@keyframes rwdcur125069 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 31 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYhb2Vy09bVxDGf8e+gA0GF2II0PBog7JACaoKSp+Rz6Lppotuqy5ZpH9GDlL/j6xaqYtK7SKLVmp1rFRV+qDQKgUlpIkMSXB4FLANfhB7uojtgrm+NoZkpKt7NWdmvm/mfOcexUs2a63oaBQbi71s6MMkEBFrrahGk8bHI5JO5RkZCXPrp5WG81xNRMoTcBqJvzb9hpwfPUNnAC5N9TP/S1zi8RQ/3E4wN//0WGSstaKVUrpExDN5eKhLPvpglKtXhnn/ynkiHSlUTxhUhq2VLb7+6hE3Y6t88/2DpifiOYF3Lg/w2adnmZjshWwKlVyHDh8EHLpHI0xPw2vBDJn8kHxnm9sWX62FiUt98vHVAS5OtKHiWxQfp2FPwV4akmlY/Rcf27z3yVmmLnY3g+1NoL+njQv9rfg3QR7s4UtlIORAKg9LG8hfyxQWM/hb8gTJ0RcJyqkSiL7Zx3hEKG7sIxTIOgUy97IUk+1kH+bIbQo8LuDEhfGxMCPnuprBdycwOTUo7Z2t4MvzLJ2hsJEjP5/AaQeRPPm9AvmUAp9CbfnZzzrgr9nL8QnM/v5Ezf29SdIBNRqArla6xvpwVBH/7i6BkMLJ5ilu59i5k+bO3R1+m11tSoQ1T0Eg3I4E+2kZVkiLgvUMpItIdwvO64LT4ccX9JNY2GV2absZbMBDA4sLa3x54y77z0KowRZUqIDq9aFe8aN6wvjG2tnvbOW+E6DY0eZaw1or1lrx8tWcwK3bT5S/WJDL395n8t1XCZ4bACeL7OfIZWBtK0Ls5gJf/LzGP/EdV3Bt7f/fWis3n+ePyP76VH2ukA//3Oattwfov3CGh0tJfowlWF4vsHhvjT/mErX33lzHmBm0tSXAKBiL1RodjQLQkHCGh7pkeDBEb1+I+KMkGxt7LK8kvXNFxMzMYAAMGAOG0mOuY20MrbU62a1Wx8ojfw5aIgJordFaK/AQ4WmY1lpZrat9FfAjZowRjBFTehoFqhdrrRWMERGpHedWpBESZdL14qqPo1ulY18mZYLHmVa1VTRgmkg2xqhy7sHta4pJrcTqEbt1fZIJHESS6i4OFfZYP0LAZRJ1SboG1Om8sl5jGq5Eqxrw/A+YOj7j4nOLrbyNUZR0U/Z7itAYow6wVsYYqQXmRZByHTdip3GUjhzhGjpy1VRl4YRK9qphXLRyhNCLNtdJ1BPhKRM4JL7y+4Vex55WEvR/Fe4Lzl/8ZLQAAAAASUVORK5CYII=) 31 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrElEQVRYhb2Xy29bRRTGf+PrV5onSQhp4zQpFEqL2lBASChUviCxYIFgA2LLCvgrOvkj2PA3VGx4iE3oBBWVR1ExVLSJ1DRNo9ihtZ048fvah0XtkNjX144TeqSra52Zc75vvvlmrqx4wmGMETsaxSwsPGno/SQQEWOMqE6LzpwZkcXFpJp5eVySj7KsrW13XNsUIlJXoKMmH3/4ojw79TRDPYo33owQu7HK0mKahdgjYrGNAxExxoht26pOxLP4+HiffPDead6/NMprs68wHM6ghoehlGZ9PcWVKyss/Jrmq6+XulbD7zUYvRThs08muHB+Gu6vQh6QMgQtTpwa4/NPA0wH75JOReTqT2tdkfC1GpiZeUbetSc4H7Hg5gMknoNgCYI5yKVgNU6gusVbH40xc26oG2xvAi9M9nFhxIdaV1Q28qh+hfj8SNmCVAFZTuDcynGMAlMjfsbHjkk3BFy3YPrUkMxeHOOlyRBsFnD8DoVcntCKDxXpo3q3iLNVwOcvEwiEmBy3SPyT62oLXAkMDoYplx0q1g6qBMVEHtms0DMzQDmVpRjPABZWVQjuhPCFWgrZNlwrY38k1L21LDs+i+pokN7RAQbPTuCjQChcwtfrx6oKTrFINpHjt18eEon0H90WAGRKkAs9xehZBWEHSZchBYwo+i6OUVndxhcqsRyvsBTPkcs73eC3NuHvf27w5Re3KWQD8FwvKuyAVUIFShAMYZ0boDg9yl87ATZLQiqZb/KAMUaMMeKVa6nA7TtJdX0oKPPfbPD2O1P0PH8S5WQRZ5v8VpVkOsx33y/z7fWHzF9dcQW3jfnvt20rt5znRfTDz3FVqojcjKWYff04p189yd83Npi/do9EBu6vbfLjtQet3a8vo/UctjE1wChog7Ft7GgU6PBbEIn0y9SJfiKTg9y68wjHqbK4mPSuFRE9N4cG0KA1aGqPvowxC9i2rQ58dgcGQpLJFDuqq0v+GLRGBLBtm/oH6cAHuFNwHgMpY9uNuV3wptBaC1qLrj2dArWba4wRtBYRaT3PrUknJOqk281rPI5unQ58k9UJHkStxtj1gO6iWGut6rV7t68rJq0KGyV2W/VhFNiLJI2r2NfYY7yJgIsSbUm6Tmiz8t3xFmq4Em1YgOc9oNvktEvObe7uW2tFzTf1vKcJtdZqD2ultZZWYF4EqfdxI3YUR6npCLfwkaundgcO6WSvHtrFK02E/u9wVaKdCY+YwD7z1d/d/8E8bNQM/S+xRCIzCWBSuwAAAABJRU5ErkJggg==) 31 0, auto;}
}
div.testarea{
animation:rwdcur125069 1.6s linear infinite forwards;
}
