@keyframes rwdcur73180 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9klEQVRYhb2WS2hcZRTHf/cx73c6k0ybpGMbUwVdRC0FS43a0oJCEfGRLkqtuFARSwULYrOoVkVQrAjFYGmKXQgVKUFQxEWlpJaULNqITbRpaGIySTsmM5nHnblzZ+79XBSEW+jiXsp8ywPnnN/3P+c755NwceovzIpqJM21iMRkTHBBkzh5zCe5iSU7dVh5ZlY05SJNSaOulGlIGpZaYdvhvGgJgK7msFSdmqdC/5dJSVc0mmqFpqfiJr9zgICniu6tsv6bjARw4Mh6SVd1dFVvDYAvUKXqb9hsNV+Nmq/mCkB16mCGmpSCdls5UEfzuupB5wDlUINCyC5cxadT8SutAVgOW1QidrdipIHubRFALi6xFLT3QD7ux5eK4KYNHTdhLqGSvQNAz0RJpEMu0rsAmI/BzbX2ZME2lbS/3BqAbHuQhTavzZZKKDy6eNUVgAqQH1oSTXkFn1JDUWpohUOUFxMUn36dwo+nKAcDTL34Kot+mXm/SjZgf4dpL2wau8DXP3wi6NlB168/k35qH10iRrjcIHvxKJ51e6gYoyTrQ8y0n6R/7y4JQNbPloSU0tCNXyilVRbTPpR+BXOTwvVElOtP7mS6ZyM3UgHmUiFuhmUWkn4bwNYTJ+gen6BNE6w/M0ysYwNrq2EiJQlRNNFrBnK0B8MoEfb4MQs/MTJ89vbumBzTxcRYToye/tbVMnF6soc6xdU3HxCnjwwKAPlySPBHTOGJfa+4G2UOT+dnWUmpFmisTgMgX4vB3x0hvjh+tCUKnNq7U2T1bpYDmwFQp3ISYkWjf36Wwx++L34feIOPL73EY895OLd/gcHnP+DzobdItqv07ElA3othGCQO3vhfsStvbxdm8gDN868RToFlWFjp48gd2wgFXyZ1sMrsO4JR7yD/Gst0zh6jfGv+tgLfb/ZL0m/n2frXCFsunmH6cgF9ziDvi9LXZ/HwpXH+6XwQX8yDnJApztVQ1nhst1IbTbp9DxF/vI9wh5fM/hSJ7neZmxzBGynhs2C5EGW1XKZayqMszfPR8FfuSp7/9H6R+26jrVx/DmwR1fdmXJXQ8S4wVg0qln1+qUJncmm3m/zOJ2FNayB57OoFNgQg7TiUOwBTNwmssaut3FfEmrBcATguQTQTJLjOPgnDqkE0vuoKwLEC/i4wpuybX5QkEr0tWsdy1U+jYC+BaZr4M967eNxjgPpqHU/A/v2S4gpNjNYAGNUmwe13PMMOL4rl7k/oGCDeG6TxSNNmsxSLuta4i8c9BlB3GJREhlq9VwDM13cLs6hRXzFbA3Ar2Y0pQjSIktV3CQAlLLA0V/lxtRBWCgPCMAVgIYRAHp8h/ewVV7H+A7e5i+yeTkYEAAAAAElFTkSuQmCC) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/klEQVRYhb2XTWgcZRjHf+/M7uxHdjcZ9iMbt0mb9COJUUJFodDqpScpKNWTCD3oQdCDogdBPXiqoD0IKpSiHhTpoWqxVijUUiy1xlLRaCoxpk3SbJIl2exmZ3d2ZnY383ooCAOKzCD7HP/wzPPjeZ73/b8jCBDOc09K6RxFJCcxevdybU3w+EcREeRbit+EzaOPyk5CwRQmddWmIUwMt8HzhyqyKwC2HsKNhzDDHTLvPiSqqkm106DSaQSp7x8glg9jxzWGTr0gAB54c0hs2DZl2+4OQKQQo6lEPVrJslizrO4AbCd6METcoy3WHWrCCQQQ8ptQD/VQdXs8WsW1aWhqIADfHSh3Ephi2KPVIm1sLVB9/wDrTh9WKufRKkSJFJLdATBDu5mptj2arafQB7sEMNuEUijh0eKFPrJ7egMB+F7ClVCaohLzaNkRnXQhEhyg8uFJ2dEVIhkVNaXSjoZZLZ1Dpi6yWRxgQbzFajvDqhNluRllBS/AUM4mG3J57euS3CXnGDQ+YHjvcTLSJbG9gmK12LBMNrZXqEcWYOskDz9lCgDFOn9WqsMDKPk8hpZn1clza7OfhrKFooDUk9xWR1ggy5LMUlQzFJWMB2CXM0verpBrbaF3YiSjayi13+jY36EYDZpGio3qGgs979GiTCwrOPPVkbveYUw15cr1srz5/VIgM/Eb5z47Jm9c6pOnP31WAihTd15mpvgqEwd3BrJTv/HY05+ImZtPYNl3Ly5lYPIygwcuMjef60oHPn7nmLRL96NHlgAIOVqU9ZSD6O3hyoU+mc6pFH82GD6oc/5UmSOvFACXY2+cYLLnEi8+cxZZiHNf//LfHbt85nWZ37yHUHqWZu8vlJensEdy7Pn2BIv73yd54yWqTp3F5g9MTHzJ9NbvjB0o3u3Ag8PTIiciXAvHiMdAJkPs2J/CaWwzt+BirzSQUpBvtdC1GKFYiB9TXjNKjs1D7grT/V9AUyFSGEe6Gn/UvqF+R8UwGiyHP2fs8BT6hMYjhzcYHykFG/mvt3bL0+1hz7hml8fl1ev7Ao3Q90UUlRYTTa8bbnbKuPP1IPX9A9T+rKErrkdLuArNZBjw/yry7QVRPcradM2jrV2tYYlgI/UNoMWjrM+3vAC3HVQ32Cn2DWANagyMer3AbEjq5fa/ZPzPAMuKS98+76N0dCxMOhsOBOB7CfuEoFPteLShQynW43HA/0nw3YGstY0IexdOCJWldNZ38UAAlEw0zZsmk2HqarAHif9/w3kLo9Lh7dYOCTC3VJCr6RhttUs7kLk3gWlusygtTps7pXRUflI0Km78v5P/IXx3YHR8Q9R2DJG1RrHbSW7JXlrGEMejFwLdRH8BV96MhDCctgIAAAAASUVORK5CYII=) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhb2XXWgcVRTHf3dmdnb2K8lustl8NUk1pPVBpC19aqGiWChUKPbFD0SfKuZRFFpF0JYKEhTfKgUR7Kv4Ee2D9aXaYpESqBVrzXeT3WySTTa72Z2d2d3ZuT4EhJG+zFD2PP6Zc8/vnnPmnnsFAaz+02kpswnEUgIpX0HknyL8RUQEWUvx67D11QnpRBRMVVBRVEzhsO3W+PVoUbYFwI5ruGENkxA9H34mTFVQcKpsONUg8f0DRPpD2KrO8OuXBcDwB0fEpm2zadvtAQgPRKg1DI+WtyzylhUIQPPr0ArF2DGjHi1bqZM3A/Wgf4CKHWN7O+bRclWbXFUNBOC7BJubcWqVDo+2VG5SDNYC/gE28l00G6Mebb1oUAsn2gNgbg3woOCt3IbdgZpsE8DSRoSFtbhHc6JdqOnO9gDM57qZy6Y8WmwgSfdosAxoAPfn3pKp5hhGr85V+we+S/7Nm2svom4foLQRYmbnKvXcq6zmDVayBrn1iGeRvlGddMriwie3ZDqSZmywyXh/lGg0TzxhU1WXuWReZHqog2izzMt3znDy6bcFgHLh+7T8hwZKbIhyuZ9aw2BBHWe2YLK63MfyWoZG5RkWc2kerKYpWi7ZQo8HIJPcpq+jiD58maHeBR7r1girCxjGDkq9yqI1T1kr4bQEVijGkrvMp1MTEkB8fKNfhoweTjemGDmyN9hp4sOOmofk89cP4u44nHvpS6HYaghLUdoSHOBmbFrEtyJold0yKq01m3p9nvPvzwcap37teP6wbCypuLndptWsQgtjGKzSHc6cWJFO5zSx985hZypkNms0O2M0ZxS2vjnO+o3XyPQ2GMy0+OjKc/9l7Nq352Vh/yy33GtEkyEahkFqaYBj80/wc+dt1O55ft+XpCZiKFYLu2xT7F7ZzcDkG1uikU6g9dzDnTVRnRluj+rkw524qoqViMCTgt7xVQ6N1Dk8Ijg4rHt2dT3zI9PRu+xEDYQUyJBKlA7iKxrhxCzV0RSPOwp77RrlWBfbyQKT734drOSXPp+QVybf8ZTr4r0h+UJlX6AS+p6Gf52cYqyQ9Gh/7FFRnWDTyDfAbz2DZJObHi2iaHQ1GoEAfB/FnfIA67p3FtQdkJrvvQQDCIsQ9dZ+L4CMEKm26U64pmSJ472QKDjopVp7AOrSxMUbTHFd9EqwS6lvAFWoJMScR5NSUt3T3R6AEn+C69UcRcfuMB7u8KgBRtBx/qcVQyFKivvQ7x85QBWDkjLAKfusBHi2PiFrWgra9RtKUoTl7sPklH1WNmUTU9SY04NlwDf2Xf2mOFaW0pVRwlKnt2UgFJdfUouBhsu/dAKISHabFpIAAAAASUVORK5CYII=) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5klEQVRYhb2WS2hcZRSAv//eO3PnmUmbpBlJm6RJ2oippVCx1bjysYhQutCCoF2500KhCGIRERcu7EJB6aKgdSFYpUilEDdNH1ZLDGahNW2axqY2aR6dTJqZ+5y5j9+FIFyhyFzK/MsP/nO+e/7DPUcQ48zWXpKb63nETB45VUBcGkT//KCIE0tpOHl5RFZ9BaMuMFwVyxOYIaw9MyqbIlByNdxQw7AStA9/IixXxfQVTL/hUPEE7HQCy03S131CAHS/+b5wXQ3X1ZojYOlpfDsVYY6TxHH0WAINa/tBFqWaibCakUVazRIwsmj3sxFmmzpVs94cgXA1R9LKR9hixSN01VgCDfdAfSWNtxQVcNZS1PX8A248ZIFfqyXWlqJNaLstsKFJAiVzjnI5EWF+mwodheYIDMw+z12tFGF2b4jaFq8CGsD86nH5o7VEf2svrqoyunab0fYsj/12joPrh3GWdexljff2HEA72c/dbZeiUbpqJBMOo0eX5erWST4aPkbB8/i+8xifheOccE9zOfkWCU/DqAYYdsDep14WAMq6e0ZOBYJzdZdktUhqsYhqSJxEHsfP4dzqxJ3rxJ7rxMqYjPedomXm6Uh+pa1EtrhGetM6Zx/5FK37AN62Q1wMJskmbXrSj5LyPayqgW1Wsasm3535QgKI2vQv8qvKBPdEiXee/CDWRGvknB89Lg07wHRDXn3tsFCYHKTrr76mJAd49sU3hFkx+dNYBEApz6TZ+vtzTLxtxRqnjZ5TJ96V1415TMMCQEtPgxFahF6NsZF5WXMkP+z7lvFDRcJ7i1ilMQpXfV4/+iFKh8fJI0e40T/F6rD1b8WeuLBFvpLez8XcOlODO5CejhBlpHWFIHAZ+sPh4MoetEqajzM/oXbOk7s1+I/Ahm90sbZzVV7rGme6bYY9F0ZQZxx0qaN07GalQyMMT9PeV4Wiye2BWdQ7tchXLYkyX9a+ZkUL2Bi24uGj1O5QuXYFbUsPs+kKxzedZ9fCdu7vmqfSqbK8fzTek3eNJeTmM1rkuYpjumybaGnORiTsEL8QHTxOawrFD+Pkb1zA10DdviPCkqkCgRqvoo1Pw552kpnWqJTtoFX9WAIN7wMbi7vRM5ui0AfpxsrfeAW03OMEYug/LI+iBs0RcMQAXfKFCNMLPTjF1ANuPGSBnB+Sl8kIy+R2ke/obY5AXmYIRLTj29J7yRb6Ywk03IQVtYzAiULFJVCbtJJJ9QZL4jKFnwsSYF/tujTDdep+5v+uPhwBO+xDsS8hKgEbLuflTTFOxTiL8OI1Yazf186FYVlbWiDh1UgM7mV9eYq5oZuxYv0N0uyiS2uC5f8AAAAASUVORK5CYII=) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD90lEQVRYhb2WXYhUZRjHf+/5nDNfO/s5s6tOax+0iUWJELWFplKIEUWBYOhFFBQmeFEI0YWFFxEiQQUleGMmdRMWSRBFhYEUQhTm18qurrNf7ja7M3POnDNzzpy3u+BcGJxTzHP5h+d5fu/7PO/zvIIE9nHrWTkmc6wXOTITPYgf5zBfPSaSxFLiOhz9a7t0AoW6I3AaKo4jsJ2Q6vZHZFcAVjyNdqjRcnTKA+8Jp6FirwTYy0GS/PEBbEvH9wyeKx8VAOVtB4W35OF5m7sD4JoWWjMV1eZcXNdMBKDFdRCdDEY9HdFajQcRTuxQyQCMRgZrORPRPNtEtfXuAGSWshSauYjm17KoXpduoO9mgVwtWoJUtYec2Q9efIDYTVis9+JfjjZc3ltDrndV/OxJAJjIkp0vRqRCuow1OJIIIHYJCjPDpCpWRNMH+6H/PzzDM9WP5EqgYJsqLVVH93Ocvl7ldONztmgP89KlRzHmLPTZFOaNFLmZKIAsGfiDLtNvzMtwtcuR0ePsX7MddTjEy3ooSpvADvhu+iodT3LCO8u5zZ8JAO28d0raLUEmFFh1ldBVUesaO5ZDNHcjV/NNclODGHMW5nwKZc7EmjEiAM3iMrLk4g85hAN1LhQWaRZqdPQQQ/EJmm06rs+YzNEOOowEGzh56nG56+kXhHjx1w+kKlOUAoO3xvck2mhx7OvvP5RNO+QPp8mhXQeE8oN1hW+G57qSHODJrXuFa9tMp6sAKKZVwsiXucP5KtE6jWu9Pz0hT2h1vh3zAdAUbQ1BWCOr7+T5Y2/L2dE8F/K/sepGjk/37uTl1z7h4g6Tk09tQs2F7H/nZxrje5hMb/znxl755ZhcZ8xyPHC4r1RDek1q1TavD9/NVKVOPwZnLi3x5TpYLBa5fE8v2ex64Aja+dHdYnTpfdmkTTW8yc2RIbR0mZ7ZDAuNP3nz8L3s2zrP7+MXuL/aT6qviCcqkVOdHZzhSm2J63KKw0MbwPHp6G2mFxbpVQT2ikfFqaGsf5eiIWjJq1w0tyUr+ci53XJ15VCkXAOX9suHLu5LVMLYg6hqT6EvtiJaSXHQOplbePy7xR7F5exa3KnJiFYIJ7Fk/KmeCEBksnRcN6JtcaHVuNYdgPbAOtKl2yLa7fmA+spCdwA0LY8xNBzRDkyuxbfGEwHEbkLfr+E3FiNaqxhiF+5KBBD/V9yYhlR09Qqh09e3uTsAdnUCIaIzJF0YRYj0LTz+Z4B2dQG57EQBBh4gI/q7A9B352PoPUOMtF0JMLp0RJrqJrI3EuWP34TlwYPUhybIXBNY/pTUQofhioEaJgNItBCeuVaTOpJKoYLoFCkuCr4YG0gU62+QGYeJs0QTJwAAAABJRU5ErkJggg==) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3klEQVRYhb2XT2wUdRTHP7+Z2T/T7nTR7tIFYmkpxQajRhNBrQdjvKAhHoCD4WZiYozE2AtJY/yX+CfhQlBrrBEvGuQGF4wiaASiNCGmCohAwLa0u2W3287uzOxMd2Z+HkhMhttO4rzjN/m99/m992be+wli2C7vuDTkPIaY4TGZYkSU2Zb5UsTxpXR6YMfSpFT8LoStojYVsAWBFXKr/pRMBEBzc2hhhpStcLDwoUjZKlg+YcOPE79zgJS+nrSrMtn/sgB4sf8dobkubs1NBkDPrCfrtKNQdotWuRULQOv0QHeQpqvhRDRvoYmo2AkBND26l82I5pYt1LKVDECutoThRIO1Z01UO6keWKxRakc7PmvWMdxMMgCVv1aRlXpE6zFdDOWeZABmPQt1YSmiqbKXvCjGAui4B55t3KbaigYL5QBGqjs+wETtZ1m2BxhYk0ZVerh8ss6JLwps2DvNvvwK+koFrV5hj7WdofmvOFIfjjjx9A20elJUPh+XF5RB9s+Pku9rc2AP/HC2yOQvLp+M1dBCl6DpEjR9dj/+nABQjrkXpQhGuPVdm1LDoVSeQw2atBZTpGs+6xZv0Ld4k77KTSyli0O3N7FbS0UAqrle6sUSK4W1fOyvQzvTT/vrYS40Cmgb0mzUddrCpGmv0HBMLMfk8LEjEkBc8c7Lk+eg2hK89/y2WBOtE5s4fVgGzTahJXl97ytCGWxeZ3h1JpHgAK8+85KwrAYL5p3hqXDtKk+LP7CP7o81Tju1N799W85VFexGEwANeQXbC/HcNnOf7pCy1WJiZienpl8j7LqNvaVKPviTQ8o4bb3IWGaMS/oQ9vjofxm777Of5AsP6fwzlePS8fuRVhtRFMhHbQIloDB4ke3Zs+iqxY9Tw1T7DTZXbtzJQObJo0IYf3Pe9vim3Muyeo1u/yoZVVJyilhntrJsPEBjYBPVwWGu5zbjOXORWy1ZgiPTHmddl/RQiLIV1Ec8KrnL+BmHsqlz2hzl2kwP1dIQduNBvj/4RrySpw6cktoHxyLlynx0Sva8P5XMRhQGDqqaj2jZ9hpCJaGNiFCj4GyJSGmZRQRqMgB5uZF02BXRfN/Bl41YAB3PgnvtEpnVKAChD6vx9oGOAbSbOYKluzRyBKnlWAAdl6A1LXgiiDZ8xsqTVUrJAOTyPnkjCtA1n8OQCe0DRlYSBFHu3kUd7I5dATEyYKJSq90l6grBSkKfoRxR+dUX5N86JwH27fSkFYas1hL6ETm/hyijDsGqifHuGXlyXmA+3ETc9Vr63wBmf0uL3KBFb6lI91oVfVcTta/K7IlCrOHyLyAOp7eEy8/NAAAAAElFTkSuQmCC) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5klEQVRYhb2XW2gcVRjHf2dmdmdmk012M20iubVWW22rUOoFQYsvwQuIiC0GERG8QSnUF18sCPbBF30RvDxIVVqh0odi7Zt5UNGKlwot1mKjMUlzcZNsZje7c9nZmdk9vgkjRNih7Pf4h/85v/N937kJUsTB5gWZl0vkxRy7pMdOUeIR/SORZiylU8Oj9lmpxCbCE6gOKJ5Aum0uVR6QXQHQgh60tk7Gg3e2vCZ0TwU3Rrhxmvk7B8iYw2QDhQ/HJwXAi+NviEwQoAVBdwBMfRjDT06WbTRo2Y1UAFqnhp6WRq7uJjTddWiWvS4B1D16qnZCC0ouqu1u4rjBAL12mbxfT2jRUg212aUeKKwtUQyS6TbcCvmm3h2AAW+NjL2R0PqcgLwodgeguLGGPZ/UCjJHv9iaCqDjHrBqyzj/6bdiZiu6ZqUHeH/1Z7m4soWd2wdQA42g5PPm25Ijh0rsZJlCYw3TLWHU/8aoLLIQ3J0YZD7cw3gux8rpY/K96/s4dfIxbutXufXpa/QODVMVDZ58qEbsurScBi0n4tB9DwsA7fPGX1IJNUZGMmTqNVS/SblUJXZGWf/eJbtlFUnMuJjD8FbQ6yX0Wi4B8Etmgt7iLNeiMab8HWgWeH6bs9Mm+ws25kyEc6BK7PnEfoD0Iz4+d0Y+/8SkEJf9H6XmK0gv4s5t96e60TqJD746JSMnBLfNK8+8LPCd09Ke/zTVTZY29j17Tj73+icSQGH+D3pWplk5d6wrEHuPfyeXC7v5snIAANH4fVL6dpvzPw2jxQEPDk7jOwETU+fRZ4q09/hsjM7wRfEgilGgqo/RMId46vCJf8t15MTXMlD7+OxKC7Wtkm9a+No6tfAqsmGj9AyybXSEytoAZitPv7eVsB0yd9ISirn7jBDFaSbumULLzVLN/MmvXh0ZCURWENVbRGqZ2k0307xlG8btwxxfO5hYVWnRYjUyaVIlDBfQpUmkNink9pO1diGbHuVyP33eINmmAQ2NuZNWun6794XT0jp6NVGux9+akYe+WerOi2i6dy9mmDx2xXYdaUVp5k9xFLsjZFtGQlufdalF9iaO/4+Oj2IzMuFi0hbk2lQu1FIBdJyB4DpMWMlyKwsGhtqbCqDjDKjVFgOjakJzvrWouR2vBUiRASFUpheSNkPV0Mh2B0DeFXGxJ7mFW4pAi41NHDcYQAQq8R3JN6G9o0YYdulNKBsqXi655XxrnfbGJoYbDdB/RSHjmJiv/iABxl5alTF1ot50/4KOAcaHJNlyDq1l0Hf0sjSlSa49SKaZTwWQ6kLYe7gk20WfWIbkK0OEWZ/f3h1NNdY/+HqhsUSZ3UIAAAAASUVORK5CYII=) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhb2WW2gcVRjHf2dm57KbvSTZTbpJY9KkYCgifRARmqSgRdAKPlRQRJSAvoiPKogV8UEQwQchiEWoiCAFQcVSvBC1aUAaasQKRdpcTLa5mmyy2d3Z3ZnZ2Tk+BIR53BHme/zBnPnN/3xzviMIUU85uzIlV0mJZTJygT5R4BXjogizltLuA4/v3ZKKZyJqErXaQtR8hOXzxf64jEQgZpvEHNBqHh/mnhNmDRTLQ7W8MO9vX0CjG71s88ngKQFwfvAdodk2MdsOJRBr94F4zcBsFQNMbzQwRCMagQ6nRcKtBFjCqRIXtYgEalU63L0AM20LU1jRCCTrRZLOboAZlTIo4Xqg7SbsdHbIeMEeMN19Uq4RjUCXs0m2GUwgbduk6IpGoNvdImNvB1gnCTKyJ5RA2z2Q9TaIN9cDrCvWg6Fmwwtc2C9IxYmjNgzUhopWb3L5p02mf5T09e3x3tkVcvompruJ6awRFxuBRezmIH5HD9szb8qF8jE+mr+H1ya7aWV6sZNZXKVFbbfExmKFlT+qXPgZalcmBIDyTWNf9qkZ8r5C3quQ9zY50lrm4K4FKKQcwYj5Nz3eCj2yQM5bJ+cHE7hdPca+kedA78Xo72LLSrHhdXFrK46ltLDqZbZ2Kky9sUtx20XU4zzx7LeHs2Ou/pucL96Qvxd+DTVM2q0X3rosOx+dly++fkkCKJ9Nlfh4qsQDQ2Ohxmm79fm7T4pzD91C5fDoVq5ODzH9/f30ji1Fk8Dbn8r8wDYF6/C3jZmeTmonjRAZ3NOzUlWzVGLrdDWHKbpXOCqfwZfwwdPnmP3rQb5cfplEKcfazSP/JXb+4lXZfyrN7aU0N3+pM3enSO+2wuQlj5n3fSZe2sQpWVirTb7+7j6Gr5msuycPE/hzZlhUDcFjcQ3UBLG6TtoboIWDX1nA0ooIJE42T6yzg5iMMdZIB75qaT7H7GyCr17dQknCiYyBrvkU7tRRO6tUKgfcua4xN3cSvZRn1z7D9vWRcFt+fGJZnh1uBrbrxJk1ee/DN6K5ETUUyWK6HmDFVY+78YguJGWjhJ8OeiudPpqnEUah7QRMaVLWgidhObOIqIe7EbUvoOq42k6AOf4WMqZGI6Cv9RL3+wJMyhpNUY1GoNtSMK3uANM6RtG0/zEN26mKEHhxN8DS1UES/5iEyaDtBOyeBqIVPENUVXA6GVECtWQJRegBptkd5I2ImrCh7+H5FSYHXAlwdLwg88UsKS0igaSdQ3VVcg3JI0M1aTgpxnWF4wk/GoHda6NipN5PdrRBLtVk2JMMDlZ4/gcz1HD5F2vZj/leo4sMAAAAAElFTkSuQmCC) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhb2WS4wUVRRAz6uq7urfTM+ne5gBhhlgwBADMcFAMIi/iLAzQUUTNRpduAATiYkRE0KUjRiNMS4IiRt3atBIlLhB48YQ5SMKEYQAw0zPr2d66tfVVV1d9VyYmJS7qkW/5Unefee9e6vuFaRY+1q+7BGT9IgblOV1CuIqh/XPRJpYStINe5empGJ2EM0I1Q4QzQ6qE/FpY6fsioBmK2itiEyzzceVJ4XaDFCdDprTSXN+coGMmydre5xcs0UAHF3zjtA8D83zUgloSTfkmzo5sRhjequFLlrdESgGIYXIikv5NjnR7JJAy6YolmMs5zkUVKc7AiV/kR6lEWPlwKSopquBxEXYFy7QE8zHWI/SoBzq3RHoD+fo+59Ab9ujh/7uCAxENQaZi7E+UaAsq6kEEtfAIDXycjrG+tUquhhML3CiMS8VS6C6OqqnknEDMm2T0Khz4huLI/vukpez5KIZcuEU+UwtFiSrDtMSVeZ+PSw9fTUHTk7w3lt9+IVhvFKVthLRcQw6jkVoO9i1Ji/uflgAKHue/l3+8NoS5z5ZpHFhjjMfXGGIm3jzf5Mx73LrTg5vdoaquE1VnSTrLtArZ2ICy3IFDXUYQx1iWa0QKHkMvYKV68eIIhzXxG6ZWI6B5dpEmsO7H56WAGL00d9kWB8kkD71K5tSdbQk6+Dxb+XEPS6//NzHFx/tFWx44KpcvXE6VSdLu7a9cEYObb4mAZSCmUOqIQfGva5IrJqYlAvn7udedxQAbSJbYM53ua5E7HnqpLz914MYMsv2kWu8f/RVOoHFs29+zeFXjjG23ubQsePMzmxm6tbIf+na9Phl+cTzPqeOtTh0cRuB3qTtLNFxFmlbBpFlMnu+xejn+2lEGj+aLXaHGX4ClFOXRkQzu8wfuVnOTo+Rd4fZ5a/Ea2vMhjbna+swgnHOXtrBXGaMSd3H7q3HbrXkhMxM9TIwXsLItTDcRSx3CcMxsZxlLMtAu1xhU5+GlBJTs3j7TjZdveV3fS+z27+LpeuRZ/6Uj71+ozsT0fhIgXbzZowNvDyAXkp3ocQCzVoVJVOKsfxDGsFounkg+UxYr1AIVsfY4sICbsdIJZC4F3Q6IIvFGLuwY4G14/nuCASaT0eLDx/uql7CuytTCSROgZ2vo8hCPEiosLXS2x0BX68joyDGys0VFEW6ryBxCqQMUYL4VLyOAdaXEt8FSPECa2tbybnjMbY7p7Cx3KX/wJH1/RwsbuCrnf82r5cmPHnfSvDbqc5PnoIVZcFQCZQsvLGlLccykmwGDDOdQKp3+3K/KaWU+KYkk41ASJ47XUkV6x/XsqMkweEfgwAAAABJRU5ErkJggg==) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhb2WTYgbZRiAn2+SzGSSTbKb3ay7mm7IWq3uClKKKKVIW+nBHqSgUrVndcVDhT0IQrFHq/UHPSgW8eSliEKxVKs9SS3arrbW2m536fZnf0I2m83PTDKTmcnnoVCcQw8zlLzHB97vfb73/Wa+TxAinl+0ZWqoQUrMkZH/YoszfKB9JcKspQRNePbWmlTqLsL0iDRthOkQMbq8W90meyIQXbWIWl1ips0nQztExLSJGi4xww1TP7hArKWjmhZfjhUEwMGxt0TMsohaVm8EdFMj7rR8TG230drtUALRoAlJ1yNBwy9lN9GE2SMBp0lSrPuYZhnoEaM3An1ehZTS9LG0U0eLhDsDgQX6KZNwVvwsXiWX0oDgEoEP4UCkTNJZ9rENfRZD6kDg4qEE+rnFiF7yM5Eg082FEgg8glx8CT266GMDkRyaGAwvMLnzL2k3Iux5KYviwqOTOuuLqxTzJl9/v4ruNdm/d464skxMLHLoo23AsTuLWI0xuqkcpcvvSCuSp+49gJMcxU3ksdQsHVXBbTVwjTqdWgNabV54aqsAUF575aqsVrqkV+9jRLdIVqpUZ2cZ6b/JSGKe/bsXUEyTXHyBnH6Dn4/nOHnuOd8u/p5/mGp3hFp3mHJnCEMbpKmN0lDSGFEFwzJotutcOl3ih0/X+Phwm4GxGQkgdu2Ylcu2QaZU5Ldr2VA3WpB4bPSGXPccJtNDnJzvF0qykuZKpdqT4gD/rBSEoZjkhAaAUkQFq4Ra/DbUdRo0nhkvyY5mkLI6AETzukCtZXFlC71wRn4xsJklBTK732b7vqOc/bXAkYNHyT/5OVPTJzj+3U42bmkyte/InY59+OMpOfNTkvR4lvz2+1E3xegYFVyjQqexTrexztr7Bd5ggs+udDhX66Mvfjtdmf4jK2KdDKqVJebprEU8dg4KFi5PcGHJZO7iE6ixJHW7yHW7wOylTShjQ75diUfGSRZzHH2vxYmpBaq1NRqtKjWjztpKlfPTfQxe2wjAy8NxVC/O4evpcCN/aPNZ+eahb3zjOnB1VU6dqvbmRSTMFIsX8j5W9uKUV2ph6gf/E3qqRyOh+tix3ed4fONwbwTWnSad3/3vv3K0hXMx0xuBmnOThudPi7fT5DM6lO6SdC8Ful4ZxU342KgcY4MWC16dEIdQo0DE8Reb0AbYklbvknGPBV5UnubB7lY/y6oMe+E+68ACr4/HOTC6wccKScHNdjiB4I/SBBRjXR9zTYlM9KgDMiJR4/DnHksCzOyypZMAYYe7ywJ34P9xW0Ji1wQztcB7ASBU337ZW5dSSqSUCLfL9TK8enow1Fr/Adj2h2Y1ABvBAAAAAElFTkSuQmCC) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhb2XW2gcZRTHf3Pbmd1kr9kkm2aTmKQxILUtsW+W4IVAi4qKb6JYQd9ErBfEB9EHK/ggCOJLQUErXh6ChUYQxIg+iD5YlbYWcltqrpvLXmcyOzs7+/lQqIxFcAed7/HPnO/8zoXvnJEIcB6ZdUR8QhCfbJEUv7EpzfO+/qoU5C65U4OTs3tCrreQahZK3USybNqmxUzpuAgFQC03UJttNNvinWxOUiyTlllFN1tB/HcOoJlRIs0GZ2eGJYDXhx+SGo1d1EYjHICorWNI+z5Nt2102w4EoHZq0IVHTKn5AZw6smSFBKDU6dLLPi3SMJEVMxyAbn2XeNxfgphbxVVC6oFUfJu4vufTDKNEPq6HA5DOVPDcZZ+WSzTIx9PhACgsk+ze8mn5VIyxZG8ggI57IN2zjhRd82m3pHvJ6j3BAZ45vSAO35dCsXSi31hMfZXh18dXiR+qIatFIrEianQTxdhAMlZpRdd9l2QiOVy7lwuzb4nBO+LY9iBa1whtNU+j2U3h5zofP73KsyMjVBqw9/AVnn9zWgKQX3tiUUyUFHJRmVyqhjpco25Ae2CVTG6JnlyBTH+BVG+BZO81Mtk10ll/BqrlfraKAyQndZZ+PMDiXB8WA9QsA1PI6CMuCdVgQDXIR1ScLosPPj8vANTceB15x6MnX+bOkWN/TbSn/n0aD+c+u3kSvnTzd19sw/zUrpCSVeq2B4A89OQi5y9u+53/j+eei1lJpD3M+vXXVHZrK+wvZPj+lzOBxmmnZ+7IjihtlthbrwKgzp8ZQtg6l7/0+HT1pLBXYhx74UOuVh3e27zG8WyequuwP3WW21++gGj2Ibx+Xpw5dyNjpx/8VvQVxqnWmmw4EglFR56ukHklwc6pZeTiJBXXJiUpHDISzF322G9dfznVdz95TJrUvha7JYOCtUhzbZB7uyHitnHaTRbqZWQZyktHyXxXI1ocJXYU4NyNqMzNIUaqcbbNXeKGTsW1cWNV5H2ZhKaw3WryQ2mJE+kJBowm2tUjfPTT3cFK/sZoUTw6cclXrrdHq+K5A2vhbESnsinuV8d8WlE4lIUbxH/nANmow5im+bRhodEtaf9g8R8DCKfNba4/27rc5Iq1GQ7AHxtdaBH/AmoDW/vBFpLOS6AI1iL+GdZugUs7HIBVWabg+htOVuGunvFwAFZUQPVH26NppCNGOAAtzyWh+Dt+1FDR5Y5XCyDAQnIQmYN/+wnKeTr9RsexAAEykOmSqHsSjRMlAdCYrgnTU5jwQlpK+yxBuQLsKjgP7Agp6VBR24xrwYZpxwCxZV0y0w61mMBUVeq6wDRq3Pp7JNBw+RNAOH5iaeMReAAAAABJRU5ErkJggg==) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhb2WT2gcdRTHP/Nnd2Z2dpNsNps2f5rS/LNiayGHINWIlEJJPFhoVbRCoV4Ee1FBxFMRpO1BsKJgKwYU2qCngoriIY1oxKS2GrTRNGm1bmP+NJtNdnd2Z3dm5+ehIEzBwwyy7/iF997n996beU8ihB06WxGJnYLELolGc54laYIPteNSmFhyUIfhc1khWy5S3kKxCkiWhVe0eGR9WNQFQN2wUasekYrF210tkmIVcIsbuMVcmPzBASJFg6hjc+5wlwRwomu/ZNtrqLZdHwCjrKGrJZ9WLi+hlcuhANSgDqZUIxbN+zStUqAmWXUCiBYwDX+/I3YRTSnWByBurpFo8rfAcDZBCTcDgQGamleJJTZ9WkRfpzmhAcEhAg9hckuesjPn09INNtsSycDJQwF4zGPGl31aZ1OMnsZ0KIDgM5BaxDVu+7QdyTStWio8wMnRWyKVNlCKGpGKwvjpeUaOx2lozzM3c4edQ0tgLCH0v6npGcrGoi9IS3Qrm792M/7zCTE9upPcWjOHTrXhiTZsO05Vlrn6xiLdkyb9j1VZeO42h/c9JAGoY5NZIdYFcRMUI4/ilenY4/DjxTX6H13m8qcGEfsOu5//A6EvI7QllHsqYOW2UJrvIzO1g9+n46z+kmDgqSjJXp2qIrMwcZvMeIWKJ5NY8ShWSoxeuCiOPXtQ4v2PvxNDrV+L8x99G2qZBLXx/lVx+t0xcWb0vACQ17/IcuzUBkeODoVap0Ft3/VWyb2mUti8+ynLvWd+IjW4wNmXL9SlAjO9rlC+2c3kB60AqAvKHFrKI+eqvJcZFm7RZeToJ9iuzNnG85jvvIozMUB06mGMiRfYFW3geyvLWyt9/1bslfQNcb20zIGRVmYzgpszWXpei5E+kER9sYa0ovHVyjXiWo2pWoGuQhqyXXcBXk+PSUfu7BHyjb1krHn4rYknJAlDUyhkU1if72X+zZfo1rfyTLqNQRkcz/+qiueiyzpX5hwSKwodepyyl2PDijBQTPGk2UQ+uZ3PspeY3OjgwVgzX5YGw7Xc3uaIyfsqvnadbL0p9muX6nMRXYl5tNzjJfBYrK6GyR8cYEMIYob/sRVRwxF1OskagTnbv/vLQLvWUx+APyWHCq5PS4sI/WZbfQA2HYeY5B/g+5tjNEQioQACb8OkpNBl6D6tU41jyHU6SrvlKPGS4tOKVZUOs7E+AB01hauu49OEEPSpZiiAwDNwXQdd8VfAitTo9Lz/8PifAYo1wXZPptKXFwD2wVnRpkjkpFoogMAtaATa22+BEsN+YFYAmFEoVcP92kN55Z7+S3iehxAuQhJMZwwe/6EzVKx/AN8eiOwayrjQAAAAAElFTkSuQmCC) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhb2WW2gcZRTHf3Pfmb1l091s2tg0rSUthbYo3gpSFXwwIOIlT1qEIuqbIvqgvlixUPBBahUpgqIgQrHgpSJYUKpVrBXaWtqm92STbJIm22x2M7M7szOznw8FYQoiO5Q9j3845/vN+Z9vzicRI57a54n0BkF6i0Q2N8Gs9CufGM9LcWrJnSaM7LsuZDtAsh0UZxnJadC2be5ffEJ0BUCtuah+G81z2Ls+LylOncBeIrCrcc7vHECzTfTA5eOnByWAXYMPSK5bIXCXugNgNgwSaiOiNZuzGM1mLAC104SkEmIZ9ajoXUeXnC4BGMskk1G/NddGV+zuAKRSFdK5qAWmX6OtuLEAOp6Bnvw86WzUAiWxyEDa6A5AbuUyjn8+ohUyLqvTue4ABFzETM1FtIEei9uzhVgAHc+AtaJMy5yOaGtzBfraffEBPjo8L1QHFNvADBVa309yZtlj24jH118ssm2kxtqRcdqJGfzEFJjlSJGC3o907E4+e21UTFYtjn+X55UfekkWVuM2Ulw6WuPoOyV0W+aRbSvg1WuMPnyfBCAfOFIV7TMtjIUW/X11elfOIF/OUKwnMG67ij2WZupni0RhHKNQwspPY+ajHWhWi5z9fDMJvcDExRRBTWP6VIJ6LcG1GZ9Dey4wMbtA2Z0jd9livlzh0y+/EQDSoXNXhKkIZn6c4dmXtsfaaJ3E3+sa4rdHjxBsrfLyc89Isj/0J8vSsa4cDrD1qiUtH17P7P4b8y8HXEQbPM/+ve/GWqedxu6V40J3kvxx9sa1VcekMXSnTf3SXbw3NSKCoMGTowfJ6jpvtg5ivb2HEzt2sU5s4LH+jdwtNH5q1tg5Vfy3Yy/2nBaT7iIDG3Jo0zK257Hq/STmcJLBFwQ7RJHXFy5xqPoVRysTbM4W2VKY5ZcSyG+ZB6TjnKdycjVXd2/ir3KZUrBERrexFtfR/PZBVrWGGUz0sjbUsFFZk0pFvqpHlam05lBKEnnVoj+RonKlwpJjY5gCkT3HoGrht+uU/N9Z8B0+KO2MZ/nB4bo4sdGN2PVGz2mxiQ+78yIykDE0P6I15TYhjf/IuMUAHm3GmrVoEUlhyLijOwDzXhPzJm1AMujTM90BaIY+uhKdn43ZJBk1EQug42XUbyQZ1qK7P6+kSWnxnmQdd2Ao1FhoRbWqUBi2ersDkNQMLoReRAvDkCHVigXQsQXjcov0TWmqJMj5YSyAjjvQaLe4Bz2iFQ0l5l8gBsAayaQnOUZr+xUB4D5+UliawCXoDsC9fgCrQoRfw3volABY9EKWgtb/pd4aAG08JXnpNE0/QyNjYKsyruYwWi7GWi7/ALQzg7Ri9ayWAAAAAElFTkSuQmCC) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD/klEQVRYhb2WW2gcZRTHfzOz9+zsbJpss03aSjWtNZoQLE2llVpEvBDQWkHBgg/aCoqXd1Eo9EHBF30pIrRi0ZJihRYFtVQpolhFq6TWS9ImNpfNdpPsZrOzc9vZ+XwIVAapMkPZ8/iH/5zfnHM455MIEY89Ywv1DoE6KKFtFcxFz3M4vl0K8y05qOGhfYtCNlwko47i1JCsOp5e5e7yQdESgIhukcAj6tV564FOSTEquPoirr4YJn9wgLSTJB2zePe19RLAgfW9kmUtYFkLoQAiQQ09yThuwp/MNOcwpblQAIErkG1rEkst+7SaPUXdng0FELgCibYaVqbi03RrBksphgIIXAElvUAmb/g0tzFHDKs1AFK2hLrW8QMkynSr8dYAKLES841Rn5bJWKxT21sD4J6OodT9M9CdTbFRy4UCCDyE9mgGb5O/34OlAbIDsVAAEsA7x8oiort0KHE0RaH71yW0j6OMHZzG0K5ipUro8TnKe3YyUzUhavKm/vC13X/4s/1CbLeIm+tILq8lOt7Dmv4+PL2d+AcW1lGZxWd1vF0Jmo0aDb3K44+s3A755BlLdEWgu6ij5ZdR8gXGYyW03EWmPqrhdv+Fk5ukaSyQtlXmnTI50eH7i0hTwyvn8RZziNN5lFd6GXvRYakQoWTJ5CIy83GTmlln2TAwXIsj758UANL3pi0KJ0cxRmT2ntoS6qIFiUPHvxJNs4Zn6rz83F5JviSfQRjFliQHeP6JeyXd1NH1lW0qT/MDNWeC4/tOhDqnQePVQyOiVq/jjK7sksgFfZI/75kkn57gpd1PierAFHee2Mb+Y8OcfXSEc+M62ekt/Dz8BZWhAn1vPMnmr+/i6eWd1yo2ct+oKOxosKm0ih2fRkhu+AYpKmheGWTJWMV4p84nL1yiaVWpzC/QdtZBaI0VgA87jkoD5V1C3jpG/IqgWJnhlst9KEqdzaf2kKu184u3xHT/CTS7F+3cEPGofwjLYy7Jmsu4XeN+8Tui0Q11G1nuwU4JLk7PMvX5H2SG0vSfUile7eD12eFwLT+SHRUHkl/62vW29pM4qH7XmheR6bo0PL/mui4bomqY/MEBSo5BSk74tNWxFI7nXcdxgwFMYfNg580+rSuWIiqFa2lggG3ZtaxJtvk0w3OoNuwWAWhddEn+ZJZoUBdmKIDA1zDvFRBUfZqqRLFEozUAnnMBcasOl/7RemMZilHn+qb/iMAtED0dCNVvW52q06eGe5AEB4j+W0t0XqY/lW0NAIaN1PCobCwKAGv3e0IRMhHP+D/njQGILPUgTcb5tlLmfH5CAIimgudcDQUQeAgjE4NS5fYZ8WPiN1YrKjdVYjj6bayZ6gm1if4GxtCyzrUDQwEAAAAASUVORK5CYII=) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD70lEQVRYhb2WTWgcZRjHf+987OzsbLKbZNNskpI2RWrUNsWPgljRhragtDfxKOKlflwtCB6kIBRKDnpsil5EQRG0CIpIQzV4qCjioY2mTUvSZLPZbLLJbnZ2PnZ2Xg+CMGCFGco+xz/83+c3z/O+8zyCBPHeS56s9EhSk4LcM5LyEcHHpiGSnKXENbzx4pbMKgGGsFHlLiKwCVvbPFubk10ByGsuphZi6DYfvl0QqrAJmlWC5kaS/PEBirqJkXKZvjwmAM4fGxOuu4nrbnYHYNQ0EOlWRHOcMo5T7g5AxurQyTQi2q63iu0lA9BiO6xdPGs7IjXdEk21lAggdgWc7CZBb7QF9fYSLrXuADTzGyjZekSrpSsYPa37OB4wQDhi4xrRJ+f2btDXo3YHYMNcojS0FNEy+YDBXJcASgN3uFe8HdFG+iz29wwkAtAAPr9Uk3kloKAa5FQVQ28TXLxBZselUk8xf26R8okK5fQaq+kVKmb0xu9PFel3Brn4+3l58LXHcW62SR9aYWTmFXQni+srtIImbtAkrK2RudXk1IWTAkCb/dqRpuJjiBChNmioDp7WwDQC0qGKEIKt6jKlwTLr6XU2jTJVczUCULy3l3wwQsYbJHxVor+js13ZYKSepukr7PotWs0aVCsUfiqRu1bk+sFr8ulbU0JcX2lJRbZod2yOje9LNNHixI/FOTnc7rBagBMLU0K5O3CbBetmV5IDHF9/Tui6YLv1z7NV2tO/0pme56PPPkg0TuPGjPKJXNqBaqkKgFh89HuZaQicdopdR9CbgQXHoxhatALJxJ4tlhq9nL18geJOP++eexOjo/BU8/l/K3blrR/k7vgg4zM3Caem2PfdAl+u/wkhHO2f5OqZVSZvdDAqFZbXctihy5PWOKfs00J5aP4FkdN/Y7hnEUUL0dU2eT/LUM6n3N5GN1Ls7Q154q/HOPnFcYopGO3zIl810OhHtIdJDxxm+6tbbNV1jigTqNIAHyp5i9kDVRYeTnE0O86YVuSUfTpZy0ujs9I5/H6kXXdevi5/PnE7UQtjT0MpfBTz04iWXvRIO38kyR//T5iihbL1ekTTaneRK8OJAGJXYMcvoOu5iNbxBIYeJgKIXQEpJWvRhYhNfxgX778NDxogpQWsN6KT727TQ1eD7gD0mQ6WHrVtBDUafqL88QE09xf6LDuiDalDZBQzEUD8pVTLood6RJrImxh6Fer38fxPxF/JtDHa7Si3pQcU9izHz54EoO4NYugh3iPfSIDagatS0RS0/JUuATg6fqgh/LO4By9J11fIa8soVuyjkgEcqh0XtpWmNVrAzglkn4KbmSf17Vyi4fI3thSOXLnJB3QAAAAASUVORK5CYII=) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD80lEQVRYhb2XXWgUVxTHf3dmd2d3J5NsslmNxkYlVps2DRSlpbUIeUsMFIMPakH68SKC+GKhpB9SpbVCKVToQymt2A/0wQYkYIUihBak2qI1qSTWj6hRd83Hfs9mZ3dn9/bB0jJ9m3mY+zZ/uPf87jlnzjlX4GGd316RDwzJPUNQ65Wk1gu+7teEl7MUtxtODqZlVLFRRQmhFhGiRKNh8vJ0RvoCoAcstEADgiUOftYu1FAJGxNbmF7suwdYGYyghCx2f9klAD54vUtYQQtLWfIJIKJRDTuNlUNlyuWUJ4CA2w1BvY4ZLTi0oshQqsz5A1DWi2T1rEMzrRSmOu8PwELTIkXDGYJ87T6WWvYE4DoHkrF5rGU1h5YJF9GMij8Ai/ESc815h2Y1F2g1PNUh9wDzsSxtY1cdWjTWINHiE0DKWGTZRduhrbMkccN1OgH/JOG1gzOyNnqW1Xt2kr40Rl0PUBFF7IE+5rU8C9PTPHjRIBnOU5xNcnVHHg79d8jGaUlheRPvPPpGrrLa6SwnWCE60HNRDKuJWlWhaJvEjw1Tuvw8M4UIW6uHBYBy79kjsunpGPpQN/lui+zlDLXRG+QaGrc6FplZnsa8P8OdRJp7iSyTLy1x/EDdcQtNRunIxFmWa6XdTBCvthNIaYQLYaqmQs5cQpn8i+ZNNg2qJO00d1ceeNw7kr3vygunLskLk3c8NRO3a7Jtnzyu7JWzq/ZIACXUfZacNcPmvrXessjl6st8LlarrQTFjwAoxVs1zKW7fHviqC8eqHzVL1XNolh5FYBAqb6VnmOLjG/UGPloRO66Ns6G3QnGTlf5cGcvbx7OsnliOd+9luTnXWsZedvkj+EYR99671+PnTwxJeP5OmuOfE+ppGIMDzG1oYesbWI/nOCFH35h3cBPKEMxCEKL1sCqPv4Bld7rn4gO5TR3mstc6YozHUwAYE89wf59gp5UG6mywqbzK+mdXYFR1zHyhuNWsXSE9dehUlEIBCT1mxOk55NkcwX0i79RsFTUoEQ26WArpGsWfbmPvYX8zJa98tMvfnWE68r+WTkzcMhTCF1Xj9s9W4hMO6eftht5xMQjL/bdA0SVp3jyvrPxZGZ3kIhXwMNM4roUxxdUOpfaHZqRfoXmTVH31vHggefmbhKyNYfWvuYU4b4OfwA6n3mfyu8lh6Zvb4WHPs0DykAX+hudTrFgYeer/gCghZErtP9pAdSgt0LqHgCQ0Rbnt6lj/+mTB4SsI6SzHUu7RunBoD8AALJRxzq3TQJURvsllkKtFvQHQAoV8fDxI8Q6t00SaUIIQdv6MX8AwoNnRMVswcqGKGeCFHMaRYJExm97ai5/A1JFlkdr2h9CAAAAAElFTkSuQmCC) 15 15, auto;}
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96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73180 1.6666666666667s linear infinite forwards;
}
