@keyframes rwdcur208914 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUElEQVRYhe2WW2xUVRSGv7N7SYFC6CX04hrAVls6BQGtJiJBI9HxkgjhoV6JiDFSAY0oGCWCyMVgAcOLPBBNDUqMURPFQCZcUg0SFWiC6KkUYi/sUlpLHWgVSmf28WHOQBlOZ1qiT/In8zBrr73Xt9faa+XAdf3fZQ11g4iMBmYAU4A8wAAnARs4oLXu+k8ARKQCWA48BKRnWlkUp5UbgN/7bNXtdAGEgZ3AWq31T/8KgIhkABuBBZPS72R2zjOUjphMbnqeUlYKABEnzJz6SZx3emLbDPA+sFRrfeGaAUQkF9g13BpVsSS/2kzLuk+lWmlNwHbge6AFMGf7uooqG6bscHAYZo3k2dzXzUed1arb+bMOeFBr3TFkAPfm30rKzXesGrfV+IYVnwOWAjX+oBWO8x0DtAPMy3rtwycKFz3SeqExe1Xz86opXP8zcJfWuueqIEluv7nUV+4EZ5yI2AGn0Q44JQl8i0TEEZGNAHbAGW8HnOO7726M+H2THRH5YKC9aoADK4BFj2YtNL5hxSFgpj9oNSTgzQQ+J5oh/EGrCQjckDE+9EpBtQHmi8i0ZJfuD/CViDg+8TlVZW9+ISLJ/HPdkl0hO+A8dfT+PmdW8dyIiOzy2nvVGxCRbKL1TO1n/hR4Wmt9cdC3iAIooP6H0N6bVrTOAyiIf5BeJZgOpGZYmViX+R4DdrtDaNDyBy0DbCsZcUss1r3xPqnxBsCfpfLM9gk/qu5w6OHKhimHiNY49gvBpS5ZRrTnNyTo9/1ZabmqIOVG0xZpnEo0mwkBfEVpflKsFEan5ZxwU+bVx6++kb9lJcC601UKeHsAAG1hUZReRtv5xjHxi14lSO2Xes8u8VgzCfzcmWF5+nlloKOxrx7HMViWEuC3AQ5+d93pKuOCbIgZRWQUUAH0AD2/dh8uKR5eRtPFYwB6MABHzpg21dX3h8lJz5sG7PGK7tZ8jYf9nIjcCqwH1Msts2NLCqiP9/dKcS0QbvjrKMCTbisNSVrrDcDjQP+HaYDvkgJorTuBPTvObCPiREqItuAVEhElIvlJID5bUbB1ZWnabTFTrdb6VFIAV2sP9e5TB8/WGmCzHXDGxq2/B/gTAdgBJ3969gMvVeYuiD281V5+ngBa6/1Azaa2ZaqttyUbCNoBRwBEZAnwItFHNlDwQmBve29r/pb2txRQo7WuHTSAq8Uh02Gvbn5Bne49WQIcXD/143eAanfdE8AOOHOAw+29rRPWNC9UnabVBhYPFCTZB0khEMxW+ROfG7Pc1HRUq3bTAsCmsV/Omjjy9jr3EkJ0hM81jplYd26/2XRqmeo0rQ3ATK31Ve03KAAXIhPYDMzvb/96wjEyUoZf+n+2r8sc//sXvjnzCQfO71RER26V1jqU6PyhfJTOAFYC9wBqXGqZGZ9eCkDzxWM0hesVl1ttrdbac35cM0A/kEIXohwoJDrMOoAjwL5E6b6u6/LSPw1Vmj5oKc02AAAAAElFTkSuQmCC) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDElEQVRYhe2We2iVZRzHP+/rOVPXSNstnT/UHMraiWnrQpiaCrkaYhIWxmINosyZSBeCCh3LGrGgixGJRRTMoBAjEsMlw+UlpOUfa528MVN/zGNsuszNteN5nv447+yk73s4R+ov/f73Ps/v8nl/z+X3wHVd63KydRCRfGAeUA5MBFzgFNAJfK+q/f8LgIhUAA3AEiB0gzOeaeFyg4Xui1F3wPYDDAPbgfWqeuA/ARCRXOAt4JmKnHtZWljHjNwKCnNudl1nFAAJm6Bv+LQ5NNjJ172f0jm8F2AD8LKqDl01gIgUAjuAysV5ddRPXkfICXcDXwLtQM+IKTAXWH7Rxqf+cHanaTq1yk0Q7wAeVNXerAFEZAywF6gEKHKFd0u3PleUM3FD+Q7H+PlEq6wLPH588Mg7Tx1bmO8NHwDmqupgtgDvhwg/e5F46nCDqr4W5OP54eD8aLF3pgxvVNWVfvZuQJC7gfpXSzaaj25pO+PgdHhTK0UkJx0A8PBI8rLwHSwftxrgaRGZlTEAsLZy9H3cM36hOyV3+hqLvQt4BOgHHg3KLCIu8AYQBVa8WdqyonbS89w+eh5AY0YAIlIMPLCk4AlGOaGjwOeqiqpuASLA4SAAoAxYA0RUdVPuqLxNISd09KGCOoBqL3Z6icgyEbG7F8QS0SrrS52NolW2cfeCWEJErIhcUb2Qj8/MQneSyQ8XuSSPWhDoGOBFklVsTnPe2/PDResK3BLTZ3oimQCUlIYjOI4LoEEAwEuvTPiwAaApttIArwfYqeO4lOZE6BvqKbl80m8TGifrDhG4mS/JsY6vnV8FYseGD2KxODglBG+65qbYpaPdnCZ3icVyLH4QIJYJwK+nzQm3P95rbgoXzQF2+UX11jztpeRpztl4r/ndnHCBny+f9CvdLsAcGegCeCx1QkRmeV3RVyIyzWteAESrLECNF8vg8zNXAKhqD9D6TV8LxibKOxfFl4nIUhFpB74FjgYBkGzHh0SkXkRCwDJjE2Xb+loAdqpqRksA0Lh/qHXRltjHJjr40xcpoKuCmooHryKyD/gAeKHrz468gcQ5s3+o1QXW+/mka0afAbUpQ93Arao6HOTj+c0m2UVTUthPVPVJP/t0x2c1cHDk4+3JW3NbIyer0yUHaI2cLK7Oq02BtFGS17OvgpYAVT0nIvcD34FTdiExUGys+SpaZTuBzcAe/rmoBJgD1BhrKqaNLTOcB+8HqlT1fFCeTJ5kNwLvAXWzx1abxQU1TM+9jXHh/H9V74/4GXNksIttfZvZd2G7C7SQ3DPn0sXP5lE6H1gLzAfcqaFyMyU8Axw4/tdhfktEXZJHrQ1oVNU9mcS9mme5AAuBmcAEL2kM+AVoU9UT2ca8rmtbfwNq4XpskYF4cwAAAABJRU5ErkJggg==) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhe2WbWhVdRzHP/fvUe62dnNXsTH/a2vOaXdzDUmjlJTUHUowEymjQghfOKSHhVkaYlYamhZBOIxEkoReSUiZa2aJT4Uzctpxzrk5+/kw3K5zObf7dE4v7p3Y7dw7J/VKvy//v6fP7//wOwfu6k6XZ7ABWms/MB0IADmAAjoBC9grIl3/C4DWugJYCcwBDICxxkN2psqmJWKpv5wgQBjYCawTkfr/BEBrnQl8CrxcbJSr5mjDDdumwt0UZ5ViOzE6wu32qZ5jfNO5lePhwwCfA9Ui0pcu/5ABio8C9mV7/E+uyPvMWTR6uScWdvpOhH41AEap/OcnZE9a6fGo77OMbCnIGJs/wz835wEj4NT37JsUIVzp8/l2dHd39w56BxKdHyw0AhWrCjbbo72FXcBrVU2zD5yJNBwDfMA4EWnqj7FMRwGLgI/O9Z655922RUpizfXANBG5nq5ZN4AvA/kVTt201phlOqct0ym6ybZYa+1orX1usZbpFFum01r7eHNsXH6po7WuGWzxqVprZ8vkuphlOp2W6RQm2dFaf5cuh2U6JZbpXNk8aVdMax3TWpe7+akU8csf9s6wJw+froDqQK3n7M1GEQFYmA4gUOtpAqofzZmpiowyRfwF/UtG8oLWOheonDPiJYZ4jEZgm1ugiHSkAwB4temZnysyH+triZ7wAnO11n4RCaYFAJ4AjHFZ5TawPVA76FmF1hpgcWOkfl3j1XrvTbWmAzsGApiQN2SMPXzoSAUcSFPECywlfozr+9974vXUAM8C3qSwsmQAtzswsmjYg3jiL7QlFQCwbEVuzeoVuZtWJUAAEJHrIrIQyABylt73yaytY/YTGDrZBkYkJ3HbATtk9xIMX6a1t9GntVYiYrv5pWskcVG7KkvnnwPIUFmufm4AwSOhH9WC0xMBjgNhrXUH8APwiohcS/htWHupSiVANrjk6Veh49i0Rk4CBJONbgAnXda+ANaISLh/IXHm76Up3K8pwchlO2hfUsAftwKwl3hXalbWc337r3/7SPOfpxpc/AZUYjQvaOo5DhBN5P6H3M5OgD3FRjnVBR96dwYai5J9kqW1HpbC9GLMiZbs7NwGsNttdqSahKubow383n3YBmos08kbgGFNMoRlOvcDG4907bOPhn5SwDq3QFcAETkEfP3xhWWqPXR+FFA3AMRM4J2k4nUX+tr8Gy++qYBtIuI6U1LtAEBVh32+6YO2Jao9dH48cNQynfkpfHOBt0vyA+WW6cwDjlwMnSt+v61KXXUuNwBLUhVJO2d1fKbWjlSjA2/krbcn+qYq5VENwHbgEHD2WrSbeadKWwGjMmtB3+sFa72/XT1ob7y4VF2x2y1ghohcui2ABIQP2ALMn5LxlD17xAuMzSzj3qF+BdAb6+HpxvE3/IuMMlqiJwC+ApaISHe6/IP5KZ0JvEX8Y6UKjYBdMKyEiBPmUO+u/qO0iQ+s1SLyy63kvZ3fck380pUC/kTRIPEhs0dELgw2513d2fobCsm6RSdcukoAAAAASUVORK5CYII=) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur208914 0.83333333333333s linear infinite forwards;
}
