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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEl0lEQVRYhbWXX2hTVxzHP7ZpTytLYGVqItL4UCZYKzSYSEGHFkY3fdA56MZmpejjUsbcLHsSfBEzFmTU1yHGrWFlVWE+iBbaPlTpTRkk1dwHq2tU2pIO/yWkvemNZw/pHVm8N386/T5dzu/P93vO+Z3fOXcdlWM78BGwG9gFbAHqgSzwBJgCJoEbQLyKvGVxGBh1uVzS7/fLUCgkVVWVmUxG5nI5mclkpKqqMhQKSb/fL10ulwRGV+P+F5qBUY/HI8PhsNQ0TVYCTdNkOByWHo/HENK8FvJuIUQqEAhIXdcrIi6Gruvy3LlzUgiRArqrIT/qdDplNBpdE3ExotGodDqdEjha0cydTqeMx+NvhNxAPB43RJRciWYhROpNzbwY0WjU2I7/1ERtwfe1s2fPvn/kyJGyy7S4uMjk5CSxWIy5uTnsdjvr168vGbNp0ybq6urqR0ZG2oFLxfbDHo+nbMEpiiJ7enqkEGIJGAf+AMaFEEvHjh2TiqKUjNd13Tgdrx3R0XA4XDI4GAxKYB74Dmgqim9aHZ8PBoMl8wwODhrH819sd7lcJc/5Kvlf5LtfKWwBHpQSoWma0ay2G0En/X6/ZYCiKMbMy5EXipiPRCKWOf1+vwROAtQAu30+n2W2gYEBgCD5fl8JngDB1ThTeL1eyN8pADxQVdVUaTKZNAqueM/LoUkIsZRMJk3zxuNxCTwAsAFb3G63aZbp6Wk0TVOAp1UKeKppmnL37t0PXux/8ZpRc2sAmyG/BfVCCNMsqVQK4GWV5AZe3krdMjXYhA2gwRCQ1TTN1NFutwM41ijA0WhvNDXomg6wbAh4kkgkTB3b2toQQvhYQw3YhM3nbjPf2mQiCTBnCJiKRCKmjhs2bKC7u7sBOF6lgON7PtvT4HjPfPFmIjOQf0FRA0wqimKZqa+vD+BbqusD3xzsO2jpsCpg0hBwY3h4mGw2a+rs9XoJBoNO8r2/kk443hvs3dyyq8XUYSW7wu3fb0P+7UgtsJhOp/e1trZu3bFjh2lQR0cHDofj3Zs3b34BrCP/6FwucGkCvgJ+7g32Nh86echS4cTQBGOXxsaAH1lNBvnb8KqiKNTW1loGT01NMTAwwOBvg8u6pivkj6jDJmy+vZ/vbTjgP4DVzAFyuRz9vn4e/vnwE+BaoQCA0UAgsK+/v98ygYHQ3yES0wmWUks02htxt7mxKrhCXAlc4fL3l8eA/cZYoYBmIcQ9RVHe2blzp2WSa3nhVWM2Nssp36m0rumtwCNjvKbA55GmaSe6urpQVXVNJFZ4rD7mTNcZdE0/UUheLABgaGFhoaezs5NYLPZGyGdjs5zuPM3zhec9wFCx3aziYul0Wr148eLHdXV19R0dHdTU5HVWs/w5PcfVH65y/svz6cyLTA8QNvOzKvl7uVzu15GRkfbr169vdTgcbNu2jfu198sSr2RXmBia4MLxC4z/Mj72KvfqQ+C2lf86K0MBDgNfu1yufe2fttPibaHF28JG90Zswoau6SQTSWYiM8xEZrgzfIdn88/GgJ+g/JJVIsBA8d/xZvJX6jL5i+Wt/R2/VfwDrqkTsuuGz3gAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEa0lEQVRYhbWXX2hTZxjGf/2Xr8oSUKxNhrRDihfWFRZsJReyrjfd9KKuQjc22xUFb3bKmNWyK8EbMaNRRq+HWKFhBf8xhCHWtlApPSlCMswBabtWpS3JwK6JaU97wreL5Iwsnvxp1Sc3Od/3Pe/zfOd73/fjlFA8DgKfA0eAw8A+wAZsAC+BaWAK+AMIbyFuQZwARl0ul1QURQ4ODkpN02QikZDJZFImEgmpaZocHByUiqJIl8slgdE0761QA4y63W7p9/ulruuyGOi6Lv1+v3S73aaRmu2IdwghYl6vVxqGUZRwNgzDkFeuXJFCiBjQsRXxU06nUwaDwW0JZyMYDEqn0ymBU0Xt3Ol0ynA4/E7ETYTDYdNE3jdRI4SIvaudZyMYDJrH8b+cKMv4f/fy5csH2tvbC76maDTK1NQUoVCIxcVF7HY7O3fuzMuprq6moqLC9vDhw0+AG9nzJ9xud8GEU1VVdnZ2SiHEGjAO/A6MCyHWurq6pKqqefmGYZjV8UaJjvr9/rxkn88ngSXgPLA7i787Pb7k8/nyxhkaGjLL8z8cdLlcees8Lf4Xqe6XD/uA2XwmdF03m9VBk3ROUZScBFVVzZ0XEs80sRQIBHLGVBRFAucASoEjTU1NOaMNDAwA+Ej1+2LwEvCleZZobGyE1J0CwKymaZZOI5GImXDZZ14Iu4UQa5FIxDJuOByWwKy5WE8kEpYLR0ZGJKls3w7GHz16ZBn39evXEliD1BHYhBCWEWKxGMDqNg2spvlvIK1XaRrY0HXdcqHdbgdwbNOAI81/A2m9dfP5veVANBotmAOlwHQgELCMUlVVRUdHRyVweosGTnu+8lRO7JmwnEzrTZsGplRVzRmpp6cHoJet9YEfj/ccB+Buxi/LwBRACalO+HR+fh6bzWYZ8erVq/T29s4Bn5K/H+wDxrt93fvbzrVZLtjc2ORs7VlWllfqgXAZEI3H48319fUfHTp0yJLk8XhwOBy7Hjx48E3adJiMJCKVI98Dv3b7umtyiQM8Hn7M2I2xMaCfdDBI3YZ3VFWlrKwsJ7l/up/7A/eZ+G1i3dANlVSJOspFedPRr49WHlOOUXe4Lic/mUzS19TH3JO5LyF1JiUZ86Ner7e5r6/Pkpx5hqt/r7Lw5wJrsTV22HdQ+3Etjj2Fq/W29zY3f7o5BnxmjmUaqBFCPFVV9YOGhoac4tvFfGieC00X4oZu1APPzfHSjDXPdV0/09raiqZp71T8hfaCS62XMHTjTKZ4tgGA4eXl5c6WlhZCodBbC0Nq5xdbLrKyvNIJDGfPW2VcKB6Pa9evX//iWcUz2wHPAUpLs30WRtJIcufnO1z79lo88U+iE/BbrSuxGkyjBrix372/ue18G56THipsFQWFNzc2mbw1yb3+e8w9mRsDviPrtRdrwMQJ4Iddrl3NnpMe6hrrqGusY2/tXspFOYZuEFmIMBOYYSYww+StSV4tvRoDfoHCCVSMARPZX8cfkrpS14FF3uPX8XvFv7ExbR2ccMiZAAAAAElFTkSuQmCC) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur247631 2.4s linear infinite forwards;
}
