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0%,1.5666666666667%,100% {cursor:url(data:image/png;base64,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) 31 31, auto;}
1.6666666666667%,3.2333333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3.3333333333333%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,6.5666666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
6.6666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
8.3333333333333%,9.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
10%,11.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5klEQVR4nO2avUpjYRCGnxPDcgheguwVbGdrs8j2ojYB8QKCTdrt0tja7D3YufYiNklAcDq77fYW3OzJ2VXHYnUT5Dvxh2QGPfPAgZcDX+abl8kQwgtBEARBEMwBnfV0timLISMVev8PCL1iyKizTfnUedNOXslTDWi3jRYDVIWeCr1i8O/dc86qkJt39BJU+KTCiQqlXqDTz3SjDyak3j0+p8JfFX6o0FnUvZvz+qBslUvgC4AKH4CPwBrwOc/Z3N9jGeDgcHLm4BC6bdjfgzznF3AEnAF94Ge2yp953c8VFVoq7Iz6nE+PfLeNjvqcq7CjQsv7niYUg4kB99qVhnXBvJXWXpgbwFKFdsLcAG2mtRf2BiyltRf2X4FmhXbCfgIaae1FLEHrgrXfAWFA3Q2IHVD7CWhUaCdiAqwL1t4AsgrtRPwU9r6AN+YGZLdp7YX9BGiFdsJ+Am7S2oswwLzibYV2IibAvOJNhXYiJsC6YBhQdwNiB9T+p/B1hXYidoB1wew6rb2IJWhdcPw7rd819yGp3RkhqV2vkNRC/pZ8FJNbBzbGY5a/fptE4yAZkzsGTnmLMbkFBSVLFb6rsOLd33NYaFTWvJtXMDssvUVZDLlKhKWvOlvvIywdBEEQBEEQBG+IO2CqcTA92CzHAAAAAElFTkSuQmCC) 31 31, auto;}
11.666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13.333333333333%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,16.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
16.666666666667%,18.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfklEQVR4nO2aQWrCYBSEB1ukeIYuu+yRRFxnlyPkKMUD9AA9gWfoMRL/klY73aRVJM8Y0feqmQ8CQ8jPywwvWQ0ghBBCiDPAQ1eWoU4JKxLF3wGiSAmrLEPddd7VyYl0GWCegymBJIrGPPO8+xwAknhwd9QHEs8k3kjUJLh77Rr9DaHt3v45El8k3klk0f56QWJM4onEnMQLiXLfcIv5snl23pwdR/s4GyQmJKZVheXuyuc5WFVYkpiSmES/pwspbQNo9LBYcxtAo0MZeQ/cGDoK9wDWho5CG+A9UBtg6CgUgPfAwX8CCsDQUSgA74H6CRo6CgXgPVABGDoK9wC+DR2FewD/DfcARoaOwv0d7g0dhQLwHqgADB2FewB3ho5CG+A9UAEYOgoF4D1w8D/BwQegT8DQUWgDvAcOfgM+P9r1TdOUpGYHSlKzmypJ7dXkFj1qcourrcldqChZk3gl8Rjt7xguWpV1d3MCx5Sly5aydHkrZWkhhBBCCCGuiB/o4aRGTz2sugAAAABJRU5ErkJggg==) 31 31, auto;}
18.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,21.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21.666666666667%,23.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23.333333333333%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,26.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26.666666666667%,28.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28.333333333333%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,31.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33.333333333333%,34.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
35%,36.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36.666666666667%,38.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,41.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41.666666666667%,43.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43.333333333333%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,46.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46.666666666667%,48.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkUlEQVR4nO2aT2rCYBDFRytSPEOXXfZIIm7ciBuPkKMUD9AD9ASeoTeQ7NJHCFpfF7HY1O/zD+hM4zc/CDyCw2Qek3wIT8RxHMdxnCvAo9d0UkmZQ4hsX4FMyhwynVQn61vAqQEo8xmlzClEthu+vndOLfGoPtFFEC9CvAtRCT/ZuH4P+mNC6N7fOmItxIcQU+vxLoPoC/EsxFiIVyGKg4EPhkex++14V9u3HuN6EAMhhoLVsrHy8xkFq6UQQyEG1o+pQ5nvDah1YmyxN6DWpnTVO351wtoIAwMi2gh9A7adsDZC34BNJ6yNMNiAiDbCXwH1jsmfApuINsI3QL1j8gYkfwokvwFuQEQb4Rug3jH5j+A/Q9+AbkQbof8IDwxrIwwMiGgjfAPUOyZvgH8EU9+A5A3oRbQRvgH6HRnWRvgpoN6xx7A2wl8B9Y7+XyD1U6Aqw/quqUNSoyMhqdF9haSaMbnFBTG5RXtjcrcJSlZCvAnxZD3eOdw2KtsCzglLF4GwdHEvYWnHcRzHcRzHaRHfUTa0JFqPcZgAAAAASUVORK5CYII=) 31 31, auto;}
50%,51.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53.333333333333%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiElEQVR4nO2aTWrCcBDFH/0Q8QxddtkjiWblIjuP4FGKB+gBegLPUJAsZx8kDba8LrQf1vz9AJ0h+n4QeIQMk/f4D4QwgBBCCCFOAHdeWV6jqBYwTn4qjBMU1QJZXu+tbwH7DBCjMVFUhHGyNr+6d0itsevu6CiMTzC+wljDyI3rr9HvEJru/a8zLmF8gzGPtnccxg6MjzBmMD7DWG4Z3jZfrp/N1rWdaBunw9iDsY/5YrZx5EdjYr6YwdiHsRf9mj4U1W8AKx3KjXvH+26zDsI/gI+EDkIBuHe8+gCWCR2EfwCfCR2ERsC949WPgE5AQgehANw7agQSOggF4N5RASR0EPoUjn6BaPwDuE3oIAJ+iSV0EArAvaMCSOgg/AO4S+ggdALcO159ABqBhA5CJ8C9oz6FEzoIjYB7RwWQ0EEE/BJ7b9YXzWpJarBjSWpwWUtSm2ty0yPW5KbtXZM7z6JkDeMLjA/R9g7hvKuyLWC3gWFeo6jKhmXpEsPLWJYWQgghhBCiRXwBJRaTSVqSse0AAAAASUVORK5CYII=) 31 31, auto;}
55%,56.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56.666666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58.333333333333%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,61.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61.666666666667%,63.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63.333333333333%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,68.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68.333333333333%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,71.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73.333333333333%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,76.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB+0lEQVR4nO2aP04bURDGf0sI2OAz5ATJDVCkaEUHEk5tUblCSuEaKZIL175AzgAU2N0TDQ09B0AoN8BeY/5kUsBaC/KzEVrPCJifZOnTWvtm5tO8rT5wHMdxHKcEZNZvm71xn2wYkHb+QkDafbLhNnvjee+rTvJK5g0gdVrSI5OAtAPS7pFJndbc9wAJSGURTS+XdVBAvgFd4LvASvG/MSP+sM8hXQCadH4Dk2d1WjTpsEr1yZkJ3AEXQDcluS6r1yKlGZCSnAObAAFZAb4AG8CPCtWfTTo1YGJCrvPhK1QHwAFwApwClynJTVn9mRKQtYA0jhmcFVe+TkuOGZwFpBGQNes+VeiRTQx41KYsaRdcL9zz9Wd33gJ1A5Yj2gp1Az5HtBW+AdoFP/wGfIpoK/wKaBd0AyLaCjdAu6B/BCPaCt8A7YK+ARFthboBSxFthRtg3YA16gb8i2gr3ADtgvcRbYW6AXcRbYVvgHZB34CItsI3QLugGxDRVrgB2gU//EfwNqKt8CugXdA3IKKtUDdgyGiqftc8hqR2Z4Skdq1CUskiDn0Wk0uBnWtGtWIuEKbG5I6AgGJMrsyg5FdeEJTMB84phCdrq1QbQKNw5g3QB36lJH/L6nVRLDQqqz7NK5g5wNZDWPpqSlj6auudhKUdx3Ecx3Ec5w3xHxcyC5vS7ot0AAAAAElFTkSuQmCC) 31 31, auto;}
76.666666666667%,78.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,81.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83.333333333333%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgUlEQVR4nO2aQU7CYBSEJ2iI4QwuXXokQlh31yP0KIYDeABPwBk8RstvqtVxU7UhfRQIvCd0vqTJhPDndSav/2oAIYQQQpwA7noyZHVC2hAs/g6wSEibDFk9dN7VyZEMGWCOnAmJBIvWPHPkg+cAkOCdu6NDIPhI8IVgTZDdp2v0J4S+37bPEfwg+Eowi/Z3EASnBB8ILgk+ESy3DfeYL9v/Ltuz02gfJ4PgjOC8QrXurnyOnBWqNcE5wVn0e7qQkH4DaPW4IJrOxdaEBzDxH/lp6BgCAmgMHYM2wH+kNsDQMSgA/5Gj/wQUgKFjUAD+I3UJGjoGBeA/UgEYOoaAAL4MHUNAAP+LgAAmho4h4A1uDR2DAvAfqQAMHUNAADeGjkEb4D9SARg6BgXgP3L0l+DoA9AnYOgYtAH+I0e+AW9479VXTVuSWuwoSS2uqiS1VZNbHVCTW11sTe5MRcma4DPB+2h/+3DWqqy7myPYpyxd9pSly2spSwshhBBCCHFBfAM/AqRGMmCeQwAAAABJRU5ErkJggg==) 31 31, auto;}
85%,86.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
86.666666666667%,88.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
88.333333333333%,89.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
90%,91.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
91.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAklEQVR4nO2awUobURSGvyk1ycQ8g09g30AEGbpTMF0HV1kFusi6UMgi67yAz9B2YbK7uHHj3gcQ6RuYTDJp6XGhiYPmGpHJPdQ5HwR+Eub+5/zc2YQfDMMwDMMoAHnp0+EoSxlNBNd7fMD1UkaTDkfZuueDbvJG1i0gXZqSMhTB9e6XH0qX5trnABFcbRNDfyzqIMF9AgbAPkgl/9uUjG+cMuAnAH3a34Hld12a9GkTU31yavQXuAYGEcmsqFnzFBZARHIFfAYQXAXYAfaAg5jalz7tBrAMYaEfl6+NgR/AOXAB3EQk86LmU0VwdcG1xpxd5q98l6aMObsUXEtwde05g5AyXAbwoFX5ENowzlnG4e2foTDBH4/WwQIIbzn3aB0sgPCW9gp4tA4KAWQerYMFEN5y5tE62A0Ibzn1aB0sgPCWE4/WwQIIb1n6AFKP1kH/HwllFAKoe7QOCgFse7QOFkB4y9IHEHu0DhZAeMuqR+ugEEDNo3WwGxDesvQBVDxaB4UAtjxaB7sB4S1LH0DpX4GSBzDl30r9rnkoSZ28UJI60SpJRZs49ElNLgGOp8wa+V4grKzJ/QIcAWtyRRYld3lFUXKx8IJcebIRU20BrdyZc2AEfI1Ifhc166bYaFU2+DZvYE1Z+jBLGd2uKEvfdjh8F2VpwzAMwzAMw/iPuAM3rQuba4KuWQAAAABJRU5ErkJggg==) 31 31, auto;}
93.333333333333%,94.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur249225 2s linear infinite forwards;
}