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0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYhe2WTWvbQBCGH1dyLDQha0QcypBDbg2lx5xDToWQn5B/HHLOOac9FRGFqLBFVD1UchShlWRbzskvLOxao3mfnf2w4KBulVXbu2Ye86GYyfTF90BEEJF9evcD5Hled/e6HGOWYOx7nwowGYh3CUZq56WZtZK0x5vk2UrtCnzK2e8DmESqGqlqNBZgp41kjEFVrxrmMXAD3KjqyRgAhiBGXEg/Gv0jT39QZVcTkdIYU4pI53OgVNWkmUhVz1T16xjT9sxL+F9WgCzLgPcKNG7HoTw1yCUQAU/W2j9dMWEVCLDM85yiKIjjGOfcOqhtbIwhCALSNO0zPwYuquEL8NwVV++BE+BURO6XyyXOOZxz3rXPsqw279MbkAK/gV++oLANVBQFAIvFAnifvYisf0vTdA1njPlurX1qJ7bWAjwMUdYVeK0oH4MguKsr0JxlGIbM5/M1RGV+C5yr6nT3iaoe4TkNq9WqTJKkufuvVPViMvOGvEcOaELU0Neq+nMbI1/pZn0tiqJvfNz9CXC6DcBBBx200cdI9ZUTAa/W2r9TALT/C/rMQ+C8GsaAnQJgkzs89PR30j8g+IpIlM/AhwAAAABJRU5ErkJggg==) 5 2, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRYhe2Vz27TQBDGf+luKqubratIqWCBG+oReADeAN4Bnqy8QE+ceBAOnDggNEIIVXEdR3FiOz1kU7n+k6RNUgkpn2TZ65ndGX/zzRgOaMbcX3tHpyX4Op+d4Wifh2+dQL/fhz2XQ68y5nleXpaT2FlZNtHAQ/c/CNtqYOvSdKhT+5hDH81ElYEn6f1VCTw5jtjzoFmHcvBt6G/8COfcKRAAQxGZNvmsnAObwjkXABfASER++nfHwLl3OQZ+N+0ta2CbUrwEHHDhk9kYrSIMwxBjzCZndIB/wBS4FpEJgKf8DzD099bNd3DOfY6i6EuSJMv/AGmakiRJ42ZjDGEYWhEZtQVwzmngGYty/xWRcdleZaDo9XqEYUiapuR5jtbNMjHGLG3v2oJ79FgIUQNnVWM1ga9KqUulFFprlFIope6VwhiDMYYkSTDG/AC+r0lgAhT+eVw1qvLCWjsFXqRp+gFgPp8zHA6ZzWZ3PoPBgG63C0AQBK+AqbX2ubX2xFo7juP4XjvHcZxZayMgFpFaLWslAL5FUUSWZURRVPucPM8pigKtNV5wfRYU94DTJgpEpGibA7XW88PjjEVPXzfYXgMfgbfAJxY93vcub/z6SkSypoBV1BQmIjfATYv/CPgFXALBUv3OuQmQAe+BE5/ERgnsFM65wLN0wAEH/D+4BcDEouayNu+uAAAAAElFTkSuQmCC) 5 2, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe2WvY7TQBSFv01GaOVL1iIFxSkQBUIUiIKCGiFKXotH4AV4Dp4AiX5FSTHFFpFCNJGRnIRinZXttR177AAFRxpZlq/vPXPuzwz8RzMOxTo7LlqCn7KZDLNzOu+DPgp02f5RAqf+i0JnCsys7dNkRdpJwDl36v9JSBx3c5D0uvw+YEWjssUsy761GZoZzjnyPCeEMCZmBZUUrFarKCeSLiVdxRK4V9Fpmt4zDCGQ53mbnzfA+xgCd8HN7OCcY71etxovl0ugUanotryrgXpe0zSt5NvM2O12XSpEoVwDZTUajfM879Oag1CXLqalRk3F+iA668nXSUBSIunjXyEgyQEZ8IkOFdI0rbfoaMVmkhLgXbEq/VUOZmYkScJ8Ph8bs0oAeFg8HZDUgx87IoTAdruNnpZtcMANcA3svfdH7xdmdgUI+B5C2Ev6ADw1sy/e++upCPTOoSQBz4Cv3vvsbAQkPQDeAj/67rQ4xl967z8PJdB0IXkMPAdeDfDjgMtbkYahSQGAF8BNqSb+LUhC0iRX+sFNXQytJ8CjxWKx22w2v8YQiNlFwm3OZ0DULWgsgS2QA3vg51gC0ZiqBn4DDr+Dy3eXRj0AAAAASUVORK5CYII=) 5 2, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABlklEQVRYhe2WPUvEQBCGH8MiegOuXHUM1taCYCHWgo29rT/RXyBWYi1WFofFICLCiWt1ZyzuLkpILptNtLoHAvnYnffdmdkksKaafHH8ORs14k1jeiP7y+AxxGRg1dh/NdA0L4nUEuQi0kuTpmagKUY0GT9bLlpYRBgOh8vLTpkolyAqWAiB2WzWRbdgI1Y0Ik4SWexkEUnVaDRAkwkRYTAY4L3v3cBv4cpSiAjOOQAmk0lMnE7kVcdiz+ciknvvq8YkU/siEpHaupfud34PFKjq9vLcOYdzriiB954QAtPplBBCF81qVDVT1cuqFC9LUL7nvc9Vda+LbpEBM/sC3kTkojyobsUicgaMVNWlGqirX1RjqeohcAKMgWvg3cxaGVj5NSw3YUVTPgJvwC5wDBy1UqdFB6vqPnAKPJnZVenZATACPs3spo2BNrV7Au6Zr7rMA/NMvLYRh8Q9rKrnwLOZ3VU82wWGwIeZvTTFSv0jumW+6rI4C/EM2FHVzaZAvf9o6tzFAJgC47a7oi8TW4tsrFnTyDc8IHLSRTTPAgAAAABJRU5ErkJggg==) 5 2, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQElEQVRYhe2Wz4rTUBTGf23TVJq5phSRchbiQlTElcisxIVv4NIX8Fm7diEiIjLIgSrUuZMJlCGdushNTGOaJk1nQPCD0Nw/59zvnvOdk8J/VGPjnhtHb8fh+/YcDf2bdN4ETSJQt/dWCeyzu1UCRyPSVQOdK6VXclIet/FzEPIIBEFA28OdTSd4uxbCMCRJEjzPw1qbzwH5OI7jfL+IeIAA56p60ZRAHxe+orMMk8kE3/fz8WAwqPP1CHgGnIpIY21lEfgr99ZaBoMBy+Uynyu+V2Dlfq9U9bopgaJ4uii6ByAid4HLNgTK2LR5wjDs/NEql89RSlBEJsAb4IOqfqkzLlfBlham0+nOvGcVEQTBHVVdicgYGAMXpNUgwCXQisAW1ut13XKGxJXgjLSqxsAnUlHqPuNdHWwTBAGj0YjhcMhisajcJCI9Vc16wMOMkKp+a8IcKiIgIu+ttcRxjOely0EQ4HkeSZJs9QvV/IJ94D7wFTh3fsakUVFVXbEDVQ3jR/Zird3SQBzHhGGY57+A58A74Lpw2AvgMWlz2onKFIjIFDhR1bPSvA+8dsTnWct1nW+mhZCIyEvgHnCmqh9bEaggNHM3mZOKq6+qyR4b3CUu6/bVNvcMxphXwBPAqurCGPPUGPPWGPMziiJbZRNFEVEUXe3zXVuGBcxJtfHZjSeAD5w0tD8+XN/vjIP+kjnRJS7PndA0BcXDAR442xXwvQuBQyLg84e43zUKjaqgiCiK1saYviPxq67L/RP4DTyrycfZJTb4AAAAAElFTkSuQmCC) 5 2, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7ElEQVRYhe2WvW4TQRSFv3hGMWK1HjRCGN0qUloKqlQUiJIX4F14Ch6BJq+SIm9AgwTFFaDIjjM2Wps1plg7xOuFzHrWXY40zfyce+b+zcADmrFaj4Pj6B/G79vTGXqHJO9KwApYicizQwiwMZuccxRF8f3OVGdhicmBtudbITUHkiulx9+SayRzzh1URN0DW2TD4ZA8z1P4WwvYQlEUjMfjxjXvfScCNkmUGsu9k3HjgVsC7z3ee7IsiyYRkUGqgC0YY1qRqOrNvgLqrts3FMkhSEFSM6oLiCJzznVWBVsCROQ9QJZltw2oKRmNMRhjWiVqlADgo4icWmsxxuC9x1q7Y2g+n7NYLHDOnaYKqL+GP4CTsiwBKMsSay2z2QyovNHv9xmNRgBMJpPPm4Micgz0VLVoI2An5iIyUNVJ7HkRebG+yHQ9d6Wq17ECdqpgXdNHMUNEHgOvgbd3uB7FGgdo13FqCCH8yvN8AXwCroElcBVCWKbwRkFEzkTkTSrPf79kInIGvAI+qOrv2vJz4J2IXAAD4BgYqerPNgLu64Q3wDegbhzgEjinusSAKvZPRaRVd03+04mIBU6oLvMSGAGXsQ9U8lugqiXwlcpbUyqPPIk9n1QFG4QQliGEaZ7nc2AGfAkhNIXtATv4Ay5jgtF+FELLAAAAAElFTkSuQmCC) 5 2, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABIUlEQVRYhe2VwWqEMBCGvy0BSwdMkR7KHPawj9Dn6MP3AXrssYdayE1qD8quZqNGo7d8EDBh8P8zmUwgE6btx+GcJsSXYnbj4cifxxCTgbnYZEYZUNV3EZmKbTmgNvwj+HDO3QUFTB1apK0/qqpqRWS0NpjvKhg0EGFqNwOLw89EqoFV19BaS1EU129rbYo2AIbuekXtoq7rZME5Vh0FgyNR1eetokmdUEQwxgCc9zCwqdM1TQPwtdWAT1Tle/PdCZqw1k7VwQhVXSU2WwPDFtynOtSWh+IlcFHVs6pG1ZcJrJ3odjxadM4hIpRleZ1zXzcvwBvwB/wAv1sMALcd+yaMMYQerJ5H4LU38JRkYEpkoRl90mWhAb6XxDOZTCYD8A9wmI8+6ihUAQAAAABJRU5ErkJggg==) 5 2, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAElEQVRYhe2Wz4vTQBTHP20CEQecErbb5bGHehXxL/AgHjyJf8qCf4l/jRePHj2IB0+CCCIPT8OmbJdGko2HJKXJJmnSdnvqF4bMG96P73vzZiZwQjOyYjw4Ri3Bt+kcDOOHdN4HfSrQpXtUAtvsjkrgYEQG9YAxpr6090nxa07uZWStBSBJEoIgYLlcNpHYuRIjemZREomiqM3PTqhsQUOJ10iShCRJdo3TipJ5ZozB9308zyOO46ZS9/GzM4EKCcgzHkDiIMeyvP8zY0y2KU+n02w2m1XWamMNEZmLyKO+Qf3CaAw8jaLoVxAEOOcIwxDnHABpmpKmaasTEZkD18AN8B74CHzqQ6BswufAW9/3ieMYYP0FcM4RxzHGGKy16xNRYAQ8Ay5VNQE+AJ/7BC+NEZEz4BXwVVV/tilba/E8jyAIWCwWZY8c/I2o7K8xJrPWtsqHDt5Ioj7CMCxJ7A1/UxARASaq2mnU1ZBDUX+M3gCv60phGFbk8joWkat9Cfg1+QtwLiKeqt4VQcbAOxH5Xug4VXXGmBfA5b4EOju4CH4BTIqlFfBXVW+HBCkuplXT1m77H5gAj4F/wAJ4ArwUkd6Zi8gFeaXmeYsNI7DamN8AZ4XNeV8C5AlAvt33ruhOAkWpf+dTvQa+AX+AHwMIOOAOuFXV1TblE044Ov4DJCW3p5Y9nEEAAAAASUVORK5CYII=) 5 2, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB3ElEQVRYhe2VvWrcQBSFP3uHWZMJvkYEF4dULlKlcpkyT5A2XSCvkzfIq/gZQspgUoRgVC5RsJasEVIKaY21q5W0WslufEAIzc89n2bunYFnNauonsl1tMO8a8xoOu4aIOlySoA+K9A29lEBuuY9KsBoIJ05AGBmRFHU1HVwpRxtBNn83ifOIG2uwJa5mRFCaA0iCUl+DICaQgh475nP511x3gHvJb3eF8DRsuxpmtbeLXpZvU+HANAEsV72NvMoilgsFgDfgDPg974AD5OnBmBmzGYzVqvVPUQL1ChJWAuSJEnNfC3nXC0pzQxJvcq5C6AmM8M5h5ndt6VpSpZlNagQwseh5rtUAEUURUUIYX0ttz2jq9HIzAoz22qXdCZpsFnTFjQmlPce733tSJb0GfgKXEhyTfO61HvScrnEOUeWZQ+bvwN/KH/kBfB3EgAzI8sykiTZ7LquADJgua95L1Xn/CdJb3f1H6I+9fsGuKX8yy3FcXwQQOsWSDoBLoFXlEftj4b+uziO80kAgDvgBrgAflam58AH4IpyBXNJv4ZCtG5BFTSmTLa8OnI95a23vvmOgZMh5tCvCnLKHMgrqBvgi6RTyq35xwEV0HmLVVl+DtzGcTxNqT3rKfUfDw6T6QRHB+YAAAAASUVORK5CYII=) 5 2, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuUlEQVRYhe2WvWobQRSFP0vCEYysMcJycVKndmNc5DXyEK4CfgW/Qxo/QzpXegRjDIagwo1TGHMxxpjIZE1YEEqxI7JedqVZ/ZgUOjCwe2fmnLN37lwWNijHJIy1Y6tCfN6alaGxTvLaBiRtO+eKa9Z6HDFHELvvXQ2szMiyNbD00TT4d8a1yJxz9Hq9pU0UMxBNliQJ4/GYkqKtjUmd0e/3J977YnxhtMgKKZokTdOodZIAuuH1xcwqDVDHxGg0qhI8BO7N7CGEdoG98NwAfpXtW0knDF/7BTjKhVu550qd/ET0nS4WXkjvKXCeCz+TffV0RKFWQQITSbux5GUopmaRznYqaXtRA8u24iqOaJQVRzShpGNJJxVzHUndsrkYsdIseO/fXENJQ6ADfCUruiszS4Pw57Dswswqi7D4P9Cocu2co9lsFm/Ad+CCrOF0gd48jXmT+8C+pE+SPpBlaEvSgff+W7vd/pgkyTS2AzjgGvgDGPAIYGYvwdilmT3PMtCa8d4Cpn33BjgLIgSR35JugQNgYGY/8kSz0j7LwBNZGlMze82RpcCwZP8AuAN+xohtsMEG/yX+Ap3mko6TQL5iAAAAAElFTkSuQmCC) 5 2, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2XwYrUQBCGv8mEzDAdjARRqYN4FPHg2WdYPHr1+QQvvoZ4Eg8ePMgghYiEHdheFslsPKR3GUIn6UlnFgR/KEg61VV//1XdSeA//GicnRyLnuRjPrMhOWXwEIQoMOQbjVEFjDE3lw131BtNqInIaxF5EZMsqgestR+AtyLyNCZOV9pgBYCmLMtGRN7MRWDQjDGNMcZXisnJF4w0lTEGay3GGNI0Jcsy9vs9VVV140xC4ptcFMVt8jzPKYoCay11XZMkCcvl8nB3zAav7EVReEvRGZ+M0V2w2+16n92ZCj7rNONkdOs/JVjUEd0twQJaaYfkvWnSLkTkmYicxRAAYLVakaZp76SBXSDA82MIeOVz9cVaO2l+NAHCeyGaQL/OHhzKfqiOiGTAPeBCVa+OiXn0CkTkCXAf+AysVfXKjWXANfBdVa9PRuCAyCvaVX8FzoAN8B7YqmotIg+BNVCp6kVfnEnfA+7tt3G3ObAFfgO/XPKNI5cB5VCs4B4QkRx4DKiqXorIJxf8h6p+6bj/oS1H4q7jCQAvaVdbAh9V9Rw49zk6Fba0ClxGExCRtSPwCHgXMkdVa6Ae8wtV4AHwDVBnsyGUwE9HogaqEd9/C7P/7bgtmgN1yKn4F7gcwwz1LDHQAAAAAElFTkSuQmCC) 5 2, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+UlEQVRYhe2WwYrTUBSGvzaVlF70DEGG4WcQ6dKFiCuXrl37DINrH8YHcOEj+CQiIoMLF3cxuIk0MpTQuGhupzNNpjdNCi78IDQ9uTnn7zn33FP4TzNVfR2dUUvwfWsGY3xM5zHEZOC+tb3ZmwHnXLitOMLe6JKB2Pc70XcP9M7G6I6TzXczoyxLiqLYPAzl2LaF9yRNgWfAwnv/PVbArQw45zZi8jzfCZSmKWmatvk6B06BuaTZQQICZoaZ7diTJCFJkjZfV8A18Mt7/ydWQNhEt2oZgud53tVPL6qul3Oucs5VknRo0N4n4WQyATgZQkDnNBZFQVmWAD+GELDD1inYipk9AJZDCRhtBw5t6JxrFFPb3gFPJU2GELCDmTGbzUKtm/hS+4nu/X0CRkVRkGXZxrBcLkOtgZuMmNlD4CfrEiwOEdBGZWYxrUiPDrxfgHOuVUTo/yECtRV2ZGZj4Mw5lwHfvPclgKQTYAosGoZSZ1o3ofd+xXq6va4/kfQYeAW8AIKgqaQLSeeDCqj5ClwC15Les552d9+d1PYnkjI6EnX6SToF3gKf6oBL7/1vSW+A58BHbtrQd5mGUYeH9/4K+NDw6JJ1KVZbtlXDulYGGaOSxsAj1pmJ/vVRAiS9BObA567OY4gZx3PgjB4jtxeSZn3+cPzz/AXcG54amCMq0QAAAABJRU5ErkJggg==) 5 2, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACO0lEQVRYhe2XQYvTUBDHfxtDWTrGLMEu7rBI9SAKsoh48OLH8Hv6CTz1WBBEPOiyh6UMZUFot00pNV09JNU0225fX1NP/iGQl8yb+ec/b+a9wH+sxq/i2jsO1gTfZFMbgn069yYgIuXhP0tHNeCtS0RqJ+OcAhGh2WxWSe4FaxVgWYVaSBxUnFTH2/jxQjUFK4NXFmWtWPvFcRyTZRlpmrr68UJQniwiJEkCQKPRIAxDX79bEWBBIk1T5vM5IsJsNrtzYpIkf8jugrJ0S6kQkTvlFxHCMFykqZZFuORkU+4XPSEMQ1TVWwqnRiQixHG89GwymZBlGSLyDhj4EnDZDWm1WgRBwHg8XqXMTrulEwEPHztPdiWx81nhVqGrajtNU4bD4cbJqtoEngLnZjathQBwDH/LcFFuAFmWEYZhmdwb4Aw4BLp1EeiKyAnQjuP4CFDgung3AKbD4bBTjE+Bl8CFT3BYUYZmdmNmfeA+8B7ICqINoGNmnZL5Y+BFYeOFu5r9JXAFTIAPQGBm1f7cBfpmdl2d7Ip7615EUfQD+A58IldKoij6ORqNbko2T4CTKIp6o9HI63CythOaGWZ2SS7vKZAAjypmb4FXFAvXBy77bbDqXlUD4GMRvO9LwKmRqOoReakNzGyqqmfkanw1s15h8wB4DYzNzLkknU4cZlbdbI7J1XgI9Ipnz8gr51BVm2Y2cfHt+2f0uQh8DqCqz8nXSRu4cA0OjgpUYWZX5CVa9jMFvpjZt218/QZBeMhlsdktPwAAAABJRU5ErkJggg==) 5 2, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDElEQVRYhe2Wz2rbQBCHv6iilGxcBZPTUEJbgqGlL1DoqQ/Q58iT9CH6En2HnnrKKYQeDA0hDDmEYFuolFTEPeyusMVKWilK6KEfGPaPZuan0eys4T9h1u734Ow0BO96ZjSSh3QeQ0wG2p59VAFddo8qYDQhg2sgyzIY4aSkNSfRb1SWpR+uvZ2IzIAXwJmqXsX4qTJgjPHOoiiKIrR8CDx1IqKoBKRpurVhjGE6nVbzLMu8yDbOgGtgHisgxaZvvVwutzaKotgSVd9v4Ba4BH71EYAXUd+MDAqAiOwB+26aABpjN2YnfLbh7y7WaPPDB7MQg4gcAm/d9DuwirUdIwM7wK4bl8BKVQdlwDtrzIIxpun4zbGFt+gT3Aes0yggy7JQYVY+RCQFDtz0WlXL+sN16hnwDoMi2oI79oE9Ny6xPaFbgIgItovNVbXTqIXbhnEjvghnWPVHQyOLSKKqK+z5VzfuxH+Cc+AlcOGcvQE+uvVTVb3oCP4JeAd8VtXoLlgJUNVzF8yzC7wCngN3IrIIvZGIHAAfgB/Aok9gT7APqOoJ8BXbUH7T3NsFeA9cquq3IQKC97+IJMAx9mr90pZWEUE1qu0HeRJazPN8PZlM/gBXqvqzzUGe54OD/xP0+lNp2wVTbL/v7HIxhDphGzPgNbYoBxVdnb63oRecuGzcm74Z8Of95j6Vv8lfg3elCB/kmnYAAAAASUVORK5CYII=) 5 2, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 5 2, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 5 2, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 5 2, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
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85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 5 2, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2Vz2oTURTGf+2MTegNvSUkYg8iBUVExIU7wZX4Br6BL+DKN/Ep9CVcdulCuhIppRyslJBIZ0jDtHFx79xOJpM/naRd+cFl5v493/nOOffCf1Rj7NutY2OG8UVr1obN2zx8GSyjwLy1d0pg0b5auFEIjDH579qSdCEBY0wwHMdxeXplEnHpkCDt3t4eaZoyGAwCkSiKqs4Ys2JIxnVbt9sdW2tXUmGlMkzTlCzLEJHtVQhMyZfHvJB0lUiSJM+Lp3UJFDEGxsaY8LXWhj6Qy13VamMqBEmShP8sy6b660ZZ/ilvjDETJIrjeVkaY+6pai12U4VdhLU2fKMo4vLyksFgEIw3m02iKPoM3Ad0HQQ2KKiQGyv24TpMWZZhrf1a1zjApojsVk10u90gf5IkIf7GGNrttmPvQvAIp8AERGRbRDoisjWXAJAWNu2IyHuA0WgUPDXG0Gq1AqGLi4t8/COwC+yXjMeA+LkpchMEVHVU6HeA13Att7WWRqPB6elpIFRIyp53oC8iZceq/isVCFDVX8Cn8qLc4woo8Bh4RSGfvFN/gL/A73kEbvSIiMhb4AnwxRt8gbsFT4BvqprO2V6JSnlE5I2IfKiY2vaGYyADDoBjXBg6IvLupu9CpQIisgns4JLrXFV/+nGAph/fB4bAS+AKp8Iz4DvwA1BVvVpEYOIe8AZ2/IEd4IEfP1HVoaoCDH1pxbgSPAbOvNERcORJtnA5sDwBoO0b/rChV2BYWneIC8GRXzNS1b6IHPj9V358ISZCICIdXO0C9FS1N2ujr/WH3okzVe378S0gW0b+KgJxwYPeokN8yOK6D9EUgWXgST7HkTxc1tNZmPsazkAHd82Cu2TO7ppADzjHKdBfxTjAP6gyA+oAD3bcAAAAAElFTkSuQmCC) 5 2, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 5 2, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 5 2, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 5 2, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 5 2, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 5 2, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 5 2, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 5 2, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur172779 21.333333333333s linear infinite forwards;
}
