@keyframes rwdcur38611 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIElEQVRoge2ZXUwTaxrH/zPTdtoOFGhpbSykeoSDDYKRqIghhiiwRxNMkLAXe+FRo0JysiF6Er3YkM1eHY1Zs1co8awawbAhmhxFjoSvxNgQv8AYP4CziF3kY1qZwFSmtDOdd/biBM7hZO94u3uzT9KLvtM8v/n3ef59n3cKpDAuXLiw89KlS/tSyeBSlbi+vt6ya9euH5xO51e6rt8cGxvTU8FhU5EUAKqqqk5mZGSUeDyekrKyssZUcVJSgebmZs/WrVs77HZ7WnZ2NhRFKfX5fLeePXu2RJuVkgrs3r37r1lZWV5BEGC32+H1ep2BQOBiKljUK9DW1rbT7/f/zWazsRaLBYIgwGQyYXFxsXDnzp2PBgcH/0WTR1XAiRMnLIcOHfpBEASf1WqF2WyG2WwGz/P49OkTa7Vat5tMppvv3r2jZmiqLXTs2LGTTqezxG63g+d5WCwWGIYBhmHgcrngcDhKqqqqqBqaWgVaWlo8O3bs6OB5Po3jOHAcB5ZloaoqCCHgOA7xeByCIJRu2rTpVjAYpGJohkYSABgZGbmSnZ3dGIvFMDs7C8MwAAB2ux2apq3cPKxWKyRJaqmurv6GBtdEIwkAsCybNzc3hzdv3kDXdTAMA5Zl4ff7sby8jOnpaXAch23btiE7O3sTLS41Aa9fv55SFGX1/YoAlmUhSRJUVQXLshgeHobNZpumxaXmAUVRfuR5fpxl2d/xPG/5tQBRFMEwDKLRaFwUxeO9vb0XQqGQQYNLzQMrkZubO15RUfGlz+fD4uIiFEWBw+GAJEl4/Pjx1MzMjJ82k2p4PJ5xAMZ/erlcro+0eSkb5v5bQc3Ev419+/YhIyMDhBDMzc1hZGQkJRzqHmhqavpnXl5enqIoiEQi0DQNPM+DEILJyclZRVFy+/r6CC0etQqcPn3aWlFRcent27dfXL9+HS9fvlxzPT8/H2VlZRsDgcAVjuO+6enpSdJiU4n29va/NzQ0rDHtmTNnjGvXrhlFRUWra4cPHzbOnTvXWllZScV/VJLcuHGjcnJy8kRrayuOHDmyuu71eiEIAlj2F8z9+/chiuLp4uLir2iwqbQQy7J/7u7uxv79+3Hq1CnU1NTAbrcjLy8PHz58QF1dHfx+P9xuN0ZHRzE0NITa2tpvAfy4bvZ6Exw/fjzbMIw9T58+xeTkJIaGhkAIgdVqha7riMfjyMzMRGVlJQKBAPx+PyYmJhCPx8tra2ud/3MBGRkZ3kgkYgKAUCiEBw8eQJZlhEIhfPz4EZ8/f0YikcDy8jKCwSA6OjoAAPF43JKenu5dL3/dAnRdJwzzy69xQUEBDMOApmkQRREulwsmkwksy+L9+/ernzMMAyaTybJe/roFLCwsRARBUAHg6NGjKC8vB8uy4DgO6enp8Pl88Hq9sFqtKCkpgdP5c9dkZWWpS0tLs+vlr1tAe3v7vMPhCJaWlmJ6ehrhcBg9PT2IRqOwWCxIJpPQNA02mw3l5eXw+XwoLCyE2WwOdnZ2RtbLpxKXL1+uvnjx4po9oKCgwGhrazOam5sNAAbLssbBgwcNAEZjY6Nx9uzZahpsKvtAd3d3/4YNG74/f/786pqqqpBlGaOjowAAQggePnyI+vp6uN3uq69eveqlwaY2C9XU1Jjq6uquhMPhk52dnRgeHl5zvbCwEBUVFXC73S3Dw8Nnurq6VBpcqsNcdXU1m5+fP15UVJRHCIEkSYjFYsjMzEQikcD4+Pi0KIr+gYEBasMc9WnU4/GMRyKRL/fs2YOcnBxwHIeZmRkEg0G4XK5pSZJyafJSdh548uRJqlKvif+fyH4bgiCgoaEBxcXFCIfDmJiYgMvlQjweR29vL5EkiSqPmoADBw6we/fu/b3D4chxOp3YuHEjZFmGz+cDz/PYsmULNm/e7IxGo3948eLFP/r7+6kYmVoLlZaWtrrd7g6z2WxnGAZTU1N4/vw5GIYBwzCIxWIwm81pTqfz9vbt26/Q4lKrgCRJmwDA4XDAZDLh0aNHIIRgZdBTVRWGYWBhYQGLi4s5tLjUBDAMM6YoSqWqqhBFEYIgIC0tDVarFSbTzxhRFKFpGgzD+IkWl1oLzc/PfwdgXtd1WCwWeL1eeDwe8Dy/erhJJBIghMxLkvQdLS41AXfu3JmNxWJ/IYRA0zToug5CCAghMAwDsiyDEIJYLNZ87949alMo1X0gFApdVVX1RTKZXL15QgiSySQURYGmaS9EUfyeJpOqgL6+vmQ0Gm3SdT2p6zoMw1j51pFIJJJLS0t/7O/vp/o8iPpOfPv27aFEInFL07Q17aOq6s27d+9Sny9SMkpIktSsado8IQS6rkOW5XlZlv+UClZK/qkfGxv7HAgEli0WyyEACIfD33Z1dT1KBStl0+jc3NxVm832taZpkGWZqnF/HSkTMDAwkPR4PE2EEDI4OJiyB7n/Bn+gD9gEcdBRAAAAAElFTkSuQmCC) 23 23, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur38611 1.25s linear infinite forwards;
}
