@keyframes rwdcur207424 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhe2XXWxTZRzGf6c9Pee0XbuVDdqt3dbhxpwgY/gBTkYQ5cNAREHihTHhghgu1HghCYkaveNKoxdeYfRSojFCIkIIZoIBnAwQZBtuwthn23XdOkpPTz9fL8i40GQ9LRoT43N38n/f53ny/3jf90CZUFRNtKxYLcrdPw9LuRtl2UY8FkVRtfsyUbKBeUGnu+p+dMs3IMs2AoGAcLlc9747O7vEug2by8qEvFDQ4XSJpW0rGfz1Ipm0Ie3evkkAbF7TgdtdybnL/fTdGCVvkUlnUjicLpHLZVE0OwAZI0UmbUgLaSwYdDhdwt/UQn3zcnL5Aj7F4L19L9G2cScAl44f5dDhb7gRjqDrBrczBfQ7CeKxKIZ+B39TC0PXLi2osWAJ9GRCGhnq5+fub4lPTdCwuIrWZS334jbNSSKdIxyZJpMxsNskpiMTWGUZWVGKigNYiy6Q5ffzuRyVKgSWLEK/ncAtdGYiYxw7dZqvTv5AykhhVe3Uef2oqoZkUwiN3iwqDkV6ACCTNiRF1cTSB4L4a5cQjc/x6ZdHiMVmiczpTIfGkRWFnXte5ffeHgBGhvrNaJszMG+ikM+L7svDqG4PsdEBkskkuVyepmAjrR1rcVpyZNIporMzaA4ngCjWgGByDBVVE6MTURy+JgZ/G2A8NEVDYz3BYD0WkWX0+hUGe88Sn40yHRoHoMLtweF0FR1N0+dARlK41tONqtlpf2ITANl8Fm/tYjraW+lav4EH21bRvmY97koP+94+aIq3aAkUVROSdDeTbQ930Na+mnh4mFuzEp7FDQSD9STm4mSygl2v7EXxejh/5kc+PPA6ejJRtARFDciyDVlRCI0N09bSzODlHgwjDZINny/AF4e/Rk8mkUSOdw9IvPnWflPdP4+SFs9j67Yd4vkdGzn/Uzf9fX0MXJ8mmzZIG6mS+UxNwZ9x4thRybMoLGTZBoDFYsFqLYuqvOt413PbhD6j4q5wU1nhxWa1kMtl/zkDgWCzaO98WiiqJtqWNYuVKzp4ct120gmZvJGl0e/j0UceK8uAqZo5nC5R37Icb10jrd4qPv7kIzTVxsnjp/js80NMTI5TsDrI2yqYjU6QzxiEJ8ZMTYGpDOjJhDQ88AuxkT78dQ1MhuMAJISLiuoAldUB3B4Pk8MDeGtqeOaFl02JQwlT8OyWrSJbsODz+Tl77gy+2jrq6vxEpqZwV7gQVhsW2crKtU9xcP9e07ymWzdbsKBWeTnXc5bYzDSR8CRSIUdtoBG7evcBcvPGdT545zWzlOYNtK56XCQljZGBK/hqqunatIWmpmbOn/6e0bFbLKlr5NbNQexFL/e/omiqVM0unK67D9AqjwdfTTWSyGB3ugGYS6bQjTSSVcEf8DETidB39crf3wPz6OzsEnNzs9hVK1UeFy/u2k3vtSFOfHcCPZlkJhoqibPkg6j34gVCUzFsjkVUVgfRFDtv7N3DVGgcQ79TKl3pqKj0iKXLHhKT4an7/isqCw6nSxy5cPXfEf8f/0n8ARcjseDU3QgjAAAAAElFTkSuQmCC) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2WX0xbZRjGf23hnNOWU/pv7WgppRToGGMj28gM28XYSIySzEWXmJi4212ZuMRETXahRi+90cR46Y3Ry3lj/EuyzAWdTJBsHYMNygoUyp9iS9tzSunnBXHJTIRTNo0XPJcn7/e8z/e+T57zwR6eAmTFJnZ71vykzX2BkGiMRHd9/okESLIiDp84TWZl+d8R0NM3IP4+XrevQUiyIgAC4Vaa27vQ8jn++lYtTDsVBJsiItJ+kN+GrlEul4kdPo5kEmi5ZVzBVmTZyugv14i2HeDm0PUd+aoWIMmKCIRbOdj9DDPjI8Ra/Jzq6WZ07A7f3xjBrVpRVC9USgDcGv61KhGGimXFJhpbYpw52cObl15is8ZBb/85bKoTXddoDQUpm2sBuD02QrlcpqRrhrgNmVCICoooEPNIRMMNDMenyeVymCy1+BujFDQdVXUi2R1EojFga3JGfFFjRICqqhyINJEraPw8OMQxv5fe7k4SGZ1QcyvmcnGrUNepr3ciK1Y2yxvUSDIlXduW22JEQF/viXeCXhfCZCG9usZCagGvx4cFQSY9h8BMWYCuF9EK65hNAtmmspSa3XENhiaQXFgi7PeQmJsnMQdr2TyyIhNtbkdxrFPctJAtFHC4GygUt8y4OJ80Qr2zCS9e/kDMJ8Ypzt4GQJGt1Dvq0Uoa49Oz2K0yqstPpK2TGz8N4t7XgEWSWExOs5Cc2tGM264g2tEl8utZHk7GqTVX8Ho8FEsV3NGjbFRMuFUVRXVRsVjIpFPMJO5TWP+DDV1DCEHfuQvcHbn57nY9/nEFDpdHrC0tMDv9AIBNn5/GgJm5xTTh43bujsdJzUxypu95entO8sKLA0xN3OPtK2+RnJqkpGumh/fj2/XeXkA2s/LY6DIrS2J+2YvdKrOynCI9l6Cj8wivX34Nl8vO11e/xOrwgsmQrR6hqtTqOnRI+P0NrGpg2ihwrLsbh1rPJ59+9CimTz93nsGrX3Bn7JYhbsNyZcUm3KF2VrM5EpO3sdvr2N/eyVeff7Z1E5OZB/FR7o0N4/TsQ5IVYSQNDeXA2YELwh9sZH42iV7MoueznOp/Fj2XZymdQnU42RSCQn4dAK1YMBzFVa3AZq8THR0daKUKXUeOMjGVQPXsp78nRn//Wa68/yET8d85/+olPn7vjacrQJIVoaoqFkmhtqaGcLiFXGYRrE78DivffvcNFoul6t9x1ZAVmwg2RcTLr1wUsmITvkBIOFyeXb8Jq4bD5RE//HhdwNZUQpE24QuE/jsBNnvdY812+xTbwx728L/BnwrLbAHKT9uLAAAAAElFTkSuQmCC) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhUlEQVRYhe2WW2gcVRzGf7M7OzO72ezubDeZZJO0udWGJoSGRMSkBR/EEmwDFh8UH0TxyYdAxSdp60t9qEihCuKlaisVBCuIKEXa9KEXSSOaNElDbDQ2F7vZXGzS7GV2NjPHhyA0YHTiFkTJ9zic+b7v/M/3/58Dm9jEfxltex4VhXJ4Cvk5mZguVN+dAUXVRKAouGa3IX2LqKrdiaJqa76rWkC89MZHrisju1lk5UxJloPiDzErZ0pVtQ3E4tvWCFfW1GHmTI6//Jx0Xw0A2LaDLMvYtkOgKCgqyg3E8iwlhkEsFhVqqBzHthjsu+KWEthABoRwAPB6PcTLDOIxFcw5qivLKKtpJhjSGfmhF0kqKFbro6P9IaGommhrbRXf9Z4TielR8cF7x0XXvk7RsXuPiBnlQtUCorGpeUOd4eqsDux/XOSdPBXhYo68egijvhmAsf4eXn/rQ34c+4VcboVM3kEPBfErChcu9rjidlWvS719KI7NtrjB/PgNRGaWoe8vc/L9T7CW0+BRUP0Byo04WjDCwNCgG1rgbyrwTPdhYWbzLE7dYHtUYUskhF7sJ53KcOzUWWzbwev1sLNhB5FwhKxlUVZZTe+3l5hLJoHVjvkrjT/tgsbWDjGXmGDg6kUA/JiYwQomZubJpDSuDY+ysrJCVe12krenyaTSBII6mj+EbVn4fau0oYiOx+sViwvz6xpZ1929A2ZrZQWl4QC5vIPq82CaOYZ/nuSFF7t5ePcjfPHpGYpDOnkhsTiXoDiqk05lmUlM0d75JCcOd6+r4yooZUapaHqgHgDN5yVcHCH52wLhijqiUZ3+oRHKSw1CYZ252dscO3qEll27XHG7WtS1r1OsmCaWs5rZUJGG7PGRdrx4FA2f7GNrbQPZzBKp5WVu3bzO1SuX718XfPnVOWn2zl0ycpjEksndtMlyNodpmvj9Rezd/xTD185z6t0ThMMB1+KuDQDcHL8FwMRPI0TjdVjCQzhaQvfBV/j4ndfo6x9A9fs5+fabbik3ZqDpwQ6SU2McPHSUheSvzCSmGB8b5exnZ2htacPMpHEcZ8Oj2PVl1FhfzRNPP8vU5CQ957+WFFUTkuTBqNnBN5+flhRVE5aZRZZdU7o3YNu2OH1hkOf3tqw521hpCYGiAHDvwNFEMKyL1NId1zn4R1BUTbQ/1lXwk6xgE/+qgU1s4n+B3wGjNk68GU5HwwAAAABJRU5ErkJggg==) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207424 0.66666666666667s linear infinite forwards;
}
