@keyframes rwdcur183792 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 25 26, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkUlEQVRoge2YbUiUaxrHf2qaNKWbr1tqH0TycE6JiYWCMSoRmx6hF0iTXOIEdcgl6pTBBu2XPhjFKoqnZZMyMlk3aDIOm1EfoqytUzFOZzZbszWc1rfyJdPRGWfmufaDPUMenynHxvbL/GC+zPXc/+t/3c/NfV/PDX78+PHjx4+f/x8B86gdBaQAXwMR7/9TgF+AfwGd85h7zoQBR4CngAOQj/xeAX8FvvqchL56A2HAH4EfgJD4+HgKCgrIzMwkPj6eJUuWEBgYyPj4OK9fv8ZsNtPU1ITJZFLHXwcOAv/2kR+vyAL+A0hubq4YDAbp7+8XRVFERKS7u1sMBoM0NzfL6OioqIyNjcm9e/dk79696huxvp+AL8r3vF8q586dk76+PrHb7W6TTqdTamtrpaamRmpqauTmzZvyIcPDwzIxMSG3b9+WrKwstZDLwILZGgj8TPN/yczMXNDa2kpOTg49PT20tbUxMjICgKIoOJ1O94DJyUkARITq6mqWLl1KUVERycnJGAwGSktLAba+LyJkNiaC5mj+d0DD+vXrAy5cuEBSUhIWi8UddDqdREREEBQUhE6no7u7G51Oh16vR6fT0dPTw8aNGwFob28nNTWVjIwM9Ho9drud+/fvJwPRwD/m6O+jLAe6o6Ki5OnTpyIioiiKmM1mMRqNYjQa5dWrV9OWisPhEJfLNW3pJCUluXek69evu2MjIyNSXFysxjZ/ysxcdqEGoPjy5cts3brV/afNZuPNmzcEBwcTExNDQEAAFouFx48f8/z5c0ZHR4mNjWXVqlWkpaXR09NDc3MziYmJFBQUEBwc7Nbq7Oxkw4YNvHz5sgf4Bng7B5+apABSXFwsNptNPDE0NCQnTpyQ8PBwzTMgJSVFrly5IpOTkx416urq1Of/5CvzAD8CcufOHY+Je3t7ZfPmzQJITk5Ox+7du/9QW1ubCoRVVlbmlpSU/DktLW0UkPLy8mm71ocMDg5KQkKCAC/xYlf6GCHAm6ysLBkfH9dMarVaZefOnRIRESGlpaX1Bw4c0NzlysrKlhcWFnYAUltb63EyKioq1LeQ64sC1gFSVVXlMWFjY6MAsm3btr8/e/bso1v0+fPn49PT07sWLlwoHR0dmnoPHz5UCyj3RQE/AHLr1i2Ps5+ZmSlr166dOHv2bMxsBA8ePPh7nU4np06d0tQcGBhQC2jxRQE/AtLe3q6ZzGQyCSD5+flnZyt47dq1BevWretds2aN5rJ0OBySnZ0tQLcnDW9O4uUAixcv1gyqB1lycvKj2Qrm5eU5ExMTf2ltbWVgYGBGPCgoiISEBHduLbxuJQIDtYe8e/cOgIqKijZv9BobG9sAxsfHZ8QCAgKmnQ+afrzIpQDY7XbNYGhoKACHDh1a4YUmhYWFKwBCQma2PoqiqH2V4mm8NwU8ARgaGtIMxsXFAWA2m7/xQpOurq6vExMTiYyMnBGz2+08efIEpr7iNPGmgBcwdcxrsXLlSlasWIHL5dplMplCZyNYXl6ebbFYvtqyZQthYWEz4r29vbx48cKd+3OJARz79u1zf6z8GvXg2bFjx9FPiV26dClEr9e3APLgwQNNvatXr6rb6He+KADg5+joaLFYLJoJ+/r6JCMjQ1avXu06fvz4955ELl68uGD//v1XATly5Ig4nc4ZWi6XS+1KHUC8rwr4DpDTp09rFiAiYjQaJS4uThISElwFBQV1VVVVq9TBRqMx8OjRo9/q9fqfASkqKpLBwUGPOkzN/k++Mg8QCvTGxcVJZ2enxyLa2trcDV14eLjk5+ePAK15eXnujvTYsWMyNDSkOd5ms8muXbvUZ7N9WQDAdkD27NkjExMTHouwWq1y48YNOXz4sGRkZEhsbKxs2rRJTp48Ka2trdM+cD5EURRpaGhQzf/N1+ZV6gGprKzUXL+/ZnJyUmw2mzgcjk8+e/fuXYmMjFTbh5lbk49YxNS5INXV1R57em9QFEVaWlokOjpavWLJmC/zKlGAGZCysjLp7++fs/mJiQmpr69XZ96Kj/r/2RbRDEh6ero0NTXJ2NjYrI07nU559OiRlJSUqGu+my8w81rsAwYBSU1NlTNnzojJZJLh4WFxOBzug8/pdIrVapWOjg4xGAyyfft21bgDqGMOa96Xt9O/Zep+cw/wG4BFixaRlZXFsmXLCAwM5O3btxiNRrq6utQxTsAAVAH/nEvS+bheDwW+BdYDaXi+Xr8F3AD+Ow8e/Pjx4+cL8T+EzR8w28XIFgAAAABJRU5ErkJggg==) 25 26, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 25 26, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 25 26, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 25 26, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 25 26, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 25 26, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 25 26, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 25 26, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 25 26, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 25 26, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 25 26, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 25 26, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 25 26, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGf0lEQVRoge2YbUiU6RrHf0dDpUxPvhwtXz74oZbdkhILhelk0ofNl+iFMiQPUVDLcQlbMzhB50sf7IUSg/WwShhobCtksxxoIzajV9iKmdGpTKcMp5dpXHUyZ3TGmXmu88GeIdZHV23sfJkfDMzM/dzX9f/f1819388NIUKECBEiRIj/H3+Zw9gJQCbwJRD34T8F6AAeAT1zmHvWxACHgceAF5ApPi+BH4AvPiVhsCoQA/wL+A6ISE1Npbi4mNzcXFJTU1m4cCFhYWGMjIzQ19eH2WxGr9djMpnU/leBg8DTIOmZETrgOSD5+fnS2toqdrtdFEWRqXA6nXL37l3Zv3+/WhHXhwH4rHzDh6nS2Ngo79+/n1K0Fj6fT27evCk6nU41cgmY97nES25urhiNxhkL/yN9fX1SXl6umvgZiJhL8V8D/rVr18rz588/WbyK0+mUyspK1cR/5kr8EuB1QkKCPH78OGjiVYaGhqS0tFQ1sfnPxMxmFboAlF66dImtW7dO+pCIYLVaefjwId3d3QwPD5OUlMTy5cvJyspi0aJFk/bt6elhw4YNvHjx4g3wFfBuFjo1yQSktLRU3G73pKM4ODgox48fl9jYWM09IDMzUy5fvixjY2OTxmhsbFSf/3ewxAN8D8itW7cmTWyz2WTz5s0CyPr16y179+79tqGhYSUQU1NTk19WVnY6KytrGJDq6mrxeDyacQYGBiQtLU2AFwRpVYoAftfpdDIyMiKKokhfX58MDw8HkrpcLtm1a5fExcVJeXl5U0VFRZhWoKqqqiUlJSUWQBoaGiYdjDNnzqhVyA+GgTWA1NbWiqIo0tDQIHxYRru6ukRE5OLFiwLItm3bfurs7NQUr3L+/PnU7Ozs3sjISLFYLJoG7t+/rxqoDoaB7wC5ceOGOBwOSU5ODszp06dPi8vlktzcXFm9evXouXPn/jadgAcPHvzHggUL5NSpU5oG+vv71Ry3g2Hge0C6urrE7XZLUVFRwEBLS4uYTCYBpLCw8Nx0A165cmXemjVrbKtWrZKRkZEJBrxer+Tl5QnwerIYU5b5DywBiI6OJjIykrq6Ourr69Hr9WzatAmr1QrAsmXLHkw3YEFBgS8jI6PDaDTS398/oT08PJy0tLRA7k/lMiA2m02z3M3NzWpF/j7DuDWAPH36VDPunj171LiazKQCCoDH4xn/oSj09/fjdDoBiIqKAqCysjJ9JupLSkrSASIiJh59FEVhaGgokFuLmayv7cDWwcFB0tPTaWtro6uri/DwcAoKCkhJSQHAbDZ/NRMDvb29X2ZkZBAfHz+hzePx0N7eDuNvcZrMpALPYHybd7lcdHd3A+D3++ns7GTp0qWkp6fj9/t3m0ymqOkErK6uzrNarV9s2bKFmJiYCe02m41nz54Fcn+qgV8BX1tbG5GRkURHRwcaEhISiIuLo6KiguvXryefOHHiT19MWlpaIq5evXrszZs3bN++XfOZR48eqV9/mYHOKfktMTFRrFarOBwOuXfvnnR0dIjP5xMRkbdv30pOTo6sWLHCf+zYsW8mC9Lc3DzvwIEDPwNy+PDhQP+P8fv96qnUC6QGy8AeQOrq6iYkdLvd4na7xWAwSEpKiqSlpfmLi4sba2trl6udDQZD2JEjR4rWrVv3GyA7d+6UgYEBzdXHYDCoq89/gyUeIAqwpaSkSE9PTyCZ3W4Xg8EgBoNBbDabPHnyJHCgi42NlcLCwiHAWFBQENj8jh49KoODg5ri3W637N69W302L5gGAHYAsm/fPhkdHRUREbPZHDDQ3t4uIuMHu2vXrsmhQ4ckJydHkpKSZOPGjXLy5EkxGo3i9/s1xSuKIhcuXFDF/xhs8SpNgNTU1IjP5xOLxRIwoB7sPmZsbEzcbrd4vV5N0R9z584diY+PV48PE5emIDGf8X1Bzp49K06nU169eiUvX76c8iVlKhRFkdu3b0tiYqJ6xZIzV+JVEgAzIFVVVWK322clXERkdHRUmpqa1JF3EaTz/3RN/AJIdna26PV6cTqd0xbu8/nkwYMHUlZWps7513yGkdfin8AAICtXrpT6+noxmUzicDjE6/UGbul8Pp+4XC6xWCzS2toqO3bsUIV7gUZmMeeDeTudzPj95j7grwDz589Hp9OxePFiwsLCePfuHQaDgd7eXrWPD2gFaoF7s0k6F9frUUARsBbIYvLr9RvANeDVHGgIESJEiM/E/wBUrpIEUeKHyQAAAABJRU5ErkJggg==) 25 26, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiklEQVRoge2YbUjUWx7HP5qZBDnbqHnzCTIQu5aE2KIwkknBZlfogVIkQVaoy3U33Mxog5agF9MDq024LeYLA6t1g8zbfXEr1paeNm6FTk3pxSlFu2q6jDrqjKPz8NsX03+45Yw1NrZv5gMDw/+c8/t9v+ec/znnfyBIkCBBggQJ8v8jZAFjRwPpwNeA+t0zF/AceAF0L2DueRMJHAZeAnZA5vi9AeqA1M9JGKgRiAT+DBwEwhMSEigoKCA7O5uEhASWLVtGaGgoVquV4eFhDAYDLS0t6PV6pf1N4E/AzwHS4xca4DUgeXl50tzcLENDQ+JyuWQuJicn5eHDh7J//35lRCzvOuCL8i3vpkpDQ4OMj4/PKdobDodD7t69KxqNRjFyDQj7UuIlOztb2tvbRUSko6NDjhw5ImfPnpXR0VG/jAwPD0t5ebli4nsgfCHF/w5w5uTkyOvXr0VExGazSW5uruclraur83s0JicnpbKyUonx94USHwf0R0dHy8uXL99LnpKS4jFw5swZvw2IiJjNZikuLlbibP+YmPmsQpeB4mvXrrFz5873Cm7dusXx48dZtWoVWq0WgKdPn9LV1cXExASxsbGsXbuWjIwMli9f7jNBd3c3mzdvpqenZwBIA8bmodMr6YAUFxeLzWbz2oM2m02Gh4fl5MmTolKpvO4B6enpcv36dZmZmfE5Eg0NDUr9vwRKPMDfALl3757PxIODg7J9+3YBZNOmTcaysrI/1NfXrwcia2pq8kpKSv6akZExAYhWq5Xp6WmvcUwmkyQmJgrQQ4BWpXDgvxqNRqxWqwwMDEhra6vo9XpxOBwiImKxWGTv3r2iVqulvLy8saKiItRboKqqqrjCwkIjIPX19T47o7q6WhmFvEAY+C0gOp1OLBaL1NXVSW1trdTW1orBYBARkaamJgFk165d/+zs7PQqXuHixYsJmZmZvUuWLBGj0ejVwOPHjxUDWl9x5kzyARqA9PR0rFYrdrvdU2A2m7Fareh0OjZs2GDLz8//45o1a1xzBSstLf0lJyfnWFhYGC0tLV7rJCcnv5f7cw2sBoiLi0OtVrN69WoAli5dSmpqKkajkUePHrFixYorZWVlw58ScMuWLVfS0tLeXrlyhampqVnlKpWK3NxcgORZhfPgOiD9/f0iIuJyuWRsbMzzEt64cUMAOXjw4Lf+BC0qKroFSF9f36wp5HK5pKSkRJlGXvFnBNwNQt1NQkJCUKlUhIe7d/zx8XEAqqurO/yJ19TU1AFgtVpnlYWEhLB48eK59fiRywUwPT3teeB0OhFxd05ERAQAlZWVSX7EpLCwMAnwdMR7CV0uzGazJ7c3/DHwDGBkZAQRoaenh+fPn9PV1YXD4SA+Ph4Ag8GQ5kdMent7v05OTiYqKmpW2fT0NM+ePQP3V9xnG3gF7m1+YmKCsTH37m61WjGZTKSkpJCUlITT6SzV6/URnxJQq9Xm9vX1pe7YsYPIyMhZ5YODg7x69cqT+3MN/Atw3Llzx/MeKCxatAi1Wk1FRQWtra1fnTp16qMfJlevXg2/efPmiYGBAXbv3u21zosXL5S/P/qhc05+iomJkd7eXhkaGpLOzk558+aNOJ1OERF5+/atZGVlybp165wnTpzwuRpdunQp7MCBA98DcvjwYc9O/mucTqdyKrUDCYEy8HtAzp8/73P7b2trk/j4eElMTHQWFBQ06HS6tUrjtra20KNHj36zcePGnwApKioSk8nkMw7u5fOHQIkHiAAG4+Pjpbu726eJjo4Oz4FOpVLJtm3bzEB7fn6+50R67NgxGRkZ8dreZrNJaWmpUjc3kAYA9gCyb98+mZqa8mnCYrHI7du35dChQ5KVlSWxsbGydetWOX36tLS3t3um3Ye4XC65fPmyIv4fgRav0AhITU2N1/n7ITMzM2Kz2cRut3+07oMHDyQqKkqAftzXNQvCUtz7gpw7d87nmd4fXC6X3L9/X2JiYpQrlqyFEq8QDRgAqaqqkqGhoXmLn5qaksbGRqXnLQTo/P+pJn4EJDMzU1paWmRycvKThTscDnny5MmvD2z9fIGe98Z3gAmQ9evXy4ULF0Sv18vo6KjY7XbPLZ3D4RCLxSJGo1Gam5tlz549inA70MA85nwgb6e/wn2/uQ/4Dbi/FTQaDStXriQ0NJSxsTHa2tro7e1V2jiAZkAH/Gc+SRfiej0C+AbIATLwfb3+b+A28MsCaAgSJEiQL8T/AHhFQUh92YIBAAAAAElFTkSuQmCC) 25 26, auto;}
}
div.testarea{
animation:rwdcur183792 1.6s linear infinite forwards;
}
