@keyframes rwdcur29757 {
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2.5%,4.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzElEQVRYhb3WzW9U1xkG8Oc9537NnRnbM/bYHn/gcYIMhIYmGBCJmtZqgKSK1AWrLrqo+l9U/UdaqZvsGlXdlIRtJSRE1aiEtA1O+QzgGtsz9ty5cz/PZxfgyEiE4kDybK90z0/PPee8l36ysgIG6xiQInz/cTxmJkd8taIMW08Ev6osZd8nxGEEr+aW71Ur9gdx7n20nXl/KRS7YywMfQ8SPr+wGLuMnCMHw/OH59yzjswOWSJmwDaFohQEfJcOvtDpQGraXphy269NOW+N++IoZ+r1iodpAuVCU1cbyO+qDb7Y6UCD0ngo+42K/mFr1J0T2g6SXFXqrnyn4qFpwLZKTZG1sC8bwjudDghAoainja22JryTfsUzmzvmksj1Vj1UZ8dH6DQD8lKxh1KhfJkI3ul0AADGkkoL2x2t4tWpcfe0NdasD5w/DjL2eeDK04GnzoyNOJMEtlEI7JiX1MbXACJAGbaTZSp3bHm8MeoeY5zK//bZRxsRXZJSNcbr5uxUk530HVKlovW8tAVjL6b4GgAAFkAusKWNmlxaGjsx1fQXhoOivzV0Lsalcxka26Er3x6t2/enJisNxmgjze2OMd++jScABMCCiryw0UyLH55pBUdJy+ks1/e2M/ZZJtn1JMNNq+V8cwTvtVvem/WQy7y060lqCs73r3gCsBsDtpXGpXKofGNk1DvkcVtLM7saF7ReGn4/KfhnRSrj0FOnW+POuYX56qTn0vZgaHpa7+8CeyrAWjKZoHVt1HhnoX68UeMdkQs5SHG1VJRpsCiV/PMoNjetErMTo+yDuXawPN7wZJLqh1Gss+dt46kAIsCAsiwz/YmaOTzVdJccMu081w+jnF23FtqCVKn53WFG1/Iol6Gvfjwx7p45MF9teC71olj3pPr/bTwVsBtt2VaeSjVSw/Gp2XqHW9VMUvPFIKe13RdLzfq54v/s74h1VWZLjRH2/sJ89ehcu6KigdiMYpMyRvgmyDMB1pLJBW2AdHt2tnqsHvLZMi1MnNO1XNKQ6PHxtVTkiq8mGd3Io8FirWLPNBreyfmZsD3RdIfbO6JXCCvZUxTPBDz+FOkgUtu1QB+dmam9GvqYzRPZH2T0L7U7IyzAGDn1wLZbVXsiiQYHB1E60Rjzjk1PBm+MjfCK5/HNja7sE6MnhtszAbsxxLpFInhzjC3XQzbjWNkWAvejnG5aC+txG7ZH1PnOWPmbVkWvGGODOM6xuTV0CiFmp5v+8oHZ6rwSqtsfmrW998ZzAawlXSraTKJhu+rpo/WQz7mk64WgG0lJ661Q/Wyymv/WY+JUUTfOdsdg83CJuV+fQfD2K/jq1o1QbySHfWCeiG3EGb4ygKXnBRAB2lJclHbLI3lkoul3mqPuHLQadWB5yPNf+G75bjJv8eAE4c6yxtwHP8L5qV+i1TiAy+PXsdZ7YGsbsuMbzGrD72aC7j93A8CjW1Jb1tXKOI2aXW41g2a1QkshslMwYjmdgLt2jOHBPCFpEH46/S7O4RwKlLjifIqNoieqfaFrQ/OKA66Tkn8qDaXsuVZ/HAMS/cK9eP1O8fF6Lyu80A1qITsIbpydBkvWA4JMAdNX8OFBQOAObmNtZw0Jc4rYZz1RFZ7HyzOhp4/tq4E9LcRa05YssiNKiU40KFFyDLszvNetYZRJEGUMi68tgoFwQV3A6v0v4WaOYL1SOKqseYlTNdpbHZbO3/cF2EUow7oEOLbMlo21dbfpwEyT7VcoONg+xFq8hXv/uYfb+haufHkFlTwESzTXaVILpOVjSeBAedcHOf+rs6/VH8eARFS4Fz3y3mzy4lehi2CWu6Y5t5S89c7Paz4C55N/f4LL/7gMrxIgyCgON40qUzGmCgfWWBgLYS3MvvbA3haE4WuRCD4spHvNlBqjBsFkf8gqkBhDTbTbk3ETYTE7cIrFrs2mBsqpFYzxoQNZUpIJuqstqW/VwC4iV861Yen/aTQtllzjNqtyZ2Tt0gWYsYm4+OJ2/Hq3rHkOC2FMM/HI88sqwsKFld6NpORXrYXZ9x7YGwNS2rAuU3q+5rNDzVbI1XAH6a01n/eHtarlFUdYTtJyVhAqAwds6EZRHvyhn3sfG5B4IQABUJbtSM02VCKaKNSBCvnedKOJkWqNZKGgcgOTWCCykBGLh5n/524W/L7UbINon8fwmyINf5ALtjrYLoUtZCsM/Dq3nGd9iaxbotjWIolodXvof9jLK7/LNb+xOwtoZWXlhQHAox9aDtOs+/p4wMSpwLeLRukQxBNl+N1MOX8bCueqthTvnYYvDbA3BOsR4BHBsYCyFoUBqUfPnsz/AN1bsiIXSZKrAAAAAElFTkSuQmCC) 2 2, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8klEQVRYhb3W228cZxnH8e/7vjOzO7M7e/L6sHZsr+PYcZzGcdKGpiVQl7aARIUQcMMdfwQ3/AVISFygCvUSISGQuEBULQhQUlrUpE3SU2iIc/D5sPYeskfvcWZnuLBTkrSkSZrwSK9GGs1oPvo972HE3Nwcvg8+oCsMALdLRwj+L6X5PgQ0P9wT8meStj/n+3SyVXH6Zl1e7nq4jxuihXX3qXSv96O+qP8NKyCmfXw3HpYvbZX4TaYs/l7viMLjRKgjE6nvpaLtn9ghmZYSJQS6aTAetTgWChD3PFFoOqLg+XiPA6KGhtO+77SmehPGmAAhBEgp0DURty2ORi2mDIXbcsRm26X5qBFqZHR/LhwJVOeeTx85dGSwb3khj5QCqQRKSSNkivG4LY6FgyLsumw12hR9H/9RQVR6bMxrOzLz3HP7rOdePny0PxW13n93kYCuoRsKTVOYphaPR9VMIiL3G4rmTtPf7LiPZqWodDqN26V9/UZp/WsnU8nRg4cPnzg5oF14dwldkwRNAyOgE7T0YCIWONifNGYiIWG22l6m2vBKCMGXcah0Oo0QUKl55fX1Qu6b35o8aFjHxp59Kc6liytoUhKyg5iWgRUKiFjC7EsNmLP9SX1Y4pUKpW6m26X7sGmodDoN7E68f8/XsyG91jl6/NAReKLn+KkQq9fXEUISi4cIhYOEIkHiccsaGrKnh4dCk3aIzs1SZ71a95pKPrjiUwBA0FTe2Xdy60/NOMHU8OQMTFpTx8IUtnPgQ7IvQiRiYkctYvGQHByKjOxPR48O9BvhVqO9lcl1CkIIHiSNOwAC0A3VOvPm2trL39aSZnj8MKS1kQmdciGLkJLBfXFiMQsrZhKMW0QHovGD++Mz46N22tDcyupaY6vV8R15n2ncAQAQAjxfls+dW8l9/wfmOAyPQb8YGJEU8wV0QyM00AN6CKQFmKDbwZ5UYvLpo/HDvT1Kbm/V1rbzzo7SvniCfgZwC7Gdc7Mby1vl51+ITkPfAERJphSVYgnbVKAlgfAugCBgSYzY4PhUcmZ2yupzWs3SwlJ92wdP3KMnnwsA0HXpXZnfWTdVhZnj0VmI2mBhxz0yK9vYCQ3oB2wgsIcIAHYk1puYOfXV6KRtdhsLi9X16o7XVurzEf8TAKAbyjl/obCR6mnGJg5Fp8EMgIad6LK1sI2dUEAvEAOM24apoWJj0zPxI1NjmpHPVjOrG62SUp+doPcECAFSV7WLF7ObI4NuKj1uT4KuQGFbXVaubRDrc4A+IL73cR1Qe9dQcmBfYvbrT4eHfbdZunajmnE9uvI2xT0BsLsyup7MffKvbD49xIF9o5E0aKDpxOI6mZUsdqIGJIEeQAPkbcO0dCs+feKZ8KTmNtyFhcpay/nvofaFgFtJ1Hb8zc21Yn1iNDCRTEUGIAAqjp0YhtoqdFdAv4XQ9+hqb0gJ3kjC3HmilC2SzTvznb2T9b4AAEIJL5t3luvVKtMT9mwolrJh327sgSV+97M/oOwmvanEHiK4hxBAE8iSX91I5NfzE+2GUy7VxWXPx71/ACCkdJZWmhueW489fSo9DYkAXOL1V97g9Nsr/PIXb9GX6nBoxmK3JTbQAfLQXuSjc4sUtkox4XeT9Zb4qNYSm/cNgN1WCCVrH39c2gwbtZQd2J589ed/VqVPrjJyoJfEaA8fvLfM4voKz54CiO69ucrSpSvMX1pjp9JEShIdh+ViXb7/QIBbSShDy124kM2fffPyAZlZTP/wxVF6+22qHZ3Ds+OcfHGcczcWobFEb7IJ9W0uvrNAZq2I63oAerMjFnJVcUZ7oK/fgQieKzW9Vw8MpWJaxJrt+jqRuMl3vnuMxOiTHKPI78/8hX/87Qq9ZohKtkKn7eD7Pt0uXscRZc/HfSjArkK4vma9sVz2+87ON35q90UHn5mbIjH6JDACdOh3Q3w0f51rtS52UCcSMtCUpO34mXJTfuD6oiMfGgB4iEa2Zf7x7Lz+W2HGClMnjgITQAe3ssDV8xvoEjBdcqUdKrUOHcfzSnX51s0d+R7+7q7x8CEAvlCZtWrwV1eW24DzY2j0wRKn//oJ1XKRkUFJwzFYqdfIFet0fZXJV43XGo7IPNA+cG+ErFy73rheLWSdwd780OKlK/GlD6+K2bTkK/sNgk2HXKbBYrbjuSL0eqER+LXTFbVHAriF0AJa5er1nUv/fHtlYfHyhlCtneTBdNgKa1JsLZe5slRnuaKvdkT0lVZXP39rK/5SLbgbITRVLjXUn0p1+eGaUqeyzdYLpmzNFLNOZLEUKnf1yGstL/CWL/j0R0XMzc09KsMd5QPC9xL43QHhexEfseNLbU0IWb39uUeWwN0lAIQsImTRv/3eXfUfpZ697+02EmYAAAAASUVORK5CYII=) 2 2, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGyklEQVRYhbXWzW8bxxnH8e/M7C6XS3JFUhRFSZRMvVi2pEiWareN0TgV4sRGAgNNgaBoDz30j+hf0GuBtih6Sl+OOaRAkUMLA0UKJ3XtGLas2opsK7FMvVKi3kiJ1Iqvuz2Iau20dq1YfoDBXgaYz/6emdkV4+PjeB54gKE8U4Cs1IWDAMHLL83zwKd5wajljbTY7puAu1GQf1sryFs1l4p4yQotoNdGU7H6j1psLlg+bxAB0aC8GDTV+5m8vFwsizWAlwVRQ32J91pDpZ/alkxJiRICZep02RZjYb9oMySF3YpYrbvUXwZCJZPHqFf2hi0/KV1TKCkQUmJoMmxbjISDDGpKVJyKWC7XcI4aobpSPVlPqnJ3yhruSNrNhdwemq6QUqI0qZl+1RWx1ammgGxy62SLe2x4Ht5RQVSqu9v1hFo8/Y1W8+I7AyOJZNR6OJ3BZ+poukL3aQQCeiQW9Y22RPUen87udtFdLle9ijwChUqlUtQ9UcrlKwvnznXFXvn2wFBHMqhNTcxjhUxM08C0DIIh02hpsY4n2/0jUVv5Hae2lCu4eSHFCx1XlUqlEEB+u55fW8uvvXWxrzfcOtTdf8IU/5yYxw5bBEMmgaCJHfaL1kQo3p1qGk22+ePCq69nsuVV1xXu1w1DpVIpAKQUPPjCyfqEkx89PTRohYcTQ8OCyVvzxFqChCMB7LBFUyRAa8K2evuig/194b6wLfeWMruL20W3rNThFf8GABg+6f796sbiyMkqnanBUcM6GRo7I5m5v0JLPERzS4hw1MKKBtCbbC2aiPWMnY4P9yb9Rn6rmHk0v5fTdHmoljwBEIDhU9XLlxeX3j6voqHIwDCqT+8bqrKU3qA1YeOP26ACQBAIgWiOtR9rG73w3Uinpirrd6fymZqLK+XzMZ4AwP6NJ3VV+PjjR6vvvWt0SL2vF7pU4liVXDZHMNoERBqAA0jEEkbbybEzid6xAc25f39jcWWtUjZ0eXjAQRLFXW/1zuTS6juXrB7o6oY4wWiJaj6HMsNAtLG41Ri2gtbuRLJj+PuXgsba6lZmcmon5/M9uyX/EwCglGBuobScz2ad77weOg7xBNgocxvKW6BFgFgjBQvwN57RGFrH6Ovjsc7OeCl3/bO1TLVOXT2lJU8FAGiGdKenC2ndy3PqdGAUIiHwg8yByANhIN5Y2PfYsC1IDB4fSPSfP6ecqans4sJyueQz/rslzwQIQGmyOjGxudTk37UGhoNDYJsIC8qboK19BWEAOqABpoTmLjvaNvS9d0OB4tbWys3J/KbPkE98WZ8JgP1NKTRVuD25vhANljv6BwMnIKDQLKjsgFplvw3xxuICkIBqjHAM2sbOvtbUEdBzaxOTWxnEfy6u/ws4SKLuyc2pz9fXWsPusZ5+uxtsgWprvPlMY9E2nvyPUo00DBP0EyOnnO7lhyu5heVy2oW6eF7AQRJ7ZZFZSG/me5P6YGuyPQF9gA3cZvbmdaIdoQZCfYXvACuK2lxq8cFSV27DWcg7Yva5EzgoKYWb23YXt9Zz7lvn48NokSa4w6d/+Iif/+yPFKrbjH7TBBLsnwrY/9tcAe5x/8ZdkX6QSdbKFbOwJ27vVUXuUIBGFNWl5fL8ysKqabgLr/zuF3/2F+5Oc+Z0iomJR1y/McP4BQm0sL9Bd4AH7GUnuXblAZvZHSGpt5QqYibvyKlDA4QAlNydnXfSN64+bG4qrQ/95FKnNjIUpSiCNLW0YBoesbYVoARsA/e4/tc7pGdWKZdqCOEGylWR3ijKT7TDvX4DASC1ud168P2K7sV2PHWp6gjDF43xwx+/Bv6zwBqzM3/BUjrZpTyzM6uUnAqe5+K6Hq7rubC/Rb92udK4Nb0e/NWHV51gT4/25hs/GJL4vwV0AzVyq0U++OgOhpKIWh1cF/AoVcnkHXmz5orSCwGEgJowrv0j7f7G1x6w2/p7XoUu9vt+l9vX0+RyecqlOpbuIxzyIQVs76qrm0V1zfMOeQqewnBrnjafXS9vnhmLtDfH7XaYlZ/+6QrF7BKvDlvo1Jhb3sPQNWquWsjkjV9vOOozIfCOAABCiNpeWTz85MrcI62+EFiZmu7Ymv7SfH3Yx3CfH7Vd5os5h+2KqBVKvg9XdozfV+uiKMSRJLBfUop6pSbTtye3Pl9Jbxbqu7uRzrgKS6eiZb7McXd2l/S2fm+nEvylU9fuHlzFYnx8/EgAB+UBEtdW9epIf7z6RlDsnS1tO8npTZyaL/KBMIK/9YQsHlzYRw54HCI8zxTUY8J1Yy7UkNocQhYfn/dCp+BZJQCEKHloS55i6Wnz/gV09peW/9yi2QAAAABJRU5ErkJggg==) 2 2, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGJUlEQVRYhbXXzW8bxxnH8e8zsy/kkqLEN0m2KIus3SiKLctBgQJtgMbNqbcCvRfoH1Cgp/4Z/RN6bo8BenWdU31ojB5sFElR20ktW5aoF5IrLvd9pgdJbdLGdqzIc9yd3f3gmd88g5Xbt28D0PDLm516+ZNZ7tzfP1b3C0Mhwlsfut/vgzX1CtGvW0H023ZdvTcXOLO0UNtJTvq2Ebrf76PJfuiUk9+URbJW8exgpetvNnzx0oydKGOECG/Loftra4FTTn/lEv7cGqtncQ6m7DTc4lZv0V8Nqu7+YWh3DJi3gdD9/lpVm+RDj9kHolDWWmapwZgyWGo5717quFeVktkkYjvNbarUxTJ0fzBItdKxI+WmIushYK1QWEuRl9rXZtCoqc3uYpUkk8fh1EQXidD9fh8rah8rGpv9QGHrYDHWgHJwXE3VtZ1mw9lYuVyrNOa9518+Sw61vphcnOwCpCjRL2xplh2S60pZx1ooCoPrabQS8iie763Ub65daawUWX50NCl3Skv5XRGnAEBUiDhDTbGuyAciggWStMDzPWr1Csej40ocTjdaTfedhQV/NpqU/5rFNtX6/Iz/AgArag90oWx2S1E0AYyFJCuoNyoE9QqHuxOFza+srjaur/bqTMLi8XFkovP2i68BQIxB7ZjStjXxLaVwQSjLklmcUw18Gs0a+3tjkijpdJr+hq9MJU3M82liD8/TL/4HAIiaWdH7CjPQpNdERISTPKRZweKlBbrLC2w/2eNg52i+6pibSx1/xfed4VFodizyRv3i/wEAooeIDjXFdUW+jAiIIokzDNBq16kGPsPhhDiKK52mv77crQxE5HAc2S/fJJzfDABrxdnB4opJ3xcxNbCICNMwIS9KlpbnWWjPMdydEE2muuLY/tJScLXdqWYHo/xpXhB/m1y8DABIVlr9whjb1STXlVgHEUSEaJpQmw9YXJzDdR2GeyHTMJK5eb/X69VvdFueNxnnT6OU8esQrwAAosZWnKGmvKolG5zGASyMDo6pVj1ubPWY7zT45+cvmIynzM9VWquXazc98k4cm6fTVPYsvDScrwacIPYQJ9QUm0rKRVCnBmE6Tfj+xiVWr7SYJQXJNKXmOmhtA9OI193AdK1Rw9mxnBxm36B4PQAxVvQOVgIxyZYoGwiACHlu2NsLqVZdut055ioOvlbE6wkHPz3ysluzdXWNga3oUbKrviCV8tT/JgAASY3V28bYjkN2XQnO2Z04ypiECWuDLr1ek8Rk7G+F7L2/T7qc6+xq0eey/Z7numH8VD0iluKriG8JAESNEedAUb6jyQYn5bQginAcUyJ0lxpUay77wYTdtSZtvUVBIllr1Ov12n1XyWT0mH9IIeWbAwArahfRM022oSgWOV1UpRUHeyEoobfSwhePhRsf8DN+yXt8yAIb+HX/sro0WQp3sgfpE/Vc1DkAp3nYPslDuiVig7ONoZSc7Iyax3JrnvbmVW7yEdd4F48Kj3jEaO5xy50yDP8un9pM8nMAACQ1nORBnx7dZ03KWjjcP6YRBLSuNKk1V0gxfMYD/sbHlIRe3bq1/KF8Gh3Kjsi5AJzlYehQrivSgYg6Ww2K0jIaxei9kMnKkIftB/yFPzPhPgofPTNN/3NnN3yh/2osxfkAnBzdIjrTFJtKmTb29LoVZlHMNEwxT46Iho85rj6jqFuqktMYKnfuYaUYDfXdpJDJuQEgxojeFiRQNtlSlFULWMBaiKKU6STHGwkLWYVG7rMwdmg/r+J/4eWHI3UnTOS587rPvLIKqHFK8EdTphse418osZ6xBmsspYWDUcQszrg0Duh+ViVoVPA8nyjSU2PJ4LwZ+Foh1KERZ0+sWbMmG1hjpDCWorDkhSVODNNZQnJcUMykKFPvwe5E//7ZSH1SlGTfqQJnwyrvXmYXfqdKq8hHt40xTlmWGCNYhOOpmCQ3z8JM3/Em6g9hJvfSgpkSuBAAiLHav1vaZmFKObLF5CNryg6UiK49E2/hjnHrfwpL/57EetcCZ78WFwQAkAKnclek/VSc+o9tkfwIjCdu8Ik41TsovfufmV956gIBpy/X7iO0+wQv+BhQIhKCmJfN/zcZ1QHF5NYCZQAAAABJRU5ErkJggg==) 2 2, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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90%,92.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG3ElEQVRYhb3XS48cVxUH8P+5t6q6urqqX9M948d4psd2xjO2g53ExDFyYJwQEBGKEB+DFZvs+BqILSAQYhO2WSBWgJCCLGM5fgQ59jw9Pd3Tj+p63xeL8VhOYuOMnfi/L9VP59x76hStrKzAYsZXGpk2JInwUmPZzNTbvviAEdxhav01Kdh9baBfFoR3Oh3UXHXpUEP+suHjApQ20rAtqSl9GQY+N78glWaDdtM6d6hFH9gqfsNmpkXEYqFoV2kS32Y1+MJCB0LTgIyR9Yp5k5M8Hk3iuWaASxWXe8R4LxMYGAN8GxDe6XRgAKQ5doMyHZlue7O5dv6hhFZTgf5p3WenLYtNlKHtTKD4phG80+mAAChQXORmON1kFyuuha0B+0Oa6p5v5yuNKl1ptdy6U7K6UawHSsN8UxDe6XQAAARAKOprUfjNwPykErg7qzv02yih/5IuztZ9vD/TdpbrVVtwi2/tjmTG2YsrHgEAQBuSmaAHjSotH5+vvGtZ7N6dTfPRJKNbRZKXy7y4eOxo+Upnzvc8z+qOIzXIcm3YC5TjCwAiQGoa5ZlMp5v0TnuqdCZJ9PXtMftnKqxPstSs6Tw+FVTw/vx8sHz4cEUwhq2tbpFx/nyILwAAwAAoFOvqvPBm2vaPm023tNMrrkYFbSeS3xxO6LPJYFLzrOKd2SP+906eqDfqdXsnnIj+OFTmoJCvAAiA0pTHqenWfSzNz/srJYftrG4Wn2qiQmi+lgrrejzKB1kYvhL47L2lpanlE8drClDb6xtZchDEVwDAw1YYtptEImo12ffnjvrn8kze6g7V/b02sWEkrGuD0NzubQ2aDi9Wjh7yLi8uNuuNutUfT2S/vyu0bT0b8kQAsNeKVKCbTJKp+WPlHzVqTunBdnYtzjFmBBiQyBW/l0l+I+rHSTwYnKl4/MrScnvp1GJdSik3N7eylBjh/zGeCth7iPJJqHeDslw6csi9XLJZb3Ujv26IJD2slNCsnyj7WjhRm9313jGLiR+0W97rxzvVVtlFPApFdziUyrafzHgq4FElGO8lE5FO1bGy0KktKalvbWyL++zhDNhrF2Wp5LfSgq1H/cFiMR6/WnLZ67NH/TPLS00wpgfdXjGS0oB9aXY8GwCYTFAvT9Ppzpz3Xq1qB4Pd/EaYYvfR9Td7JXM4qrWyesPjxcnRbuRIqeZqgf3m9JTTabdL4yhRvXAii8cRzwQQAANKJhPddyg7fWSm/HZQsbL1rfy6UJSCAE7Ga3niZwst8eFUld6GR+UcOhql+WinP6qA5PlWtfRa1eeVNFVr41iP9/HPBDyqBPFuGousXsXlwzPls1qqte1dddsYoOrkPz9Sy35VLeuL6ZTG+mlZrM+Lobow2w2XLKy767V8Nz5cDs13KjZz4xS3khwh0UEAe63oRsO4Xa3oK826c0wrs5rGonzITz+seuqtpMG2V8+b+PMzOrBfmQ0uXfjhdLtzsnan1WNDvgO2m1cqER2HovE4Zf/RBuJrA/ZboTQNLJMvH5utvD0/V1lwkX63hGxFTJFeO0Hh2oJpigorzzWPsVPBEgsQUN8aYk0/gHQjOBPju2PWSHL+SVKwra8N2I/UtCMyJR1evNZquuctkouZKMr9RZi7J02Q+6YMZhD3I6x3N3B3cBerm6uIKUFcn4BBo7bh1FRmfxpm/Kp1oLcD0CA5KpyPb96JzuXxxi8ci7zcmCz0KMx83SIbQAXI7QLro3Ug2lulSBJUFVC+gVUyvufoU5wZhx0UQACUYf3EeH8OI/y7yCWURFSktKM0SVMyKLfLqJ4MYM1yoAEgMABXUKmCSQxgAEamSoB1YMB+MsWvj9LSH3OJLc6MXxOmVUqMZTMHM60ZNCoN8IADHkCOBncLMKOgEw0lFJQyhQH0cwOUpmKQ2h+Hqf03Iu20OaZnFVigXEyhBR8BLMdGqWzQKEvUbIGAbLjSgpaUZZKtaoPiwGdgP0RArtjaKCv9KUj1+Vqfzp6a4dhJDaqwkKDAlBawuIQDAZlyOL0ArQ0XOnI+CzPr70qTPPAteDwGgNSsy2G8UqHONXnJq9VtuFM+dDgCH/bhZYDdBYK7Npo3XTifO+FoUvp9L7H/okD5CwH2l5dMsNU8U6VyoU42LbfSsh00hwrTkYfquAx/00HpJgNWWRhGzkcP4tKvU8G2DjQJn4ogQIONheJ3pDBjTKRnD0TdG/FSZeAAqxrFPZGFG/r2ztj+XTcu/SYS/M7+t4BWVlZeCLAfA4CTcSu2XqzY4i2Hq1ddB9NSmkxo61ZUWP8Kc35VagofX6Kf+xB+OQRAG8rCgl+PCn6DyLicjGtAWmlEGiTxhN+7/wHQJ5o1QD5tmgAAAABJRU5ErkJggg==) 2 2, auto;}
}
div.testarea{
animation:rwdcur29757 1.3333333333333s linear infinite forwards;
}
