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10%,11.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIElEQVRYhe2WTWhcVRiGn+/cn5nczExnJkmb/qRp7I9J2kqprdZKsYIIInUhKG4KFRQhS3Hv0q1bcSW6FMSNFKoSRKULpaAY09Zqm+aHhIzJJDOdOzP3nM/FTFdNMokt4iIvXM7lcu953/u+3/nOgW1s4xGi4KHdBg1BAYL2uBHMoxTQ5UMxhAYIQLM9/icCBlLokawh4wsZg6baf1/wN3aho8I1ydKoU/AN9KcNyw2l7pT9kSHyhdgq44tOALIeqkDFrs3l/xsBT+UNoYHHe1JkIp+vblW5WVFKdeXiYMjl+QRwAIQGPIGKXXuuzQpQQAZTaH9aeH6nzxtP9hEc7qdxt0R9tU7NJVgHf1UdPsrJHaLT9xQHBAIZg1bcgy5spgb0SPg6gN6pI7lAeHk0T7CjC04douv4AGMXDvLCLp/HMobZ2PFHxZHxhXM7fU7kDblQMOuE3ckBPT/wPqjlxnTrwYm8R9/5o9i+AqZp8VCq82XGnu7l59ur+ALRVJ0jGWE1gY9uJYRGKIawUnuQYCMH9L1XLzNy6BS9+QMAnCuK7u8SbOgTDuyFICA5NEDVCQHwzGgPI/0Rx/IeiYJR5UBkiLxWDFtxQN++8AmJg3yxl5QUAHhnJMPI4SJmTxE7PYc/NAjXb9J/aggtROhKjfoPNwic4+piQk9KuDgUUood3yxYbt57sBI3jMCJkjiIslkAXrl0muDkE5iwCz/Xj43LmNPP0liZR+MqMjVD7uhehmcrJL6Hby3WKX/eU6xbux2sG4FVwbZFNFsrivSZM3hRAS+3B4l24+cG0WYNbTZABBoJP165wWJsGYwMgREOZj0my5bxkttaH7CqgMPicKq8++IE4fFR7PTHSLQbTEBSmoC4hjQaEAY0VmtUq01mGnB1JkZVma3D93+vTd5RgFXFRzGiJKqMnZ3E2zeMK30J6qEIJlMgzO/CNWKSpasU+rr59FqZn5YsU3HnTruuAAfY9qU4EhyJGi4d/R3TM4JbGSfY8xyohdocJpslOPkbvfMVMr+UOZYxTMWuE/9GNdByINFWITZVUVWaqry2bwKTOw+2BiZAxUcri2ipzJ1r0yw3lL60YbS783a8rgPatt2gmHZfb+JIRAh3wJv5SUxhmGTuM5q/fo1bWmT5yjXGZ+t0B8L11YSJ6kNF4HC0olDAqcViiHIQGEAdY2cn8XcPr/n9UKoTdQcBAE4siSqirU3F77b4IigQGoPXXh2+CEkcU67epVybY2H5Nt/NfPBwAhIHIWBxCA4/3cATwQC+eACICD4GVSGdNjivSDleuE++qbPGugKa7YILAYIaAjgMIq0GJSKtexE8IMHQVfD4/Nu3Nk2+oYD7sLKEwVAHjHp4KB4GDwEEo+BhMMCHX7y0JfKNXu64fLY43za28f/FP/jXwPNahlueAAAAAElFTkSuQmCC) 5 26, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhe2WW2tcVRTHf2vvc2Ymc81MMhnTNjVt05C01rZeQIoVQVpsQYQ+CL4VUcEHoeJTH7w8iH4BP4D6BURQsAhFsEUoFluUJkg1ljSNTZomIZnLmTl7Lx8mbYXm2vbBhyw4D2efs9f/t/977QtsxmY8wugQdKN9zKMEyASwJYlmNgDy0ADlBJpeEiwlhO4EFMJ73/NmdRh5UOH9OVEjYAVCgT+qbZ3hvGFfwfLtRIvxqJ0/Z9EFt7xW8CDiT+dF3xpIUsqGPLcjx+cXbnPrWoP5GIZyhluRUk4K49G9wWcFXdT7IdYLoCy5NZhBny1Znq8k6D64nSAR8Op0nd05w4eXa8xEyljNEysMpdFYIWGEqaay2Lo/8XpqQJ9MvHYHAguc2FekvKtMbmsn6UqeXTuK9HZYjvQEVFKG3pQhGwiHKyGpQLjZVBp++eRrAeixvo/Y2jN4t2FLUqh0dZB9/SWsCIQWF3v6M4Y3hjO8/1SewazhcE/AzqyhmBAiD93J5cttNQD94MT37B14hnJnPwBHS6KHuy23vcFN3KBZzGNij91WwqcS9D+WoRE5jm9JcLPu+flWTE9CONhpGMgtL7VSDei7r3yJ89BZ6iYlRQDe2Z/nheNDhIU0tqsLWyqjzYjc1THyu3vxgVAcmaBx/i8WWg3yoWFrh/BEIFyresCtGwAAJ0rsIZ3LtR04dQRNpwh7t2OSGUyYojk9jgzvxl8bQ+eqNMZn+GWmxcmdSb670aI3JVycdVyavV98VQCnggf8EgRAcu9B4toiQWcfSIiqJyh0E126gPYUIbT8eqNGq+kYqyuRU2aaSiDw24JubB9wqiieGA+qfHz0CsHAHtzkF4hYSPcRX/8RjevYgV1IDM0/J3CzNSYbnp+mHTOR5/wUXG2svOGtWIROtQ2hCqK0VDl9aBTbexIfzUJcJawcwKbLJMo7CSt9hDv6efHlQUbmPbNNz0gVWU18VQf8f54Yj8Pj1HBq7wjB48Po4jkAbKULoptgkpjCNI16iwNFy3DOUJyK9dz88tavCeBUiVWJUdS331GlpfD2titIdg9+/iz4Jr5exS1cwY/8zg/nxxmdc9ScUvdrH4orAqi0pyCmXQuy5EQsQliA9zpHMYUhotFP0No8rW/OEMXKxes1MhZGFpTLi2sfdis7gL87BQCqDoehIw+hAdRz+tAoyaGhZft3h8s2rx8AwIkjVsVo20qbcVhpL8/QGMyd1SFCq9FgrjrOXH2Sf+b+5szEZw8H4JaG7vAoniDVxEjb0UBs+2QSwWDwKiRThpwtMduYuiO+rrvGigAtbS89C2hYX4IxsAQhIlgRYhEs0MKQKlq+OvvmusVXBbgLIrMYDDFg1WJQLIYAwSMYBYvBAp9+fWxD4qv9vOHb7Rr5NmMz/r/xL8qztYV7Hq2RAAAAAElFTkSuQmCC) 5 26, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEKElEQVRYhe2Wu29cRRTGfzNzH/v0rtdrr72JCVEUCEQJipAoAIFoIkUICVEgIbooJT1pEAlNoMgfASUNHdCEAlHQAJEsgklICLEdP9bxc9e7e++dORTXTnjtep24oMiRphhp5nzf+c5jBh7bPloAstc7ej+AsyoF1gpqAZJTiB6QjNoPAiN+CmYljSjvwXIX2rK7f28/CLQTKPhQ8FICjsEje6QUHMkh49vR+xoqvsLTYJRiNPNAmX720AqcO+RJ1lNc37RMrTvGAkU9q8l4ipmWZa4D3gAyPBSBw1nkUFZxYDjAqJiuS/CBalZTzWpaFm40E5SCokG6Nr0X/UdmzICYAlyEVPZaqKiEmnoIz9VCjpU8NmOhbWG962i0LVmTYo2F0LS9C3IQBeTt4Ck+j67LiA/HCprX6z4vTYTMNhNKQyGjReHWWkTR0/y+JQwFGmuF5Ui43bKMhYIXIavJv0nsRkA+nDyDlQRmr3N20uP5J/KcKHuEoSHbapLrRmjgaNFQLwccbiVsRI5u4vi1KeQ8+HYpwfSoh34E5Ou3PiJe3WCxsQSz8OapEU6deRaXCzErm9RbXbZuN3CBz0pngafrBTYjR2Olzfd3O3SccDBveDLvuNl0eyIgn75xHpyiWhljWGUAOPnOC8jkJNoPkR+uYjoRmZefIQ59Th6dwF9vUUboTM1Tb7RZMnD1XkwrEVyPhuybAlEGnKJYLKeHxw9gSjVMbgT3agXEEWoftXYXWx1GNVZwv83jdSIm8obvVmPWYmErERoxKgD5Zyf0HERKDKC3SaTHTHUcUxhHBUOY4iQmPwoIQXkCr1RFaqPYdsRMo83UhqOW9yj7ip02DA3k9N+HU08CIgqH4NCIaK6dvkxw7AJiYwQD4Qj4ZbQf4Lot7OYa+s4cW7FjuuXwNPx8L2KuLdzpplFvWtSWG1ABEYWIRkQQBSKG6Rc/xjv0HkoBOgB/CLwSOszhzSwS31jALm0wUQ75cdUyveFY7vafxn3eAn1/ue0lYvjl+AV07V0wWTAZVFBCaYM6cZz1WoVbsSKTJMw3LU0rLMT936VdFEhVwJkHaojh2sHz6OIroAx4eZQX4hVGqFTzDEcRV+/FOIHEwYGM6itBzy4QtZ0CNGnaBIdBKQ9KeabLF9FDr5Hc/AS7vICbneWPL6f4aabJV/PJX3LfPwU9CaSgD9JgRdAYGApBezghrYkj7/dyMdCXoO8csDsqiAY8bF6jVNpTWgsilmunL6OUo9NpMdNaZL69zu21RS7NXZFBSPQm4NK7OwUYZUirH8Go1LdSaYkqMehMgYpJWOq0uDR35dEVEDGIpK912xcgRm+DgkMphVJ2e2/RKMzwEOe++Wxg8L4EdmxVbd1vFSOCYNEIansh6R4sZ774YE/g/Q7v+X+/i7/H9tj+v/YnMzDDXlOlkYEAAAAASUVORK5CYII=) 5 26, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhe2WzWtcVRjGf+ece+98JJPMTKdN06TWgk3VlrZIsVYXghahoCBdWBBciIJuxL2Cgpvi/6ALXbpx40IoWJAurFI1iP1KbaPNV5Mmmclkvu4957wubrRIm8mk7cJFX7jcC/e87/PwnPd9zoGH8QCjXyObzdEPkoBSm895oAQ0kFdIVvWuxH0TeLwP2Z5JAWsOVc5AqCECybAxkeB+wI9vN7K7T3PulqVjRcoR7MgpZtrQssJMzIabcs8KHCwo6STCtVXPjpymklU0PSwmUImgmOmtzj0pMBwhIznFcFZztSm8uy9PS+DT8Qa1WKjGQtNBQSOJQKBABBpypyK9EhBIk48OKskbOFAMGAxgNA++nTCUDxjJKYqBgNLcaHo84AUSDy0HDXtn4V4GR14bjvhqNqag4eSI4b39/WwdLjA5uczpmZibVjESQcsLu7KKMDT8VrWcW7TMtUEr4Urj7lgbKSAfH9yJUwKzU3ywL8sLewcZ278N8lnq1RbPWGFXJUenbfnyjzZRqGg74ZF+w8SqZ7HjWIhTk9IKnP/vVnQjIN++dYKkvszNhQVgijcPbyE3UiLuy2EO7aHUccQT82yp5ClsK/DhE3VW5+vcnFslNprLdU/iYCF2KAUrrvcekC9OvgLWUymWKQVpXn5oABUZ2DtKtHMPZtswAybErizhtCaanaP002Vs4jl9aZm5lmc5Sa3Ar+MIXbdAvALrKeQL6eITxzD5QWyrhtIak+lHmQArt8CBbrRQo2Xkr2XOLnmqHY+IUMkoVq3QaN+Jsa4PKCfgb5MAiLY+RrjjKNmhPegwh9IGcRYVhPhb80izzfT3E/x8rUYhUByuBCwlwkoiTLXv3oTrEhAneAHvQKxw4fWXCHa/D2E/KiqB0ggGHUSYXAEpDWBWmpyfa/Fr3XOkrFlJhFoMM531p60rAXGCiCAoxAqXXn0WXXh+LTNDMHQEPbgXky2iReMOjPHUc49SxTBeE35ZtHQ85LocTutbsV97XKqCt6kSF1/ch97+BqgQfAwmQvdtJSiUoViknA85GDl+r1r+bApWwK0L0qUJxQliJaUuPv0WgUS48PQoZuc7+KVvIKljq5PEE5dZOH+d1oVp6h3PxbqnlkDrLvbbGwG1G3FTiLo9Qt6Ccgpyg1w6VkSXXya58glu4io/fHaWM9dXmWp6fqx5FuONwbsS8ChgDNwECDgraAsUBiDUeEl7Ihz7aL0SPd2PuvqAUwqRJxE7DhZcpg+1Zko60ohJp0OFinbS5kajwWy9xeRilVPj0/8eYPdGwKe5Ho3nEHE4noIbMGskVKDQESgEnc9SxjC/0ubU+PT9KyBiEEl/t0INBGhAKQWSvpVRKFJSWsD0l3j7zHc9g3cl8E8sK4vGA2MYEcROoDWoAFQCOEEbQMPxz7/eFHi3xZu+329Q72E8jP9v/A18Kea1hqE0cQAAAABJRU5ErkJggg==) 5 26, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYhe2W3WscVRjGf++Zmd1Nk02yyTaR9MNWWyimFlqFSkWxgqUiXigoXnglSv8Be61X9sY/oSqC3hTBuyJFvBHxoxVrpW2afpg2SZPNZrPb/c7MnPN6MalgTTYbvVHIA+dimHPm+c3zvnPOwKY29X/XgIduDdD7108NGe00/0H5/xbg2REPRbi0FOuerEe+x3Cr5nQhQrpZ39Wk1XQwi+7u8zic97lYsXy/GNPjCaVQ6TEQKdxdXv/5G05g3xb0+RGffFpQIxzemkJtm2v3hGKoLDvY3WuYbjqGfbQUd4boFkBZSWv/gOH4qMdsW9nT71OshRzIBdxoQY8nhE6ZqluaaaEcKs8NGm1buN1wGIHZB1LppgT6+rEUZ86FfDgesKPXI3ZKKVSMQr7X47FcQCrlMVuNmK5GhJ7HpVLEz0uWfEaYajjm20ox/Lvfegnoeyd2YFFghozAsA/7jjxCYb6GzJWRwV7G8hn8bIZd24dYvHCb3LYBHr+8QHCtzvlSzG9VXfNFOwHoV6dfJYrKFApFYIbisvLS3mEGjo4zmMogE1OoOnwR4pkSrYk57szV+XqyQuAZRJXfm47RAEWgsIEE9NMPXgbryOeGyGWTda8dyjP6xMPo8FZSwztY7uuFZoPW2Z+Iyk1MYBBRflyMacZwsRLjCwxmhHq0+vbQsQTqBGJHdksWgL0n30R9IchtQ22IlMrgeehgHz1HD+LmS1RunuedQzmqlTYnL9SQFZNytLrHmgCiChbUJhAAwc4n76OBiwl27iMqTpE+/jQSxRC2OHDgIdzCPcZ2DTB2ucGNmiUtStWu3vBrAqhVXOKDxsqVL45hRt7A3v0YbBvEwx/ZA+kAt1zH9KXRWhVphywtNrlVjXlh1GeqZvm1vvbX1hFAraIKiqCRMnHmCN7YW7jKOcTfgroYEzYwvocN2xg/xXeTFc5ONhEjFFsWu5bBegA4wCbDReAMGKdc/WwcM3gMV/sWRDA9eWyjQLxUwF69yfVSyMWypW6V68319xmzbgJWwTo0UlQVjZQrn2zHZJ+B5SUIyzgbodduYgtlxv2ItAERYXuadU/GDgCCxorGilvpYBeBxoIywMTn+zH5V7DtKl6mH1tuMvfLNB/difnhnspkQyVy69l3KIGz/KUMFsUYIOgH3+A06Yng0XdX5Qek0MWR3HEfsFaSMsQKCjboRZxACCZlUJt8HeIL7ajNdLHB3EKLqZkKp07P/nmA/TMAl+Tn4qQBQzKICCh4QQIhvmA8kFAxfoahfo+FhTanTs/SjXlHAI0UDRXS0IoCAIxNTLFJk4kmAwMmAs/P8fb733Rt3jmBFZUbgvGBNnieogaMD+KBhIDR5L6BF098uSHzTpM39GPZxfM2tan/rv4A2Xv5kreLPVYAAAAASUVORK5CYII=) 5 26, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEUlEQVRYhe2Wy2tcVRzHP79z7p1M5pmZtLE1TZPYh5oUpLXQB7pQiqKgqAu7KiL6D7hwqyspguJCUHCn4qYu3BUXUsEWdSOoKW1pK32kaV5NJpl0MjP3cX4ublp8ZCaZdCPSHxwO9/E73+/9nu/vdw/cj/9T5AzaaY53r6AHiqJLEcQolRBuB53lm3slIAKlFNQi6PGhYNG0dK7EhmJvUXRLCvUF7U+jw90JcH8aHcnJukhsWIE3hnztz1gChR0ZYShr7i62pUt4tGg5WDJrktiwB36cDSmlDM/2WUYLhown3AxgV9boV9cCUgbmmgn+1i40LXClgfxznfUq8LcvOVwUjVRoxMrDRY+jO7PUYvBQ+rIeSxH8PBczHyRpk01kNXBYnwK659UUZ08EutmHo/0eu/KG7T0p/lgMGS54ZHJdvLbH54uzi1ythmxNCxkLs821bbAWAX3p3QGiWDnLDY4NeDy2uYuXn+jHHygz/ct10mkPv5Dm2tgknmfIWWV/r0delNGC46e5WB/oNvw6H3Mr+rcK7Qjo+9++wlJYYWZ6FrjB66N5dh4YhFKeaNsmyvPL2KEt8NA2huUMxwbqxE75/dI8Qejo9uD7mYiJZbcqOLT2gL7z+QsYHH2bygw+0gdAabBMo9og6Clhy5vxnnocdg8hhSKpI/upho65qSU2WcX4lptNyHnJdgymV+8NbbfAqGBw9OTzABQO7sYr5PBH9mEyWyGsQqqAuz2Ow7JsfTLdHs4YKlPLXF9WFkLFNzDVaIHRCtyKYlZIWFxyb8cwXfuOYHv3It190NWL1mcAIV5aZOTQMH0PFllYbFAJISWKBzgH5VSHBEQVdWAcGFU+PfcM2UOfIMURxM+Bl0eIED8DYpHzF5FGg3roqIWOXTnDeF2JgFAhaFEQLbdAVDGqqAIqWFU+vnAYk38SVz0F4kF2CGlWiKdOY6crNGMlK47JAM5XI5xTrtRXN9+aCpi/DFlRwqrywflRTOFpCBaSpwJiLbXFBj98d5kohlqsdFtIC/Sn2v+Y2iqQqEDiAVVUFYvy3rltmN4XcZWThLNjuN/GCGpNzkyHXKpOcaupnBgPsQYmgvYKtCEgmBUC4pJebB14ImQo8uGFHkzpeaIrH6GD27n45WluNJWvJwIut2i7nRFwifyWZI5jxRoQClgMuMQT3vBbq6UrrI9E+1Ycy10zCmDiLLEIPqDGEK9UhxOh1mgwNV6jMlln+uoCJ49PrItEawVWav+OAV2QRkQQQG0yGxGcSXpG1qTpLVtuzzQ4eXyCe1bAquJpYuC47hMCxoCKEAMiQiSCW7k2BvK2xGdvnlo3eFsCd2K5IuidYrVKrKAGVJIRo6gBB7z93Dcdgbd7eaOHyo7A78f9+E/En27ipg0a4z92AAAAAElFTkSuQmCC) 5 26, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAklEQVRYhe2WzW9UVRjGf+85997pfE+nVAdsKQUBlQaNiRuMoBsMfiTGr5i4EKMb/wKXLtn6B7hxZWJMdKdsTEx0YYIag5ZSQZzaSvnotJ3pMHPn3nteF71KjMwwFKIb3uTmbs45zy/Pec57DtytO1Q7R9CtzDN3CiCwwpiPZmRrILddtcz/JLwv3184I2jVGwzm3S6ATf87R9CxjJC1Qpgof3SURgTuJvPldgEAZoqieU/I2c0FAyu0YvhmJbnp+lt24J1dni50lMW2o+AJYxmh65TdecuFdsKwiRgWQAF5vCyaD6AVQckTju/2qbcdc+sJe4qWig9XQmWuJXgGDhbRehvWHVK2aNdBqP90fRgALb0a0Py4pyJwbLtPLWspBYZyYHhwzDK23OXwYzvwjPD+yQUeqVrm1hOaIhwcFeptp7GCxhAmt+aAHnhvkjhRmiwyU7bkDBzaVeTHepPpqSIaeDy9vURp9xim2+P1vTk+X+gwVbBUAmEjUnIW5to3ztsgAH3rixdpRKtcuXSFsyxyoCjcP56lBzxxdB/efeN44xUSF6LlEnJ+kTWx5IzwUAG+XoFGpCx0oGjRVvJviH4A+saHzyM4xrdVsaOb8145Mklpfw2ZmCSpVfCrO7B+gNbn0TPnsFfXeXS6zMyoz7nla5xth5xeS6hlYD26sdDALbAqgGO0WASgcvxlbPkeTDaPjIyDlyO+/D0uP4Lum6QTJyyfvkglMHx1MWQ6K+wvWU6txPgGJjLoYjhkCEUUAxgVorSdBHueBL8IcQtsFsIGtnAvdmWZ2AjRL8v8XG/ScXBqNaHRU3JWWAr795u+l5GoggPjwKjy5uxRTPWZzSjbLLgQkg7ilwmmHsYkHvVfG1QLPqGDlyZ8chY24sENYSCAqKKqiApWldfmDmFKT4FY6F7ChWtgfBAPGyVMTZRobEScXI65sJEQWKHRc9SC/m2p7xaY9LOApk5Yozx75gCmeBh39TNMfA16DTSJcIUcs8sdzrYcZ1qOH1YTzndv3uoHOmBSFwwOm7rhqXJkdgKz7QVc2CTprGL8HH5tP5FTZpsJewsylPhAAKvyN4RJrzTrwFOhomWem5vB2/Mu3fPfkTTrxD99y7mlDVYjmG8N/zTofwrc9S0AMIliDeQp4TCo28xE8YGPhha7JYBN0esuWCCf5HGy6awzhiQ9HU6EjW6Xtd/btC92aPy2xvyJJWWI676/A+nZNw5wkOmN4ERIAGdTCBEiAypKYEaQqiW83GX+xBLDiA8EsGngAGzHJwKMAVIHRAQVwUuhxEDVjvLJ218OLT4Q4K9KVgWXRjWxilNQA05ABRyKGoiBD459ekvigwZv9YV7R554d+tu/af1J8TgsKGOmtCXAAAAAElFTkSuQmCC) 5 26, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 26, auto;}
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85%,86.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
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95%,96.566666666667% {cursor:url(data:image/png;base64,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) 5 26, auto;}
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}
div.testarea{
animation:rwdcur73822 2s linear infinite forwards;
}
