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12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGMElEQVRYhe2WXWwcVxXHf/fO7Hi7u15713aySRpj3DiEYogBbVRB6ReIIlRFiH0q4usFJMRDEUh9AIEiXnjihYeCipB4QOIBrCJeQCkUqa0MjaPErYvVGjdxPr1d1uvNej27OzM7l4c5N7txVdSKFx56pKO5M3Nnzv+e//+ecxWwCvzULC4vAR8DJoH3y1gDdWADeIPEGvIsB1SB6zLvAJAHDst9W+a2ZT7AuLzryn1NAeY7jz1Oy9/71q++/cM6kAZ+AMwCLwIfAc4DvwUieb8i45tALGMPKIrHEjweClaUb32ZD+A7wJkff+Jpupkrn5+ZOlQYy+Q+BPxbUFeBq4J6DFgHLgFX5EfjQAaYAaaAbeAW0AccoAMYwJXvI6DHwEIXYCqe4wulJ3UUr3w2iMK656Z+IikGmABOyU8QOmLguDxLC5BA3t8UcGn5R0vmRUPZ0OKuC5B3isyW0mzW5jm3/dxk7dZO4Yv3PbwFHCXRwjFG0pP0ui8IHSXgmAT+AAn3DeAlBnz7EsQXtwtIC10+4LkAXqyhr5nJTLD+3IP8aPVz3x/P5n72yIfLJ/BG7md0HPp96HWfkFXcAyxI6gMBclPosOPWEI2eZOCAjAOZGznAme9+9Az50h6kAo4Uihxqf1qthmdPjWdzLx3MjR3GdTKkXPBGsoThoxgzh+PMkR0dJQhs+mMJqoFQxh153hHuU8CIuAt03NPlBzBeBOkOoe8RxvDQJ48xy+N6s3buS1P5wlIJM012dJqoDxNTEIbj7DbBcQDjkwjTH+LXgrJCte98AaTlirswc5ygD2E9Ty8ydEOIMyHvGz9KuhPpja1/3V/IjjZG9nb9fmzWdM+fVUoXQcFuywasA68JPbEEd0UbVpxI+rHBARRgXq70mZ0JCXMdIjdkZLJFtngL7cRUtztca17iSHHqwsGxCW0wTUfpSe1588QxxP2rJtmqS8CeQo0Al4FNBspfk6AlAXzbNECcbtNTMXtNDyfXJX+3Txhqtm7cxcRYhsnsEVYury9sVK81o36/obW+l36Mifs1Y2hgaGJwMayTVNamBG8DNQZb2mefaYCes0c3hF4feqGCuM92Z4vteBU/aOGH21ypV/WfLiw95Pe6rTiO143ptxS4BrNGkoE3lFINkmJ1Qa43JQNpBiXY6gCEJ1rdXZqZNs9WfxF/Jqjou3YUO+1WPJUvnOuFYbDVrL94rHS0lx1J+2nPKyilNIaqUbQVylNK2UJjd4ItOJ54TLLtLP82E4ELsLlR49rU2eiDR2aCbmozfWXjpN52GzT3djdLhYln5krTccp1opTjxgo1HRuzorVaUKiSUWYNeBn4hwTWsjDrCBW2GGkG2zbWAN+88CkuXnr9D3OHp5/a2dvRDX+b16929J8vLp0q5vLexGg+X8jmJwvZ/Mcd7TSNiZ/B8Hswv1GoVeCciK4lATMMFN8Vz4hrIFKVcltVyr4tlb/+2sOPPVHM5f/a7vqb/9z5O+P6BJ2gN9vy906OpLxMynVd13HmPdd9UGvdBf4G6lngeQadz7Zey3VDrrZV20p5wCwu3xbhPcA3yk9+td4Lw9e6QfDLWnsjulGLePNWO/jj8gvzxnAeeAW4iOKaVrqklLL9PuDOJhNJJloMyvR+8+xzxb59CXh3Fw9uPXLv18eNShGr89H3Tn/55MLM8QNKqQckwHXg1aEU14b4tUBsM5qUZ/EgRJItVSlXbUkc9u71xptPbTbOBoopgHjl8vpXlFILJJ3PB/4iqa6Je/sWYjkvktQA61aUt6vj/tVb+/nzaxfdV288He+0d92J0bEtkgNHHThEclrKkVDg7vvW/nx4UTZWmiSDkZ2n3gYAwGmgAvzOLC6fJTmUzMuHl0hE1RQQDQbKD8Ttscv2BAvGVsi6qpSj/wbgLWYWlzVwH4mATpDoICKp8esSwNJxXd7Z/Z+RawBUVaUc2bS8Y1OVckyyG7ok3c+u3HJszZN7u+KuzK0x6BO8awACoi0gqtyp7GHuLYjhVjz8j9vj/QJ6p1YnocGeBYdrgRVY820AdIdv3pUG9ptZXLZnvSLJfrcZteJ8yw5RlfIdoP4nAPvAWKF1bRARrQUVDaf+PXvP/m/sP5lcjWY0gZmZAAAAAElFTkSuQmCC) 0 0, auto;}
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62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur77800 1.3333333333333s linear infinite forwards;
}
