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14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABR1BMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABfX18NDQ2fn58uLi5DQ0NgYGA+Pj5lZWU0NDR+fn6hoaEeHh7r6+t8fHxmZmYLCwsPDw+qqqpvb29xcXEnJyeoqKhERER2dnZSUlL19fUODg6goKARERGioqI4ODiurq6vr6/z8/MtLS2VlZXy8vJeXl6NjY2UlJS4uLjs7OyLi4v+/v6KiopTU1Pp6elUVFSsrKytra0VFRX5+fmmpqY5OTn////q6uq3t7d5eXkYGBhjY2NcXFxOTk4gICAAAAAfAhV0AAAALXRSTlMAAipSXGICPo/F9Qpm1dNmAGrxHr+9WvNi98WZasdWBFQK8WDpKGCPwypkHmSSBSETAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACsUlEQVRYhe2W2VvaQBTFFVA2RcUFCQgWxK2tVllENqGKsqVaV6S2CGEROP//cwOT0KgTEuWzT5ynfLk5v28yc+feOzY20kgfrHGNVjeh02om3+XWG4wmEJmMBv0b3eap6a6z0249tdqd7qNlxqzePjtnBZqNeo0jqtUbTcA6N6vSP78AVCuPnFSPlSqwOK/Kv2RD+Q/3Wr/LsC2p8C8DDzWKn+N+lYBlNf77ItXPccV7ZcIScCdj7+oOGPwX8zbcS76/vbm+ur65lby5hG3QTs4u4KG//p8X50IinV/8EN6xhTwWB5zmHMri/hVzWcDOOAwOxg5kcz0uy7KZMzhl/WYrxPM7TQMrLnfvtXuVAdKnXTuvE1g/yQGmUBX9x/B4JRGvB8ffCYBNYUYOMI2KsP401nzPQr415AsEkIRFxq9HU8jfHDy+F0GfB0cEkIhD5m4a0BD2Pwvvq+g6YhVCKGGDDjCiTgAXWKGEGUQJIIJNqn/chEMCOIeLEnchTAAZmKg1SoMO8R/C7qbE3XYcEEIZWzSAFm0CuAFDXSKDEAEEoaXFdWgRwDUcVIADAQLwQ0eLT+CJAK5goAIM2CeAPWx/yAoke2CkApT2YOhT4POgJubBKiWumAfSTKSdo2ImKtwFr/JdGPo2Dl0PXlSkdUlk3YNvKiqStCbmAUasiS6+JuZF/6CaKK3KhaOYpCrHjoT1s7s7A6qypC/wn1aiYaEvhKPC/rNKfaHfmYTPD0KB/UAox/6TQmcSeyMrp69KvZF054KMvXCpsr/nM1T/bl6NvzehnJ1Q/Cc76iYUMiOlkoln7kQyxc9In1X5+dN08lNavBQR/yQTKcX5Kc2pdkrjZZ6xdBOgHPTv+YPl3pz4RT7/6NJvbPYn1c2Nt06qRJNbWt22Trv1vll5pJH+q/4C0n12l0KITvcAAAAASUVORK5CYII=) 31 31, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABUFBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAODg5fX19eXl4NDQ2fn592dnYnJycuLi6oqKhxcXGurq44ODhvb28LCwtmZmZDQ0NgYGA+Pj5lZWU0NDR+fn6hoaGgoKAeHh7r6+t8fHyWlpavr68PDw+qqqqjo6OlpaVERERSUlL19fURERGioqLz8/MtLS2VlZXy8vKNjY2UlJS4uLjs7OyLi4v+/v6KiopTU1Pp6elUVFSsrKytra0VFRX5+fmmpqY5OTn////q6uq3t7d5eXkYGBhjY2NcXFxOTk4gICAAAACqXNuEAAAALXRSTlMAAipSXGICPo/F9Qpm1dNmAGrxHr+9WvNi98WZasdWBFQK8WDpKGCPwypkHmSSBSETAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC1UlEQVRYhe1WWVvaQBRVQdlcEBckKNggbm3FnbgvII22ItQNBWobISii5/+/NWQSjXUmRP3sE+cpX+6c883MvXPubWlpookPRmubzd5ut7V1vIntcLrcIHC7nI5Xsj2dXXXmw33trnb/UP/s7vFYp3t7fUD19qYiE1RubquAr9drkd/XD5RL17IR16UyMNBniT/oh/RHfonfEvyDFvhDwFWFwpflX0VgyAq/kKfyZTlfaKwwCFwy6HVcAuan6POjYFh/kTs/O89dGP4U4De7SW8/rh73f3pyrBXS8cnPx1MUMWCSzV5I+v3lsxkgwAWdQS4AZLK6bkXCMJPv8UHP31EaGAmF1d/hUQ5IH+nZhO8TS6ATZZ1/CD5iiER4HOoKZfSwBLpQ0vafxlj0WSg6hrR2ih/oZvAdqGr1mwUf/ScY5fGdBA/2wXibTtxq959B5EV0HJlTJSaKYhETdAEXbojACUYoYQ7fRBUpTFL5rW7sEYFjhCjxEJJEIAE31aPa8ED4ewiEKfFwALtEQcIUTcCGeyKQA0fdIocdIrANGy1uR40InCNIFQhiiwhswk6Lt+OOCJzBSRVwYoMIrGP6Q3ZguAMXVaDRHbw7C0odVPQ6GKXEG9aBsRJpeeSwZl6JDd5CBKslIsB8C41e4wrhs1+jwQ8Eih8IcSKwzPSDJ0cSlxbBjxsi4zwWlwhfXGA7kuaJ9VVLAsDpnhhSPFHQ+fMmnkhcmayLr6waXHl1Rdu/ODdr4spqX9BXiqW1pNYXkmsl/WdcMO0L9c4UE5+wu7O1sbWTNfyJmXcmtTfOiGzMNOqNaneOxRn0eMxifxcSVP6cYIWvTihf5yn8+VlrEwqZkRaWD56xD5YXlBnpsyW+ks1hZUrbL6b0kyRSxX1lShu2OqUp8PR01wtA2t5c39yW1DnxC7v+6HBMTD5OqpMTr51UCTqmbPZpu23qbbNyE038V/wFeuh59eng6bUAAAAASUVORK5CYII=) 31 31, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAMAAACdt4HsAAABTVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0NDSLi4uKiort7e25ubkUFBTp6emsrKz19fVERESlpaX+/v5SUlIXFxf5+fmjo6N5eXnz8/MRERG2traWlpYtLS1iYmKNjY1bW1uUlJRNTU24uLgfHx/s7Ozq6ur///98fHwPDw8uLi6oqKgLCwtvb28eHh5mZmampqZgYGBlZWV+fn6hoaFfX1+urq5eXl44ODifn585OTl2dnYODg6qqqpxcXEnJyevr6+goKB9fX1TU1MQEBBDQ0M/Pz81NTUVFRUAAAC6+/TSAAAALXRSTlMAAipSXGICPo/F9Qpm1dNmAGrxHr+9WvNi98WZasdWBFQK8WDpKGCPwypkHmSSBSETAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACtklEQVRYhe1WWVvaQBRVQdlUNhUJChYEly62auteV7DWuLCoKFBESIyC5/8/NjIJDTATon72ifPEx8k538y9d+69PT1ddPHO6O0zmfvNpr6BV6ktVpsdBHab1fJCtWNw6Fn5VKs+VmtPzz+HnQ7jcpfbAzxI96JAIN5LD4DH7TKo944AlfKdoMVduQKMeg3px3wo3QrtuC3BN2ZAPw4URYpeEP4UgHEj+nyOqheEXL6zwxhww5A/4wbQv4XXh7zm++vs1eVV9lrzTx4+vUi6RlBsnP8ik1YKKZ25aNyigFGdbLpRUuOXSyUBPxewBjg/kEypvmIJE0y9wwM1f+dyxCeDofrfoSkOKJyr2YTnA8tgEBVVf4ZwRMNEwjhTHSpwsgyGUG7cdDraREWnUVBuUcYwQ2/Bg1K/KYSjLWQ0jBQh707BeJtWSEr8k4i0sTEklVxImKEb2HBPvshgkkJzyBD6BLNUfa8dSsmkEaTwQaRljuf5Y9ipPaoPT0r9wR+i8CE/fvN1HGGOZmBCjRhkwVGPyOEXMTiEicabUSUGVwhQDQJIEIM4zDS+H4/E4BJWqoEVB8RgH/PvcgJNDGxUg04xeHMW5DoQ1TqYovBB7BE9qw60lUjLI4ddYrDDqMQObyGC7Z/EYIv1Fjq9xk2i31hnvcYO/WBtlRisMPtBS0eKaZhYGD++Ez1fZHeklp7IqT0xKPfENVW/rNMT2V15e1M5P7+0qNOVWXNhb1eJP8+vSrpzoX0yJQ4S377y/7CgP5naZyPfjC+dZmPbdG6Sry4YnO8FkWqwJBnRt2woGv3yorENpXlHUtUbK0V5R/poSC9nc0Le0k6lE1ExON7ZWpe3tAmjW5oMh3O4vid+ju/HD4/qe+Indv3RYZmZbWyqszMv3VQJBuZM5nmzae51u3IXXfxX/AX3GYkCjOV32QAAAABJRU5ErkJggg==) 31 31, auto;}
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68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur233304 1.6s linear infinite forwards;
}