@keyframes rwdcur175514 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF9UlEQVRYhdWWW2yUxxXHf/t9e/sI3tiuvRtWW3vZLBSppG4Qqqhj6EAKsVNkOXFoSJW2D0kqQR8itdCoVaU+WImahKjNA2pQqAglaaCpi2skY8lUjAjXpERATeq6dgw1fDjL+qL1stfv0gfsdG12AzaVqp63mXPmf/4zc/5nBv6fTUqp3C2GY56Jnclk8qjX621IpVLHfT7fWiGEMR+s+e6gJZvNNhw+fJh8Pt8ANM8TZ94EUqqqomkaqqoCpIoFSSmr7oqAlLKyhKvb4/HsXrVqFR6PZzfQPWvdfd3d3ads277e2dlpSykbS+UoWQP79++3VVXF5XLtaGlp2f55RIsQfzGZTP7s7NmzLF68mPLycpqbm4vmKnoCUspKRVE4c+YMmUxm21ySA6TT6eZYLMbIyAhDQ0OUlZWVvA5nsUkhxFhHR8eOlStXbquoqPjG1LQbqK+trW2tqKxaalnGyI1k8v3BwcELwCdAfHq9pmmv1tbW7gUIBAJks9mTjY2N8VszzU2GG5uaHv1t06an/AnDxjTyaIqdu/jBqcT+d965ks1mdgJvAYaU0glszmQy271ebyewUwgxcjcEFtZ99cFTz/zoheWTtjrD4XWp3Pj0Ksd6unP/+NuFruHh4Z3AcSBzJ8Dq7UMAeLr5iW8/U1Fzv8O07BkOw7JxLigj+uU69ev1Dy1bqHk2Xhr6ZIlhGCcoIc9Cu5MTcAN739j37uYx24Vt258bfI/LSeyfF3ntpbaubDb7FJCYkvM3AS/QLYSITcffSSMqr6mpiS6srLptcoC0YVJ7fxTTNN0AUspoOp0eBQ4Ae3O53KdSyhVFCbS3tz998ODBjbMJbGhs8o8m0yWTXr9ymaG+j8llszgVONT+Xs4wjN8ACeBVVVU5evQoPT09GIaBYRhv3kJASsn4+Pi+0dHRQ4XgXq/XH/xi2JfMZEsS0DweOt/aRceeXQycO2tdGuh/G+gASKfTj8ZiMWKxGGNjY+i6jsPhWCGlBAr6gBCC9vb27yuKMlYIHgwGQ5rPt8CaGluWRTYxwT3lFVhTJVRWfR+r1z+S+PPv93V8/NfTVfl8/leABaBpWpff72/x+/0YhkEwGMS27Y+EEDMJALS2tv5u9u6cTmdd3qG6p+UyOTHGe2+8zmPf+R5V4SXYgA1EvrJiQfjDDzIDf7/4GJArgNhummbL2rVrAcjlcjidzuduuYJSZpr2cpfH+5lcJicmiF0buXT44B9z+ex/pH7vF6qdoXDkWWBD4XohxICmaRXAk8B33W53QAjx0WcbvB2BG4lUMj7Ubz308Abl6vgk4/EYppHbE7vyrwdG9eEnAouXAOBQVBof36QM9p776fDw8GkKWrMQYgL4QzH82xIYuX71udd++dL7fzrw7qbHW1uXJy4PujOp1IVMKnXk4ukTaxaFo37L4cDrcuFf6AHwt7W1hVevXv08sAboB/YIIU4Ww5/LW1DucrlCHo/Hl0wmLwCGx+PZ8+NftG3+Wn0DkyNXefnFNmvZl5b+euvWrS2KokSmF5qmiaqqTUKI7tmg8/oTFtiySCRyIBKJBI8dO3Yul8u9KaV8APh5f38/vb29VFdXU19fj8PhGFi3bt2S2QAlr6Cnp6dyYGDgL1u2bHlwtk9KuRF4Hlhqmuala9eu7Tpy5Mjb3Gw8PwTo7e0ln8+j6zrxeJxAIBCVUlYJIWY8yyVVsH79+rFoNPpwkeTbgEPc7O01qqquCYVCO6WUP5gK6Qeorq4GwO124/P5yOfzOQoKc9rmdAVSyhrLsi4risL58+fRdZ1gMEhdXR2WZaEoSi0QMk3zBEA8Hsfn86FpGsArQogXZmPO9Ve8RlEUdF2nr6+PRCJBX18fuq6jKApAgxDipKqq33I4HAOBQACn05kDXgFuSQ53IMNi8aZpzpgsGLsBhBBdQJeUssrlcsWn2+5/g8Bx27YJhUKEw2F0XWfRokWEQiFs28bhcBwvDJ5dcMVszjKUUr4M/KSIa4cQYk7f93kRmCLxLFMy5GbVvy6E2D0frP+5/RtQg2q2TnAawwAAAABJRU5ErkJggg==) 8 7, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF6ElEQVRYheWXbWxb1RnHf77X8b3xEuPGqbs4xE4cwyKomkIrtiQlO0SikKiqgCwIpE1b20yahibEpg06PuwD2hhjGh+2hkktYm+thlY6Vjqo1Kk6ygqtJqpOSQpb5DRvJWmD07mxY3yvr+/dh9lR8+IlTT/sw55P9vPyP//zPOd5zrnw/y6u9QZKKaOZTGaf1+t9TQhxab047vUGJhKJkXg8TmNj4/e5hY0o6w20bRtd13EcZ70QwC1kIBgMBgKBwC5VVU+sZJdSbs1ms0/ruv4ucFQIYa/kVzJ1x44dE6lU6uVIJPJFIUTmZshJKX2maV6Px+PU1dVRWVnZI4Q4upJvyRKkUqmXr1+/vt00zXtvZvGCbDEMg8HBQSYnJzEMo7OUY8kSRCKRB0zT3Lpz584zBZUHaI1EIt0bqqrvtG3rynw6/deRkZEB4BKQuCH8jGVZdHV1oWkaHo/n56XWuZnTu6uzs+u1zp4ng3OWQ97KUa445sW/nZ37/eHDlw0jewD4FWABSCkBWoEBIUT6VglUNG+95+y+bz+7OeWoiwx6mcr81Y/pP3XS/OfgwDuTk5MHgDNAdi3A6uouAHx595ce37ch3OjK24vbzrId3N5KYnc3qy2tbU0V5dqusdFLd1iW9R6w6uFdyxzwAA9u+3yLYuZX7CRsx8HChaFX0v7ok1XPPPf81zRN+zXgWw18LXPAHw6HYxVV1cwmkqs6f2rliTTGyOfznqJOSvl4Op1+1bbtKp/P93UhxKGibS0Z8O98uDM4m/60pMMnl8cZ/ceHmIaBW4G33/yDaVnWq8CclLLatu03rl69WjU1NQVwUEp5ZzF2UQYOHTr0kqIo43v37u0r6nRdD4bq6n3prFGSQLmmceQXP6OmvpEvtO2wx+LDvwPeKpi7HMfh/PnzOI5DOBzG6/XuBn66jEBvb++zS8FDodDt5T6ft1h927Yx5pJ8xr8Bu9BElRs/y/0PPjT3pyO/fevDD85V53K5V4BiyDsul4tt27aRy+Xwer0Ax4v4q5bA7XY351zqQj1TyWsc7nuFT8biCz3sANEt93rr7/hcNpfLPQoMFf2FEAlFUXo2bdp0LRQKAewTQgwv4K9GIJ93NpdpOk5hoVQyycz0lbF3/3g09MQ3n/G4NR2A2wIb3bfXR3vjH118G1h0QRXugZu7C6SUUSlleyzWaCZGh+2m0EZ85Tr/SsyQt8zXZy5PHJ+dmlzwdykqDz/Wo9TV1e0HqlfbWFGWZUBKGQMOA/cB7N//HDMzM/LHz39Pub+9/a658RFPNpMZyGYyf7l47r32mvpY0Ha50MvKCFZoAEGgQkqZKWAMCyGmShFYNIqllF7gIlBvGAbz8/P4/X4URcGyrF92dnYe0DTNl06nBwBL07TXv/ODF564r3UHqSsf89IPX7CHBgd+dOrUqbMul+vPbvfC/vqEEE+thUAvcDCZTHL69GlyuRyBQICOjg4URQEICCGu3RDSFI1G34hGo6H+/v6/m6Z58OTJkyfcbvd8KpViaGiImpoaYrEYwIpvgqUluAdgfHycXC4HwOzsLMlkkqqqKoDNQH+B7F3A9tHR0af37NmTACaAOV3XBcDQ0BBTU1NMT0/T0NCAqqoPsMJBXEpgEsDv9y8oysrKqKioKP69LKV0A28CuwEaGhqQUh4HuoUQAMMANTU1TE9PEwwGUVUV4KOli8PyLjiaz+eJRCK0tLTQ1NRER0cHHo8H4Fzh+f0isDuRSHDhwgUSiQQFMi8CFA5cXywWo7u7GyEEhmFcAY6sSkAIEVdV9av5fJ5wOExzc3MxG2PAVwBs237EsiyklAwPDyOlxLIsbNt+5Aacp4AeVVX7gG9pmnb3krOzIMvaUAjxGynl+8BjQAS4ABy54WGq27aNbf9n0hZ/K4qiL8EpOXz+K4FiJoCfrGRTFOWEx+P5RltbGxMTE4TD4WKJjq/kvy4Cq8h3gS21tbWttbW1Rd37wLKLbC2yrk8qKaUH2AFsBz4AzgghzPVg/c/l34jkUIc/KYx+AAAAAElFTkSuQmCC) 8 7, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFuklEQVRYhe2XW2wcZxXHf/vNzs4mvsR2nE3wJV5v7CQlceOCSp0qKYOt+hKCaBtiNbwUIeClNDQCJCpa8ZCCxANyVaWgqqnSCtI7NBfLxcFGn2IuDiLCsV03iS+xg53YqePL7trenZn9lgfs1eKuc1khwUPPy4zO5X/+OufM952BT+V/LK50A1taWgLDw8ODfr9/0549e4bSxRHpBmqaFnG5XJOaps2ni/F/IWm34HbS0tJSOzs726pp2luNjY0HVvK7ZQuOHj3amC6BcDh86NKlS8Riscdv5Xc3FfAAD5aUlOzLzcvfrJQzPhcOdwwODnYDQ8BksnNbW9uGqampV7Oysn7R0NDwx/8Ggb0NDXtebdh/wBd04sQcm1Uibn34t78G3zp+fDQajbwEvAY4d4GJdod+mTsq73uz8TtPloZcHlxuHeExULpXKyzfsrpqZ9UGTRP1diRyXzAYvAlcu1MiiQpIKd3AZwELuGyapkry++a3v3vwlS07TRF1Yp8AES4XIq7QImH+0vb7qQ+aT59aWFj4IcvakkrEYvK9SqkJ4ALwkVJqREq5a9HHAzz8+Qd2CiumUoKoeBwHF1FvFg89eiDv0I9+/A3DMF4Hsm9LQEp5r1LqtBAib3JykunpaYQQRbZtd0gpi4CcjRs3lmXm5ROPx2+Hx4ITo2RTGbFYzJOsl1IWSCn9qSpwSAhBT08P7e3tnDlzhv7+fnRdB3gSyKmtb/DdDC+smPTj0RGuXOzDikZxCzj923ctx3F+BQQB2tvbvxYOh8dCodCV1tbWp5cT2AowOjqaUI6NjS29bvZ6vb6CYn92OBJdkcAqw+DUay9z4tjLDHSdV8MDl38DnFiyz8zMHO7q6uLcuXMEg8Gm5Fg3cBGoKioqoq+vD4DCwsIl++WCgoKiVdnZq5e6r5QiGpwhIycXtTjDWes2sPvhuuDJN359ou/vnfm2bTcBiYHJycl5rrKy8t14PI7H4zm0vAJNSikqKiqoqamhtraW8vJybNsGeMntdu+wXVqin6GZKY7/somPhwcSn1AcCNz7udX+8i0R27YfBXqTk9TU1LyXmZlZmJWVVVpXV/fCfxAwTbNbCPEVpdRUfn4+ubm5KKWu6rq+2zTN0Vgsvl03vIlkoZkZblwfH/7g/fcsOxpJAK1Zu85d5A98C6hN1SbTNK+Zpjm8XC8Wjc1CiPXADuAeIUSpaZp/ApgLzocnr1xWWwvWkb3Ky/TkDWKOdezG6NVTN6/9MwHkEhr1j+0XxcXFzwD5qUikEncSQwfoBpBS5kspHwHuiUQi7x88eLDjd2+/uf+xffu2B0cGPZH5+e7I/Hzbh51/fugz/jKfcrnw6jq+TAPAB2RyB4cQpLgLpJQbLcv6h8fjyUtSv3HkyJGnTp48WWAYRnY4HO4GHMMwjn3/J4cf/8KDuwiNj/Hznx5WvT3dPwMOSyk3A08AHUDzspP1lgSOA18/f/48ExMTVFRUUFxcDPBV0zRPLXPfGggE3g4EAgVnz57tsizrFeAdKeX2eDzec/36ddauXYuu689XV1c/l4rAJ/YBx3HqZ2dnGRgYIBQK0dubGOgvpoi/ODQ01NDW1vYly7L2Ae8s6p8YHx+no6ODCxcusLCw8Gyq5JA0AwmF292VkZFRnZGRwdzcHD6fb8n0UVKVvMDTwAPAOeAF0zQjSTAdeXl5PygtLcXv96NpWvMdEwCahBDV9fX1zM3NsWbNGizLmvJ4PImTzbbtPwghdk1PT5Obm/uIUurLwO4kjGZd15/ftm3bs5qmNXu93qdWIpByIZFS7gW+5zhOpdvtPgM8Y5rm1UVbGdDf2dnJyMgIJSUlVFVVAWwyTfOu1/NUFcA0zWZgpbJ5ABzn3/vG0hPw3m1ySHMrbm1t7RdClE1MTLB+/XqUUgN1dXXl6WCl9WNiGMb9uq6/6PP5enVdf9EwjPvTwflUAP4FLdhDUdOlbCcAAAAASUVORK5CYII=) 8 7, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFzUlEQVRYhe2XXWyb5RXHf3782q9rUs8kjru6jR3ckA2UoK1F1ciW6pmmpRRVrC2NBEhDmkgvNrZxsU0TUqV9VGNCbJqmrayQTqUKhbGyUEoWWIfKo9BCVGio0oa1XZyRuOmHSRM3cRx/vB+7qF2KsdOsvdgNf8kX73nO+Z//e85zjm34DP9nOMoZlVKNwCagDngfeF5KmS7127lz5xMdHR0/vREBokzyh0zTPAX8Gvge0AkcV0o1fCpYiNEbSQ4lFVBKNZqmecrpdDI6OkoymSQSieD3+wH6pZR33WjCUpRWYFMxeX9/PydPnuTgwYPkcjmAryil6hdKrJSq2r1797vd3d3yfxEQAUgmk1cM+XyeVCpVfAwvVEAul1t56dKlO2dmZp6cz08reX4fIBKJEIvFyOfz1NTUFFtAV1eXLxKJ/OHm6kCjZRnnZ1Opt2Kx2CAwAkxcTdTW1tZ34MCBVrfbPTCfgNI74AWGgPpsNsvs7Cx+vx8hBFNTUz3PPNO5el37A8Fpw8Y08iwSdm7oyDvTf9mz50w2m9kOPAsY1yxPJQEFEQ3AHmB10Waa5o6f/+KXa9o7vnv7jO38hL/H5WT2wjh9/3w9d+r4YG88Ht8OHAIy1yWgIAIgCiwHTkgpN2z5/g87v3CXFFnD/JS/cDgQtoUzk+LtN16ffK3n1f1zc3M/oaQtFQUopaqAJy3LWg9khBD7gMeklAbgBnbv6Hrh/knbhW3b8xLe5NJI/HuI3z6+rTebzT4ATM/nryml3MA/gBbDMBBCIIT4MdAIfAvwh8PhhqrqABcnkvNxATBnmERWNGCapvuazlyegjVAy/j4OIcPH0YIgZSSQCBwr1Lqdiml0Xb3uuDF1FxFko/OjJJKzbLslhVUeT28+re9OcMw/lR8e6VUIJFIfORwOKitrV0hpRwpxgpgJcDY2Bi2bWOaJvF4vHh+p8fjCYbq6n2pTLaigEW6zv5nn2bfrqcZPnbU+nD49HPAvuK5aZr3nD17llgsRjqdfri0AgMA4XCYeDyOEIK6urri+XuhUOiORT6f1yoYLMsiO53kJv/NWIU7vLj287R+c+30K8937fvgvf5APp//HVAMwel09oZCIRwOB16v98+lAvqAt5ctW9ayYcMGhBBomgbQI6X8oLGx8dt5h9NdHL6Z5CR7d/yejQ8+RKD+VmzABqJ3rPTWv3skM/yvoY1A7uokUsoJKkyckFLmgLXAU5qmnRFCDAO/ATZeLp/d5NI9V6JnkkkS585/+NrLL+Xy2Y9H/XM1tdry+mgH0FYuUSVoBYUp4JHC5xOYnU6nJv5z2vrqN9rE+NQMUxMJTCO3K3FmrPni2fjmJbfcCoBDOLl7U7uInTj2WDwe72cBO+CKgHJQSoWAhkOHDv1g69atb3W/+EL7pvvua5oejbkz6fRgJp1+Y6j/8Jql9Q1By+HA43IRrNIBgkDVQgVU2oTbufxjBMMw0DRtrZTyiMvlWq7rui+VSg0Chq7ru370s233r275GjPnx3niV9usE8cHHwe2KaVyQAswWKjwwgQopTYDe4eHhzl37hxNTU0sXrwYTdMWSSlL9/sXo9Hoi9FoNNTX13csl8t1An9VSjE1NWVrmoau67jd7i9LKY+VE1CuBV83DIOBgYEra7e1tRUufzn1lfieHBkZWTcyMlINjPHx2m3RNI3e3l6am5uJRqOPAt9ZqIBTmqYRDAZJJBIsXbq0aB8uqVQAuAfolVKeKOEY1HWd5uZm6urq8Hg8fy+XHMq3oDqbzR7XdT1kmiZOpxPgKSnlI1f5bLYsa69t2zgcDoQQ7VLKl0p4vpTJZB4tJO+WUlqUQaVLWA08CNwGvFlK3tPTc/HChQvVR48eZdWqVSxZsmRy/fr1NZXecj6UHUMp5STwx0pBlmVV5/N5bNsmn89jWZb/epJXFHAt+Hy+LT6frzMcDuP1egG2XK+Asi1YCAr/nu4F9kspT18vz2f4L5zYYKbHHLA1AAAAAElFTkSuQmCC) 8 7, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqElEQVRYhe2WXWwc1RXHfzs7sx/OMri2cfF2E5s1SSzFgOhDDEGVbpUmTRQ1Im6xylv6kVhVEZWqRgKUPrnioSJyQeqHQRRaGgGbtolM4rhalt4GSIibIKtxWuLGxmBjp2az3syud7wzszt9iO2a9W5MEqmVUP9vM+fc8/+fe47OufB//I/hKfdTSgnQCkSAQSHEpXJ+PT094c7OzsmbEaCUIY8AbwPngOOu605JKQ9IKZf5+v1+42bIoeQG5jN/G9g0MzNDKpUiEong9/sBfiCEeOZmCUtRmlXrAnk8HufMmTMkEokF2/euN3gsFnuwv7+/6noERABSqRSu6wKQyWSwLItisRi9XgFXrlw5nMlkvnItH7Xke9B1XSKRCBcuXCCTydDc3IzP5wMYAERjY+PXP1dTt65YdC7NZrNvjoyM/A0YBZKlwffs2VO2yZdimYOU8gDwQwDLsvD5fLiuy9mzZ/clEm/s2/7Qw/WG41JwbIKKa50fOGW8cvDgRD4/93PgRcBZiXQpvKU/du/e/TqQBpqAakVRTs7Ozn6r+2dPP9ax9/t3ZDw+PKqG4vNT1ALeL6xdX3Xf/ffd7vUq2+y5uXsNw7gMTH5aISte0Ty+veeRR59bf79Q8k5hmVHxeFDcIt65LCdf708dP/par2ma+yhTlooCpJQC2AVYwCEhxMC8yQf85lcvvfzNlKstNmclrNJUpv95ngNPdvXl8/mHgWvOCmWefC/wZ+BR4EfFYvG0lLJ93qd6zZo1d4Zq6lYkBzCdAo3Nd1IoFHwrOgOKlFJ1HKcnnU7T29vLsWPHME0Ty7KeXxCwddv2+stZs2KQjyc+4P33/o6Vz6Mq8NofDlmO4/ySJdnHYrGeWCx2uNwNrFNVlfHxcUzTJJvNMjU1hc/nq5ZS1gQCgfrw6iY9O5evKCDo99P7Yg9HXujh4uDZ4tjF4d8BRxbsUko9m83uTSaTD0op15UKGLZtm9WrVxMMBgmFQjQ0NGBZVloIkQqHw5Ggri9Os2KxiJlOofCfctxy2+18actXjfN/PfXbXz/9VP/QuXPdQHHBLoQwQqHQs3V1dUeEEMOfECCEcDRN66yurmbnzp3s2LGDYDCIz+f7DoCqqvfYHu9iPTPpFAd/0c3HYxcXO9gFond/sapp7fo527Z3AUOlt9TR0dHZ0dGxq1wJEEI8C3wZeAZ4SlGUNiHEHwEKBbdV8wcWyTLpNNNTl8aOH/69ZefnFgPdWnubGmmKfhfYurxIlbE4ioUQEpClDrNGLpt8f7j4wOatykczGWaS0xQc64XpiQ/vujw5/o3P37EWAI/iZVv7Q8rI0ODj4+Pj7/ApZgCUmYSlyOYyfzr11puTA2/9ZVXDrVWhj0YuOv84P9Rj5nKJUCDwtebWe1a5Hg8BTaPhliCJ/r68YRivcnWa3hiklJv6+vr+FY/H3Xg8flxKqQPVmqa1hkKhTUAICPj9/pefePKn7hF50n3plUNu6113F4Aurg6vhffFNVFuGem2bV+ZmZlhcnKSlpYWvF5v/5YtW7aXOd8SjUZfjUaj4RMnTgxalvUcEAM4evTofkVRukzTnKitrW0UQhTLnF+2jgE2aZrG6dOnyeVyAGzYsGFbhQTeGx0d3T46OloDfMj84JFSksvluvr6+mhra4vU1tYK4I1yAZa984BhgMbGRqqqqgiHw9i2XfZRKqWs5urmG2LJ1BNCYJrmRFtbGzU1NQDvVkig4qu4C9gPYNs2mqY9IIQ4ucRebxjGOV3X6w3DSOq6vkEIMV0SQwEE8K4QomJDVlzHUsomYB3wjhDiExstkUh0JZPJ/QMDA2zcuJG6urqfbN68+ceVYl0L5XoAACHEGDBWzua6bshxHCzLwnEcXNcN3Qg5lO+BFaGqareu67S3t6PrOqqqdt+ogBuGlBIpZct/nfgzh38DTEVjS7x78M0AAAAASUVORK5CYII=) 8 7, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 8 7, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFgklEQVRYhe2Xa2xTZRzGf6enZ21H210ccwzGsJu4yBCUhDmC5JVElAWXTOLUb0QUozEmYIz3TxA/aKIm3jIXwwwiAl4mIzjFxdepDBY0giBKNgbrrDgZrW1pt56ec/xAu4xtpWOa+MUnOTnJ+788z/v+36vCNCGltAPzgZNCiOR089imSb5B13UdOK7rui6l3DBdAco0yAXwVSgUwu/3U1ZWRn5+PsCtQgh5pfnsVxoANAB0dnYSj8fp6+ujvr4+3T4qQEpZAiwGBoBjQogrEyClnMfFGh8UQoTHmBIAqqoy9p9ul1LagJcsy9qkKKMDfEBKeY8QYmA8z6RzQEq5GegDPtd1/S8p5c1jzLtN00QIwZIlSxBCYJomwO6U/TFgUyKRoLe3l2AwCLAM2CGlnMA1QUCq588dOXKEtrY2gsEgsVjsk7RdCNFts9nWapoWqqysRNO0kM1mWyuE6E65PAzQ0dHB4cOH2b9/f1rEcuD68XyTlaAKoL+/n1gsRiAQYMGCBSVjHYQQHwMfSykLV61adX6szTAMn2EYRCIRACzLIhgMUlBQADAH+DmbgAO6rlNTU0MgEKCqqgqgHcgBlpWXl68tKCyab5rJs+vXr/8GOAqcAs4BqKp6UFXV5RUVFfT29uLxeJg9ezaWZaEoytHxZJMuQynlslgs9pGmaSVAu6Zp9wghVqxeXffO6rvvKw4nLYykjstmJY53d4U/2L59YGRk+A2gRUq51LKs7xRFIZFIkJOTk077shDi8SkJmATuRYtv7Fq/6cnqiKVeYnBqKhf++I3O/e2JX386us/v97/R3t6edDqdmw3DWKqq6ingLeB1IYQ5XQH3P/joY83X1QrbSNKYYLQpCjbLRB2OcuDL9vOf7W3bE4/HnyBVlsthKltxDnDbkppaW8KY0AEATMsiicKI08OKhvsKNz717DqHw/Eu4M2WfHQSSinnJpPJjYqiRFVVfU0IMZgy5c+dO7fSXVjE0LlQVrXxpEF5RSWGYeRkdU4LkFISiUTOhMNh7HY7LpdrA3B1WsCqO1YXD0XjGZP8OXCGaPQCs6+pwJ3rpO2j3YlkMvkWEM4YlEK6BFVut5uuri66u7vxer3FUsp8AKfTWVxaNs8bHR7JmMTlcLCnpYnWrU30/Pi9ebrn5HtA61iflpYWd1NTU8n42HQJfolGo9TW1mK32wmHw4P19fUhgNLS0jkurzc3XX3TNBkJh5iRX4CZmsOemSXcctvt4U/f39b68+GDRbquvwJcMmHWrVsXBaKTjoAQAo/HU15cXPxqUVHRFq/Xu3BUod2+SFfU0XpGQufZ/uYr/Hm6Z3QJWYDvhpty51173bCu6w3AsYzDlWEEEEL0AxvHOxiGVa05nFgpokgoxODvZ09/9smHpfc+sjHH7nACkHfVTPuceb4Hek4cbwP2TlVA1mV4IRyLnus7aVaVzsTrchI8N4iRTGwdHOjfMxTwj/opNpU77rrbVlZW9jRQNFUBajaHaCzyede33wS6v/16xqy8XPdvvT3JE8ePNcVjsQ6303lnRfWiGZai4NQ0ZnlcdLTvGwmHwzuB7Gs2G8ad3/maplW73e5lgBtwOhyOHc+88KLVKg9Y2z7YbVUvvMEANnNx85oSMh1GtqGhoTMul2uOaZrPr1mzZkuG+Cqfz7fT5/OVdnZ2/phIJJqBXVMlv5yAlX6/v+PQoUPU1dWRm5urZLrTAaVAIdDPuI2nubnZysvLa2hsbGydNJLMd8IfCgsLqampIR6PD9TV1V2uE4HUNwF5eXkNXq/3i8sFZ4SUMl9KuTJ1yczkk/WwyYYrfheksWvXrqZoNLrB7Xa/3djY+NB080zrZZRCyfDwMEDxP8jxzyClnP+fkf+Pfwt/A1XeNWPhcLyLAAAAAElFTkSuQmCC) 8 7, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 8 7, auto;}
}
div.testarea{
animation:rwdcur175514 2s linear infinite forwards;
}
