@keyframes rwdcur197195 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
10%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGHElEQVRoge2YX2xT9xXHP773+s4OISmZmUlrUPiTggKFCkgcZcqEgE1VNw1ViYQ08oISTXsYVTXUaTANqYw+TNU2/mhIaIKXRMAeGNJIpYhA6kR2gSYicxZK1ARw61w7oKQxYY7/3Xt/e3CSDQhVYjthm/yR7svVued8j3/n+Pc7P8iTJ0+ePHmyQwKKXlZwOUc+9gAq8BAQOfA5r+DZYgIKcBwIAl9NvfufQgX+DHwJ/ASwvVw5GaCq6lZZljUgCnwIlCxG3LmWUBHgBB6/yKCurm68rq5upd1udwcCAbdpmiuBvwORHOjMmiLgV8CabzLy+/3VXV1dDxoaGkRhYWECaAeqFlLYXFcgBWwEmoA2IDmbUX19/dfbtm17ze12V0mSpAwNDZVFo9EqIAw8AIxciM6U7UBYUZTfV1ZWFrzIKBQKVRmGcW90dFScOHFClJWVCdLN3QS88LvFoAhoLygoiB47duyXN2/eVGcz8ng8tlgs9pEQQkSjUdHc3CzKy8sF6f75LS9x05OAw4A4cODAWFtbW1NXV5c0m+Hw8PCbpmkOCiGEruvC4/GI3bt3C9Kl+BegbPFkP8124MnOnTvFxYsX73k8nrdnM+rp6bHFYrEPxBSGYYiBgQGxf/9+YbPZUkAnC9zcL6II6HW5XOLkyZNGW1ubv7Ozs2Y2w2AwuGl6FaaT0DRNHD58WJSUlBiAH6gnvQlmzKwl8A1MAB3hcFgPBAJSPB7flEwmP/J6va8/axiJRL5IJBLnZwJJEqWlpRw8eJAjR45Ia9as2Qz8EfgZi9wXbwNP9uzZIy5cuCCuXLmS6ujo+Njr9b7yrOHg4OA6IcSX4hlisZhoaWkRbrdbSJI0DvwOcGQiZr4rANADBAYHBxkbG8M0TSUaje7Wdf0Dr9f7VDmMjY3dj8fjLYD+n+9tNht79+7l6NGj1NbWvgK8B/wJcC1GAl8DnwWDQVPTNIQQCCHUaDT6U13Xf+3z+WYOctXV1WYoFDorhLj/rBNFUdi1axenTp1i3759qizL9cBl5tncmRynTUBNJpM/dDqd6oYNG7BarZA+Ur8hy3KksbGx99y5cyZAQ0PDk+Li4kKr1VprsViei7ds2TIqKytRVdXS39//aiKRqAUGgXtzEZPJCgDcBoYDgQCPH6fPdxaLBcMwShKJxPumaf5o2rCqqkq/fPnyX9vb24cmJiaeciJEevZZvnw5jY2NlJeXA6wDnuunXCcwDPQEg0E0TcNiscw8pmmuSqVSv7l69er2aeOmpqb7hw4daj59+rSuadpzzgzDoLe3l3A4DPAp0DFXIZlOZAbw7UQi8ZbL5ZI3btyILMtIkoQkSRbA+fDhwzf8fr93fHx8zDAMIxwOj/r9/h2hUMi5du1aHA4HQggMw2BgYIDjx49z+/btCeB90nvEnEbTbEZK3TTNH9tstuKtW7eyZMmS6QSQZdkCvHbjxo1NIyMjfwPiwMTk5OS37ty5832fz2epqKjA6XSiaRpnzpzh/PnzJtAC/IF5jKTZJBAFKoUQFZs3b6a0tBRZlpFlGUVRsFqtFk3TVvb19a0iPRfEgAeGYVhGRkbevHTpktXhcNDa2srZs2dNXdfbgJ9P+Z0z2SSQBJypVOoHK1askLZs2TIjXpZlrFYrsVhMunbt2jrSU9lnwBPgBjCcTCarfT7fku7ubj0ej38CvEv6UmBeZHsrEdd1/R0hxNIdO3Zgt9ufSkCWZa5fv26dnJwsAK4Ak1OJ9wGfJxKJTbqu/wP4BXA3EwFKlgkMA/2BQODVkZERSkpKZspIlmVcLhfr169ndHT0dWAVMDr1nQ60AkNTSX2VqYBM/0aniQCfRCIRAoEAkiShKMrMs3TpUmpqarDb7d9h9h12gCzEQ/YJmEAX8M9bt25hmiaqqqKqKlarlVQqRXFxMbIsS8B3WYD7omxLCKAf6Ovp6akJBoM4HA4ePXrE3bt3aW1tpbu7G9JlYpJOIJ6DmDlFAT5UFEXU1NQIt9stVq9eLQoLC1OSJGlAM/AWC3Tmt+TIz/eAC6R/3Uek67oT8PLvRl0QcpWADaggLTQy9fzXlUqePHny5Pn/41+KOZ0L9S4kygAAAABJRU5ErkJggg==) 13 13, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGUElEQVRoge2YX0xU+RXHP3PvnTt3ZkTAjIMQLBNcDMwC/smkdaXdlMSlqWyWWBvcbORl/fO26UM3jRv1QX2oSWO0TWMfNsVo+mCamGoTaYnTtLWaVUyoZYjCKAPjyggDDMwwgwxz//RhQFmVhBlGNk3nk9xkcu+Zc8/3nnvO79wf5MmTJ0+e/2fEHPhYC5gANQe+MkbIgY93gMPAuhz4yphcZOA5sB/4EdAHTOTA56rzXWASuA28v5o3Xm4GnKSftLHE9bGioqJSWZb3JJPJJtI18W9WoS6WK+B7wFbg4RLXtZMnT369a9euH4fD4Ypnz569B1QB94GpHMS5YqqBfwI/XMrgxo0b8pMnT455vd5ka2urIYpiCrgL7ACk1QlzadYBf5Mk6T+tra3vLGX04MGDymQyebe/v984cuSI4XQ6DWAQ+JR0u805y32FUkCdKIofbdmypaKlpaXz5s2bs68a7d27N+p0Ok1lZWWNHo9HLikpwe/3F01PTzdqmmYD/EA0lwIy4SdAqrm5OXns2LFfnzp1yvYmo76+vjJVVTsNwzBSqZTh9XqNhoYGw2w2a8AN0q9UzshkHXgOfGK32wtdLtcWRVH0pqamr7xer7bYaN++fYmCgoJJm822WxAEpbKyksbGRgzDMD1+/LhyZmamCZgDfOSgS2UiQAc+0HXd5Xa7JVmW3zWbzaNer/f+YqMLFy4YbW1t4eLiYpcoilsBiouL2blzJ2VlZQwNDRWOjo42kG7NPcD0aglIATWpVKqhqqqKtWvX2kVRdDc3N/d1dnYGFhvu379/1mazjdrt9t1AAYDFYsHtdlNbW0s0GlUGBga26bpeDwwAIZZeY3ImwABsmqbt27hxo6m0tBRBEIpFUazbs2fPnevXr48uGLa3t3P48OHImjVrHJIk7Vw4L0kSLpeL+vp6TCaTGAwGK+PxeAPpLAyQfrUyItNh7j4QHxsbQ9M0BEEQdF2v13X9bHt7u2Ox4ebNm2fC4fCXwNDi8yaTCbfbzfHjxzl69KhQU1PjFgThLHAU2PC2BYQAfygUWhCAIAiSqqrvG4Zx4tKlS/Ji43A4/Hh2dvZL3lCsDoeDAwcOcObMGbZv374O+Bz4PbD5bQpQgVtjY2P6xMQEoigiSRKiKEqapn0qCMLnly9ffiHC4/Ho/f397YZhdL/JmdVqpampiYsXL9LW1iYBu4G/AD9dbmzZjNMFqqq2VFRUSBUVFciyjCRJmM1mSRTFd+Px+HhBQYHP5/PpAAcPHoyrqjqnadoHVqtVftWZIAg4HA527NjBo0eP8Pv9haTr4V+A9qr9q2Qzo/QCU+Pj4xs0TUOSpBciJElyJhKJL3w+3wjQAeDxeDh06NBfHQ7HP1paWj70eDyI4uvPLRqNEgqFAMLAn1hmQWeTgRmgxWKxlNfV1VFYWIjZbEaWZWRZNplMpqK+vr7qYDB4DxgB6O7uft7V1TUzMDCwy2q12lwuF7L8MhnRaJTz589z7do1XdO03wF/ZJmLXDYCUsDWVCrlqaurM5WWli4EjyzLKIpiGh4e3tDT01MF/B2IAYamaSOBQKDy3r17WyORCLW1tdjtdpLJJFevXuXcuXNMTk76gJ8D48sNJttPyuK5ubndLpfLXF1djcViQZZlLBYLNpuNRCJhunXrVrmu6ybS8w/ALPAsGo2+d/v2befDhw+pqqqiu7ub06dP4/f7R4BfAF9lEki2c/p9YHx4ePg7qqq+CH7h2LRpEyUlJfLTp0+bgBNAfP5/XcBe4HhHR8fHd+7ckVRVJRaLRYBfAn/ONJBsdyVCwNDIyAiJROIbwVssFsrLy6mpqQFwzR+L8QOfAV9EIpFQLBabAn4FtJPFcJetgBjQEw6H9YmJiW8ErygK69evZ9u2bQBrgO+/4T5TwG+AQ8DPgN/yMkurIkAH7sZisdlAIIAkSSiKgqIoyLL8orfP+/8B8Fr/J90mO4A/ZBs8rOxbtVfTtMjg4KAtmUxitVqZmppicHCQrq4uOjs7IS3URToTr33BzaOvIIYVCXgCBILBYPmVK1eIRCL09vYSDAaZnp5G1/UwcJN0ccZWEuTbQgLOkh6zDSDJy82tE4AbUFYjiGxRgSvzv2PAI9IdJkC6SL+Vzd5MEUgX6Le+75MnT548efL8T/JfgMJLcUGMoUEAAAAASUVORK5CYII=) 13 13, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGL0lEQVRoge2Y328bWRXHP/fOeBw7E7s4v1Nnt4m7wVXrNM2SNCSyVLJBuytWsA9UQogVSEW89AHx4w3xJ0S8LRIolUBCCJFGAqRWArHwEER3W7SUtulmq/5Iso7j3aZ2jOOJPZ47PEwa0jZpUicVK+SPNPKDz5x7vveee869AzVq1KhR4/8ECbxQzUufFhQQAtr+14HsBanr+rcBfdcvPMdgqkH5fL6Krut9z3ug4PNy3NjY2BQMBicAczf2WhVjhIBvAC1AGihX4WNbLMsq1tfXj0gpW2zb/udO9tWkUAF4EfgpMA70A0YVfrZF1/Xf+ny+bwKHdrKtZgVc4CDwpqZpA1LKYdd1TbzVWFn/f08Eg8GPpZRvSClfsm37T0+z3UnAAaCCV+I249c07SuJRCKSTCbb0un05y3LOg5YwMdAserogWKxqEzTLAshvl+pVN5VSn30rAIkkAS+DlwBSo+/J4R4LZlMRs+cOUN3d7dhWVYsl8udKpfLLwI5IIMnvipM07wvpfyyEKK/XC5P8uQkbitAB74LTAC/Af6+hY3tuu7Lmqb1xeNxcfr0aYaHhxFC1C8uLiby+fwXgc8Ad4A8VaTV6upq0TTNBinlmVKpdNN13Zu7EXAY+AXwHeCvwI/YehZt4CXDME719PTouq4zNDTE2NgYfX19Utf18MLCwknLsl7BW80FvM3/TAQCgSUp5Vc1TRsrlUo/3yqWzQJagHPAF4A1vPRJPcV/s1Lq9VgsFmxpaQGgo6OD7u5uRkZGOH78uLa8vNwyNzd3ynXdPry0+mTd964QQuSFEIcNwxh1HKfsOM7feGw1NwtoBr6GdxYZx0ufp6Eppb7U3t7efOTIEXK5HOFwmHA4jGma9PT0kEwmRTQaNQqFQiyTyZxSSh0CHuDtD2cnAbZtu0KIT3Rdf0vTtJeVUr9zHGd5OwESGMOrIGfZeaaEUmosEonEent70TSNfD5Pa2srfr8fKSWRSIQTJ07Q398v6urqQisrK4lCoTBcqVSCeGX332yzOR9SqVQeSCn7/H5/r1IqZNv2H9mUSpsFuEAc+BnwwQ7BgzeDR/1+/2Bvb69saGigVCpRKpVobW1F0zzXPp+PgwcPMjg4SCwW0xzHaVlaWhqxLKtv3cdHeOV3Ww22bX9gGMa3hBCftW37Xdd172wlAOA2sGP7fugY6NR1/fVEIqE3NzcjpaRQKOD3+2lsbHzEOBAIEI/HGR4epqmpyXfr1q3uQqEwqpSKAcs8vexmHMdpqVQqg47jzLCpMm4WoPA22rMQBt6IRqNmPB5HSokQgpWVlY29sBkhBKFQiKGhIZLJJAcOHKibnZ09ViwWPwdcAha3G0gp9Q+llA/4Nd4+ekJANUil1KvhcLhjYGAAXdc3Umd1dZWmpiYMY+tjUltbG52dnVy5ckXcvXt3FvglXs/YjiJeab//SAB7FHDfcZx7qVSKcrmMz+fbeIrFIhcvXmR6eppCoYDrPtrLhBBcvnyZ27dvF4E/A0u7GO+JFNurgDXg/cXFxUo2m90I3jAMDMMgk8lw9uxZxsfHmZmZoVj87xFpbm6OqakpUqnUHeD3WwW3G/aaQg7QWC6X3zx58qSvq6trQ4Sue7fCqakpLly4wNWrV5Vt2yISiVBfX8+5c+eYnJws5vP5t4E/VCtg13fPpzAPPFhYWAhqmrbRA6SUtLe309nZSSqVyk1PT8/fuHHj8OTkZHBgYICJiQmVzWbfwcv9XXfnx9nrCoDXP0aDweCh0dFRGhoaNlLIMAyuXbvG7OzsPaXUD9fW1q7Pzc01X7p0qdmyrLvAD4Cb7OEOsR+X+hzw4dLSEsVikUAgQCAQIBgMEgqFSCQSmKbZgXePfht4Syn1Y+B7wHvs0Il3Yj9SqAxcTafTlXQ6rR87dgyfz7fRE6LRKIZhBIHuddsZvGN2hT3cFx6yHwIUcN2yrLX5+Xkzm83iOA6ZTIZ0Os358+exLAugE6jDq+dV5/zjiH3y0w385ejRoy90dXWRzWbV/Py8yuVyldXV1XtKqfeAXwHvsA+zvpn9EmACPwEG8Wb3PvAh8D7wL+A6+xz4Q/ZLAEBk/be8/mz1MaBGjRo1atSoUePTxH8A1ypA20RQ2N4AAAAASUVORK5CYII=) 13 13, auto;}
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92.5%,94.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 13 13, auto;}
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}
div.testarea{
animation:rwdcur197195 1.3333333333333s linear infinite forwards;
}
