@keyframes rwdcur107187 {
0%,0.7%,100% {cursor:url(data:image/png;base64,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) 5 15, auto;}
0.8%,1.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
1.6%,2.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
2.4%,3.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
3.2%,3.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
4%,4.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
4.8%,5.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
5.6%,6.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
6.4%,7.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
7.2%,7.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
8%,8.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
8.8%,9.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
9.6%,10.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
10.4%,11.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
11.2%,11.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
12%,12.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
12.8%,13.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
13.6%,14.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
14.4%,15.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
15.2%,15.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
16%,16.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
16.8%,17.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkklEQVRYhe2Wa2yTVQCGn6/f13Zsi7u1Q3TrOp27qOBYnHNTAddEgsBYwh+dUbOoI5IoEP0jxmBMlvADhRg1wcTEaBA0BFBY8DIY7FKcYgcD3KWzru3urB3bt1vXdccfumYTfu7gH9/kJCfnPcn7fOd7T3LgFtrzbnX+8WMndhcWO+Jv5UtXY0PTwamJSbH/wEebZGep/154a/ee7VZLyjO9fX0pqqomJyRZ2lpcF/tlgwCwd+++6pHAiBCROSEic8Ld6RYN9Y1TlS+9WiI9fOeON7M62jsi8+EiMif8Xr94f99+cepkTbOsXMP8JBSeLbXb7YaFZmJiAucbnNjS0/Nrz5y/QwaANj8Zn5iwNDY2oWnaog1v7HoN16VLWmgmnAqMLTVA9ItXrbz/AU3TUBTlppFqtRq8Pv/DSx0OC25BR1f/mOO6/gKeXvQfz6GkJmNMSsCgqvh7+rg3K2vXkcOHlvwEouetKApP7KwiPsPGtDmGLm+A3z1BLlwbpq9nmqpy81JnLwYQQlAXUGF0mON1f7Kh8E7yc6yUO7Lx/GGld3BILgBAWmo899isbCxcQdjTTdjlRP+gmUBrB7z3unyAzK4rmDsMBI+cwLR5HeaVecStLyXR52Pg+rBkAEVBs6cTY7fB06V0eQO0eYI4a1vo6/FQVZ4pGUAI6oIajAU42+znydXLeSjHSpkjm84r8QzpulwARVHIy0whbUUSm/ItzLS7mf7pAvrpJkbjVHjlWbkAQgisrS6EM0TgWA2mLaXEPFJAYmUFg273begAoGbczbIMG4atG3B3B2nzBHCe+ZneHg/bpHcAburAqhwrZaXZdF69DR0AyLUnk35X8uIO/OBkdJlBfgdQFFJ/cSKmIgR//Y2Ypx4n1rEGY2UFxstXCU3IvgWAqeBB4jJsqBVbaPcM0+waoP7LBkKjfvkdEMB313xMtvj4qrabtCQTa1cvZ0eZlaHBEDMzM3IBXnxu6+bsjCQMBgMFOSmLNsXGxvL10W/zgR5pAIHgyJjZbEJTVcQ/awowputEIhHuy8pc8vBFANNTIX9ebi5GozFq6rrOGsdGPjv44WxRUZFPBkD0STYbmT3b7fXOLTRHbtxg28vP098/4Fq39rGgVIAvPv+0q+5c/TeTk5NRMxwOU1L8KJdbW6tlhMPfvzmqQ4ePmvze7rdLiou2K4piGR+fuHiy5vQ7n3x84HtZAP/rP9dfo991MVzUPYMAAAAASUVORK5CYII=) 5 15, auto;}
17.6%,18.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADl0lEQVRYhe2WbUxbVRzGf7ftbRWLg1KqLIGwMWad40WDYWUqzG2JyUaM48NMFp1mW4xEnVO/bMawLCHZh5ktRp0zkZglEzfJfMGpUefcgCUwgi0bAwYC5QJllPLS0hZoy/GDUkH3kYNffJKbnNznJM/v/PPc3AN3UMXhyvwvz3916FHHZvOdfOmqr2s4FQ6GxPET72+XnaX/54uDhyrKU60pzw4ODaXo9XrLimRr+28tzR7ZIAAcPXqsctw3LkRsTojYnOi61SXqrtSHX9zzcpH08Nf3v7Wms6MzNh8uYnNCc2vi3WPHxbe1Fxpl5ermFzOR6JOZmZm6hWZS0gou110lIz09/+eLl++VAWCYX0wFg9b6+gYMBsOiDW8eeJUWp9MwMxuxAf6lBoifODdn3UMGgwFFUf712FJtOne/VrDU4bDgK+js9vi3TEWeF10agaoaRFICeqsFvdGIxzPMqqysA59Xn1nyCcTnrSgKj+0qw5ydRTTRzIA3SEfvGK4bPppcQcp33LfU2YsBhBC0qKlE3WGqap0UPZCEIy+NfbkrKXUk4hnxygVAUTCqOuwZFqoOPo7eO8J0200itW34mpzw2guSAYRg/eQgamMv/qqzqBvzMBbkkbh7J8lPFXN7YlIygKKAqsdUkINhkwNtNERHjw/Xd/00udoo37FaLoACtKg2Yu4wX/x0nUK7hdy1VvblplHqMC9DB4DEBJXVGakUr7cS7elj9uY1Zk42MtbaAUf2ywUQQpA92o/a343vyEmMOzdhLMgj6fAbWL1eBm+PyAUA4h2wXDqNNhqis9eH65seGp3L0AH4uwPn/upA3lore59JY/uGe/CMjEoGUBTMCSpZCzoQaW9m+qNGxlzt8jsAkNXTxl23FHyfncdUWoIpZx2WrSUkaxrDXtkTAPTpKzFlZpDy9Ba0oUmu3fBw9aKTXvfvvFK2DB1o8AXwD1yn+sduZiJzbH3ExrYCK2F7KrOzs3IBdu8qK7VZ7uZ+nY6KPQ8v2jSOmbM1X+cDA9IAfGPjfpPJiEG/+KLsDwSIxWJkr1m15OGLAKbDM9qDdjuqqsbNQCDAE5u38cmp96KFhYX9MgDiV7JoLPpLn9s9t9Acn5jgpb3P4fEMt5QUbxyTCnD604+7L/165VwoFIqbkUiEIscGXK2tlTLC4c+fYFxnqmuMmrvv7SJHYbmiKNapqWBz7YXv3/nwgxM/yAL4X/+5/gArTXMrzwoBhQAAAABJRU5ErkJggg==) 5 15, auto;}
18.4%,19.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
19.2%,19.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
20%,20.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
20.8%,21.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
21.6%,22.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
22.4%,23.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
23.2%,23.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
24%,24.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
24.8%,25.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
25.6%,26.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
26.4%,27.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
27.2%,27.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
28%,28.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
28.8%,29.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADn0lEQVRYhe2WXUxbZRzGf+e0tKN1gKWFbZGJOpQPMcQpHWxxyzAujjnDIJkXUzRzMaKLznnjjM4bkl3MbDFqsiWLOl2mZnHOOueFH+NjTMcolImAsEDpoAwKRU4Lpy3t64WjYWaXvHrjk5ycN//nJM/vvOc5Jwduof3v1Jec/urrfQ+XVdx2K1+6mpsuHJkNz4hDh9/fIjvL8M/BG/v21znsmU8Nj4xkGgwGW/rt9u5292W/bBAADhw4WB+cCAoRTwgRT4i+P/pEU2Pz7HM7XyyXHv7qK6+v6u3pjc+Hi3hC+Lw+8e7BQ+Jb19lfZeWq84tIbG5jbm6uutDMyEinoamFlTk5JT/82JAmA8A4vwiFw/bm5gsYjckRAti7Zzfujg5jJBrLAqYXGyB5xw8UFxYZjUYURUke6o1zliNL9Q75HlrscFjwFvT2+6fH4yufCWgxWjuHybalYrWaUVWVa7/3cE9R0Z7PT55Y9B1I7reiKLy9u4qcFTZMYY1oTx+Rtk6iFz0IWyrh/PsWO/tmACEE9uZG4nqCCY8HS83jWLZVkv7yTvovuSGsyQUAMJWWYL0zh9nqSjyDE3ga/bR0d2E3Bti8bpl8ANdVHYZ8DAwGKC10sGX93eyqup9udxujekQugKIorClexh3LbYjrFiJdvUQ/chFoaEe7Nxu2bZYLIITAevobdMMSon+OYy5bzdJnt5PY+xIJtwf0kFwARVGwVm1iSXY2wUCI1v4A7u+8DI33kq6MUeHMkgsgANeVIPqVEMPDQUoLHdRuLWB5ppXfLrXK7wBC4Ex24DqRrh6ix1yMnW9Hy8uC6krJAID1jAtdMRGdGsdUvpqltdtJvPYvdQDA8uRjpM534Op8B3pIU8Z41JktH+B4yyhpGWG0YJgHCxzsqi7GZoKOi78wISV+IYCiUFORhyMzjdiIH72tA/1oE4HuIfTCFfK/AwhB3yef4g1F0D87h1q9jtRNazHX7WByYAAlGpMLULuj5gnzhjJUVcW6dWPygkg0isVi4YtTZ0qAa9IAJiaD02azCaPBgLgxU4BpTSMej5O36q5FD78JQJ+N+Ary80lJSUmamqbxSEUlx468N+d0OodkACR/yebicz8Ner2JhWZwaooXnn8av3/UvWH92kmpAMc/Ptr/8/nGL2dmZpJmLBajvGwNns7Oehnh8PdjTurEyVMmn3fwzfIyZ52iKPZQKHzZdfbcWx9+cPh7WQD/6z/XX1/3hOROK2bGAAAAAElFTkSuQmCC) 5 15, auto;}
29.6%,30.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
30.4%,31.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
31.2%,31.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
32%,32.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
32.8%,33.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
33.6%,34.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
34.4%,35.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADlUlEQVRYhe2Wb0yUdQDHPz+e5zhgcNzBcQKl4hITm3VpRAdNDepN1pu0rXTmWjiXW7OWL8Lm7A2NFzZdZgWb025rrWb/Y7lWoh6cUd6B2B/NqzgOAYPjgPv/9+kFwqB8yY/e9N2e7bff99m+n+f3+z7P74Fb6OBrzdZPP/lsf7WtIf9WvnR1Orpao+GIdvjIW4/JzlL+OdG0/+CeEnPxU9eHhooVRSkqNJl/7XFfHJYNAkBLy6HmgD+gaemMpqUz2rXfrmmO853RZ597vlZ6+It79628euVqeiZcS2c0n9envXHosPbVl+3dsnKzZgbxZKq+oqIia65pNBZyzuFk2dKl1m+/O2eQAaDODELhsLmzswtVVefd8PJLL+Du7VXjiaQFmFpogNknvnvtmrtUVUUI8a/LUmLJ8g747lvocJizAkffPnHCfnzdtixFwdPvp8N1nf7RGDk6wSpzgoc33N8pFQAh+MNfgC4vjxvRLHZuXUNlRRFlxhx+crm4EU/IyGfehj9UfTu3lZoQE5NEu10kTn/MqPMyoVUWeGKzXAABFJzpIBbXiI8OobetJ3/XdjKvmMm4L0EsJBcAQL/JRk7pEsZHQ/zoGcPV7mVw7AoGMUpDjUUugAa81zWCwRQmFAizrqqE3U+uxaSDXuf3+KXEz10BTWPrI5WYDbkk/hwgcbmH2LtO/PEE0fIiqK+TDADQZidsNJMkSk61laKWJkJCx1S3G5WkXAAhBHnPbCGvrJTBkUl+8Ixx9mQfE+EUheIv+R0AsDuGMJiCBANh1leVsG/HvZiyoffCYnQApjtQkEvCO0Cir4dYqxN/LEG03AT1D8oF0ADRZidsLCapxaY78HoTISWbqQsuFG0RvoT5u55GKTQy6PXzs8ePo6OH/FwVo+rnnjulnMbzX8Nj7b9TYjESmQxRZy3n0Y13oE8nF6kDQmBdlqZsSQoyemK/dOM+2oX2TQ/9Fj2mA3vlAuzcvuVxo0FP/OapJ1YsJ69xOTRuozwQ4MNTn1uBQWkA/vHAlF6fjaooaDfnBDAVDJJOp6lcuWLBw+cBxKJxX9Xq1eh0ulkzGAyyoWEzx1vfTNXU1AzIAJj9JUulU2f6vd7MXDMwMcHuxh0MD4+4N22sG5cKYD/Z5uk4e/6jSCQyayaTSWptD3Cpr69ZRjhMb/Os3v/gVLbP2/9qra1mjxDCHAqFL37R/vWBd44dOS0L4H/95/obkolwQq2Q/2oAAAAASUVORK5CYII=) 5 15, auto;}
35.2%,35.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
36%,36.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoklEQVRYhe2WW2yTZRzGf1/7tSWOnUo7DcgOtVs2HGUkmLIR3dyixsgIES/M1BCDuIgiGnCJEIMhLuECA3EowSgYIx4n4AEhUZCxQ7LIyg7KNnbsupObbUe37tD22+uFWd2Qy71645O8yZvveZPn9/3zXPzhNtr/ZnnOmdNn996XW7T0dr501VTXHp8KTorDR45ulJ2lv/XD63v377Balj05MDi4TK/Xm+MTLa3XXFeHZIMAcPDgoXK/1y+ENiuENis6bnSI6is1U89ueyFPevgru/bY29vatblwoc0Kj9sj3j50WHz/3bl6Wbm6uctMOFKYmpqqm28mJMRTVV1H8sqVOT9drIqTAaDOXSaCQUtNTS2qqi54sPvVnbgaG9WZUDgJCCw2QPSPHatX3auqKoqi/OMkWZN07j7PusUOh3kTqHjv5MkTFZklS2Jj0QS0do1Q5RpmwD+DIexj59O5NVIBFEXBZMkghMqp8x040u6mtGQN9yQnMtDfzVjgpoz8vwGEECg6hawUM0fL7kfv9TLd0Ejowq9M17mgbLtcABSF7OAwxqZBAp98jT7bjnHdGpZuKyF+YyHTY5InoAACMKxKJ67iLfpHg7T1+Gj6wU1903VefNwmF0AIQYNqQXNPUfljC84sM450C9sdyynOjWVoZFQugKIoxMUYsSVbKci2EOnuJXT9F2aO1eNvboMDu+QCCCFI62zB1K7D9/lZjMUFmFZnEfNIIQl9fQyP/iEXAEVBtZoxpdsxbn6IvsGbtHV7qTrRRFtnBy9tkdwBAJchCc09xVcftODMNOPIsPDa1rUMD5rldwAhiL3DgC3ZSv4tHfA1t8OBlyUDALau3zDdAN+nZzBuehBTdhYxDxeS6PmXOqBPWcGSlGR4tJBOt4/Wbi91F68x0N9N6eY0yQDAZZ+KCHg5famHfIeF9Y672FSUQU+XlYHfR6QALFhAens6idP52PPEnTjtCtONtTTs3ofr+TJCoZAUgOgEtj61pXjD2hXodDoikQgAit1GjN3Gcr+fLyq/yQH6pQF4ff6AyWRE1S9clAPj42iaRro9bdHDFwBMT814sjIzMRgMUXN8fJwHih7jw+PvRJxOZ58MgGgHIlrkUq/bPTvf9I+NUfrcMwwNDbsK8jf4pAJ8/NH7nT9fvvLl5ORk1AyHw+TlrqepublcRjj8tQZEdeqzSqPH3bsvL9e5Q1EUy8RE8Oq3586/cezdIxdkAfyv/1x/AhcYdroGtsloAAAAAElFTkSuQmCC) 5 15, auto;}
36.8%,37.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
37.6%,38.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
38.4%,39.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
39.2%,39.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
40%,40.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
40.8%,41.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
41.6%,42.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
42.4%,43.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
43.2%,43.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
44%,44.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
44.8%,45.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
45.6%,46.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
46.4%,47.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
47.2%,47.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
48%,48.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
48.8%,49.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
49.6%,50.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
50.4%,51.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
51.2%,51.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
52%,52.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
52.8%,53.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
53.6%,54.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
54.4%,55.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe2WW0zTVxzHP6cXykXk1oJkVIF0CThBCLIONIITlqHuFh7m4i6ZYzGaLdO4l7Es7IXEBzfNsi2RZIkZIepidAsaNycbSgGXQKXC5splttSWAS23UuiF9r+HSYeLj/zdy77JyTn5fR++n3PO7yQHHqKGjxuLLl74tr60bOeah/myy9TReWrRtyCdOPn5HrmzlP8ufFDfcEinTdvrdLnSlEplalKK9s4tc8+Y3CAAHDt2vHHaMy1J4YgkhSPS0OCQ1HHDtPjmWwfLZQ8//N77Buvv1vByuBSOSA67Q/rk+AnpUuvlX+TKVSwvAqGlp7OzsxUrzeTkJK53dLFery+61nZ9rRwAquXFvM+nNZk6UamiJSTg6JF3Mff1qQLBUDowt9oA0R0XFmx8QqVSIYSIDsX9OV2nU9hHHVtWOxxWvALr8NjcjMh5fWI2wI/dNlIT1SSvjUOpVOB0usg1GI6cPdOy6icQPW8hBIf372LDY2kkKiMEhkYI/mol2NZF0H6PYP3B1c5+EEACsvp7UVkUTDadRfNqDZqSzSS+UIPOZsM5PiEvAJKEKiuTOEMu6ueruOuaY9A2xc12MwPWQd6pzZUZAOgOJyFG5jl3tY/KzTo2GdI4WqJnzJmCa3xSXgAhBBkpcWTrtVQV6ggNjRC0dBP8tBvP4jzU7ZUXQJIksu/0oekXeExdxFZvJaa0mITaPaj7Bgj4vPICCCFQF+YRt16P75lK+m0eLD1uupr/QKtys2vbOnkBJOCaI0Rg1EHXLSc7ijPYUZrFgZeL6e/tZcI7Ly8AkkR+ThpZmSnUbtERtA7jv9qF+0ons2tU8PYrMgMAupsmIosRpsxmYqu3EV9dgXr/PtSWR9ADADElhSRs0BN4qYYBmwdLr5vO5ruPpgeEEFwa8cOogxGbmyc36ti9PZe6Fzfxm7mXcX9AXgAAY8E6sjJTEb50/JYBAqdb8bS0M1OYIX8PSMBE2w+4J2fxN11EGA1onq0gtrmBOZcLEQzJC/DGvtrnlAX5KBQKEqr++QKGgPj4eM6d/64IuCcbgGdqek6jiUGlVCLdrwlgzuslHA7zuCFn1cMfAPAvBhz5eXmo1eqo6fV62b5zN1+d+mzJaDSOygEQ/ZIthZd+stntkZXm9MwMB+peY2zsT3NlxdYpWQG+Pt00/HP7jW8WFhaiZigUorzsKSy3bzfKEQ5/X3NULWfOxzjstg/Ly4yHhBDa+XlfT+vlKx99+cXJ7+UC+F//uf4CJ7x5z8qXn2kAAAAASUVORK5CYII=) 5 15, auto;}
55.2%,55.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
56%,56.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
56.8%,57.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
57.6%,58.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
58.4%,59.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
59.2%,59.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
60%,60.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
60.8%,61.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
61.6%,62.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
62.4%,63.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
63.2%,63.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
64%,64.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
64.8%,65.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe2WbUyVVRzAf8+9z32Zuwhy4SI0FRamoBQN5PIy0yRcC/3QpltupbWamcOl1Zcsh2vRbNlkLd1s1aqN+bpeZvT+hlxaKnEBDeQlXgREjHsvcrnv97mnD8kVmR859aX/dvacnf+H3+/8z3nO/nCHqN5fk//Zp5/vXVVSbrlTXno4GpuOBnx+caj23Q2yWfrZCy/vrd6ZmmJ9bOTqVater09OXJDS6WxpHpUtAsCBAwdrPC6PEFpMCC0merp7RONZR+Cpp58rlQ7f/fxL2V2Xu7RpuNBiYmhwSLx98JD48kz9OVlc3fQkFImuy8zM1M1MJiUl0tD4K4sXLcr/4ceG+TIE1OnJlM+X4nA0oarxJQTw4p5dtLS2qqFwxAZMzrVAfMf35uWuUFUVRVHiQ3fza0u16QavDBXONRxm/AVdvaOTD3aNbFXCESKREMbkBej0evqHPZx3dlNcdN+e48fq5rwCt+qtKFR8XAvzLPT0j9Pe/ReOS+MssVmxpWuYzaa5Zs8SAN482cE9WamIUIhVKxey+eEc1GAAZ6MHtxT8LIGqzXlYE8wE/xwg3NzEjTeawGwkkpEMxQWSBYRAO/whvoXpRNQopvw8LI9U4AoJ3L+3YSAiV0BRFOZXbUOZZ6Hv5h1o/Oo8GckmEnRuVi5NkCsggLdOdZCbnYYIhyjITWNTxTJUt4t25wTjUvAzKwDs3pJPAoLQ5W6C39UzeeEi6v05hA0KLMuWKyCEIPDC6+hWF6GZFUzlq7Fs38rY+BTXne2Y0eQKACTWvkpY6OnpH6el7TrNpxrIy0pE898g9245vcltAvveb2Zt4RKUaJj1ZZk8uSEHcW2MtnN9TPAvCNTssKP3+gn80Um47lvcv13EuKaAmEGBtFT5Aq6q/SRWriNmUrBseRRt13aGx7z0XnBik4Kf9Q6kHHmNQCjGpe4xHN+P0NLXQVlOMpo/iM0q+QiEEOyoPk7WYivDwxM8VHQX6wvTMRr0dLb6CIeNcgW2Pb5p48bKFeh0OrBnABDTogS1KElpNk6c/iIfGJYm4HJ7Jk0mI6pej+Cfhwlg0utF0zSWZmfNOfw2gWAgNJSzfDkGgyGe9Hq9PFBeyQdH34na7fYrMgTiLVlUi/40MDgYm5n0TEzw7DNPMDp6rWXtmjIpLUFc4JOP3uv9+ZezJ/1+fzwZiUQoLSmmrb29RgYcbh01AHXHThuHBgdeKS2x71QUJWVqytd8pv7rfUcO134jS+D/+M/jb+Eyd9npSKSYAAAAAElFTkSuQmCC) 5 15, auto;}
65.6%,66.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
66.4%,67.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
67.2%,67.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
68%,68.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2WW2yURRiGn38P3Qrb7UIPVKSklKWUntGWnrCgTUFj9UKNmhhBo0atUSQ2MaIEb5oQhUCMmmCioSak0BCVFMQLRUoLSYGWQlrYZVvb7fnAsts9dg//jhfYtW243F9v/JLJHN5J3mdmvskM3Cf2fdZQ9NOPP+8pKa/W309XPNrbLh7xe33i0OGvapX2Ui8e+HjPvrqU5KSXRsfGktRq9fLEZcm3rnVdHVcaBID9+w80OOwOIeSIEHJEWG9bRduFdv9rr79Tobj5B7vqTRazRZ4zF3JEDNuGxcEDh8TpljMdSvmq5hqBUPjxjIwM1XzRaEykte0Sq9PTi377vdWgBIBmruHxepPb2y+i0USHEMCHu9+jq7tbEwiGUgFXrAGiKy7Iz8nVaDRIkhQtqr/r1JRUlW1ouDjW5jDvFlj6xl01Sw07RE8/7i+OEpixo0pNQpOgZ2JikjVr1+4+3nQs5jugmd8pKypAn5ON9FEdLpWOP0ec9Fjv0NMP2yt0sfZeBCBJDJjykUNamht7mA0JtpWk8egjq1i/Usbji/niFwEIweiUh5x1adTv2EhKvIqAtZ/QpfNMdHTCM9uUBZAkicdSImhHB3CfOovd7kRXU4k2Nxt9ehq+YEhZAAEE+waJz92Asf5tXKp4bo847uXAzRG2V6xQFgAhGMwqIBLW0tzYywM6NaU5yZQXrfyXckCSuOPwsz7TwN43S1jidRG09hM83YrdbIHnlXkYF+xAZWII7VA/7sZmAssN6MoeJv7JavSbS/A6nQoDAMGxSXRZJoyff8qUX8Zsc9DTaeeW2UJt1YPKA5hTM5GdKpqOXyHrIT2FWUnUVmWyMRNcHqVzABBCYFpt5OCuctTTU8z2mgmd62X2cje8/6rCAJJE3swo2o4BXN+fQFtZSFxxIQk7X2TZE1uYdM4oCyABcjiMvjif+JrNTDr9dFqnufKLjcvXb1L3bKayAALojtPhumahpXWAgekAm0wGNuWtYNXSBILBoLIAO19+7mmDPg6jQcW7L+QtmORYInPi5KkiYEQxAPtdh0uni0OjViO4dyQALrcbWZZZZ1oTc/MFALP+wPCG7Gy0Wm1UdLvdVFU/xXdHvgyXlpYOKQEQ/ZKF5fC5QZstMl90OJ289cYrjI9PdG3dUnlXUYAfjn7b98f5C80+ny8qhkIhKsrLuH7jRoMS5vDPUQNwrOlk3LBt8JOK8tI6SZKSPR7v1ZYzZ/d+8/XhX5UC+D/+8/gLVF18IKQAuoEAAAAASUVORK5CYII=) 5 15, auto;}
68.8%,69.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
69.6%,70.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
70.4%,71.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
71.2%,71.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
72%,72.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
72.8%,73.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
73.6%,74.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
74.4%,75.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
75.2%,75.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
76%,76.7% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhe2Wf0zUZRzHX9/7fu+OOH4cHLgBYVhIKOgOQhBq0dT1Y1irrTVzlWv9WmxmrnJT1/AP2fjDklXWsNpajlmOLDOntvwFRy52ID/MQKT45YE0uPOO437z9E8QR/bfPfVPn+3Znj3v77PX6/nx3R64RdXsqbV+ffSbXWvK1yfcKpdetpbWBp93Ruyv/2CjbJa6eGDnrprq9DTLpusOh0VV1dTklLRfLnXYx2SLAFBXt6/WOekUIjIrRGRW9F/tFy3NNt/zL7xaIR3++rY3c/t6+yJzcBGZFSNDI+KdffvFd8dP/CSLq5vrBELhdTk5ObqFodmczIWWH1manW394cyFJBkC2lxn2utNs9la0TQt6oM3tm+lo7NTCwRDSwB3rAXmV7x61coCTdNQFOVvbUl6um5oeKQk1nBY8Bf0DYy79eblz5niDdxm1KPXVILjE3hPn2f41DnyH6/a/sXhxpjvQNR+73lpI3pfAF97B/6TzRBnJK6yjN6iQlxxxlizFwkIwc2975P08Dq07Cws79YQ0IxcuTaB3d5FrhT8AgFFUYjfuwNvWOHSzw4uHurGNROmfKWFxAQ5q48SEMBHTT2UW7MxJxp5bbOVJCVCcOBXLnc6cFmy5QoAbHssD80fwGfvxH+wlSlVh7GyFPTaP82PoYAQuD9uJLG0BC0rA0vdTqbCOq6OurC3/0t3QHl5CxMBQXuPgzMH2slIMVKcn0aqOU4SftERNBy9zH3FS8lIN1G3dS0JkRDBgd/oGXTgTL5droAQgh1P3I3qC+K3d+H/pJWp9BQMJasgwSQFHiUAcPPQVySV3oN6Vw7mh9Zxwx2kd9RFW3s3hamSBRRFIbT5Ka6HwGYfxvbtRVYvS6bgzhTyclKAsFwBAZxuHaSoIIsKayabHsyD8RsEevu50tODe02RXAGApysyUT1epo99j/PIWbQNxRgqSjAU5EuBRwsIQVv1buKLC5m1mIivfws1IZ7fJ6dp6xhmRV6mXIEtzzz5qKnqEXQ6HSoQAkL+AIkmPcWFd/Bl0zErMCpNYHLK6TYaDWiqigCUP8fdHg+RSITluctiDo8S8PsCIyvy89Hr9fOhx+Ph/vVVfNrwXrisrGxYhsD8kywcCZ8dHBqaXRg6XS5eefFZxsbGOx6ovHdKqsDnnx28du5885GZmZn5MBQKUVG+lq7u7loZcPjrqAFoPNxkGBka3F1RXlatKEra9LTXfvzEybc/PFB/SpbA//Wf1x9Ht2EFYaP+EwAAAABJRU5ErkJggg==) 5 15, auto;}
76.8%,77.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
77.6%,78.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
78.4%,79.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
79.2%,79.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
80%,80.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
80.8%,81.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
81.6%,82.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
82.4%,83.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
83.2%,83.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
84%,84.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
84.8%,85.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
85.6%,86.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
86.4%,87.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
87.2%,87.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
88%,88.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
88.8%,89.5% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhe2UXUybVRjHf2/ft5Sv0pa2mxcy6twmA9Emg0HRyDLMNM55YUz8mi7GxcUZNxd1xBkzF4NygdkkfmSLJotmwS1EJHNREx1uFFHHoBTI6BgDVoQpoa1tKS1tOd6Mjs1lV331xic5OR//5Pn/zsnzHLhB7H27zt7y1dd7yh01uTfSVQ9ne8fB2ZmI2H/gw4fV9pKvP3hjz97tVov5id8nJsyyLOcbTJZzPd1dk2qDAFBf31Dnn/YLkZwXIjkvhs4PifbTztnnnn+xSnXzV3a+tsIz6EkumIvkvPCOecX7DfvFN8dP/KqWr2ZhEYsn1ttsNs1i0Wg0cKr9Z5YVFNh/+PFUnhoAysIiPDNjcTo7UJTUEQJ4ddfLdLtcSmwuvgQIphsgdeO7SotLFEVBkqTU0FyZl1itmrFL3rJ0m8OiLvBcmAyumwo9q83LhSwdik7HX6EozrPjfN8+wEP3l+/6sulI2l9AWbypbnyPWEKiZ2CCtp4/CURkqkrsLC9cSmbmPzo2/QD1h7upqbRh0uvY8bQdo04m6hmi/8w4AXOhygCSxL6tZSjhCBF3H3OtR5nqH0ZbUwkZmpukSBeAEEzX1mPcUA3ZCvoXNhM35DMy7sfj6mep2gCSJJFTt5vwlRrobLlIYOY8jhIzSCq5LwYQwCfNfTjsBRj0OnY8ZSdPSjI3fJF+1wQBc4G6ABKw85FVKNEYs10uooec+GQZXfVa0Co3SZEmACEEgX0fYNhQjaTXY3rndeLZeka8PjyuPvVrACD73VrCcegZmOCXY4NMBedwFP9LNYAk0djk4t41y9DnZPDS43eTLyeZGx6lz30Zv/lWlQGEYPejRcjRGNEzvUQ/7cBnNZFRVgq5OaqYXwsABL9oRr92DfLtNowPrOePYJzBcT+/nXVzZ77KAJIkwZYnmYrDyc4R2lo6KbRmUr7awiqbCUioCyCEoLahlaLlFrI082x78BYMeVkk/D7OuXvhjpXqAmzZ/NimTRuL0Wiu/vvRaAyyMrGUFnO0udUOjKsGMO3zB3W6DBRZRnC184KhEMlkkpUrbku7+TUA0dmYd3VREVqtNiWGQiHuq9nIZwcbExUVFZfUAEi9dyKZODk6Nja/WPQHAmzb+gyTk5e711Xf41MV4PPDhy60/XT6WCQSSYnxeJwqRyW9bnedGuZw3Sd7pKk5wzs2+maVo2K7JEmWcHim6/iJb9/6+KMD36kF8H/85/E3VIJhDku8Uy0AAAAASUVORK5CYII=) 5 15, auto;}
89.6%,90.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
90.4%,91.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
91.2%,91.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
92%,92.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
92.8%,93.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
93.6%,94.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
94.4%,95.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
95.2%,95.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
96%,96.7% {cursor:url(data:image/png;base64,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) 5 15, auto;}
96.8%,97.5% {cursor:url(data:image/png;base64,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) 5 15, auto;}
97.6%,98.3% {cursor:url(data:image/png;base64,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) 5 15, auto;}
98.4%,99.1% {cursor:url(data:image/png;base64,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) 5 15, auto;}
99.2%,99.9% {cursor:url(data:image/png;base64,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) 5 15, auto;}
}
div.testarea{
animation:rwdcur107187 4.1666666666667s linear infinite forwards;
}
