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33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGuElEQVRYha2Xa2xUeRnGf+fMmZmeubUzbYHptAMdLqVaWZablssSF7dbrSASNqmVNVlN+GDiZnFRYQEV/OASk5XSCFstIOyuqwipy+IEZQ2LJKgJXzQRsJWLsLalhcAWKL3NPH6YC5dpLd3sk8yH88553+f5P+97zv9/4BF4PB4XsBi4Buhj+l0DFluW5XqULwe2bS+OxWInjx49KknZIpL07jvvyEhfFwaD+sn27ZIkh8MhQMFgUCdOnMjJO3LkiNxu98n0wkaFC1gIXJs/f74k6eXvrM8Waj3+RyUk5fv9AhSJTNTfzv1dp07/WV6/T4DKy6ZIkna+vjub17RrtyQpEolknFiY5srBwmg0eqKyslKA5s6dqyKf/76NT85W8TPz7187XTIXflLe+RXCMFIxw1C0drGYVpS9ryhSqCcqZsmwnKpeVC2/7T+RFpGD1ng8LkmaMWNGTh/doCDmQzHbgVwYD8UCOOTAkZPf3NwsSdqwfoOAwyMJ+MXSpUuHmpubU4R23gPkpp7Fq3r8KsYpQDFc+jxeLSeg4rSwyViqx6/P4svOCiDT5ZIkbduwQdOnV9wFfjySgFKgCUgsWbJEkvT9b64ToDl4dZkyiXI1kGrLCwTVxwz1MFm1eBTE1IsEJcr1D8IqSovKuDolUiLgHvASEMiQmg8I6EgrO93d3Z3s7OphwReWYVkQYJArDNOLm36G+QRO+hFtJLiIiYlJDBe9wDA27ZiUpksnk0ku9Vyhd2iwHzgItAC9IzmQQUnaiSHSUxyPx/UUPk3F1jYC6qBcmylQNR49iUM7KdZVovo2AU3GpWUEFI/H1bQr+zTcTa/c9/+IATAMw0y346SrwDfUNfihmnbtViht6etMkCjXTiZqJpbCOHSYiES5fkgoNfkYkqR/XTyfId9nYwQwjDH5H0Qp0FQeDCccztQLJR6PazkePY9fawiombB+RrG+SkBrKNRqfNmeOy2XggWhe8BLtm0HxiIbyQqTVDtOAYnMC6UalwA14NMw5brJZH0Oj7wGqnH5JEl7f7UvM3D7AZ/D4Rg//wMoAZrmlESGli1/RhiGVhUU6ct4tZlCrSeor2CrtiAiQLWr6xQtK338no8Fp5PsTABDT6+s1Q3d0XfnfUYL8CuKpdcantdVJTRvblW250DA7XaPWX9Mb5JJROqxeQ/I8wUK5xVPe8Loa/wpV4eSDJPkqZt3aPflcez48f4Pb/W+Qupx7k0kEh995SMgOxMFGIl6fHqXUrVSpucIyuu63/PxFn1cJIEu4I1bqNuHkwV4mUMeMMzdQfqAdmBwPALGM54mUIVpNs6pnldqX+00ztDPn+gnSRJzQaV9raN7NvBP4BLw8fnvDwRNoAFoX7t2rSRp3bde0FRMuXFp52s7JUlLn31aQA+wmVH2/EcxpgMzpk8zezq7q5IkdzswYxc6O41g/y0uv7qHPBxMwqL8D3/lFF0cPNiKIa8nkRyYBZx1Op2XksnkR3fCa2ECa4D21t//Rl3DvcpPHz4ayNctJquDqJaR2ro9sYgkaceOHQJuPI4Tow6h7bTNu8NUAT8AYh9cvsiVjh4GHBYAfgw+IME1hIdUrI97XL/RyYULFwBCwDqgdiwRObAsywQaLJP2w787pO1bNuWccDwGmo1HVbjlfORUBKilZa/27Nk37pnIuDILaCfPnbh9u1Pvv/f+uI7hdp5bZ8+eV1tbWybWA6x4HBEmsCYQCLS/snFTalfzWCq0c894K7D1JhP1FmEtxs75v7CwUA6HQ5K0devWx5qJ7MpramoSkrRt649GXeVa/BIV6mWKVuMf9b5Dhw5JkioqKjIiRnVidSgUag+Hw7IsS6tWrVIkWpJT8DlsbWSCvkZIW5ikl8nXNwjqexToS3hy7o/FYqqrq5PD4VBlZaUsy+oBXhxJwBuNjY2Jc+fOZT4iRvztIyxRrkYmaQlefRq3DhJNxyaMmlddXS1Jqq+vF/DbDKn1gICOtra2voKCAt+dO3dG7FEIi/8yyBU8dDFAFwP0If5DP//GRw/gx+Q2yZzc69evc+zYMW7evHkeaB2p/kzgLUCRSEQHDhzI+cb75auNWolPNXhUh629q76u5roVqiFPX8Svlfj06zd/npPX0tIiy7IEDJB6pY+6Y7qAtxctWnRbkjZt3JIt9JeTp1PfeM5Un6cVh3TmzBlJks8TEKCCqdNShAf2ZPP2798vSSorKzuXJh8TM4G3Kyoq5M8LZAtFiido6qemP9TXknCRwmVlD8VmVVWp0B/KXufn5ysajQ4ADX6/P2fl/wP7r+Og8QiNZwAAAABJRU5ErkJggg==) 15 16, auto;}
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}
div.testarea{
animation:rwdcur110459 1.8s linear infinite forwards;
}
