD7mUwNJHwAAAABJRU5ErkJggg==) 0 0, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA60lEQVRYhdVXQRKDIAwMHWc6vfU5OfUNfUsf0rf0DZ54Tm8dT3qpJigSsDJr9+QAgWU3EXBE1FMazuj/Caeak/8FAUfKAu/9YgAzz8fvCrgCcAKmBRob7FirsCkWrkBDig0zZ6uxJ4FsaFKaLIV2RDcxs2/CISzQGHfSa8Y17VjL5CB7S6ojIXt0rcNZMCJgW7M64ArACWw53Ra/19LE04ArACeQa0H2peV5lfa2k+/XJ74+XAE4gdRpWHSq0dfOtpO42zk+UNsBVwBOIFUF5n3OirtfpFHb8XjLXHAF4ARqPDytx26wPlwBOAZxtD7mUwNJHwAAAABJRU5ErkJggg==) 0 0, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA60lEQVRYhdVXQRKDIAwMHWc6vfU5OfUNfUsf0rf0DZ54Tm8dT3qpJigSsDJr9+QAgWU3EXBE1FMazuj/Caeak/8FAUfKAu/9YgAzz8fvCrgCcAKmBRob7FirsCkWrkBDig0zZ6uxJ4FsaFKaLIV2RDcxs2/CISzQGHfSa8Y17VjL5CB7S6ojIXt0rcNZMCJgW7M64ArACWw53Ra/19LE04ArACeQa0H2peV5lfa2k+/XJ74+XAE4gdRpWHSq0dfOtpO42zk+UNsBVwBOIFUF5n3OirtfpFHb8XjLXHAF4ARqPDytx26wPlwBOAZxtD7mUwNJHwAAAABJRU5ErkJggg==) 0 0, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA60lEQVRYhdVXQRKDIAwMHWc6vfU5OfUNfUsf0rf0DZ54Tm8dT3qpJigSsDJr9+QAgWU3EXBE1FMazuj/Caeak/8FAUfKAu/9YgAzz8fvCrgCcAKmBRob7FirsCkWrkBDig0zZ6uxJ4FsaFKaLIV2RDcxs2/CISzQGHfSa8Y17VjL5CB7S6ojIXt0rcNZMCJgW7M64ArACWw53Ra/19LE04ArACeQa0H2peV5lfa2k+/XJ74+XAE4gdRpWHSq0dfOtpO42zk+UNsBVwBOIFUF5n3OirtfpFHb8XjLXHAF4ARqPDytx26wPlwBOAZxtD7mUwNJHwAAAABJRU5ErkJggg==) 0 0, auto;}
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div.testarea{
animation:rwdcur74968 5.3333333333333s linear infinite forwards;
}
