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12%,15.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJMklEQVRoge2ZW4glRxnHf19197mf0ye7414ma0/CJGsuXkJIdAky7IOg5kGMhhARdcUYMTFoEAJBkhACgg8iKIl4wZcYUIk+iIoEwTgYE0TZzYV1E3fWTLvZbNaZ3TkzZ86lu6vKh+ozc2YyM7vJzqw+7AdNd9eprvr/6/vqq3/VgYt20c7L5H/R6dQEPrAX+CBwIzAKGCAGngWeA46NT2LO1tYFJzA1wU3AA8B+oIQCCdxvNgEsAG3gN8BD45O8slF7F4zA1AQl4CHgPimg/B3gN0GVhlAY0F3IzoA+BVYzD3wDeGw9b1wQAlMTFIDvAwf8d6AKoyCFjb8xXUj+DbpFBjwMfHMtEmorAA/b1ATgRv5AMIoqjq0EbzMwHQfY6iFgZSiOg7cdHxdyt67V/pZ7YGqCG4Bn/BEKxcuWezRdSE6CmcuBC4gH3nYo7FwmaTX0XgHT5hRw7fgkM8Ptb6kH8tG/X3wKwaXL4PU89I6AnqFtM36M5YsYvmxTnsxOknRfBtNzdcWDwjsBYQdw1+o+ttQDUxNcBhwMdtMs7HFlpufA25TDwC2rs8zUBPuBJ1SV0dJeEB+w0DsKeo7DwAfGJ2kP6i95YGxszB8bG7spiqLN9Mp1CE2vuVyQngKb0gE+vVaKHJ/kaeBes4jJ5vJCgbyNK4DLhusvgZ2ens6AbwE/iKJoZJMI3IiAKuZvFvRpAH4/PsmhDb57Englr+uAVgAoANcMV1wx2tbaoyJyAPh7FEW3RVHknx9+diB5GOAyTp5pnt/oozxdHjbd5TLxhtocstXh8iLgK6Ui4Ang8SiKRt8meIAMGKyuwzOufA7fllags0tPyXCl1QQOWWupVavUqlVf4HbgYBRFd7xNb/wTCyZ1L+LnKy98JNdDa9rUBNuAm7z6EP506fHVjQgcA9qZ1tTrdXY2KpSU3YFbRX8ZRdHet0jgOQzGdJYLfBcA7wXuzNPsavA+8AhC09++XK4XAJgDjqxLQERmgOOdToc0y/AqdS6tCCOB9gU+BjwTRdFX3oI3DgOvZrMshYC/HbwmCvg28GA+2gPwo7jButPfCV7NlVvt9BHwN+D4Csyre4yi6LfW2ps9z2PHjh0UTUq18zqdTDiV+HSMGGASuDeO440yyQDUwwgPlvaC18gBZdCP84xkOQ0chVxiK2rBTigMLXzpG5DEAHxyfJJfDbe/Vs5/QUTodru0221Sr4AuXUKzkDFW7rOzoJUS9gN/jKLoviiKSmfh8B0sx/pxLpdxc6F0OZT2gr+TbarG+1WD64NRaqWrVoLXi5CeAOAPwK9XN74WgYMAIsLs7CxplrEQ1PGKFeoFw2ipzxXlhLpnmrh1409RFO1bD/34JHPA522Xud5RMP38B3EeKUZQvhrK73LAveoQ+Db0j4LNiIG7xyfzrDZk3uqCMAxT4B5rLVmWYYyhUqmivTKXqEUCpSkoSyPQBCJ0tFxqkNvDMKyEYXiw1Wr1Vrf53WmmvzrGP2zKh/UZygRucZN11nybubBJp8FmvArcNj7JC2vVXWsO+MAZrXWt33fDtWvXLmq1KiOyyC77GqkWUiNkGtqZx2vdAmdSBfACcE8cx5NrdTY1wT7ge8ANquzkgaot6x2bulHXZ8AmGOB3+cjHa1NdR8xFUfSstXZft+uWQs/z2LNnD4XAY9ybpcEsqRFHREOiFTP9gONdn76RBPihiDw8PT09s7rtfGf2CeALwLuBEZZDOQNOAn/FZaOn1wqbcyHwI+COXq+HMW4TFIYhIyPbKYrhfaXjeKZLkpPIciKLmUfcKTCTeFjLEeBe4Kk4jt+0k5qaQAG7gCi/G1yKjFdr/rdD4C7g0TRNybIMa10S3717N5VKhV1Bj6tLMdroJQKJFlIDqVbM9AL+tRjQ1ZIBPwXuj+P45LmCeiv2pkkMEIZhGfgcIAMPACRJQq1Wo0eBmqfYXlzAV+Api6dYuqq+ZqSosVaptlbXWbg1DMPXwzB8udVqnfWoZDMIWOAAUB4moLWTkuVyhdNZiajcp+L3cuA2J+OugrJcUsxo+JaFzGumRm4Brmk2m39ptVoLW01gEeeBEWstIsuR1uv1KJfLeH7Aoi5zeXWBgpfhKfAF1BAR34NqoNlZ1iiUmk/VtcbymTAMT7RarRe3jECr1TJhGH5IRK4alA2TSJKEarVKxwaUVIFd5UU8pRAlKBGUKNTSsxAoaJY02wqWVupVEyMfDcPwqVardeJ8CWwkyg4CHxeRJfBKKYwxJElCq9Vi27ZtvNSucnjxyuUl3YKIdXkdlyVsXk5gaTQ1ndlWSRtzM06cbRmBQ+BGfgB8mMT8/Dz1eh2/GJDogdi0K9KaAIgrk/zeNwZjrcJJ4/O2jQi8BBgRt+CvJlGpVAiCAG0skrVRWDfyQv6Mu6y7Y6Hd1ZxppVhrT8FKVbnpBETklLX2uIhEIoIxZomEiNBoOG2cpV1s0nHA3ZA74K4NREAbaC0auokBJze+FMfx8fX63hQC1toObocWrZ4HxWKRQqGANYZeZx5rsiWww8AFSLSw2Adj6AE/AR6I4/j0ev1uGoE4jk0URS9Za/crpVaEUK1WQ0TodBbodvtvBj7kicwojFEAv4jj+O7NAn5WArkdHDwMJrPneRSLRbTWzJ2exViNsAxcRFxGGg4pilhkXxRFfhzHG4qzzSZwGKcQ/UEIVatVRISFhXk63d4SaOcFWfG+RDwIEPG24ZTnpmqisxE4AnSAhlIKEaFUKpFlGTP/mSHNjDtVZhBCA9Ar50HRKw0OpjZVB8FZTqfjOJ4Djg/kRLlcRkRotVr0kwRjwVpBG9AWMuMyjjaQaesuA6I8gFNw7jJ5UwjkdmiQQovFohv9GYejXC7TaDTwPA9rwVowdpmENhAUyoMM9vO19gUXgsDzAEEQoJRibs4toI1Gw4k6z3Mrsr8yGp3HKhSLRXCh+NjmQnd2LgdUfwYyrbWfJAntdpt6vT4Y1Z8BJ5RSX6vX62pwCCAi+L6PUgrcLutTcRxvevjAOmp02MIwfAN4T5ZlV3Y6HeX7PiJyDLgzjuNHwjB8CjgkIpd7ntfwfb/oeV4iItPA48Bn4zg+uhXg4Rz/oYmiqAl8HbgeJ/IejeP4xKo6BdzetoY7QZ7Jk8BFu2j/z/ZfEoqtTlfcBCkAAAAASUVORK5CYII=) 3 12, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHiUlEQVRoge2ZW4gkVx3Gf/9T1dfq7hp2x2WJaw3JaAiRQBQNK0iTB1HcSFAQWTHGPERjkCUuogiyDyGC+uCLEI0X8hJEs6CCF5R9EZsQI4nZMVkk0Z3AFMto1tnZqZnu6e7qqnN8ONVz6enumXF7RsH9oOjDqVOnvq/O/3ZOw03cxP835L/14vk6eeA9wElgBkiAvwPPA5dmG+i9zHPoAubr1IDPA2eAEyOG/Q14Ajg/2yAeN9+hCpivczvwE+BuQO0yPAF+CTw62+DqqEGHJiAj/1vgtn0++hLwodkGy8Nu7vYVJoL5OmXgx+yfPFg/+cZ8fTjXQxEAPAC8e8x9nV2j8CBQH3bjwAXM13GBsyPe9U/gMeBdwHuBbwKrQ8YVgUeHzb/hAzMzMy5wjzHmhTAM9xTC9oLM9l8fcusqcN9sg5cGxt8PPJuR3opV4Ohsg2Rr58ZXWVhYSIBvAd8PgmB6Atz7uGdE/5OD5DP8Ght9BlED7hjs3LasxpjLIvIQ8OcgCD4RBIG7T7LDcHxInwZeGDY4S2AvjpjrlsGOQbt8FXCVUgE2ajwTBMGOh/aJZER/Zcwz1RH9O5LaoIA5Ywye5+F5ngucBi4GQfDwDazGa0P6FPCpzMG3Yb5OBfjIXucaFPAG0EzTlGq1il/xUHAM+B7wsyAIbt8fd8AmomHlwP3AV+frm846X2cK+DY2Uw/iMjZqbcO2TDwzM1MxxrwI3DE9PY3rOLSWl+gkCT0jAEvA48BTYRiOMo1tyBLQLzLCg9DAy9gCzgU+CLx9xFRfn21wbqwAgCAIfmOMOeU4DseOHcMkPdrL/6KnIUaR2pc2gLNhGM7tUcT7sWXEOLsfhyvA+2YbXBm8MSy5vCIitNttms0mKpenWPEpoimTUsAogXuB3wdB8JUgCAbj9TA8Bzz1H5JPgC8PIz9KwEUAEeHatWskSYLjeRSKxUxEgkeKi5nC5o0/BEFwchyD2QYAXwOe3if5GDgHnB81wBns8H2/B5wxxpAkCVprymUPlS+Q67RwjMYB8hgESJC3Aqd93y/7vn8xiqLOsBd9Z4H0sRl+B3SAuwBvF/Ih8Ajwo3Gbm2E+4ALX0zStdLtdAI4fP07F83A66zgrb5IYIUVIgR6KFg6xneoV4EwYho1xzObr3AZ8FjgF3Akb4bSDdepfAU+P2weMFJCJ+KMx5mS73QbAcRxOnDhBznUpri6j1ldIENJMSAK0cWjhoO2y/0BEHl9YWFjaRYiLdexbsMFhEWjudTs5TsAPgYc7nQ5a27l832f66FGUMVSXFyHpWhFItiJ2NdZw6KIwNumcBS5MsjgcxA4fyMi+DbjPGIMxBoBut0uxWMTN55FcgXJnDQeNAhwBJeBgKGJ9pIdMG+Q0cKvv+3+Koqh5mAJKwGcA6a8AQBzHVCoVjJsjJ0IpbqEwVgRWhBLr4EU0BlEJcjfwcd/3/+H7/utRFE10NUYJMMBDQGmrgDRNASiVy8S5ApVeh3waowCFsSIyIY5AiZQchhg1pZGPAXdOTU09H0XR2kELaGFXYNoYg8imq3Q6HUqlEm4uR5Ir4XebuCbNRLBtRRyBnGg80YCoGPVOA5/2fX8xiqJXD0xAFEXa9/0PiMjGBmKriDiO8TyP1HVxHJdK3EIhKBFE7K81p812SQwFgRjlpfBh3/cvRFG0eKMCxpXIF4GPSkYKQCmF1po4jomiiCNHjnC94LHyllnInN3CYDabGz8KmEpSllZWilrrUzB0RzYxAXNgv3yf+FYRq6urVKtVnHyOxJAF5C1s+xCTxWoDYkh6KcYYBazcKPndBFwCtIiorcT77XK5TC6XI9GGpNu0BI1BMiGCFSVsJpt2nLLW6mGMuQr8/EAFiMhVY8wVEQlEBK31hggRoVarAdDrtul21i3RjHXfXUQEAbSBdlcTJxpsufFIGIZDq8uJCTDGrGN3aMGgHxQKBfL5PFprWq1VdJpYstkXJyOOQKqFXgLa0MFWo+fCMBx6TDhRAWEY6iAILhlj7lVKbTOhSqWCiNBqrtFud3YQF9mMWgaFNg7A+TAMvzAp4rsKyHCx3+g7s+M4FAoF0jTl+vI1tE7YYTZb2gDKLQJyMggCd69b0UkJ+Ct2R+T2yXieh4iwurpKu9PZYe8bfmB/EBFySqOUcwSYZsjG/CAFvAasAzWlFCJCsVgkSRKWlpZIUmtSW0vaviAlmx1ufiOuTrwqHXu4G4bhCnClX06USiVEhCiKiOM4y12CNjbSGNhop9pexljHx56Fjt0fTFxAhrl+CC0UChtfH6BUKlGr1XAcW5EYs3n1heQLJbJU8uxB7Av2IuAvALlcDqUUKys2gdZqNUqlEo7jUK1Wcd3t1igilMtlCoUCWFP87mSpW+zluPA5IEnT1I3jmGazSbVa7UeYnwKLSqkvVqtV1T8EEBFc1+2bzhXgk2EYTtx8YEQ1uhW+778J3JUkyTvW19eV67qIyBvA58IwfML3/QvAnIjc6jhOzXXdguM4sYgsAM8AD4ZhePkgyMMe/+QLgmAK+BL2b6I54MkwDBcHxuSxR+kV7MZ+KQsCN3ET/8v4NwXH1atun1aIAAAAAElFTkSuQmCC) 3 12, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
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88%,91.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
}
div.testarea{
animation:rwdcur168464 0.41666666666667s linear infinite forwards;
}
