@keyframes rwdcur172875 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 14 8, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACWUlEQVRYhe2UwWoTURSGv9axxsbbhGyEny6kz1BcdulCcONK1D6BDzDLYuliZiVkVezGN9AHUCl9iiJSXJSzqtB20hJCknExd9pJnAnTWnCTH4ZM7j3n/v859z8Dc1QgjuP0f+QWD0hvc9BNcxfLDgjD8Ka8fyEMw1qdmBCQk0v6ZwF1RSxUkZtZvl6bcDwes7Ozw8XFxcR6HMeEYbhQkXZ9b5JSSSlw509lJ3Ly2z6tVittNpt3I6LuQXUFFDu6vb2dqsRcEx6I45jRaMTZ2VlRXKnoKuQTVPRSFEV0u913PuSjmQ1Lk6MomqgmiqJU0rqkt5LWJH2WtCRpuUpA0U8U2i5pQ9LGdPzEGHa73Qebm5tX/30nngEnQAd4DzSAD5I6kpaqhJjZhPvN7MDMDmYKMLPB7u7uQt72drsNEAG/gDfAc6AHxF5Q2bXmnZg9eh6VAVtbW+ne3t4L4DswAF4Cp8BX4IkXPwaO8m9GgTytQz5TgKTXwBpZxefAvpkd+b1lYAU4N7PLOkRVCGbsXQJNsqqXgVVJx2Y28KSlxJIC4BXQM7MvklY8z6mZjafj71WxJ0ly6Jz7RlbpADg0s99TZB3nXMs5N0iSZATgnFsCngKBc+4n8Bh4CNxPkqQ3ld+o7ICkDtAG9gHy2fXOb/iwjv8NgGMf15f0CRgW4qoQlArwbVwnM1pgZj/8+iKw6tdzE+LJrmBmff/ak3TiBZ6WUPVKBZjZUFKf7O6LbQu4Ht0B2fchIDNpKcysjDjfmzkFAI1CNfl6G3hEZqpeWe4cc8wxxxw3wR9kCFuRrdSLXwAAAABJRU5ErkJggg==) 14 8, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSElEQVRYhe2VT2sTURTFf6nTUEwTQmg0HIp0qS5EdCPizo0LP4ELXdogdldmEUJpN+1gN6UfoN9C8CN0I65FXF7EhUn7rJFqOy4yE/Nnpp3UVl3kwIPJ5N17zrvv3DswQQqCIAj/RWx/gvAsicaNnUpK4Pv+uLwj8H2fIAhCSWVJTyTNniogJpf0xwJiEYuLiy3gBpAoIAcgabZer7tms9kjN7NY1NikwwiCAN/3c6lBGxsbIRBKCiWFwLmvVE/Epsm6CoVC5n3De08UEQdUKpVzEVOtVgcqmkbeu5eVlZVwc3MTz/PY29vrF9d77nQ6eJ7H9PQ0zjlarRalUolyudzbs7a2xsHBwYCXTvVAfyUylQxQF48lXel7d6fRaPT8BITr6+uhpAVJ85K84TwDbej7fi6L6yXNABXgGfBS0k1JU8C9drs9cPLt7e2HwAvgOgmtODKI+kUcHR2lafgJfAd2gWvAAzM7Bl5Xq1UAlpaW2NraugvMAbeAWhSTDcvLy6GkV2lDSdJMNOXykryoAgCsrq6GknYkvZH0SNJTSfeT8qQaI7rbeTN7e5LQ6DpilZ/onnIhWs+Bnei/j2b2PrOArJA0B8RtsG9mnyWVgRLw1cy+SMqb2WFS/HkIGKiAmX0bJz5RgKTbdE/1zszaGUQAv78f42CkL6NerUU/a8CpAs5CHOPS8Avn3HGxWDymO4w+OOd+nDn7/whJlyPfAAkVuGDyMnAVKBWLxUPn3OHIJLxg5IefR0x4wWj3ce7/Ze4JJpggGb8A4WAl/gSgwIMAAAAASUVORK5CYII=) 14 8, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAClElEQVRYhe2WwWoUQRCGv90NMdr0TFg1hCIqSvCiSEy8Ch59DN8gntKXoAEDYY4hN4/iI/ggnoLsJYpQBl3Cur0JGiTjYXqSye7sursJeNkfmoHurqq/qv8qBibogyRJ0v9hW3SQjuNoVNtqmQPn3Khxe+CcG6oS5wjkwUXkwgSGJVHpF1xV8/2Rg3YjSRKcc5WS62fBgVREUhFJjTEpcKmrbyXy4PkyxpwSMMakcRyPFCi3z1fRfmgS9Xp97EzjOE7r9Xoax/FpRYF0Y2OjNHiPBkrIlZLuB+ccxhjiOAYyLW1tbbGzs/NAVXcHGueVyMvWXTIRmReRVzKgTYp6KvMR/MyISCQii+fa0DlX2dzcpFarYYwp838EfA7fgVBVkiRhe3vbiMiyiNwLwR8Bz4AXwJOeQbS+vl5ZW1vj8PCwzGlbVd+paquQTVVEXorIUvFuofVuA3PAfRGZBiKy+XMXuNG3N4Mm+vdugUDI5gDYBRqrq6untiIyCywBLVX9KCIRsABMQUGEF4GIzJGVdQF4r6rfh7CJgGjqMggAbWAFeA68HcZAVdtAu7QCQeRvgNfANeBIVU9K7kXAtKo2w/vOlmUvIsvAQ+CDqh4Uz2plBLz3WGv3gOtk73fTe/+1y+kM8BQQa21HVX9673uVC1hrHwPzwBfvfat4VkogkGhZa4VMtRVr7Z73HhGpWmuvkunnTrjestbOWGur3vvfJQT2gIaqfus+GyhCEZkiE1ZTVTtB8Yth7xhohO8smaoj4JOq/nNO5OhbAQDv/Yn3vuW9Pw6ZXAFuATYEbKrqD2ttRFaNFcCEao33RzQIqvoL2CfLusnZRNwHOoCO6nesORCeoqqqf7r25oFOaLEJJphggqHwFxlLYzXlOBz/AAAAAElFTkSuQmCC) 14 8, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVElEQVRYhe2Wv0ocURTGfzs7iLiaCUGDfIiRFLKkCBIkVcoQrPIYqWJ9C60GFOYNfIQ8xdapQsqQIoWEU0gQWYOB3bCTYubK7O4ds6P5U+gHl7179/z5znfPnFm4Qw2yLMv/h281QH6dQE19o1AA51zTvFNwzs2kxBgBn1zSjQnMSqJVTZ6mKUmSAGBm/vzSeDgcEscxrVaLOoTUy7IM51y9k783SbmkHAiulZWV4Hmn06n18Wt/fz+shE/+N1aSJGPkaq/jT5PwSauK7u3t5ZLWJ3OP9UDd/YXQ6/WQRLfbHTtP05Q4jul0OkDRS2macnR0tAt8M7N3wYAhJbxkktYkbVZtJb2WtF3un0t6IilyzuVJklxWnmVZLikqbdZqk4dIVAi8kfRW0r0Kgaiy73p5Dw8PQ/6rdfmmBpFzruVlHwwG3vk98NHM+mXALeClyoFhZp/M7Big3W77QqqP3q6kxQrhud/OmoODg1zS6qShJCS9krQj6WnI96rhU8bckfQCKk0YMIyAyMx+hoIAy8AXM7u4upQp303gMTACevXTqSFKpbaAOYrrGtTYzQEbwJmZncQ1RgvAIFT9FbgP+GZ7CHwNGZXEPvvvU00oaRkQsFGynRVnwAlwWn7OhJAC8xP7oJSTKF9eH2ZN7DGlAEUFA+AC+N404O1DOReCzTwL2jdMHgGPgAdLS0ucn5//aBrj2sxLLFRiLFL0T5XgPLBO8RY8JYBQEzbBBUXDjoB+4Hc/9Z7Vzf4bKWBmI+BYUlTuJ9GnmCl9/x/zn6PhMLvDLcQv0vI1bfNei1IAAAAASUVORK5CYII=) 14 8, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACJElEQVRYhe2Uv4oTURTGf4lB3L0OI0Mi8hWyLFuJlSBY7AOIpZXYCBZWC4FFuEUgLGuxTrFvkG6fwBcQH0As1WILbQ4WsgSSlbCEjMVmQv7MTP5Y2MwHB+6/75zvnHvvgRI5iOM4+R/caQfJJo7W5VazHBwfH68bdwHe+/UrkaqXlADJ4eFhIunJJj5SWyaiMk303iMJADMD4OTkhGp1oVC58N7PzJ1ztNttvPeVHMps5mn20+acS8IwXFhfx3IrMV+y1MIwnAR1ziVRFE3GjUZjMs7izq875xLnXNJsNlcXkZKyhDUajcyqRFE0w5muaKvVSiS9nI+98AZSOOe4vLwkjuMZQr/fp9/vU6/XqdVqAAyHQ0ajEd1ul9PTU5xzhGEIwGAw4ODggE6ns2Vmg8wK5FXiX/pAmrn3PpH0VNKDrPMzz9t7X5nPeFOYGXEcc3Z29hgYARcrk4u6maSqpNuSnkl6K2lfUlTElbTwj9PvvkzEAiTdl7Qn6Z2kD5KeS3o0tX/n6Oio8Ook1SXtSrqX3xyyiVVgh+ur2wZuje0rcGFmoxV97KbzGysG3g6CYMvMBkEQJEAN+G1m571e72cQBCPgVRAEO71e71uBn5vAw3ECQ+CqtooA4AVwF3hvZl2gO7dfHYta5m8P2AfOgY9mVixg/FBeA7+AT3nnzOyPpA7XWRXhB9fX9d3MrmCqERUIeAN8MbPPS5yXKFGiRIkSG+EvHJgqWSxGT08AAAAASUVORK5CYII=) 14 8, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 14 8, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2WzWsTURTFf/kw1ExfIrMKFylSpS2upCtBERER/4juREq76XLoOtAyO7vpX9C10L3r6qK4EglSpBa9FlKq7TSthqTjIi9h0pnQpJZ2kwNDHpf7cd55580EhugB3/fD66iNNggv0mjQ2nRSA8/zBp0bg+d5fSnRRaA9XET+m0C/JFLtxeLiYri6uorjOACoKgDlcplcLjfQ0LPwfR/P81IJ6Z2EEAhFJBSRELj0p6cS7eEXeRzHuR4Sruv2lRdVNDpcREZEpCQi6c659HK/7/ud9cnJCZlMhmq1SqlUIpPJxPLbPdpGVtUuD9j4U2AE2I4p4bpuWCwWEyUTkYL9zYvIg7PDRSQd9VNSD5v3REReishU1zX0PC81OzvLwcFBbGd2N4d2OQ28EpHRSNMSMF6v13Ech1qtxtzcHCsrK3GZ4AOwCVRiL6Ll5eXU0tISjuPQbDYTiQAbQFlVj0SkICLTgAvQbDap1WrMz8+zvr7+Bsgn1OeBApBNvJsi8nBmZub92traI1XdiMSzVolGJPYcmAK+Al+A44WFhR+97r2IpIFnQBbY6ZU0BdwBvqvqJxvLAyWbsquqx5HcF8BbG2/EO8b6PwZGgUrS+RAEwZ4xZkdVf7ZjxpgicBO4AUwaY7JBEOwbYyaAIyCnqjsJw0aNMePGmHoQBH+tAt8AVdVqIgFLossAxpgG4FgVXKBgjNmzhIrAbhAEe2eGu8BrWmqeGmPGgEngV9vQMRP2gqrWVXUb+Agc2l0fqupn4J2qVhLKxoBT4C7wh5bsabsBIPIxGgQi0vlYnZN3C7gP7KtqRURuWxJb/XjlSnAhBXrBXtMJoK6qW/3U9O2BPlGide73rPznInvJBH4DdaBBy6hXj8v6OzfEEENcGf4B9fJgFmFUzuEAAAAASUVORK5CYII=) 14 8, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACbElEQVRYhe2UP2sUURTFf9ksS3AyIYSwxUFSWYhYpBArKwuxDBaCgmWqNHaDbLVYhKnSbJPCyq/gB7CyEIuQSkQlhHDBJchmJ4gsuxmLeU83szPZrEnQYg883sz7c8959573YIoSxHGc/ou9wwHSvwk06d5KUYAoiiblHUEURcRxnEqqS1o+lwBPLunCAryItbW1b8DjsjUzZeRm5scnJs2j2Wyyvb39DHhjZp2RBb5uklJJKXDpbX19PZW0Ukp+FS0IgjQIgt//m5ubxca8KhE+o0EQpBsbG6mkp3nuEQ8UiKPX61Gr1QAYDAYAzM7OFh7Gx/BeOjo6otFo0Gq1ngAHwI6ZHZ8rE+4aIem5pJuSFiTdcG3xrBjeS8PvgaRbkh5KWvVjp65hFEUzBa6vAFVgyfUe1fzCYZgZcRwTRdHM0PC8668VCigSYWYnQMvM3gEdoAssAA8kjez3KCAH2AU+ATtnifcBUklzkl5K2pJ0x89JeiTptaR62d6xBA6nFLoT1cnSewjUgC3XvzKzt65+94A28N7M9sqCu3h3XbwPZvYzvyZfx3n+1GnJzEzSC2CZzME4MX7tSMAcFl2DzEM2TkAv/21mbZfqVUm7ZHXsAB0za48R8N0Jr5BlDEn+kF0z+5E3CZLmgKq/q5JqwH03vWdmH8eQlkJSFVhxgk6AryOvSRiGfaAShmE/SRKSJBmEYeinvyRJ0svvOQcxYRjeBgT0yd6ZgZl1iu7yClmde8A+gJl9npQ0hyXguvvukpXmGHIecCnyJqtJqrh34KLouFYFDoZvQ5EHlskemq6ZHV4C+RRTTDHF/41fo0ZKHcgB1pYAAAAASUVORK5CYII=) 14 8, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe2Vz2oUWRTGf+k0bUjN7WoKCeFjGDSEwcUgMmtXPoGITyDkBQyhyCwCTRZDLVyEWeUB8gquXckwi0FBZBCRKHIWIYhtxdBpmq5Z9K1QXbkx3ZJhNvngUpdT9zvnO39uFVzhHGRZVvwf3KqD4nsczcpthBykaTpr3DNI03SqSkwIKINLIooiiiLMl3RpIuZCwQH6/T4nJydsbW1NEHq9HqPRiHa7zfz8fDBoHd1ul93dXWdmR0EVZd8kFZIK4NwVx3ERx/E3z9RXkiTF+vr6aSUkNSUlkhZOg0+7oigqkiQpoiiasFWfdXu5ynZI+knSqqSViQpc9qpWtDoLkm54Aatz3nB7bW3tZbfbDbUn2LbzUM5AOUtmRpZlpGl6Om+SFoE2cFwaWpKebGxsTGSwublZSLo3i4Asy4o4joOZh9DwKgfA73t7e9eqGQ8GA4Cli4JKQtKPZdbD4ZBer8f29jY7Ozs3Z0ngNItp1FcErEj6Q9LPVa6kR5J+m1lARcRUkNSQdFtSs8qVtCipI6ntRbbq3Lm6YYpgC8AdoA+8MLP6+xbwGHgKvAMGwF2gBXw0s1fV801Jy35/aGbDQMBfACrEJaDj9x3gc40yBIzxlC8DIy+iRTn1Fcw755b9ywXn3A/Oua95npclbAIPgRvOub/zPB8550688x6wn+f5hMM8zwvn3Hsg8WJGwD/ABzM7qAtoVva/eqUJUM32OdAvq2NmfeCvuqMS/o5fZ9yiDvDGc4JoMC6XAZ+8beQdrQAPAJnZ6/McBFC28QjYB4aSbkk68+sHaJrZsQ/4p1d86N8dAgfAvieXrTooOSGY2UCS+bNfgPuAGFf3Xf38VLdAUodxWQGOrT763+auAqvAs3orJLWaYdoZHDNuTYNxb6eGmb0F3gaEtYGlYF8CTgbAB8b3+NNF56fEAnzHh+iy4D9YF/5nrnCFK/zn+Beg2XVCIIdtiQAAAABJRU5ErkJggg==) 14 8, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 14 8, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPklEQVRYhe2WP2/TUBTFfy1RqWiaoKii0VFVMTF0ZEBILAysIIYuDLCx8AW8RsrkMV+AD8DIhJgYKiYGJpQBlqq6qlBFKhxVjlPJDH5uHOevE/4M5Ehvufa957z7zrs2rDABvu/H/yI3WyBepFDR3PVxBTzPK8o7As/z5urEkICUXNLSAuYVsTaJ3MzSeGHSPHzfx/O8tTGvD8iBWFIsKQZG1tbW1tj4vGtiJ1LyWatarS4lYGER1Wo1rtVqCxFmO5onl1SSVB/xQB7NZpMwDKlUKkPxKIrodDrs7u4OxdMaWS+N84CkR8DjqZ3wfT+WVJFUzwuT9Mrt8ImkSr7GlJ0fSnooqSzpYOgaep63Nsb1L4BDSeVc/DXwDNgH9tJgv9+funPgHfDRzLpm9mVkEGVF9Ho9gJfAA+Ai+56ZhcBb4D3Qdrvj8vISgEajQavVup6v74ijfHwEaeskbUq6NzOBK2PdbzQasaS92RmZQfQ74IQ+B5pm9j0VBTwFTs3sKJ9TWpKwBAg4M7ML4DPwIyV3KAN1YBM4crdjB7gNnBQSIGkduAF03ag+cAJC4IM726/ZHDM7l/QG6LpQBbgL3AG6cwtwyvdJuhYCJ0BqpnBabuY4aiQ3puYeRUU6sMHgyDYkYWZtScZgd7Nwk+Q2tV3OcSETStohOYJzM/tZJNfl10k8EQHHZlbMhGZ2VpQ0h1sknvmUfu5HBtGfgjNw+qdzNdqv/S0BQRDE29vbEcl35lsQBLOn4QorrPBf4BcgCkkVtYs2DwAAAABJRU5ErkJggg==) 14 8, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 14 8, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0UlEQVRYhe2VsWtTURTGf41B0rwkDwIF/VARBRE3HRysiDiUIuIkFBzFLu7lUdsODh0yvv4NDv4JHcXBQRxERBxKKVbOomhJ2lLaJs8hN/EleS++iNWlH5zh3nvO/b577rnnwjFSUKvVov8RG98g+pONRo3NJW0QBEF3LOmSpPOjCgmCIFMmegR0yCUB0Gq1AKaAu5IGxGYRMTs7G0m6kOYzlkZuZgAsLCyQy+UolUqpRPV6nUql0iWNw/d95ubmWFxcHEuK7ZIDkaRIUgSkmu/7Q9fTLPU6OuQd8zxvKPnExMQfCRhJRJp5nhdVq9Weuc44Lsz3/cjzvJ6MLi8vJ5IP1ECCOACazSabm5usra0xOTnJ+Ph4j9/Ozg4HBwesrKyQz+fxPA9o11KtViMMw4tmtp6YgbRMxFMmqShp2lk1HicJSVOSppeWlrr15HneQNol3ZI03Rn3PK0gCMY6J+6Hme0Cr4DXwAVJj/tezBqwVSgUuhmZmZkhDMP+6n8HvEkUIOlBGIZXh4kwszrQAlpmhqTrkh4CG8C5ZrMJwPz8PKurq6fdvnlJ9yVVzKxuZt8TCSSdklSE7P1c0k1JjySdlPRM0lQQBJGky5KeSLon6YYryKf98enNIZksB+TM7HCIzw3gGrAOnAdKwAvgHvDGzN7G/U+MQF4AzgJ+uVw+aDQa+0l+5XL5K7ANvAV+uJhxM3veaDSs3z+fVQBQ5FfNlBzJAMxsD3jvRG8AH2gXaCISBUjKA4ed/8BhG6gCZ4CPWRQ7MS+H+Qz8cO6N3wFux39AM9unnYUicCWLAEk5d3XZBQAVN19wFsc+7Se4l4WcdhGekXQqzS/pCr64+V3XfLows0+SDKj/TgBwkl8HTM3CSM9wVLiTF4FvroFlDsx32uxRYyADrgirtO/687Cm8zeQVISl2NrQCj4qAVu0T78P7CasHz3+1f0f4xgAPwGukl8f5wsfaAAAAABJRU5ErkJggg==) 14 8, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 14 8, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 14 8, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 14 8, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,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) 14 8, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,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) 14 8, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 14 8, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 14 8, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 14 8, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACmklEQVRYhe2VMUscURSFv12WRXZkV5awLCciIYhFSCES8htCqoQEki52CttYOc2yWjpJlX8QsMh/sEgTSGFhlSKkkCByCwuJ4kqQuJNi3+jsOLOOxsRmDzxm3pt37j333nffwAgZCIIgvA1u3EB4HUN/wx0wAITtdvvaAq4lIiJLCoFwbW0tlPRM0qOr2vA8L5eIQpzo+z6SADAzAFqtFuVymWazmUuA7/t4nke3242Lwvf9QiYpHnkU/U2PhYWF9EzEaxaNWq12lsLkiK97nhfWarXcIjLLsbKyciVDeQXEM7q6uhpKaiR9FwAkVRYXF7udTufsQ1THIAhSRWfB932cTaB/lubn59nY2HgDfAG2zayXSo6Xo16vh0tLSwMpk4SkuSRP0rikp5KqyU4KgiCUtCzppSJVMRQT6gtBEOB5Hqenp1Sr1biTCeAdcJKifRZ4BTwOw/As8uj0m9lbYA+YkzTgs5i05Pt+odPpcHBwgOd58U9HwGfAUgTsAB+BXqHQ77aU1psG7gHjKXyQVJc05t4b7XY7lDQrqShpRtJ0KvGcX5VUcs4vnHZJE5ImE2ul6BBOAQ+A38AnYBl4Dqy7+ZTjbJrZfsLIDFABvpnZL7dWBMrRPENwE1gvuXkx9iwCH5xjgB9AE+gBhwkjFeC+mx5J2gHkgulJ2jKzvQwNFWAyygBAAzg2s6MUtdCv3TFAvI3cf2Ic2KJf5xbwGngBfDez7SFZUPb9PLix6ZzU3dg3s82UfQ+BJ8Bd4D2wk9nzDqVhH2MYc88GUHbOymaWbMmvwC5weJnjCHkzEEUPUAV+mtluHu6NCIgJKQF33HQvb5TDkLcEEeqcXyQnwP6Qvblw4Sa8BCcZ7/8P7sdTuRXnI4wwwr/AH60YS8nigUNYAAAAAElFTkSuQmCC) 14 8, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 14 8, auto;}
}
div.testarea{
animation:rwdcur172875 21.333333333333s linear infinite forwards;
}
