@keyframes rwdcur27604 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0UlEQVRYhb2XXUxTZxjH//3g9IPS0ULLsYKgq0CZNEUYYmBKGEJkiF+QxWxZNCaazd3oPg1bFueiF9vFlHmDXmxubFmY4ta4GcO0bmxhIERKo1CEFhxFKnL6QXvOac/HLnBb4tyWNpH38nnP88vvfc/zvOe8EiQ5XmlqMq9ZvrxcxvMY8HoH2y9fHkmGI08m6eju3Ts2m82naIIgZTIZdCkp81qS3PPR2bPfJcqSJZqwb8uWFbtqaz+PGAwraKMRipwcKHU6VY3NtlKqVJ7rvXGDSYQnTVRAqVRucHq95ghBQKvXQ6PTQZ6VBSoUqnhmzZrGRHkJvwJVWpp30wsvYHlREVyDg0ghCEhEEWNuN+QpKbHHLkDJ5SN3x8d9vtlZEx2LIV2nQ5xlAZ6fv+Jy9SXKkySaAADdZ850BUVxW1ZuLjRpaUAwCIGiflq7a9fGRFkJ1wAA3GWYayqNBmw8DgCwFhRAYTI5kmElJXD7zp3rOTodZDwPDcdBwrLCZbv92pIJjN68ORKdnp5CLAa9IGDB47nxxdWrPy2ZwFd2+9zQ0NCXOqkUGo7DxNBQz8DAALdkAgAw6fPZTWq14A0GhU6n054s56823P7ss/qtVVUvxlg2NuzxXG77+uuJ/0p0z805GZ533WFZjMbj/7v9LQ0NZEFOji3k8xGiTOZqu3BhAnjQhm8fOLCtxGg8kp6RYb1PUVhdWDivlUicN2dmfrw1OnpleHLS/ZXdPvcw9PzJk68LMpmu+cCB1ofnnquqSq+rrCwqqaiosubmburt7ra6790zSubnUZKb63WMjh58p6PjguTwq68W1peW/sxptZlZeXmIRaPIMZmgjscRYRgoCUIYd7l8112uL8dGRr7t9/sHHQ4HAwDvHTqUH2NZHD91yg0A+0pL5SU1NeUb1q3buSwjY4c8PX1F/9iYNEhRCASDYDgOPMfBRpKQuFz+Tz2edZL2I0e2PZWf3yU1GmE0maBQKmHIyEA0GsVCKAQ2FELU7wcVj0NkGNwPBK7P3r9/qW9g4LNPz527DQBv7t9f1lRb+3wRSValEkR5UCqVBngebDwOFkCcZcHxPFiOg0QQUNPQAOfp03D09u6SpxKEWsFxCEUi4Hke0WgU8wAoisJCJAJREEAolTApFJACnAAIlChKVYD6z+1WiKJ03OuFwDDaVXo9lqtUMFgsAEkC8TgG+/rA0zR4nl+seqkUepKEVBDkcpfHM1hhNvtDwaAxePcuggsLYGkaSoUCKpkMSoaB3+ebGJqc/GZ8evriCNDT2dkpAMAb+/ebRZ7njra39wHoa6muPlJusVTUFxZuXi2KjUqSzEdKCsT5eYRpGkwsBo7ncevqVbgvXvQPU9R1CQB8cuxY45Na7YcVlZWFkXAYd6amAirg5i2//4cJr7fnxsyMq7Oz8x9FaG9rO56t0dAle/a8//Dc3pYW/eHWVuuTFsuGKYejcmR4uGwmENCn8jzSFIrBS07nux+fP//9Xx+juro64/ba2nJSp9Nc++WX3ulIZOrPlT5qbCktVX/Q2jpgXbUqILHZKgH867MA8MrWrdnL1OoypUqVOXbv3oX2R3RVQuOtlpYq0eHgxYUF+nBzc1WynKRPwo0FBduhUEiRmqrcs37980sq0FJfry+2WJrBLR7/q4uLt1VXV5NLJlCcn7/miYyMFQiHFwN5edk2s7loyQTySHItFQhgRHhQdwYD6srKEv4bSlqgwGDYNBGPw0XTi4H0dJQUFdUsicDe+nr9nN9vDQoCGOHvzvu1u7vwpcZG02MXWGYwWOdoOluhVkOvUi0GBQH9bnem0WAoe+wCWbm5mSU2G1K1Wug0GiAcBigKO3buRHZmJvHYBXyBwJXivLweRTgMOhTCD5cu4dZvv+Hp5uapmdnZhO8FCd8Ne/r7aZHnPYZotEEWiaRmMgxWymS+rq6u1w6eOPFrorykLiYA8HJTU77FaLSqCELuDAZ72jo6fk+G8wdS9od9GPgUIgAAAABJRU5ErkJggg==) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFw0lEQVRYhb2UfUwTZxzHv9felV5poVSFLlRDEWsjyoj4tqoTTUR8nbJ1TuMyl2UvmXEv7g9Hlmxkf2g2tz+My4zTZcRtMdJMjSSgolAdYwwY401GAW9wvJQi9oW7Qstd7/bHpmbRufUS/P15z+/7eT7P8+R+BBTWizt22OfQtC04NYWxcLjjbGUlo4RDKgm9v2tXUZ7VepLneROXkIAcoM9Eki8dLy+/oYQXV+1Zu9Y2cOJEf+WpU/Kd69dlWZJk2eeTbx071lO0bt2ceHmqeANrHI5Cy8aNc2iTCabMTIAggNRUZD7/fNb2NWt2T7uAEA6LoUAA2YsWAX7//YWmJsySpLifNG6BMY6rQ2enONPvB3j+/oLJNNHY339h2gWYW7e6tCMj9bc6O1HBsn9J+HzwtrY2t4fDndMuUOp2R34cGvohFI0iplYDXi8wMQF53rwql8slxctT9Bt2sGzD6vR0iSRJ1a8eDwzRaKSVZS8pYSkSqBsdbVsSjbZoCWLxoM8Hrr298+LVqy1KWHE/AQC43G5+2O//fqYkISMpCVq1usJ18+aUEpaiGwCASVmuTzEYJF4QxI6JiXKlnHsCr2zaNOcpu71QLUm634eGKj51ubofFXQ3NjZv2Ly5QQ4G9Z137jzy+l/LyyMtc+cum6nTrZBoevxHj6f6bHU1AwAEALyxdeuWgzt2HE212TKbe3pgUav9iETaelj2Wg3Llh0+ffqhMj+XlR2QQqEZK1999YOHbbph795l802mjZTXmw+DweElSdVSqxVsS0vf17W1+z47d66COLh/f86LhYXXsvPzZ0Kngzg2BpLjgIQEeGprMdzX51czTFuM46592NtbVtvQcE+m+MABGzgOh0+e7AaAvLw8cq/dvizHbN6osVrzlxcWOsZDIVV3ayvmZ2SgaWwMMVmGQZIw8Ntvo5fa2lYTxw8d2vNGcfG3UjCIKAA6MRGTPh9oi+WfR5qaArq7gxgf70AodKO0puabl48c6S0pKVGhry8nNzd325KFCzekZ2evgNmsAgA+EECt2w1JEDCLotDP8wBBQAwGwXs88Pj9u1QkRQEAVEYjaKMRoCgQsvzgfRMEAOgRi2kgSVDJsg4ASkpKpElAlAmCDkWjZGh8fAqxGABAT9N4Ii0NpqQkRACIsgxZkqBLToY6ORlRQRDJrp6epsHGxhHL0qXmu3tpOQ5SVxe62toQHh4Wud7ehj+Ghiqbed79ZUpKHf6eeG/t3p0lCYL4SWlpB0pLiwGg2Olcscxu30wbjfnZeXlLnrTZtJicBHgel9vbEZVlJCcmYjIxkR0JBBrIz7/6qivAsq9/tHPnUa3VmjHEcZjBceLU6GgDMzFRyfh87trR0TrXhQsPjFnH/PnbkwHdFy7Xx3e/HXa56gHUA8BP5eUrLBrNZralZd2dwcGc0YEBfarRCFGSmOb29vdcV6+yxN3gmwUFliWrVr2QQlGkZ2Cg9tfbt+seNdudTqfqnfXrayhAd6SqavmjeksAVWzPnoX2tLRtQ8HgeP3gYNm5y5dH/q3/f9W+nTsXN50/L7RWVHBvO502pRxFoxgAVlosz9AURSZpNPqVNF30WAUKCgp0kOUinyAgoFJBbTZvdTqdiliKQsszM23G1FSbRFGgjUZkzJ2baxfFhY9NYHFW1hajxaIx6PWYNWMGnnQ4dM8VFW1/LAJOp1OVAqy1padD4HkkUhTUFgtmRSIblDxD3AFHRkau0Wx+WqtWIyYI0CYkAEYjKLM5xwpkTbtAzoIFjlhKCnkzEoGo1UIQRQAANXu2fvmiRZumXaCXYZCm1yNBq4VOqwVlMAAAkm028DQ9Fi9PHW+A1mhGLBT1LK9SJQuiCG9/P8YYBv66Ova7K1dKWru7Q9Mq0MkwIUKWe6VweF2iXq/3ezwIeL1MdVfXu8fOnPklXh7x3y0PL+e2bbYFWVk2KhzWNzDMjYtVVcNKOH8CyouEupaAnrMAAAAASUVORK5CYII=) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4ElEQVRYhb2Xa0xbZRjH/+f0nF7O2skK1NKycpGVSytZYDAcjEUzrSvb3NDqWHQxMRGjJn4waoz6QaN+MYtf0Gy6mHjJiNbJQp23zKQgxgmtazbKJWNHCmWF0pXTG6U9l/rBbFFjtrQJPJ+f5/f+3ifv8755CRQYT9lsNZaKilaIIliO+6PvzJmpQjhUIUXPOxwHdxuNJ3Umkx48jwclKVKl1fa++PHH3+TLkuVb8HRPT0lPW9sp0mTaJuh0iNM0BJmM6bLZWhIcd3ZscjKWD4/MV6C2pOQgl8k0ZRgGpFyOUr0ea0olfvV6qzUaza58eXkLyIqK1lZyOZAEAchkYFQqEAB8fj/Wcjlh3QXCodB545Yt1zLpNCSeh4KmQVIUanW66Fo87ll3gXdPnQoL2eyoXBQhSRIIkoQEwLpr1/iJs2dn110AAEKZzFBtcTEISQIvSdh8xx1YSaXchbAKElhYXPToiotRJJdDSdPQaTTSuaGhoQ0T8LLsRGppac5I09gkl4ObmfF9/9tvwxsmMDAwEGUDgW9NpaXYajCAZdkRr9eb9wQULAAA3/p8/YlcTpI4Tvr98mVXoZybV/GTdrt+u17/wHwiwS4LwsRnAwPRWxWOBYM+fyg0Xr66ip9mZ2/b/mftdv1dKlVTKcMwIxz33Ucu1+pNgTN9fYfqN29+82og0IilJewyGoNP2GyeOY77ZX5ubnR6fn6q3+WK/BPodruTM93dnydVqi1+vz/73wWPHj1adHjnzoauRx/tiF66dP+Ex9MYiUR0pUoljlVVDcsl6Z2+c+d+ot5/+eW6A83NJ8cCAR1VXw9zbS1KtNryzOpquVmvP9TV2Ih0JBJ8ds+er0YmJn78kWWH3W73GgBcnJ4eVCgUNxdtbm6mnty9u9VuNj9cXVXVDYvFBIWCjCSTQE0NmPJy5EgS7SZTZ2xpqTpqt7cTP5w4cWx7be2nYZUKOoMBBElCZzQief06wsvLkJJJMDwPQ0UF4oEAlkMhj//q1R++8/k+PXn69AwAvNbbu6OjpeUxiSQ7OvX6VjVNk6isBGpqAADB6WmEl5aQzmZRlcnA0NUFjI7ivePHe6h0IiExGg1ISQLP8yBkfz+QgiAglUxCjMch8DzImRmkolEhEY9LRC5HanI55sbOiyiK1BAELNXVm2mFAnNra7hTLseN3qRTKYg8D4IgEJMkGDgOuHIFJE0L1MjFi8MPdXbOMTxv8l64AAC4vrCAxMoK4rEY7pLLIcRi7PDk5Ncelj03S1EjTqdTAoDXe3truNVV4aUPPhgFMOpwON58xGJps1ZU7KOTyf1lJpMZADLRKCa9XtAaDSY4DrWhENipqfBsPO6hjp8+PddYX/9cV0vLe/KFhbqZUAhkLLaooGlfaGVlaCwYvDAeCo07nc5/HUIAaN269amMQpHuA94CAKfTmXQ6necBnHfYbO+8kM02tnd3d1r37m1PXbmyw8+yWjEchiebZS9y3Kt9LtcscQP2Qk+PzlxSct98JBIOpFLj/YOD4VuN1YEDB5i3Dx70LqvV3N6ennYA0q3yj1it5Za6uu3hTEadIojhTwYHr90q/7bx2uHDHYH+fjH488/pNx5/vKNQTsE3ocVkOhylKNJYWqp07Nz52IYKOGw2bWV19SOrMhmgVOLupqZDDrtdv2ECdWazFQaDKQMgJZMB27aVdzY0NGyYgMFgaAqurECSy5ElSSCdhsVq3bNhAg1G4/1btFoYyspAKRSIRqPQAPdtiIDD4dBmJKmxSKuFIIrgRRE5msb8n3/WHdu/37DuApVqtXVNFMvvLCsDo1aDUqkgURSyJFnyQFtb67oLaJRKUwnD4OyXX0LgeVAUhbQoYs++fWC02qJ8eXn/DTME4b6ns3NKpVbXpRMJTF2+DDESwQ6r1X1pfPzrfHl5/w1/GRuL1zDM/O6qqnuXAwG1uLgIKZ1e/NzleuWNvj5/vjzi9in/H88cOVJp3rSprai4WPBcu+b78IsvZgrh/AWtv4BOjCuCNAAAAABJRU5ErkJggg==) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGB0lEQVRYhb2Xa0xbZRjH/z2c056etpR2UBhtWbWlgCBlGyKbcWFs2dxFwqbdMm+ZGonGeInGD4vRoIkhupjFRD+waDKj25LVbQ6cY3MqAiFbWTcCjBVWSqEFWkrthd5oe878oG5x0cXT6J6P7+V3/s/lvO/zCpClPb1jR7lKLi8XpFLcVCAwajl71pENR5DNpn179259wGRqjycSmszCAnKlUu+Aw/Fy25EjJ/iycvhuMG/cWPLM+vVHM0ql7oZYjEKdDvqKCmlDcfFDTq/3+DW3O8yHR/IVUG8wNOdIJAaCoiCkKNSZTJCpVIBIpNlktzee6O8/xIdH8BWgUaky/sVFSBgGS+k0FuJxpKJRTFutyE0klHx5vAU45+f771GpMg8/+CBUDINCuRzCwkJQs7Nxh9d77n8XMGa32wmR6AIUCogZBq5AAMGhIZCp1OXhVGqUL493EQ66XJk1JpM87vE8EgLASCQgYzHMhMPtr7e19fDl8S5CAJienbUWy+VcWigkQpEIOKcz3m2zdWTD4p0CALg2Pj4YCgZHKJZFMhqFx+Uat0Yi43dNwFfnzsUL1epvN9fVwZCXh0wweNJisaTumgAAuOx0noVczkWTyfjF+XneJ+CfdrMGmjZsUK2uqFilkUp1Yx7PTx99/fUdQ2rr7b2c2L3bGnO74RQK71j9q1evJh+rqqorFArroywbvzI723Woq8sF/HEXvP3SS483rVzZdr/JZJj1+0HHYr+mo9GhqVDoR+vo6E8DExNDlu7u6O3gSydPvvGr3a7YtG/fO7fPtbS0kG+88EJdWXX1Fm9XV4Pf71877vEQ6qIisOGw83R//yttp059T548fLhmS0XFF6KVK3MBQM+y+KWjQ5m3fHmDVqttKC0re2+rxzOy3Wj89rLT+cMnDscluFxJAOjs7f0utbj4F083lZfXVapUW25IJA3FYvFaJJNEvlqNArkcXppGmKZRZDDca4pG23em0w8Jeo8efUqvVH7F6XRQG40AgBuLixDIZH8fz4GBSxODg12nbbYvX2tvd7S2thLUzEy1XqttUufnb6Zzc+tzly0jcvV6+AIBhAIBiEgSbDIJ/9IScgQClBQV4WpPDwaGhvaQtsFBGHftgtfnQzgWQyQSgQQAk5eHErUaVH7+7x8OhQC3O4OZGS6WSBAUQTAA0Nrayr3f0pJRKhRiY2UlqdTpUqRIRMdYFgvhMGLJJJYAVK5YAa/djjTHwT48jOT8PIQUlSHdPt8lx/DwfFF1tWpFaSkc165Bm04jQRAIut2YOn+e83s841cmJzsCbvfpAzTdB4uFA4BXn3jCwKXTmXcPHhwBsA8ATuzfX7++tnYbxzANRpGoNoeiaBFFQV1cjLypKaSSSVA0jRsMMz05OWklPz50yC6lqOcrZ2b2z42Olvvn5sBptSERTY+Oe71nroyNdbuGh4cOnj8fuT0bD+h0zdJMhvkUeP/PsZ1vvXUBwAUA6DxwoH65TLZtRUFB43RfX3VOOCxdo9XCZbM5u65ff9PS2Tl9syNq2rBB1VRb+0wex6X6rl/vmKGoacsfnv6dmc1m4sXGxp/JWIz+9OLFNXda2woQiR07qvQaTdOSUBj52Wo9dqK31/tP6/+VfbB796orhw+nf2xvj7Vs374qW07WJ2G5TLYVAgGpkEqZRo3myWw5Wd2GexsaaKqg4FFfTg6S0Sj8qVQ9fnfmH9PwnwooVSrvy1coalwsiz3PPouAUllDFRRUvfjhh0N3RUC9Xr+VUSiELMcBAgGWNTczlZFIMwDeAnjXgNlsJmoUivW0QIBC8pb+grm5zWazmTePdwTWqtU14qqqdUaZDGU0fXO8tK6uumxkxACAV2PCW/H9ZWW1IpOJdFAUIJHcAoVC0o0VFTv58ngLCCWTGaKkBL5gEEinb03odPCzbIYvj3cKzp050//YunVesUBQlFhchLivD2BZeAKB6c6BgWN8ebzbctvExEImlRrTyOWNDrdb2n31Kpw+33xnT8/Ln33zzUW+vKxexwDwnNls1DOMIZhOk6GlJdfnx4/z/gUB4DeGqYJ/BrEdDwAAAABJRU5ErkJggg==) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0UlEQVRYhb2XXUxTZxjH//3g9IPS0ULLsYKgq0CZNEUYYmBKGEJkiF+QxWxZNCaazd3oPg1bFueiF9vFlHmDXmxubFmY4ta4GcO0bmxhIERKo1CEFhxFKnL6QXvOac/HLnBb4tyWNpH38nnP88vvfc/zvOe8EiQ5XmlqMq9ZvrxcxvMY8HoH2y9fHkmGI08m6eju3Ts2m82naIIgZTIZdCkp81qS3PPR2bPfJcqSJZqwb8uWFbtqaz+PGAwraKMRipwcKHU6VY3NtlKqVJ7rvXGDSYQnTVRAqVRucHq95ghBQKvXQ6PTQZ6VBSoUqnhmzZrGRHkJvwJVWpp30wsvYHlREVyDg0ghCEhEEWNuN+QpKbHHLkDJ5SN3x8d9vtlZEx2LIV2nQ5xlAZ6fv+Jy9SXKkySaAADdZ850BUVxW1ZuLjRpaUAwCIGiflq7a9fGRFkJ1wAA3GWYayqNBmw8DgCwFhRAYTI5kmElJXD7zp3rOTodZDwPDcdBwrLCZbv92pIJjN68ORKdnp5CLAa9IGDB47nxxdWrPy2ZwFd2+9zQ0NCXOqkUGo7DxNBQz8DAALdkAgAw6fPZTWq14A0GhU6n054s56823P7ss/qtVVUvxlg2NuzxXG77+uuJ/0p0z805GZ533WFZjMbj/7v9LQ0NZEFOji3k8xGiTOZqu3BhAnjQhm8fOLCtxGg8kp6RYb1PUVhdWDivlUicN2dmfrw1OnpleHLS/ZXdPvcw9PzJk68LMpmu+cCB1ofnnquqSq+rrCwqqaiosubmburt7ra6790zSubnUZKb63WMjh58p6PjguTwq68W1peW/sxptZlZeXmIRaPIMZmgjscRYRgoCUIYd7l8112uL8dGRr7t9/sHHQ4HAwDvHTqUH2NZHD91yg0A+0pL5SU1NeUb1q3buSwjY4c8PX1F/9iYNEhRCASDYDgOPMfBRpKQuFz+Tz2edZL2I0e2PZWf3yU1GmE0maBQKmHIyEA0GsVCKAQ2FELU7wcVj0NkGNwPBK7P3r9/qW9g4LNPz527DQBv7t9f1lRb+3wRSValEkR5UCqVBngebDwOFkCcZcHxPFiOg0QQUNPQAOfp03D09u6SpxKEWsFxCEUi4Hke0WgU8wAoisJCJAJREEAolTApFJACnAAIlChKVYD6z+1WiKJ03OuFwDDaVXo9lqtUMFgsAEkC8TgG+/rA0zR4nl+seqkUepKEVBDkcpfHM1hhNvtDwaAxePcuggsLYGkaSoUCKpkMSoaB3+ebGJqc/GZ8evriCNDT2dkpAMAb+/ebRZ7njra39wHoa6muPlJusVTUFxZuXi2KjUqSzEdKCsT5eYRpGkwsBo7ncevqVbgvXvQPU9R1CQB8cuxY45Na7YcVlZWFkXAYd6amAirg5i2//4cJr7fnxsyMq7Oz8x9FaG9rO56t0dAle/a8//Dc3pYW/eHWVuuTFsuGKYejcmR4uGwmENCn8jzSFIrBS07nux+fP//9Xx+juro64/ba2nJSp9Nc++WX3ulIZOrPlT5qbCktVX/Q2jpgXbUqILHZKgH867MA8MrWrdnL1OoypUqVOXbv3oX2R3RVQuOtlpYq0eHgxYUF+nBzc1WynKRPwo0FBduhUEiRmqrcs37980sq0FJfry+2WJrBLR7/q4uLt1VXV5NLJlCcn7/miYyMFQiHFwN5edk2s7loyQTySHItFQhgRHhQdwYD6srKEv4bSlqgwGDYNBGPw0XTi4H0dJQUFdUsicDe+nr9nN9vDQoCGOHvzvu1u7vwpcZG02MXWGYwWOdoOluhVkOvUi0GBQH9bnem0WAoe+wCWbm5mSU2G1K1Wug0GiAcBigKO3buRHZmJvHYBXyBwJXivLweRTgMOhTCD5cu4dZvv+Hp5uapmdnZhO8FCd8Ne/r7aZHnPYZotEEWiaRmMgxWymS+rq6u1w6eOPFrorykLiYA8HJTU77FaLSqCELuDAZ72jo6fk+G8wdS9od9GPgUIgAAAABJRU5ErkJggg==) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGAUlEQVRYhb2Xb2wT5x3Hv3e+O9vnOJfYTuI4/hPyx/lLmyaBQprSwGjalIAIw2rhxciqSuzFpO3FxEaRurQI8aZ7kwmprVrRQFtWuQ0kEaJQljm0WQcxWYDEcf7UJI4HqR0SY59jxz7f7QWimroWZKvJ7+Xv7vvR5x49z+/0EEiz2nfvLsxXKmssWVn6YZ/P8V5fnzsdDpVO6HcHDuyqyct7V5WRoecAlGVlLeg1moNvdXV1p8qSpRrYt2+fbkdh4fuU2VyqtlgQSCZxPx5nqzSauvuJxOcTc3PhVHgpr8BWq3Uvo9HUskYjEvE4CiwWWJuaUFBdXTIhk9X3Dg72rqqAPBqlwjwPZTgMiaKQnZMDz+3bKGBZaBMJJlUemWrAPT9/KUMuD67T66GWyyGnabAsi6mRkeUxl+vmqgvIi4qmtVqtUxaLYXllBYIkQalQgMvIGJ4AplddoKOjQ5y5f/+8VqMBDSCeTCIWDGJ4crLfbreLqy4AALO3bztVLAttZiYomoYUDosjY2MD6bDSErjh8bhnp6e9HE1DxTD4z+zsyGdDQ1fWTOBMX9/CtYmJTxQ5OSgxGBCZmfn6+vXrwpoJAMDo2FifnKZFRCKia3q6L13O93PgV62thkq9fnsgHvfP8/zox93dvkcF53y+m3wwOCpKEs7evfvY5f+jzWa2qtVNOp1O9/nU1Ienzp5dBAACADoPH95TlZ395sz8fPV3sRhMBsNCvsEwGohG/+66dat/2u2ePONwLPwQ2t3V9Qc2Fst+8eDBIz989qf9+7Oeb2ur3Nba2uLt7290u93VoWBQl0nTUBGE86OBgSPvXL58iTpx7FhNe2PjyRsLC5kWqxXc0hKElRUdDzQVmExNG63WN7MY5s5vPZ5Pzl240DPk9w87HI4YAAy53b3/O/rq6uqo5pqajRus1l/uevbZPbJNm8wQBHKFIMCtW4fk8jIyOA4Nra31kWj0g5AoPkOZ5PLqxUgkMyKTId9kgtlqhU6jAR8KYTkaBUmSpKaw0NhQV3do/fr1hwJzc07nSy99ceHq1a7jx49PAsChV1+t39LQ8PJKMrlFyTD1DMOQMoPhgRVNQ9LrQQWDUKtU4CQJANDc1mb8h8vVQCUJAhqzGbTXC4IkAUkCSRAgSBLLPI9wJAL4fNAmk7iXTAozoZAYSiRIJcOwD788Q5JIiedRV1pKFuj1CCQSmLxzB5wogpDJwIfDiEajSJIkvguFUOXx4Or581ApFALl9HiubI1EvPkqlXnW6wUBIB4OQ+B5IBCAITMTiXDY88/x8c8GJyfPuwXh64cTr33//pKkTCa8cfLkNQDXbDYbs7e2dsszTz3VolOrWzVyuRUyGeIcB+fUFCi5HHkch4tnzkAZCPgnFxed1LETJ7y67Oxf//7o0b/QDkdNj90O5ebNfi3HDQ/NzQ30+Xz/Gr17d9Rut//fJqwxmQ7IlErxNPBnALDb7XG73X4ZwGXbCy8cO7BnzxM7duz4hfHJJ7cR335bLpCkJotlMbC05HHcu3f49KVLM8RDWE9PT25xdvau052d/tl43Pm33t47jzpWLS0tzOstLd/4WVa49dprmzuAn/wPdADk0vbtxqKSkga/JPHjMzPO7osX5x/Ff2y9tXdv4/SpU9KVc+eih9vbG9PlpD0Jjfn5bfcA0AyjeKKq6uU1FWhubmaLLJbWiFyOXJpGbUVF086dO9nHJ38mgcayslpVXl5JlCBQaDLBumFD+b6NGzetmUBFUdE2gmXJHLUaZFkZIIpUmcWyc00EbDYbadZqn4sxDMqKix80IxFQglC/JgK7n366pqiiYos2NxeZubkPmno94gxT+faRI+ZVFyg2mSp19fVUWWUlwHEPmioVQjyvqTUat6+6wDfj4/MAMPTVV0As9n2/srwcoigqUuWlfDG5NTzsgtfrLi8tLUcyCZ/LhZjfD41CcfNLr/ejVHkp3w3/PTERZiVp7jmrdevw4GDGxMgIgj6fr7e//9DRzs4bqfKIx7/y4/WbV14pLFYoNi0KQoxPJG7+9dNPPelw/gsPgWQco/VQKQAAAABJRU5ErkJggg==) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGBElEQVRYhb2Xb1AbdRrHv7ubzW6SXQKhyRGhJMXwpwRTjlCOIkWEmR5yVSsWab061/HmXp0zfaG9juMLuRtHZ+zM3evWubkyPXE0LVO4Sh09KEOwDbaKpBQof5pIGtJAGv4kJNlkN/GF0zqjVk1m4Hn57PN89rO/3zO/3SWQYRw9cMCo57hKHcNw436/48zFi3OZcKhMmt5+9dW2lr17z/Ec9xctSbZVFRQcNBQWuoedzqlNF3imuVlXV1R0llCrd8g1GoRpGll6PV+Vl7cnGI1+NOlyhdLhydIVaLBY2pCVVSbLzgYIAgW5uXgkNxfFO3YUtqyu1tgGBy+kwyPTFdApFCQNgKcoCIIAiqKwurGBwPw8IktL2eny0hb42u+/YtBqxYaKCqgZBrxKBRXLIrK0FFlcXLyy6QJBSZqu3LPHAZMJ8WQSIAiwySTkgjAzl0y6N13gzJkzscGRkfMAkAIQF0XEg0F8IwgXbTZbPF1e2kMIAKMOxxfbOC5JyeVkIpFAJBBIXhsdvZwJK+0VAIAxv9+5HgrNMTQNJUHAv7Dw9Y1r14a3TKCvry9MKJU9looKPKLRwO/1Dp/+8ktxywQAYHhk5H8cyyZjghC7Pj//YaacBzNwuLlZV7ZzZ1W+VrvNPjZ2pevChds/1zg5OekM+nwTfo+HXLp796ufq7VarbKm0tIKs0azL0KSov3mzf9+MDCwBAAEALz1yisHrXr9O7+tqzOtR6NweTzBvJwcp9fnG7g6Ozs4NzEx88HQUOCH4M+6u1+75/HkHDpx4o0fXvvbyy9zv29rszTV1Dw12d/fuBSJVPsCAZYhSRDh8OTI1NTxf/b29stOv/tu5fO7dv2bKynJkhuNEG/dAiuKmgTDNBbl5jaWlpf/PVFfv9jR2Ng9OjraezUa/WpoaCgGAIPXr/cJoe+PfqvVKnu2oqJGbzQ+t3v37laDyVQGjYZUFxeDW1tDmOfB8jx2m83lVE/PqbuJxOOE4/33j/yG58/OCgKKH3sMlEwGCoBCoQCjUECpUgFy+Xd3CAYBn+/6tfHxT2zDw10nT52a6+zsJDdmZixPWK1/TMjlDRzLVksqFWkoKgLJMIgnEggFg6AArAgCZCSJ5v378Xl3N3p7ew/LPnc6UVxUhByDAatra0ilUlDSNJYDAaREERqVCjqSxJ1wGJIkibH19WQgEiGVJKkEgM7OzuRrHR1inKLEqqqqpF6vj6coil3w+7G0vAwhHkdKFEEAkCQJCUnC2MAAPFevgqOoONHW2lp4sL7eXmA2F6r1ekRDIeh4HkQoBEouh5JhEPJ4bn928+a52dnZj92x2IjNZksCwNEXXzRJiYR41mZz39+GrpMna5v37v2DLivrBVqlKvHcuYMNQYBrcRFRSQJH04gvL4PxetfPzc//TtbT379QbTb/defGxsnY9HSZ2+MBbTSu5rLs5Jjff2lienpkbnZ24j+XLv1oCCu2b28jCII9C/zjfu5Px487ADj+3N7+r5eOHLHkKRTNZSZTExsMWu5Fo5wxLw9Ol+v2JY/njdPnz08T9xuPHT6sqy0vP5iIx5NXbtz45B5NL9x/0p+KxsZG9vUDB+z3CCI5c+zYnk7gobWdABl4+ukSQ15efZAgAremphw9dvvdh9X/qnizo6Nqsqsr8WlXV/T1Q4fqM+VkfBI+qtE8K5GkTK5QsDVlZR1bKvDSvn1Ks1bb5qcoFHAcGL2+3mq1ZvRmzUigfPv2kpROV0IyDB6tq4PFYCg70dJSu2UC1QbDfoVOJ1fLZIBajfymJraytPT5LRFob28nd/L8k2IqBbNK9V2SpkGQZE17e3vavLQbKnNyKumSkoZYdjYYo/FBnmZZS/W2baZNF6ivra3WtbbK8k0mgOcf5FNra9yu7Oy6TRfgFQoRANZ8PiAn50HeqFZDkCRu0wXeeu+9/2NlxZ3NMEA4DLjdwOXL8K6sLHzscvWly0v733DK5VqjNza8j+fnN4w5HNyg3Q6317tgHx8/9k5392i6POKXS346jra0GA1abW1UFGPfRKPOD3/hE+5h8S3aPGPxjSpK5QAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27604 5.3333333333333s linear infinite forwards;
}
