@keyframes rwdcur71633 {
0%,0.4%,100% {cursor:url(data:image/png;base64,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) 13 18, auto;}
0.5%,0.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe2WT2gcdRTHP+83s7vZ6W4SQ0pKm1ZthbZQSkQtHiwWEQ/+OYiiJ0EJeCgUvHgr1KOlIp56EIoXQUQ9iAoK4iFCD0kRD4qhFSxLkmZNsk13NrOzu/P7PQ8bJwlkY5Pd9GLfceb3fZ/3Z+a9H9y3+/Z/N+nWQeXX11QySyhLiCuDv4yRGEGhBWDQpjDwmN2U5XcbgAn6MN4elCq4PkQzGBqIgPiKNhSX0476risAEJZeV98solImOPDbBp/xNJokUDixOcv0IoDioc/FZvNYL0/t1ujGdLNgtqB03QKAyuJZTcwikGdwaGZjpllwSWdt1xUoLV3UGv2EUmRwaCKFVxYCBUgSg/U6d7qrAK4vf6qxVyTOFTn4wJWUcnPxsFaTHPOzfVr3MjS3wOy4BdeWv9fQ1PBMwljhbAqfrj6nTTuLZxvU1ZLVFrR8wG7qZ0cV+LE6pVUTEJo+xgpvpvBr4TmNJE+sezgyMiuxzRG1fGLXOc9tB/Bl7bqGXkCYyXOm8GIK/yH6QKsmoEbAyaFJATh+cEHCpJ96Uuzob1tz4OPaTTU4xFPG80dS7Wetr1RsGd/9zavBe9vy6d3twfdrcxqJEIvHueChFPJRfFUb6khckzeCd7Y92O5K8G5YTofLpeJIqjkf3VDPhmQk5Hzh6R1N1f8UvV2ZU2cyWBE+GRhOz4+vlNRgydiYy/3HdzzStxS+vFBWtYIV4ZuRvenZF+4sqIjF04SvB0a72icdxWdK82pFsOpx9dBa5k/cWlJZ3W6TQ8NdLzN5ZGpGfd9n+tF9qbNj0/PqjEFVuXF0reejpYqqKkKLmQf39WSTyuBESU3OkBGhfOqADP8yowDOGCpj+1NI/o+yqio4R3xif0/gAOL99JeKCJIVRNulVV9pPflwCpGpspIFxKAn9/YMDuDbhkJGoQ4ighGwT63B+XlONbYQA6dHegoHMNQTiJrw7GEhamKfWQf/7k+lFrffn+5d2debz0oMngNAXzq6VvYvfleiBmo8eOXYrsDbAdSiNIB/zVyZVFddad+l3np81+AAhjiClXjDQzd+SrgTw+0IPpzofKXtgQkXvlUAs5qniKCrf4OTddv6wvO79A3U29k7ADGQpG/uif0DUcFSf/98zfwAAAAASUVORK5CYII=) 13 18, auto;}
1%,1.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
1.5%,1.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
3%,3.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
3.5%,3.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
5%,5.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
5.5%,5.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
7%,7.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
7.5%,7.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
9%,9.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
9.5%,9.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
11%,11.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
11.5%,11.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
13%,13.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
13.5%,13.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15%,15.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
15.5%,15.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
17%,17.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WS2hcZRTHf+e7907mlUfb1EnHaDEWWgURxAouhILiQt24qYguCoUuCl2Uom4UdSFW8LlxUYRuBBHdiPUFuqlQZLoTKz5bqJMwk2SmSWYyuTP3ft9xMeU2gYxpMpOVPcvvnv/5ne9xzzlwy27Z/92k3wCv1A/rnNSY1xo1qVJngY4JUVFSgGAYUqE0atdlmX4TwKQJvBx4AcakCbwA8QTxhMgHPKVtXE953ycAcLLxjC7481S0yjfZX9bEvD9ENYaf8+uz+j8B4L3hT0VtBmMzHGxO6upvnQ0oA0ngVP24SpwFm+Fivrxmpx2g0/sG+k/grdq7GrgdGB3jq7HzCbxYzyqAxIZo/fcHgN8P/OOFr3WJRWIvw+nhNxLK1PyUNtvXmKg4ba8oQgzYwSbw7cLv2jRNYpPleP7ZBP740mGdtpdp2zahtYiNSOP3TGBLV/D9zJKmZA9pU+BI/lACP9F4RzMyTk53MV2YFmOHcKGPC3vvc9MJfH6xqY2aR2Mh4Kn8ZAJ/u/WjZs0eshQo7fxOAObumBM/HiG1Mtwz3qbqwJlzTTUeSMrj6KOZRPtJJ9JrbppZ9w+vZR/ZVMybdj79UVPVCMbAS0dyie79n0L1d0Gq6DiWy266sHk34/TCmw1dacHKsvL6iXwCeflsS9thTBQpJ/fntlRVNxQde7GuLjJYJ5z9YDTxP/rqspoAgozlw1MjWy7p/yl8+vk51UixTvjys92J75PPLaoEgpdSvjgz2lc/6Sk+9FhFrRVs2+PChfHE7+DDNZXrV136YWffzUwe2FdW3/cp/TaRBLvvQEWdM6gqv/5ZSNYnJ+uqqkgqonxlYiCdVPaNXVVrDEEg/FG9Xe4cLyuAc4ZyvZhARjJVVVXA0QiLA4EDyIR3RUWEWASk20k7qixGdyWQHVLVCABDU3cPDA7gG6tEdMEi3f980d6A38aMopYAmKUwUDiACYjx6TDHlPh0qKyCF/lLfUJ8OswyuGNfbb5PiKM7Mczo/gSyVy4ptFH1uMqBbYED+B4tfNaOLHebkjq3jGC4zIPbBgcwjhYe4ZrFv91DkiZkiBb3cF57aAdici/nFMBcb8wiQvd3A3U3uvUlntieN5Ds3gGYZESKGdDMvoH9C9NJT6EStWsPAAAAAElFTkSuQmCC) 13 18, auto;}
17.5%,17.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
19%,19.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
19.5%,19.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
21%,21.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
21.5%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVklEQVRYhe2VT2hcVRTGf+e+N2lmkkli2phQK2IRLLi1LlzpRkTrIiopVpBCIGhFQUREFFQqaMFFcVG0iLqo1hZr/FM0QldddJG1QsGiIFPtmGaSJpP59959n4ukL4lkYpOZrOy3e/fd8/3Ove+cd+Cmbur/LmvVYKQ0omlbYFpzFG2KWarUXB2ZgAYOhynC986tyQpbTaDT9dLlQuYU00mejEXUXQMMZB1IEUqaY1q+AYD982O6GpYoapafc+dWe9b6RSzonlmT5dqRwKn8ccv6PrK+m13l+7X6bWZdSlsSOFQ6rFzcS9b3Uei+8K+TdkDSsXUJHJn+Uj3JreQ1xPm+z1J4rrRXAC42zDdPoKUaODE7qTnKzAQVXs/vS712Xx3RTDRN1WZQEBFTxQ9cam8XTMz+pbKrEbsuDnXfk5o/NHdYl32Bum/gfULkrxFSxzfx2dQnOHdxTh3lLjptgIMr4C/Mjytrt9ClPi4PfmPbfJawto2w1tnUa8MJfDVR1nwxYH4qw758dwp/v/Kbcm6IHANM9h8xgKnbf7CeeDv5ar6p34Zq4PjHZbkQrCNg9EA2jT1ZiDSz3fO3iryVu2NDnsGNbjz6XlnVBaNRMZ5/LpdCjp6pqV4XGUt4eXBgw0V9Qwm888q8GlWIq+LVt5ev/Y03K6pXY6KGeOnBrk111H8GvTZWkksciTfe/bR3ueBGFyQHScZz7FjPptt53cAXh6cUSHhvfPD98vWOPXpN3gwF4pNve1v6lzQNfvaBK/LeCHzAhxd2pPsO7p1W3RYfT072tzzMbPSugsIw5KOLQ6nZM3uuSIlDEid+HUzXH99VkiQiizhbGGrLJLUDfX/IO0eYMT4v3mZP7igIQInjTGlnCnk4W5QkIOGn2s62wAFsOPhdZkZkhtniJG1ITER3ppDHrKgIMBw/auOttp7CwIsGwgAzwzmY8MvwYf4U8oTAOINthQO4gJiABt+x2wIajK+AP8ElBdQIaDBO+659pUJHDUcCwNe6O4WM2C+COijgNHu2BA4QQgVbSuC69rtJKVkAHKe5d8vgAC6mglFbtXgquc8y1MhQ4WnOq0lsW2RPcVYAtjSYzYzFdgOS5Wn9BY9sTQ2wdHoli212fTrFW0FbQ/8AyrlbAIyFSOIAAAAASUVORK5CYII=) 13 18, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe2VzWtcZRTGf+e9d5LMZCaJISFtbRcWwf4B6k7oxgrqRgQVbDDS4ke1ih/dCaa7troIiEWqGMFoVUJFWkTQVRcuAu4sCAqKTTXTJpN0JpncmTvvfVwk3iSaqU0yWdmzu/eec37P+3HPA7fiVvzfw7ba4LHSoGasyowqFG2aORaJXB2ZgDoOhynGd/+5LivcqoAO102nCynL00GejDWouRgMZO1IMUqaY7a8AwCPV45qOpylqOv8mDu/tme0RzSA/OV1Wa4VAj4vvGNZ30PW59k9f7/Wfm27IaUlAo6UTirX6CLru5nMf/uPlbZBktk+ASdnxtWV9FPQABd73kvhudJ+AbiGYb69af2WLuHY3A8qs0AjKHCi8EAK3zs9pNnaDMnUfdJinQYRvtUCvpm7qnkX0XB5juTvSuEHym/pir9CzdfxPiH2ZULqTQVs6gi+u1RWW7mDjqSXoVXwo5WvlbXb6FQPVwY+tXafJYzaCKO2pr02LGD8wrwqxYBKMcPDPfkU/nb1snJugBx9TPQOG8C1PePW1eilsFho2m9Dc+CDM/PCgWUCDj2VTWvP/hZrttdzNZxlOLdzQz2Dm01898S8alXDR8ZzL+RSyMhnkWqRyLiE13b2bniw3ZSAU8cqihfBL4pXj69s+5tvVBUtNIhj8cqBzk1N1f8sGn6mJJc4vDeOj3an+a8fWpAc+Ixn5HTXpkf6DQuPPXJNgUTijVPn+9Pclx66Lm+GAnH6q+4t+UnT4pf3T0necD5g5Pu+NO/5e2YU2dLj6MTGz/xfAl68c1JhGDLy04602bP7pkTikMSZnwfS9wd3lySJ2GK+mNzREie1wz2/yztHmDHeL95ug32TS26WOD4u7Uohj2aLkoRI+DLa1RI4gD0Z/Cozo2EGtsSuS5yL70ghT1hRMWA4xtXfMjhAGHgRIwwwM8zBOb8CP8gfQp4QGGOgpXAAF9DAUecse81R55NV8EF+kSMioM4Yrdv21RE6IhwJAGNaMZYhuySoYQoYZd+2wAFCqMKygBTuJqRkAcMxyt3bBgdwMVWMaM3Lj5J7LUNESJXDXFST2paEPc0FAdiyMZsZ0jIzWXHrD3lwe+4Ay6tXsvSb/e1Oje2grRN/AazHWThItP+zAAAAAElFTkSuQmCC) 13 18, auto;}
23%,23.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
23.5%,23.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
25%,25.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSUlEQVRYhe2VwWtcVRSHv3PfmzgzyZvEtiG1raBFsH+AisuuXKgbN7pQoRDpotiNbQXbsalp0iZETEHoolRcWJCCCKILETcWFMnClYWCgiBpzdhkks5MZt7Me/ceF5O+aSRTm8zLyv52775zznfuuYdz4KEe6v8u6TXAq+VjuiQhS1qnJMus0CI0ESoKRBgE0Qg7+OOGLL/XBLImoN9kqKiSJSIjFZomBhFU+lCNUJfp6t9zBQBeq57VRb9KSWv8mr+4PmZ4UIkVBn7YkGXSSOBq8L7kbEDO5tlXG9X1f/vAdL9nKgkcKV/WfByQswHzA5/8i9YH93mCnhOYXvpOC24ngQ5zbWgsgefLhxTAxCC2ewI9NeGVlRtaoUHsFZgKnk/g+xeLutxcwS28odqIiAmxaSfwbXlFayYmNk2ODOxN4C9UPtObtkTTRlhriWwVn2bXBLb0BN//UtG+RUN2Ncuhe+BHqz9rTobo1wI3R6blEZvFD338MMUe+PKLmlZveVT/yvDyYwMJ/MN6RfNmhDw7mdtxWABuPz4rhXiIoJHvGm9Tc+DqpZqqASser4/mEt/Pr0e6PGj5+1HHmf78pmJ6D2p4ZaqmUV1wofDm0Q7kwqVQmw0l4zmOPbE5ODxgBS6fqCbD5a2ZoAMv1rXhWWwgFI8PbGmq/qfTx4fLapxBrfD2p4OJ/fToqjoDNmMpXixseaTf13HmldvqqeKscPzr4cT23Et31IrgPGXsq8Ge9klX5/MHF1St4FuPd3/aldidfXZJQ2l/Ts7t6HmZyfmn5tX3fU7c2J0EGz+woDiDqjL220hyfnJfWVWVpkR8NL87lU0q40N/qjUGLyOcLu2VU7vm2w3nDJPlPQnknVxJVRXFcSHckwocQE56f6iIEIuAtNktVWajJxPIe1LSCBAMMzqcGhzA96wSoQggIoiBWduBF7mlqMUDJhhJFQ5gPGIMLabYL4YW59bBf1chxNBigvTKfq98CAEHwKQ+nUBOy3WFJqIeH3BgW+AAvlJH1xK4q6KZU+dWEQzjPLNtcADTok67Ch1NuOfEJ8Sjzhmu6cau6UhO8U0bsLaYRQTV9pG4zrae4MXt6QF39/YODCZZjzGwrVdf0z9rc1j34pNgrQAAAABJRU5ErkJggg==) 13 18, auto;}
25.5%,25.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
27%,27.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
27.5%,27.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
29%,29.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
29.5%,29.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
31%,31.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
31.5%,31.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
33%,33.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
33.5%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTElEQVRYhe2WTWhcVRTHf+e+9+YrmaSW1g4xLTTGpqmgIlXUlauiVhFBdFsouAh0Je66cKnowoW4EMRNQUQ3ooKouCjWRRRtxdraaNWYloydmSbz+ebNu/e4SPqSSMc2mZmVPav37jv/8zv33Mc5F27ZLfu/m/Qa4LnKV1oWQ1mVonRYwhAaRUWACIMgGmFHn74uy+81gYzJMWSEqjoy+AQS0zYKAipZVCPUpbrqe64AwPO101rylaIqP+Xu3xgz/EKJLQw/dl2W6UcC7+fvk6xNk7Ue4/XvdePXFJju++z5CABmKr9pKVayeCxsm/oXLQAXd9X2XIFXyyUdcUPkdYST6+C5ymkFMLFDbPd99pTAib+WNN/yyXeGeOe22xP4ROkPTbcDMovfatDyMdEAjuCzH5e0XjXEvmFmajghHCpV9ZLXoW0t1iod28AnxnaJs6UKnPqyqqmKIVMzHFkHPzZX02xTGGoLl3bdKWnr4YcOP9SusTadwJkP65qpeQTLAU8+tAZ//VRTc1VDrgqzhe0CcGX3tIzEafKt7glsqg+cfbuuasCJxz1Hs4n2vQ86ejVr+TvlePlQblMxvZt1/OWVutIUvFC4+9ga5PM3Qo1bSjtyvPjs5uBwkxW48FItqeG+1/KJ5rvjTW14lmogPHV8eEtd9Yain1+oaOAMWOGud0cT/zNHG2oNtAPLw2+NbLml/6fw3DNX1FMFK+z7eGfie/7wsloRYk+596PRnuZJV/GFRxdVrJC2Hnu+2ZH4XXygrKGsvB6Y3d7zMJOFyXn1fZ/C+bEk2J/7F9U4g6qyZ25Xsj4/XlFVpSkdphcKfZmkMr9tTo1JI4FwR3G3zO9YWOnhzjBeWZdUtqiqisMxEY71BQ4gv3vnVEQQSaGrYWMVJjt7E0hRLqvFw2Ao6M6+wQF8tRFKAISICBiYtNMJ5DIX1WoIQIGJvsIBTEyLiAYTHJCIBnvXwX/lBw2pEdFgbABwAD+kjlttiFN6MIGcla+1TQNPDft5ZCBwAL9JNUngms2aT7XhljEYDvL4wOAApkmLkPqGxQfdYQm5SpMyJznRfZT1weQT3lwBrF4cRQTV1SW3tvknmBnUP9BceXJgEODaBbIv99Ub2j/f3FQ4BARrMQAAAABJRU5ErkJggg==) 13 18, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
35%,35.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
35.5%,35.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe2VTWhcVRTHf+e8N5nMSyZpQ2rq2IKppWYhBat1IRSsC/Fro4vqSoRChUJx5couXLiw6MKVoCBuRBEEFUW6UBddVBtwIUYoRKOEpGZMMk1n3kzem5n7joupb5rYUTMfK3uW993z//3vfeeeA7fiVvzfQ3oVOFH60dZliHUTipKwgU+kgokAdRRBLMaNH74py+/VwLAGjKhP2YRhEjJixCoggkmAWYwl2Y75Pd8AwDOVK7bmK0VT5oLbtmpGC0azCaOHbsrSfhj4KF+QnBsi55R94Zpt/ToE2hnTFwOn10oW1JVcw2dpdHLbSTOQdP7TPRs499u6jYUJ+bJxYWJXCg9WSwagTYc4bzAG3r+8YfnIIx9leffO3Sn8wPyaZTdihpdXLLOpaL2zRtev4PzshoUVpekpp4+MpvBH5sq23HDE6nCho5EzfK+O66DT1Q18/1XZRkJlOFSevwF+5lLFcpvCSGQsz0xJNnb4YYQfJR21dmxg/uPQgopHUMnw5PE2/I0vaxaUlSCE2SMTArB6eL+MVZrkq3FHvR31gcV3QksUTDymT+bS3E8+bNjv5vjDT3jlRLAjzc7luS2Kr4WmNcGPhP1n2pDv3ozMYqPhEl58bmdw+I83sPZSJW0uk6/n05yFszWreI5yRjh2drSrrvqvScVTJcskijhh93vj6f4rJ6vWVIgyjkNvjXXd0v8xcfWpopk1ESfs+byQ7r36xDVzIjQ84/bPxnuaJx2TVx5aMHGC5xImL96V7ls/umgiAQATs9vbbhcGlg5+a77vs/fy0VRsZWbONBHMjKn5e9L10r5fzMxoCOxdOtiXSSqLu7421SySUe4oPihLk5daPTxRCqW2qWLuBzMzEoxCdG9f4ADyq3feRASRLCatYjfzmW4ca8PlokEGRdlj9/UNDuCbq2NkgE1EBBSm3fF2tfONOYuAiCke7iscQJtsUqfGAR6TOjWm3aMp5Gc+tYiQOlUKA4AD+BFVkutD8W57OoX8JB9YTA3PlBmeHQgcwK8RkmzryLP6tlWTMopyP6cGBgfQGjERtS2LDyQvSMQ1alzlAuesQ25fQr7g5RZAWwcVab1/AL1hjD/Oq4OqgeunT0BRoPnXp0Hw/hZ/AlnGVLuzT8X/AAAAAElFTkSuQmCC) 13 18, auto;}
37%,37.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
37.5%,37.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39%,39.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
39.5%,39.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
41%,41.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
41.5%,41.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
43%,43.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
43.5%,43.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45%,45.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
45.5%,45.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
46%,46.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
46.5%,47.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
47.5%,47.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
48%,48.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTklEQVRYhe2WW2gcZRTHf+ebb6/pJk1oSY0RSRGMiAWlLSI+BIQqXrBe8IIgQiFopU9t8aWgj5X6IAVFpSKFihd8sFhFqKDmIWgsSsHSSkWppJK13W2S3WxnZ+ab48PGWRu6tcnuPtkD8zDfd87/d+YwnHPgml2z/7tJuwJPHCxr6YJQmlOKFWF2DvzIoAikwQhIWnH7+y7LMu0mkI0NPdYjpR5ZDCnrIabxEFoUjzhojWm7AgBPvlHR8zVLsaT8vDd/qeYLvhJH8Paq7lQA4KMXC5KLHDkcw89X9ZLLAJDWmI4ksH1/WfNxRM45pt9a8qUhEMTdS+DVAyXt1ZhCpEzsW53A81vLCmA0QgLXnQQOHZrVQuxRiDK8+3J/Al//6HnN1OtkH5rR1MJFTD1oqWFXCj/25azOVg3ZyLB9Z7PsW56d17PzjrpxuLojVIfNQasarKgCc1/N61DacF3W8PhzTfiOHRXNOaEH5ezng5JRh418bOi31Fp2AtVPTqutzNNfUW59sAn/+LWaDucNvTFMfTogAOeO3iC9RBTMxZZ6y+oD1Xe+V4yHJ2ly2zYksTMfhHrmguO3v2KefiW/LM2rdq7u/UJFDRih56V7kzj/9TOK7aeYttw4vjz4VSdQ2f1+0lwK+55JYmp7jqrzepDUAKv2jK6oq/5nUHl8XI3EiHP0HXgv8V/YdlAxKVwqQ++bj624pV8x8NxTj6h6ijjH2g8/S3znHn5AxQnqjdF3eFdb86Rl8MzWMRXn8IxjzeHJxK+0ZZNKvfE68O1U28NMpu+7Sa21rDtyqvlX3zOqRmNUlcGvTyfn5U3DqqqEobDu+HRHJqn8cfdqNbFBbIrrJ4oyvXnNYg+PGfqhnECKt+RUVYkVhn7xOwIHkN/v8FREkFBQaehqoIycDJvw20QJGtvN2lPaMTiAVePQEBAQETCGkZMugfx5O+pQsDD4U2cWmH+biSwEFtYfRwILIz824b9uRH2vcT/UBTiA9T2IF/eFm481y3viTtE64KGMftcdOICtGYiXjKSpu4wuaIwR2DjZPTiAqTnwlySweTIWPwO1NEyMoZeN7JDJkX8Ai4ujiKDaODLa3OXu/6Zb/0Ai2yh5siNFdGhpv7L9DX7vSyN7qT59AAAAAElFTkSuQmCC) 13 18, auto;}
49%,49.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
49.5%,49.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
51%,51.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
51.5%,51.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2Wz2tcVRTHP+e+N2NmkjQlpiSNDZiqtH+AdeOmunChbnShgiD9QQMNFqk/qIKCVZCURBCEFiOkImKJuCntwoWCFOoidqlQUFRsWpO2mSaZ6WQy8+77upj4po2d2mRmVvbs7r3nez7nnvc458Jdu2v/d7NGAzx3OKe5y8bcnJjNGfM5KJUdwiAFzoGlhT/bdUuWazSBNjna0wEpAtqcI5UKMBdgFkAlRATEy/UxDVcA4PnX87q6EDI7I346lb055o6SUATnOlpTAYDJsU7LyJMJPFseLeimw/LtMU1JYPhQTlmLyMgzfXbVTctAOW5dAqNH5rTBYjpjcebkxgSevT8nAGcRVvF19WEj8NNfzGthEbJRwMhIZwLfuu2qrhWWiQdmpNISkYN6Kaw7gfPfzCtfcGQjx4vDtbI/+8SifrvoWU55fMlTMU/YVj+BdX2CxW//0ua0o6/N8fiuGvzIgbx6Msa97eLiH712j/OEcYkwLtWNteYECl+fU5DPkc7PM/B0Df79WFH9WUdvFr6b6jaAK5cGbEMY0ZleqhtvTX2gMDEucAR6gMzexxJt+URFF655LlyO2fludk0x79i5cGxE5gXO0T58KNGVPvpRhN349Gbah9YGBwjuxCn/4RuisoT8Eh2vHE4gxffeVlTMokpEx8GH1tVV/1OUe39IzsVY7Ol653jif/3NvSJ2+DjFhrGj627ptxVeeesZyQmTZ9MHpxLfhVefknlDcUDXxycbmid1xTOv7ZTJEwSentEfEr+5Aztky9Vl9/hUw8PMpg8+qDAM6Rs9nwSbeXm7nGIk0Xv0l2Q/t3uLJFEpG31fTjdlktqf+zfKeYcFKe47NmvTe3qqPZyY/olcApl9ISNJxIL+r0pNgQPY77sCmRkWWfUVA6gsBicrNfhLJsrgDDadUNPgAKECjyqAgZmBOQYnfQK5tBt5BBnoPd6cB8yN5qIQygFs/RwrBzD4WQ3+6x5UctXz/hbAAcKSQbwSettErbw/7zMtA4GJ7eOtgQOERWD1e2Vqn9N1xTiDh1sIB3DFMqwelo98GlspBcUQzuxHt1Q2yez00ArAqpPZzJCqW+6G2jz5Sav+gX/ut1LyZDxFrcD92/4Gez1SaoMn23wAAAAASUVORK5CYII=) 13 18, auto;}
53%,53.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
53.5%,53.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55%,55.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
55.5%,55.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
57%,57.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
57.5%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUUlEQVRYhe2WO2xbZRTHf+fztRs7T5pEiUIYUiHR7jwkpk4MKQMZaKtACzRSEEWdEBsDDECRGJhAqqgQJU1ayFKKRAUMqANDWEFUAglRJVXcJk6ah31t3+/+GVKuGxTTJnYmerbvcc7v/z10zoEH9sD+72aNBhg9XND6orG6KG7ljdIylEOHZFQB56BqYsF3bskKGhXQ0eJItTqiFdHWAlHaqJQdhpGRUZUIFNf1b/gGAF47sqqlhYDbefHtL7lNMfsIBRF52rZkuWYI+ORiu3VlPa1Zz8HBNd29lrkHpikC3jtZUGcuoivr+XF280kzQIb6T9CwgC8/WFRvR0xfu/j0alcCfzpXEIC5iIz5uv4NfcKfJ5a1vgJtUYrh0+0J/IV9C1pcKvNUPK+qSpQioI6GHQvIX1lWuOYoRo4DJ2vX/v4zK5qb81TKnth7VqqeSlBfwI6eYOWH35TNrNLdAgdersG/PrWqh7JGZ6v4aq7Psns8mSBkTxDWjbVtAWvfTytVvUZ69SZtz3Yk8L8+LKo/5+jJwbszew3g0q1HrLsjor29VDfetvLA2ndnhBwpb2SHxxLf6tR1+aVuFm4ag2/nthUzdd/wK6dlvogRkhs+lUDCMx9Ja2nitKP7jf5tJ7b7ErB6+U0Rl5BKtB16J4EUp95S5MuofIPW10d2lFXv6VSYHpcLYkyezpHPkv3rE2Midvhqmo6xj3ec0v/T8daFESklTJ7ew5eTvbfPH5J5Qz5F5yuXGqondZ3npw7K5EmlPT3P/5TsW5x8QhZuDPeemGm4mNns9KMKgoD+564lweYn98tZjCT6Rn9P5gufD0oS1bLR/+psUyqpXb/YJecd5tI8fDRvs+d6BOAsZuBYIYHkz2YliTiGgfGwKXAA+/OLlMwMiwzdeRFVxNB4tQY/b6Ky0d30vqSmwQECBR5VAQdmBjiGxn0CuXEBeQRZ6DvanAbmbnORg4rBvuNYxWDoWA3+xyQKtbE+sAtwgCAUxHd6mMderF3vr5OmMpAysf/I7sABgqKHONo8OXPOaT2KcQaPj+4eHMAVSxD+q2N68nhsoYOiwdUJtLVrc8y+OfsPYKMymxnSxpSzmrLhE7v1B5JOJcY5auUpgt09+4b9DecqXwEwsgPaAAAAAElFTkSuQmCC) 13 18, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
59%,59.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
59.5%,59.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
61%,61.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
61.5%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADU0lEQVRYhe2WTWhcVRTHf+fOm0lmmsnEkJoS4yJFMQtpSmvagIKuutBu3ChuilBQaMlKVBBBN0r9AkFw4UYQRUQXiooiglpB2mAT1FgqFQRJJWk6kzSTTGbmvfv+LkLetCVjm8xkZc/ufpzz+99zL+dcuGk37f9u1mqA5x4pqV40KkWxOGeEixBWHcioA+YgNPGNL2zICloVkO901HY4tCSiTiinDV9zCKNDRiiRVtzUv+UMALz6aFnLlwJW5sQb07mrYh6mKhHxJV0bslw7BDzzUd7yWU8u6xkfXNaVa5nrYNoi4L1jJXXlIrqynrdmrj5pBkjT/ApaFvDdK0X1dsf05cWzJ3sS+PFcSQByERnzTf1beoTn319UdQm6oxT7T+QT+Mu7L2lxocaT8axCrVKNgCYatixg8et5seyoRY7+Y420f3xoSRcveMKaJ/aepdBjQXMBW7qCpe+/lcsUCTqX6H+8AZ8aL6sna+R3iBcu9FtHhycIqgRBtWmsTQtYnvhEqUyZtP6g6/BgAq+8vqJbc47eHByZ6DWAl+Zvt0J3RDa/2jTepurA8pl3hBwpb2QPHk18ww9/kV8oEF8skHvxlk3FTN0wfOqETBXMVcmNjieQ6qdvSqszxHE3uafu3HRhu6FHWJ58WlIRGeT3vdZI+w/PK1xZwDrSdB0Z21JVva5T6fQTckGM4SnsfzfZv/LjUeEdvp6m+9DbWy7p/+k4f/phyQnDs3P082Tv5VMPybyhKEXh/s9a6idNnWcnHpCZJ5Xx9I38lOwrnhmVVdeGvfdOtNzMbGb6DgVBwK7hc0mw2alhORcjif6955P50uSgJBGuGrvum2lLJ7W/z/bIeYdZmtvunrOZyT4BOBczsLeUQOZ+zkoScQwDB6ttgQPYX7+mZGZYZEhrcVUXQ2NhA37WRB2cg5171DY4QKDAoxBwYGaAY2ifTyD/nEMeQSf0D7fnA3OlucigLtg9gtUFQ3sa8D+nUTWGOjCwDXCAoBLC+n/hrpFGen//zVQTpCSGtwkOEFyuQOqaD8upCafyaoxzcOCe7YMDuEoFytd0y7EDsS1UoViBr06ijV3bY/bBF+uAtc5sZkhrU841UvPYg9v0BlaS06+lPFpf2A7aBvYvdKde+kTwAcEAAAAASUVORK5CYII=) 13 18, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
63%,63.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
63.5%,63.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
65%,65.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
65.5%,65.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
66%,66.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WPWxbVRTHf+e+Zyd+sZ2makiUFqoWpBYJAQMfIguIoSotRcBAWZCQKjEUygYsGViQgujAgBhYUCQ+hGCpwhAhBhRVDAHBAlILlC8lVUxix/Hns/3uPQwmzymKSxM7Ez3be/f+z+//zn0658LNuBn/95BeE8w8U1DNC628Us8JrgguNKBCCxADTVGm7PCWLL9XA+lBgxsyNEoKg9BICFHDIAieCk1Vkuq66nuuAMDs6bI2V31aOeXZH4Jrcp4nVEfEq6S3ZJl+GDj1SUaClCWZsnx4oKKb15KAXAfT8xEAXDxb0NZqBCl4enHPNV+aBBzdj6DnClx+M6/ZrGMkozw234F/FBQUwJkIX2xXfU8VWPugqFEJNPK4ZToTw784vKrltQYzblkjrdOIgC4edmygOHdFTaVEIhogfXYshl86VtLikiVqWNRayi2L87sb2NERlL77Uk36D8xgifTzHfj6ubJmUkIwpJxYGhN/wCJ+iPhh11zbNlC58pl6QZnEUJn043fF8Nr5y+oHJbKB4+6FvQLw5MqtEmQjvEy9a75t9YHK4nuKM3gqpA6eibWtCx+rXTqI+2uI4PV7tpXTu2H4yrSKqSGJkGD/uRgSfvO2qmvgojzByye33dhuSFBeeyVuLpmRtzpl/31KbcVDSgnSk1M76qr/KSqsvqD4DhHLyPD78f5q7oxiDbaeIHv7uztu6dcVXl15SluqiFhuG52N966tn1RPBW15DI9e6GmedBX/tPyIilicZzmy7+t436/5+zWQ9uP43oWeh5nML96hvu8zOX4pTvb98lE1xqGq3Dv2c6fJFA6oqkJLuHN8sS+TVOb+3KMDxmAkwcP7c3JxcZ8CGOOYnCjEkG9zKVVVnIMHJ8K+wAFk9jdPRYSkCGg7r6/Ko4daMeSrnGiS9u3moVHtGxzAb6oloRACIgIYjh2yMWTuKhpaJQSOj/XnArM5TD2CWhOeOIzUmnBqE/zTX9Bq2F4/PtF/OIBfDcH/575w+kinvDM/itYaYDzluaO7AwfwK7WOgY14Z8FoueoQAy/et3twANOoQfVf0/KlB5ysh1CswRvz6NbS/oS89vkGoD2ZRQTV9isxndJMn9ilf6AWf73DGIg2FnaDtkX8DbARXYtwoEH1AAAAAElFTkSuQmCC) 13 18, auto;}
67%,67.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
67.5%,67.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
69%,69.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
69.5%,69.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
71%,71.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
71.5%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADV0lEQVRYhe2WTWhcVRTHf+e+92Yy00wSY2tCmgr9ACuICn5sRKgbwQ+QgthVIVCwUiwUoeBHkW6KLUopgqKCdCOWihtRsEIX0kUX0YVChdAWlZC0CUnGmJnMvJl57/1dTPuSSqY2mcnKnt1795z/79xzL+dcuGt37f9u1q7AL68UFcwZzIlk2vDnwUIHMhoADuomHot7V2T57SaQ73J4GxwsiKQLFBjUHIbhy6hJZJW0jG+7AgDje0pysz42LTZfyt+iOUaoiIiH6F6R5TqRwP1nC5bJxXi5mOvDZS1fywDuNpi2jwBg9kBRbjaCHPRP9N2y0wwQ0foI2q7A3Ilx0VPGCiX6LyzBZ/JFAUQuwrN4fRKY/+KyvEJIthByz+dbUvjstj8VZReY7JqSF1TB1VtqrPkI5s+dkyuXcJFH94FHU/jCs2OKJ+vENQ/FVdTI0PCBFkVYUwUWfj8vN5zB3Xud7pEleOngz7JcBW0IGZjcbnE2pOFXSPywpdaqEyiXvpbXVyLoK9H9zIspvPLBD3L5BciX6R992AC2zDxoUU+JqFBtqbeqPjBV/kwejqxn9OT2pbGNn84ovvIXyeX7yB99eVWa3p06Xi0fV2wV6hYymD+YQsKZUxI1EgvIj+xddWO7o4BfS4fT5vJI4f005lrliHKxR7AY0D14ZE1d9T+DLhZfVeISZDFP955O/S8t7pOPI4gDtvd8vOaWftvA72d2qyEhi3lp07ep7/m/X1Bghi+Pp3q/aWuetAw+M7VLspjYi9m78WLq9+XcE8pZ83N3/2jbw8zem9gh3/c5PDiWin00tVO4BEm8PnAl/f9JcViScA1j/+BERyapvTnep6xzeBbw7uZpOzaxsXnhXMI7Q8UUcnw6J0kogbeHwo7AAezQH57MjIwZqKnrSxzb2kghb02bMoA5OLpJHYMD+DXFBIIqYGYYjhNb4xTyxjVUi0UNODnQmQfMcnO1CMI6fLgNC+twahn8tauoGkK1DieHOg8H8Ksh+DfeC58+sFTekd9MYQ3ME6d3rg+8mUBlKYGbtmfUqbKYgIOvHl8/OICLKhD+a1qefTKxUgilCjx3Aa0c2hmzXd81AXZjMpsZUpMpt1SaH59fpztQS3ffLHl0c2E9aCvYP3xDUDSCPTBQAAAAAElFTkSuQmCC) 13 18, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
73%,73.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
73.5%,73.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
75%,75.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUElEQVRYhe2WTWhcVRTHf+e+92YyLzNJiQ0p02ppUcyqIhoREekqQhVpN34sCkKgi2JBEHFhoYILFUV0I1oQF1ZECIIfoA1dRSglLtqFYqhCsaQ10yaTmJl5896bue+4GH1xSqY2mZmVPbv78f//zr3v3Hcv3I7b8X8P6dZg6emyOssNdDlGSsBqhAkFUQEyYEDFY9iObchyu03AHbCYQUXXFAYSxHMwkSAIogmqHok2O+q73gGAyjNX1V0yaCnC/2l3m2fINW3SJE9xQ5bpRQKFL4picwE2F1HdNa/tozHmJpieJFA++os2/To2Vye/MH7DSmMSwv4lsPzWBU2GArRQZdvsfSm87J9VgKaxWOmcQFc1sHrqR2UtwVmxFF59JPVa2jujjRWL1H0czULTY9Q+0NsaWP3hezWF33H9eht8bfI7dXINjK8kmRqxCYjdRkefLSWwtnhGzc4MpjhA/vn9Kbxy7GuVXIQOxoxdOSA2GxO6NUK31rsE/qhOqy1U8O6okJ94MoUHH76jxq+BX2Nk7pAA3Hn9oDSH6tQLQUe/TdXAfPWkGgxZR9idm0q1jYufq720QnLxGv6x1zblecuTz1XfVCOKYJgYfGX9m4fvaabmklzJ4O87sumiviXB6crL6c/l8cLbqeZ8cFx96zAiHqP541s6Uf8pmi4fUWsSVCzPDn+Szj9dm1IXQ9Z6PDr0wZaP802FJ68f0oYqKpYXRr9J53785xPqieCpw3PDX3X1L+kofmNxv6pYGo7lxPaz6bzXlyfUl1bzpZG5ri8zmVq4W13X5aMd86nZi4vjiklQVd4f+3W9v7xLVRWnIby7Y6EnN6kcvLxNs8bgisdnO0tyeGF7q+BMwqfFcgo5XMqpqkICp4phT+AAMnnJUREhKwLa8nVV+XJPI4U8VRL1ADEwPao9gwO4kVo8hQAQEQTDzB6bQiavoqFVQmBmrDcPmH+HiZsQxXBmLxLFtMEf+w2Nwtb4TLH3cAA3DMFLWo3Ze9e39+GfReMIcJRz4/2BA7hxAEnS3nn/nNGwloCBCw/2Dw5gbADRDQ+W8w8lUguhFsA9s+jG0t6E3PVtCyB/38wigmqLqWZ9ay4f6FMNxOnqE8TAP28Xrx+0DeIvYc9YCjeTuewAAAAASUVORK5CYII=) 13 18, auto;}
75.5%,75.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
77%,77.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
77.5%,77.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
79%,79.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
79.5%,79.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
81%,81.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
81.5%,81.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2WT2gcdRTHP+83M+vuZDcJacIma6ukWM3Fm3qU6kFEvSiiNy0Uemj9DypFD+rFVIt4qiBIERQVehGLf8CC5CASBQ8qVCsUmmizprvdZJPd2dn5/Z6HhUkj2bTJbk723Wbmve/nO48f7/3gelyP/3tIrwLVx75SqSyhlTpSbkJtBRNZRAEyYASVgCH7/IYs06sBk7V4Ax5eACYLXuDjicETg0+Cp4Jx7a71PXcAoP74KfUvtdByjfDXI+s0I45rgiPPSzvTAYDCZ4+KzcXYnGNl95u6/muM2eQ/+2KgevhjTcIEm2uTnz/6H1qMo7VzBipvH1M3+Ata+IHhmRdSeDV8TgESo1jpbsDvBV47/ZGytIwXJhSmp1P4pb3PaOtykwX3lDa1DokPdmONbXegdvZrNcUs/kRI4cgrKXz5kfvUGzyDCQ0uExGbmNjXrjrbMnBx+Vs1ExnMeJb8vQdSeP3Y0yqjOXTXAMW/3hN7gxL5LSK/j2fgp5VTWvXq1DJ18nseSuGN746rKYVQDBk5MysAexY/kGTQ0Sy4rnpbmgNfrryvHoaMJ9yTO5jWtuNP1M5dxs39Q7j/tS1pXnPyyZVpNaIIhicGXk7rfoze1RF8JmyGcODQlgebdy1Jb9Vf1AZNVrXJ4fzrKeTDxqvaTFok2mZffuNZf7W4atHR6iFtG4cTyztDJ9P8N1YPaoAhtAHPDp7Y9kjftPDA4sPaVsWK5dOxL9LcJ5ce1ECEjHqcGPq8p33Stfj+hf1qxdLyLDOj36d5d1fu1Jx0Hr8Zme15mckt87er7/ucHf85FZtamFJnHKrKueK59P1kdbeqKpm28Mf4fF82qQxfuFmNsQQSUL7xvIzOTyiAM45qqZxCcuWcqio4iEpRX+AA4p3fpSKCSBvRjq5qTHuykUKknFeIO7ebsVbf4AC+VQPaBgQRwWCwV8D5e1jVAvhQrPUVDmBIAoh92FsTYh87WVmD/DmmRAHEAZT6DwfwiXxwnVmtty2utf23ktIC9RSmLu4IvGOg4YFbfy0wszepW9XOqrpjbsfgAIaGg2j9RHZ3XRCiLDSyMLOv+zLvQwinb9WOk85mFhFUO0xnrmA/8PtOnYEO2AEYYe2WltCnW/um8S/e1FDE98R25wAAAABJRU5ErkJggg==) 13 18, auto;}
82%,82.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
82.5%,83.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
83.5%,83.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85%,85.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
85.5%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhe2XT2hcVRSHv3Pvm0nm/xiSJsS6aClY3NSFulMEIZTaQi1YxI2FQguFLqS4qpW6EBRFRUHQjSWKElBaTcGqRSFKF3HjRlAqCJqYTJtMmsxk5s28d99xMfWZQKZtMjMre5aPe37f7517zrv3wd24G//3kE4FyoffVVm8gC4vItdKULuB8X1EFQLAGDQQCs5tyDKdGjD9P2ELGWw6gcn1YxMJrAhWBC8JVhXjRe3zOzVQHB8XyaZI5vIkChnycyuSrUSSqaqkq4hVbVWjVwYAcuMT4u5J4XIpqg9uX09L3hrSFQPlMyc0LKZxxRTZn2fW73USokQPDSx+9JpG2/LoSI7ixFQMLz+QVoBQDK6vfa93NAU3rnysVFew1SVyh07HWgsHdmqwsIQs1bFNhXrI0NzGU+BtGT57SU29ismEZMdOxOIrp8fU/TWLazZwkcMtB9D0ALehzpa24OrKZa3lkpht/WT3HInhlYmTKgMptJhh+OtZcek+/D4Pv7/9e27awLfVz7RkKywkKmTz+2N47bc31IykYTDNwDvTAnDf99clHMxTL+Ta6m2qB85VP1APQ9IKh1NH49z54FMtNpeI5q6R3nV2U5r2The+Wn1dK7JKVXyOp0/GkC/9t9XXBpYEQ8OnNt3Ud2TghcpLWqdJXUNezp6JIa/UXtR62CDQgEczz29pom6bdKx8SiMjOIn4sPBmvP7o6jE1KFmX4K38e1se51smPnX9uKoanERMDr0fr31y+TkVcViN+KLwSUffkrbJj88fUScOZy1XBs/F6x5efEZFfACmBy50fJzLrpln1fM8fh0Zj8V2zz+tkVFUlavDn8fPt5f3qqoiQcDMyHcdwwGk+OdBNcaREI/SvedlcGafAkRGKY9+FUNSpcdUVSFS/NEfuwIHEPvHmIoIIiGiLV3VBsGOH2KIlJ5QaIIRdGiqa3AAz6kFDQBBRDAIbg2cv8dUHUAKhr/pKhzAEHrQtLDzstC0uB1rIL/vVXzbOkxGuw8H8PANRK0jQe+/9F/Zf9mvNEAtsPtiT+AtAzWJDfwbZvqARqsKRuChyZ7BAQy1EPz1jOiRScFPQi0BU4fa3yi7EMLFg9py0qqCiKA3b7GRWcPed75XPdDSjbhZ8vh8CunCf8tt4x/jaVIWgq7MRwAAAABJRU5ErkJggg==) 13 18, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87%,87.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
87.5%,87.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
89%,89.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
89.5%,89.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
91%,91.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
91.5%,91.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
92%,92.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
92.5%,93.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
93.5%,93.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95%,95.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
95.5%,95.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
97%,97.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
97.5%,97.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2WTWhcVRTHf+e+N5OZyUwSS0tCrIuJSmtUxBg/IBYUwYV2I4iCIBQKLgpdibsuXFZ04cqFGxEEKbhp60JQUOsXhKikiR8loiCJZGxmksy8zLyZefceF6NvCGRikzdxY8/y3nvO73/OvffcCzftpv3fTZIGqFx+TkXKqCsjzRKwgdEQEYUWIAZtCcOn7I4sP6kAM5jBMIhGVTAZpJ3CuCYCSFbRpuLS2tM/cQUAal89r75dQ22J3OOL22KGF9DIQv6FnVmmHwIKMxfEZrLYVJbg06Pb002D2YWSeAsAKotnNLJrYLKMPLq8PdM0ONvbN3EFyiuvqcsPocMFRqavxPDKZzkFiJzB+r13OlEFVjfeU0cV34u4pXA+pqxdndBmsM7qx04bVkEjYOcy7FvAjxsfadUEpExEMX8mhlfXnlRbW8FGTaxabNCGyO8pYF9b8En1c62YNFWToZg/FcNXame1PZBFs4OMTq2I9QYI1SfcJc89C/ggmNOaN0A5BdP5kzH82/obumlyVMlxaGxWAG575LpEmSEaFHrG21MfeDv4Xg2KeI7T2enY92L7fc3ZdTLuT07kXt1TTO9GF54PrmpdlFAMZ3NTMeTN8JIGGuKc5WTu5T03thtyeKU2HzeX1wv3xT7n6l+qZwNSEnAu/+y+uuq/Or1UmVNnUliBd4a78NNb36jBkrJN3hp6Yt8tfVfHZ67PqaqHFbh85P547dObcypi8TTi4vBMovekp/Njq9+pFcF6ab4+fHe87sHyvIqEAMweejjxYyZ3LF9T3/f5eez2ONjx1UV1RlBVlkbvicePVhZUVZF2g+Wx5HAAGfl9SY2xpEQo3XpMDi8vKIAzhsp4N/NsaV5VFZwjHJ/qCxxAvN9+UhFBJEK0c9hVW7SLD8QQKS0ptMEY9MjxvsEBfKs+aBswiAgGsMV7u5A/flW1AB6MTvQVDmBoKbQUJiaFlmKLd3Uhv1xTQtuZH+8/HMCnFoLnANBjk92yL/ygNCLU82DyzgOBdwRs1mMB/5j5YlbdxlbnLzUzfWBwAEOjDkG4bdCdeEhYD6Fch0tXen9p+2DCux9qR8nfA9K5/9C5irG9+NQBnYGtTvYOOiWP4pn/xP4Cuuld4EYNk0YAAAAASUVORK5CYII=) 13 18, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
99%,99.4% {cursor:url(data:image/png;base64,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) 13 18, auto;}
99.5%,99.9% {cursor:url(data:image/png;base64,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) 13 18, auto;}
}
div.testarea{
animation:rwdcur71633 3.3333333333333s linear infinite forwards;
}
