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0.83333333333333%,1.5666666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
1.6666666666667%,2.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
2.5%,3.2333333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
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5.8333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
6.6666666666667%,7.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
7.5%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
8.3333333333333%,9.0666666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
9.1666666666667%,9.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
10%,10.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
10.833333333333%,11.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
11.666666666667%,12.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
12.5%,13.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
13.333333333333%,14.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
14.166666666667%,14.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
15%,15.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
15.833333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
16.666666666667%,17.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
17.5%,18.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxUlEQVRYhe2Ve0xTVxzHv9IWWiz2lkcrQxwpdStcKeM5I6TOyKQutSEsjmVhZFmmRrInG5nJppszCyNN0xFdhoq6hzE43TKYbDrmg2LchCEgK4pDY1cy14HtEEpLb3vP/qCYpo5CZXHJ0k9yc88593e+3+/53dxcIMz/hFgANQBqc6TKj0PZyJ2vc+WqsppsBa2JjaOWDA78On7ZPMTtsl5yATgJ4MR89YOSKaHfbnxDbwagB/A+AFmWNKNWLl66C4DhnkQVInmF/1xLr66YqRaAfodmYzcAjf/iI5LlO18qeMYK4GBI5pUFZUcaK2vtG1YU73+Mzt8DwHBqW8MtTJ0uEOq94o29mDr9XZSkr2nFPXShxvadiZCz1wlp6SeTX/eSyUMdZCYheeySuqeURW0zaBk2rSjpBBAdzDAiYM6PiReDGXXAfPMmGLCIFAuhK31ZDUASuHkRT+xZmUIrAej+SXyRgB/M++4Az6m0co7Vjj9cDrQvTACTKQMAtFn6fgbwZ45U+ZF//UVrXxM3gksBSA/Q5W5+tDS/3viVEcDEnAN8YmwedAz/hVgOD6kjQJSxH0MDN5AhSpZtLi5rObB1RyX83nl+YvY2J+MawtQnd4dsaUZtoYxWjHvd7tk6wPGfpImXJdnY8Tjr6Ehk67kmNjUqIUpMIrFGpUpOS0pdVnfsQM9Fy8BlAKcB4PG0rKcvWEy9Zrv1rWmNpYIkba4sVWVzjvE6fut/AYBrzgFGXLZuMBFJlIev0MhzFic8IF2wmE4BTyiAmBIhOkbI//xMsyk3UVkiil74xMoHs9SfdbVcqchdv7z396va9cpVFa+v3vAOnZgirztztHHU7fhmtg4sCFwoogvqCtMyCt89Vm8EwNoO/1glFokAAF7Wi66ebpw0dsDhnRg5ffXCT51Dpp723V++mJedR3GHR/HDt61u9Z6qDwG8OZt5MLS+u2Fg13HCNvUR+6fnCTluIsyRLlKzbssYgHJfjW7vVp2lfrveUqV+th3AzlCMZvoXNE8PvCyLa50mjIHBw14ZMOlBvFDIAvjFV1K96YPq6R/QDQBsKAE4wR4qE9IzOYwn2eN2x18yX8fR860THidDbjsZfsuVc5MSbhxxsM5rAOy+i4RiPlckAPRflOuI+iFVOwDDqVf3krbqBvJ8nmbffMWDdsCHg45TyKMFUTQlEFLDt243jPMmIreUlStK9a+dBfD9fEPMle0A9vvGusHdJ8jhV3QEgOp+BbgDxYkpAmB4Mm+tCUD8fQ/gx39qHiZMmDD/Cn8DGBhUaaW34pcAAAAASUVORK5CYII=) 2 6, auto;}
18.333333333333%,19.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
19.166666666667%,19.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
20%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
20.833333333333%,21.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
21.666666666667%,22.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
22.5%,23.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
23.333333333333%,24.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
24.166666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2UbUxTZxiG734wKpRSWLFNpYBNoYVCC1QCAkO0TJgk02RuBETxhz8Zc35mHy6by7Z0WklDoluyZSbKmiGbOEMkm2QBkWJGu6xYdVBFKCzQQiltpYd+nf2RpVkodonEP72Sk/Pmfc9zP9d5knOAKFFeMLTVNhvyd7V73D663eswrbcAfWWRyUmrSonjCAcnDYKdpWWyGCaFaR543LHeAqgWl70FoLW5qv7q8Lkr5JxWRwavjZC/f3Y5AOCT9e5PdxGupTN1RyoOt7xTSHd5MDtjAyWRhoJcORUAa0du+bfJ8Yzuzjs3nQBuPm8BmmVxdpSgoazpjXq5z7qIP8hFeAUicOCFf55ge2OD843F1R8Y7psZ84T9p+ctQAeAW0adlZyx46WEDZi2xyD1nhUOrxW14mJJdqFUktRY+iWAk8/IUj+9LwFgvl1en9U2oK19lsDKV1C5jS8VC9PT49OoJAwjt5FCi4dQmI6/rNPwBv02cepmsWnC3LdaSAE3T3Vse92hXdklSXuUNTnSjKzSKkVJXvut7g0AeiObBaBix8arn77JF3p1xwLZfY9cuT5verevXKr48b9FEnbmwe3CLVoArQBYAGoAfApA3bb3uEvBlWnWakoNWZ90LD85CuAom5bQOzQ6YgUAp9ONAOHFidebKngxbHposSRRdOCBY0yenszNUnBlfABOAD0ATm3dpODctUzMeLyELVKBf3EEXEbf0nIQAManJkH6A/C7PKjO3FIOQANABUD1YNEs/2H/6cMXh7v79bPGutAM3bS+6es7HT+nbuTkrSWw6p8QwJMe423Ra7yCEhGXj57+PvCoTJhmxgPC5IwihSBH/qZsm5jHSgoMTZjOjs1NGQCYQwOKN+W/36Coabikv34VgC6cAD3cwdbUQuKi7sZkhTU3rXdM7/5zaoIYt/9tvaS/3lMkkNIvDJo0AB6FKd8o5Qn3t/W3dwE4t9YEwgropgzvLZPuQh4zJTmOxiIYdIrzoHJ3jojPd5cqK9P2fdjsr819JfjdUNfx0DoGJXYHQS4rOQksHhH05a/VPFJatftUJAD14JnvPZdbzpLfnNZYSOMcOXrhBglALUkUHciIE+wBoN4trdCeqGxcAPBbJOFhJxCC/uNfzp8HEKSSVAbh8zw+9NGxzmywm2UvpzMspzqPDIzfnbQs2PyMGDqvpUvz1aviIgMAZSQClEgeWmFv8c5rpkcP7fdtD38FwAawOeQ4COAKgOH/kxklSpQoUV44/wC+u2Tgb7a6owAAAABJRU5ErkJggg==) 2 6, auto;}
25%,25.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
25.833333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
26.666666666667%,27.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
27.5%,28.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
28.333333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
29.166666666667%,29.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
30%,30.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
30.833333333333%,31.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
31.666666666667%,32.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
32.5%,33.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
33.333333333333%,34.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
34.166666666667%,34.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
35%,35.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
35.833333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
36.666666666667%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0UlEQVRYhe2VbUwTdxzHvz3aSmFeS5Fy9kkoBWoH5UGpU4zbtALTpXHJgpGYmThDsrAlW5xxC2ZkcZEtULo4JfONL9wW55LidDJFeVZAWZBMUKE8UwSkSKuUCqXt7cWAENbr1LHtTT/JJf/7/+77/X3vd7k7IMDy887zXMxaxsaG9zP2aPieYGnHQ8uQqb2yHcBHy+jvmzRZwg4AxrLDxx8AMM4dha9HbzDtSthaB2D/v53BcPZQsQXA0cWbKaLEwr1J+oGM+A3lALb+rYsgaKUujlTkAICcJ9FnxKcfAGAQscMz/Mi2mPYfo5c2n0dLpVZ8n/PZbFyE7AKTAXt+8famzINJ0hhNfW/rtvUqTXJKtEpZyj9M6vLzpHA/uupLrIlQv/J4cgqyYHGqZXr4L/Xm0dtv3R9NrDNbLd1+bmIB40x1N01XddOeS3dp+tI92namgQZgYBJoqZTyH3OO0vjzuTP65m/b1wngY19FYtHa7eIScDueYmB4BIPhXLwURuJC/jd6MIy4ebR1Z23f7UqVSE74qs/hDQ8lSabigjAr8TX5eJsZADAWzkFjJxeEgAcOm6OMoWQ2AFvWRWpOLjX4tun8HS9N++kPAmCuLwS40lb725WaqidBLGCVnYPNrCFYW3qxkSNDyd5DhptFZ+vysnfvAqCc12hXp14r2pmXbbZa7P4SJImVwQBW+w0AoPi9n4pOXGyucx4vK62X7dv0NcEmwJMKkZ6YChGPj5t3WycALExBLaVcv3TcuAqggKF3SPGbeZtjpVECAA5fFwQtOa+ubmy+BxcrNnNtWnT6em1UGBWBkBAeBCSJtdExQjVfyiq/06DQUHF6AY+f9ev9hs8B9DAEOFJysGB3x2i/9WJTTcMs7b7ubwIAgDH3+M/VfU2D2vgEaVNvez8AzMy4MPnEAaV4DTtbq1MWvvHBh8JQUnju94ozAHy+orGr5Do1pRAokpOIILHQO+Wddj3LBOZh2d1P5Rya7d0ojpNxQ4LRZxkAbXOC62HBPNLvPNloOgHgSwY9JpyPe60OW+arqnWKEtPpzh5LX+7zBOgeGBs+d72jJT6Fr0yfHpuAe9KJUzXnzeaRoVkxKQ0bn7KzuJ4VxKMZWxtTCBVfGXm5vvbara6WF/spibnUDgDGL7Jyp77bc4xOptQ/AMg9sv3drpHSShqAUc6T6F/IfA6mCQAAJj2OLgAVD6z27TJhpEC0Mkxya7CtgLsiVLwmSiIxHvhUd6Ozhe55OFj2T0I8E2myl6sAfLVoy3j5k1Me+PlU/xcU/p/NAwQIECDAsvAH8RlQ6rbBoCkAAAAASUVORK5CYII=) 2 6, auto;}
37.5%,38.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
38.333333333333%,39.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
39.166666666667%,39.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
40%,40.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
40.833333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
41.666666666667%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADk0lEQVRYhe2Va0xTZxzGn9Mew6V1wRvtSGfXWi0Eq3hZNxFDLMUrKCrE6Igu3diHTdE5TczMvIYocd3B65ZQQ9SIRh0MlMjsnAOCY9mA0hIrIxaJTFhZ52gOtKVwXj9YlGVWGtv4qb9v5/yf93me/POeHAqh5RAAIQDO98wDUAegzN8BfihSk2JnHloon7U/TfFepmvQa2NdTvcyZWqybKKY9/4c7doam0kJ4IdQZP2PfM3GY7rk1RX7tHm9AJiR97H0pCWRVIQGAHMia4fDN9OGNFynziq4uc/wcOfqD4wqsfzwS6T6vdq8vwDoQ1oAgP70J3u7FyTM3h2I9tOUNeV4ek+WvEzIADgaYAFm/aLlVwLV3sg76uk88B3Zmr7BiNHbSJbOytBMe/djAIW/HLnQl6/JqZMLpNljOean5PzXKIASF7cVtnE1HaT2fJVnjlJ1FgCOAdA3M2Xkz3M1hFTdJezl34hmxjtnAewYw1BflLntMUZdvrFYk5heVbL762bHNTMBwPABLHVc/f0zWaIStHsYDgFBzDCN6W/JVHEQ0LU283l/Zuo35+5SxIpoe5/rZ/tA751ACtzrtZVGsdS4TcznpmxVOkXPF80W9kUQCP9l8YD9ByZvPNZLPRhv5vEmRsVIdOoVFVGTJqC+scXc89he3+O1V4+YDXFesypuurZ/oHoxgK8C3cIlU/VJALhqMYIe5LztLQ0NPW8vTBMTPg/yziYQWgIRJcTm5GXxw1Oi4zHE4fiEcvGlyusWeJ8bUaAim7qsf9j6O0sCDfcHY9x+cphU3SVbM3LL96z8qNF9uZFwlRZy+2AJUStUZ4o277r/oTqjHECu78zhi7kHCYL8tqnRJaZEv8H1DjiHVs1fPLniwCndyOB+ZwfkEinaf7VAWbChCABXnLNn0632hp9aux7Vt/5tPR6KAqNhuErLdorPh9PJIorHBx0dCYe5A4b6G2A9g/aCW8WlANoAfPuq4cDTv9ULsTVZ4XUOYBwBWq1WdLTcQ7/LDZFQBKeHdftkQYUDfjYwV6Ri0hOSchfIEibPjJPB6XZBV1poMHW3sQDw485vtkgUU1Fy8/s7hWXFqcGWeCH5KTm3AehTZfNaLmw8QrISNXUAVvjGjPELA6n98hwBUBBMjr878Ay5QJotGB+RqRIrkmqtzSe6PN0GSWRcRpf7UZpPMhXAumBKBErM6wgJEyZMmDBhXjtPAH4XVIxS1Uo5AAAAAElFTkSuQmCC) 2 6, auto;}
42.5%,43.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
43.333333333333%,44.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
44.166666666667%,44.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
45%,45.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
45.833333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtElEQVRYhe2VbUxTVxzGH0qphbLGUmTQtdpChOI6ZLp1YW5TkjoZoZM4JKDCJExdMGvINme2ieCI25xjd84tLibGTSPgZlI0AQVHFpfg4pbpIG21LYKDCs5uLbT39oVSzj5YEoP0WkK2D0t/X+7J/b88zz3nnnOA/xnJoafkP1XNFKZvAkCtXZpnzM94umVjzjorgKZIamPnK76rqKqxZM2LO16SP6W9PnLb6qRpc/fAZdN29cZtdpdDMT5BpwC4Nl+dcCw7rWuy1xSWX5SnSGtDMwEAeGJRdk2DZhsDgAJQ9m8ZaHptXcn3LPF9B4t2OvGw5ZDyJUXyBFkxACgEizcAoHavr9YDOB6uRpWcrXvr5a3tuPeFrCbrNJVWAAWzBbkAIBaKcis1BdoeS69WnblcvXNDuYoXILg1Mtx2zdy/yeIaaJ5ZaPjr+olS/3PVK6VZQ7/ZzGwGfBmLZHwA6WxJuefqj45PXh4iwXYjuXuyh5B2EzF/qicrpKqzLHXUZ0W62yqx8m2WnAPfVexjFKK087MFOdMDf3ws4JuAl/aiJ1mMgOQRpC5+DFdthgGW5vuZgHfM5/flh0toLKhG6cn6o+9qtihXy1d+FNbA5OjfgMuLwRgflHGJIMNjcPxxBwCmHk0QH1Irc78qWbu+cmYDesKHVdlZYR3WXTi2GwC0T74gn+QEFoYzYDGZjBav04WUABe9XZ308dOtI6IgD+5D3W9ajnXozlTU10hIfPn9xeq0FS05aYr0b3/tvBvWQYjUvGV4frlaHjbh8aSs1wFQbXu+nN67VFDfR4L6PuJsuUI+fLX2ZsMrO0YBvBcqOfBFce1NAAcfJg6AIgYHwSw7hjs9MDrMXwPA9o8bLskTZHztM6v3c3j3wgLw8U5xVXpMTAzgnqyy2u/kC/mJSl3b52cA7IrAgO9SV5dntsADRzEz5bkxFnBVaPPypc9mqFI5PC5uDdmwUCAACRIkTXCTzpl+9rT+fv4wgA8iEAeAbs8one100mfdQdrKaiDED1NuUshx+2QyvihOyOPD0GsAYx+HcIEAVvuo0OP323PSMvMGHLbuSBwY/+zXzxSPBKp5817SvGUv+aasbnoNqSOl7zNM8y9k65pi/VwbzgkJL7UQQOMbq8qY1s2fEIVQegoAliRKDt840kHsJ3oIIvsJw8J6HYem7MepQOzSwXHbyBVb3xCAzqQ4UXz/8KDYTTMpHb0/XQXQNR8TkVIGQHP/i4zEJXsAPHA4RYkSJUqUKHPhH5qPaAsjzrTUAAAAAElFTkSuQmCC) 2 6, auto;}
46.666666666667%,47.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
47.5%,48.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
48.333333333333%,49.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
49.166666666667%,49.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
50%,50.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
50.833333333333%,51.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
51.666666666667%,52.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
52.5%,53.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
53.333333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
54.166666666667%,54.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
55%,55.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
55.833333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
56.666666666667%,57.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
57.5%,58.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
58.333333333333%,59.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
59.166666666667%,59.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
60%,60.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
60.833333333333%,61.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2Se0yTVxyG39Iy6NpBW2pbKNhSKIV+gMBHA3aggBTIdHOZrEsV2LJMlpAYs4tbsmVZdjNBqUiIW7bEbFEBEZ1hrMvMJMAk1Om4hIWLozC5Q2lB69q1tuXbP0iIUSBOliXrk5z/zu8873nPAXz4+A/yUWG8pvFft3LoT+UqeYrSr0s/ne44fPovAJWbmeLnNlwczZZqSWHiCQDlVyvOUu7vfqO8F3upmS+bKQD6jfYztsUla/Zs26GVyWXs2MgozE6bIRTxsUksAgDkxGec5LECDed/uWwDcPlxB6BLeGEhcxazWPf6fgnlcKHTaYFHoUSwdR6Yc3FdLFiL0vLf7xowBVqd898+7gA0AFCJki6cqTi2S+rPecJonYY/JQd/vhfWhQXEpRDgFqmPAHh3jbPuPZcDAPtAhi6mur1u51oB6AAgYm1SSdgcVWJUDEMaEoLJ0U5EsLjYLI3ADfMk7i565hThkYq+UVPbgw5JFiaUv5390mvPxKVzn99RoCSkMepcMj2h5oqBCaB5XVUcyNjTAKDyA22ZUUvmGhx11yjK0L+8Dr/8RlsGQV64fy6WI38lW5ZaB6ASQBCAAgCfANBXFx66QwoTq9ZsAACujQ00ALg0eGNk/PeZMSOPx0tXKRJCbLY/waCAzASVpMXYPtQ7aTq7LA+OLhm8bUrKikpOoXuZ7mn7bA0AE4CWrWJyHw1+3GHzRMec0/rzulpYgeB48TsDlKGf6jl6nnLXd1LOb4xUXdGHVgBVAMqXlr6++GNq6fYPQp+nUNevq4H7sPM53HSxi5UYLQxDa4cRfDDRPTHklfGkKjJCueXFxO0KURDXe3W0r2LIMtG1dPNl0sRJ7+0lC/ae7my6CMD4sAC0VcLpW8uq35yyWXB9fKCfjkCBw+0yf95R/6MqgmBcH++rAjDykFnBq+QLbbXdTT84F91vPUoDCGcLMO+8I08KJcIPNh6roYFuO7S7JFPGD6WX6IrVl9pbmdqUfE3PxOBPK+cCaQE5Hnh1GkVadtsfXRSAU48UwHbXPgxPYF6qJI7wevw4t+32sYKcTLl6S6qk23LzVu3Rr/KVvFB1taEmKDY4WsSmsyJvuW37dxJPZ+0mMnVHWk/1AMhZTb5qAACYdczFCNg8eW3P901hbKH/9viU+NGZKb99nx08mRdKJEcz+YwyctdWmUBEKkQRmmcJddbxK+dangwIoEasU2vKgdX/wD2kAG4CQGFafuOCxcZrHjZ+AYADIHLFvkUADQB+XY/4n1C60QIfPnz4+H/xN191WSiCvQlNAAAAAElFTkSuQmCC) 2 6, auto;}
61.666666666667%,62.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
62.5%,63.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
63.333333333333%,64.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
64.166666666667%,64.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
65%,65.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
65.833333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
66.666666666667%,67.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
67.5%,68.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
68.333333333333%,69.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
69.166666666667%,69.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
70%,70.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
70.833333333333%,71.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
71.666666666667%,72.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
72.5%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
73.333333333333%,74.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
74.166666666667%,74.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
75%,75.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
75.833333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
76.666666666667%,77.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
77.5%,78.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
78.333333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
79.166666666667%,79.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
80%,80.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
80.833333333333%,81.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
81.666666666667%,82.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
82.5%,83.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
83.333333333333%,84.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
84.166666666667%,84.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
85%,85.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
85.833333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
86.666666666667%,87.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
87.5%,88.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7ElEQVRYhe2VbUxbZRiG79IPWqCstIcjLQXWUVzLRzs2ZCaTBDvGGE5iiITMzfkRsz9bTCQaQ/AjZiNkEmQ64uIPf4AzzildEBxlDJ3UVe2A2RVKKFAoMLoVSllLR+lajj8EQ9CVLiEx0V7JSZ6873mu936f5OQAYcL836GvFjw6tyCZK37SseQ0JnMSS3anKvJGHZOHSYYAnuXF0VCFqrTcUhGXzHIveIReymfZ6H3aavFa3vPtSnGqottyU5MjU+zIlsik27aQsQVVxy+O358sDybJJOSv988OSl4tKI19QpKRG1gKRHX0/NzXauouCzU4ANQv/TBCUV0jVKBtgKLaTJSz6ToFoC5YE5sWqXpGltfSVnFmCUA9gJqV5+NskfxLAKpg/RFrar+PFQH/wiKs0zZMCFiIiYtFS9XZkhVhXQKTLPrb7UnZoTJlfsm7X3+qBvAGgEoAlTw6t5WMJsQA9oYUoCgrP3nWaAYA2AVM6IZYiOBxwOfGSQGwhmovVbx5+Ohb/yTx+n2YdXha167NB9xXO4a1PQDYIQXQGK/d0PzY5aLTAGKeiadoU5jptSBxkQXLZx0VRR8e/+T8Zc2d9YKeu4Zp3bhRP+m9Pb92nWQICo8oS4oBLAcLQF9T674f0HGzUzN2LThmmQzbPRCEAHxRPB7QAKVUnnbDemtqYsZ2cbVh52NZda/kFr/coPumHUDDWnF0RFRqSrzwQP/dES+AbzecwApVz5068ZFhZGC64rtzF5hEDFhxMRCS8Xh2dz4/XSRRJbET29m0SJWSzPhcJc9UXLP0agDcXi+2+x0HMkXiKADXQ53AKpxO028DPg+l3ZWe8cI2oRgLThcYTAb2ynLY1skpflKcMD0/bUfOoN1ivmLW3wJQu85Bntx/rPr01cYWHxU4+agBhgHoXX63uXfYRLy4pzjXPjcHLp0FZhQbCQE2R23sNjT2tmppNHrnjMeZBEAl46WlxEREbyU5xE7HkrNcSogy+VzeheGZKUOwAIxgmwNTw/7RUQt8970wGfqxZ7sCaqO2TzvW11iWVfi0eKuwXP92V6l7wga1Wj0xZJu4ky2W8mY9Lv6vVmPtZdMvTcH8D5vAXyji05UO93xqAmdLnM3lxBVTr5eIIuI7zLpJJtjOx+Xb93kpH13GT2Q/uLfIjWVGsl/6qrq506xvHrRbz2x0eKh8cCT74Nj5QzVUviT3J33lF9T7B4/dBBALIAHAUQCnAVQDSN+sQ9dTc6rohBVAfdt758Z+P6t2kwxB4WaI13+GD6PyHU1DUwpHbDBbx+co13KM3e/YtxkBHplCaV4n/vxBNf8rAcKECRPmP8cfcm5y00XcKQoAAAAASUVORK5CYII=) 2 6, auto;}
88.333333333333%,89.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
89.166666666667%,89.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
90%,90.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
90.833333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
91.666666666667%,92.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
92.5%,93.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
93.333333333333%,94.066666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
94.166666666667%,94.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
95%,95.733333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
95.833333333333%,96.566666666667% {cursor:url(data:image/png;base64,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) 2 6, auto;}
96.666666666667%,97.4% {cursor:url(data:image/png;base64,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) 2 6, auto;}
97.5%,98.233333333333% {cursor:url(data:image/png;base64,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) 2 6, auto;}
98.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 2 6, auto;}
}
div.testarea{
animation:rwdcur142666 6s linear infinite forwards;
}
