@keyframes rwdcur75556 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 5 26, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhe2WX2hbdRTHP/df/tz8adP8a5ak7dqtW1O6Obs/nYIgwxdffPBFQcSBT04RRB0IOkUcexE3ZApuMAUVhvogmw8DdSrWYZmDzXU0a9V2bdKua5M2yc29SW7u9W0gbl3TVh905/l3vufD95zz48D/PYS1EmrblLJ7+rfR1tXOsTcPLltXXovinal77F0PPYAoS1wZ+62h3FUDtPXttBcTPnKlErlCAUOvNZQvrqb49uAeu3rdRERiJpenWqhgZUoNaazKgYgQJhtQEFUv9o0yZs7AW21MY8UOPBt52d4ituPLV+FyAWZLBEyZpC/27wC4lCjr5Cid9TCenEYIP+0tCQZ2DnDyra/sfxRgf/RdW7ZUXFKUmBghaYXo7tjAwPYBkh2diCJ8cej0siBWBBCXwsg4CJpt+GghJEXZ0b+L1lgcEZBFCOLh7KHv7gjR8Ed0bONrtrvWiqhvRRWcjFpDZAUNQXSx+/kuFKBZdCEJMunrv3N27EfmnBqG4kIS4jSnQmxu7ebg3ocFWIEDKUsjKU1yr8dFkggBKUxM3IBkC1w6kiYoeBBskfH5Kc6NnycvlTCcLkQ7hD/ppSOY4Nr4tZt6Da3h2zv22eqCn07jOHVFZtT9DLoWwItKXHHQIYrk3lugttfm0vQw09U59CYZ0VZx+Lz4Qy3UK3WGR9I3NaVGAISnPa/P5y2U2oPEbJ1oT4nLszsZEPz0EiEnGEyKGS7krjBijKMlPJQ9ETD70O+LY9a6SA+e4cLJwzdbv2yAXd/32KqqMB22sCotSPNbCBgd9G5vx1kfYsIcZsKRphgrkt16g5lui1l9FGvOi6nmybvKuKcMzh1/5S9zt+wWdJ+Ks2FwHRuL/dT1NkRjMxcW/WRnDR7rnmPTjUv80dvGqecSDPdMIVxUcX9jo45lmHf6kbMmPxx59W9DvywHnji621YyAcT5DvRKE32FFEVbZ5AJgnUnWm4TYf80WxbfIXA1RNmlkWuKoYxqSBM6V09/KSz8PPTGrbSX5YCcd1POWFSjE/Rm+hgRx5mQS2i2RtzoZqymc/5+jd2/Psq2tBPtkzHCSY0jxz+/45rfEeCpA/22WdHxWQmcVYmR9cNosoljcj2VwgyLrizXm/Is5DWGIiozpSxPnvl27Q6S3LQbn0tGNE3cRitj8jUCXVFmFtKERQ85cRy9ZCFkm9k/+FLDH9uSCY/v22YXp1pwOrzIBRWhJKMoAarhOtpsGXeqTHwoxeFfDqz4tFvSgUqtTkWvIWgCtljHSpQIGCrFjBslZvLZ+ydXfVPeFuCRF1J2aVLC0iQqShVBdhB0t+Ao1Pn4p8NrdszeFkCt21hFqJWbqQkSlZqTE19/tGaFlwR48YNOe/4imJUyQcXNh0OfrnnhJQGMBZWmPVVOHL0qQPpWT+7G3fjvxJ9bHZWtMdYyEQAAAABJRU5ErkJggg==) 5 26, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEHElEQVRYhe2WS2xUVRzGf+c+5s77QjudTh8zFqaFSrG0YjCQoLCRuHGhJmriRmNMjEZNXBijibpQNkhMxEC0C+Nja4wxbozRGNQqBQIEaCu1UChTajuvzsydO3fuPa7AGLF0SiEm8u3P9/3O/yTf+cP/XWKljPo7Nsv1/Rvo6Erx7v63luyrrUT45tQWeec929AVjdyZiw2dvW6A7Z07ZE7quAsWds6m5jo3D2Cgb6dMWglSqoY1V6Gm1MgGsw15KNcDsLrqMZYsEg6Z5Px5cv4cSrUxj2UD7G97WrZZdZRsiZOJcRyvis9SiGPeHIAoYdq9CKm8gpb3MCyNVsNkYKCPob0fyRsKsK/rYWlIjdvFWpptj1X5IN2xdgb6B2hNp6mrBnuHvlgSxLIAukMjqMKhR0bpUkxCBYu+wTswU+3UVAM7FARgz9Dn14RouIiGHuiVCR16hu9Fums5Kib4VpyjFG9j5xO7qIb8eKoCnof1+yiHzh4n395M37hJrNDMXMqjurmJoReeFLCMCSSbXCIRFz32DRFpcJsM0yL9WFqQA9+dQWgCxa1TOzfBialTLDRHSF8wWV2IUIjVcXojnM39VVYNARy4f52kpNCbBPORAFrQJiITdGq92NUielRl/5cnMeYyTGYmmFfrmL4WYrM+pKHjdPooqDbHp05d8WzoCUae7ZYtSIyQxEi7qPU09tvPcUx9kWqLRlbxc8RZz9mYoJgQ1O/bzkMfB0kspBlOzPBpzyy+whGmP/zkSq661PDdd6+Rs0UdL+PinpcYcyFwyxjmRlq2HSPuEwQEEHeJWvP41DDtpRiVKZdfEucY3jDGQlxyafd7f7v0kgG6u4037IpOtuZRaBI0CZXi0QrG6ccI7DqBf+sfRNoc1oVtQoqD5xosXKpyeDDA6F1zVFZJZp7f84+JLwngwW0x6SmCfNimGJV0plVmZjQKk1uIuh2UhjspVqYJBGoUSy4zCRMvqaMrGTL+AX5+ZbcofPXrm1fzXtJnlK8qCMMl4AmSusvEaBkxWWONdCgyT6cb4uuDWzCPVtHjP3Jho2QqYvDOvu8FjCzqfU2Awf6krLsumvQQqmBeuEQrGgHLI+MWSIlZUrIVU2gcloJV57fy6g8HVm4hcUsq+FVCMUkRj7qj4PMCpFo95qePURbrqErocOHRsfcbLrZFATZt6pG+OQ3plrDyOpm4TUpEKGQFF/MLpGM+3EKOdGbfsle7RQGc1jJ+n4GoBlBVAQGFGQOCLQZW3eOZk78J+Gy52cAiRdT92uNSHz+IOilwDYeAKSl3BIiu1zn00ukVW2b/dQLB6DResAsnlUEp29iaYOyDMysWfFlXNRx8eYcs91wkbBmUsxHGXv9pxYMv66oTsB0bLxrjyFM3LviWbuk/oz8Bh/qUBlK5W3YAAAAASUVORK5CYII=) 5 26, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhe2US2xUZRiGn3OZM2cudG5th+nQ0kKBSqFKSZSLXKxGwWiUuJBIQlwYE8GFujKSaKI7NSwkRmXlgkRcoAYTFqiYKASJWKEllBZpa292ptOZds7cOufM+V21iRHoTKnEBe/25P+e57z/Be5lkbI0sk7semKfePWVQ6KSdepiwKMNG0THtu2oskrXlb6K1t6xQG3kQaELH8lkmkQqzfRM6e4JLI3uFJaqMWPCUDyJaUsIRbl7Ak7FxnZAQfNj2kXQdISsVzRDXij80fqtQneGkNUqkGTQvSDrhNTKGliwwBrlOnWFUTQLhC+KXIKI28kj7S18evh42TdhQQKfrYiI9iqZiBgkSgZ1OkNrNMT2DffRtKKRRoJc/PBcWRILEggWoVHIrPQJvEaCqJ1n0/2tROujLLf9VOMm5YSTRzvnlZAqhf/0dpsIfzdBMWPTp8qc+CvKhGs9UrCWN/c9hkfoZJ0OsprOUKyHs93niGeGsVSVjfYGtmnr+Hm7zuHXdkkLaiDuzeF6NkLI72C1YbNajbDDE+BgpoXQJypTmk1eU4lN3OBi30WS2VEsVWUNq2iXmvjtAZ1eMz83ryKBo9uWiaYRB+62HNqLzdTk9rDFClOfkvhDvcr31YNcO72MrDHK1ZFrxJJ/UpRtvMLPqlI9xaiPMY/Nr9nU3MyK3gF3m5e8R1C4AK62LPpbSfzvn8Vuk1ltKhg3JK5rb3D6vM5orp+CYmI4l/BMYTfPx9exe22R5PQvxN99eW7ryz4Dpz5oFrWqjMcj8GsgFTyodhBlYAn2+jSWNE7JcjAcd3G+P0wsb9CjhinZIZ5z7KTf6+Xjp9uZ7Aj/g1l2A90XSviqVJaYJtWWRcQ1g6smhfqDRXDtwyirStiZAtVyjmZvhkguiWn40Adi5JJd/I7NZMfuf/1wWQL79ywTIwWVRCyP06kQC8k0pMCbsFmOYMuhGlLvDBKocjPVKdFZtYKujfvxDQzSNGRw4OR7t2y6rC14qKNO5J0u6uQiPW4dQ0rzuC3wj8kELB8vjU2RtXfx1aYBwjMmuUA1g/kQR058Pu/8eRvYubVRmHaOMWee4ZUNOCIZ7PEAqUuTpNQQM5pGl8vGVb8U340Mp2uLfH3s27LP1rwChiWQVRPveJGp6gTSk5uRvvmRkupg2lGFT8yQCjsxRmK83nei4ofttguan9ortEwvjsA4UdOk3ygx8UIriqJQ9+UV/B4XqQaZyx8NVQyezW0bkDQHSiRIgQSZtEVLUCbd34u+eQeTLW4uHRleMHiOcasPrQe3COeAglwsMVYbIzRuktZzWEEYPZa4Y/BsbtmAEitRcqQIKJBEQVeg+9TigWdz04F1B/aKGjOOaUzjkDJc/qJ30cGzuWkD0U6D6UY3fcfP/Gfge7mX/03+BpTyj44P/esDAAAAAElFTkSuQmCC) 5 26, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEE0lEQVRYhe2WS2icVRiGn/82l3/uM8nMZJJMLo0tEbUXKVRKpVQFu3ElSFFwIWrroi6660KECKILNyK4KCoUSXGhhUoRingBS2kDvYptYtNOmkzidDq5zEznn/9yjiuDIk1mkiAIffff+77n/b7vnAMPsUHIdW6Szz/7gnzr4GHZTp2+EeI9XcNy795dKIbOlcLttmrXbSCTfFQiPCpWnT/u1VnyRFv16nrEu3K7paIYNLNRCotVlgSgtnemdSWghtI0fSHchI6tKCiaH00a/42B/ItvSKMaxJoug1FHxUCTBolwpC2eNbfA7ulH6x9AM1P4lQSG6icd72D71u28/8loy5ugrEW8980RSb6HQBPsi2Vce5Id2SSbt/ST7YziaQrCszn6+iur8q8pAZlMIKJJ1I4cqsijWRF27HyMdCqKUEFIG0U0+fDjT1dNou0ENr9zTtrWOM5ADPLbCJ64gy3OopRnOHRgD8KzUDwHw3MoTd1m4vxFHG+R2mAIZ0sXZjTFLjvMyNsjypoS0JbuEgw/ia7nkYaCGsyiJbqxu5N88PWpZfHKXJHJy9dw7QWavSGcvg6MSIxhx0/tzuwyX1sGhoY+ku5CFvtuklA9gzQVEk9HEFvyCOmi2A2OjZ7AatynMD6ONV/CyISwOkzUaIROz0+w6nHjwqVlzrbWsGlWMaYK6IMZojNR+tIete0C96yFiAl0kpiVJt+MHidX0/FnXWaGVJw9AyxGTCLfXuW3y/c4/dPYcuu1VsUzm16VvpiK1BqEM/PYO13sPVG6UpLSYBQRCxFEgHWfJX+AaNNjblMcMdRNV6lB7W6QJ87/zpenf/nH3LVsIKLm3vXXFgiICqJcILQwg1WPoYe6iX4WIZxOM5+NYwdVtEaDapdGMx/EdjymYzn0osV3x77619C31IL9jzwlu5UUWQFFdYGLlfvMl/sw76kY5zR8PTbFUZ3Etk6aTph6egi0OEPXr3Jz9+NMHxx54La1ZODI/GYyRo4z3gRjCEp6gnDMR+bSDYyaxtRrvZjDJlbVxhMKSiaCVqnz/fGTCsdPrsi9qoGz8cOy7lQoBX3cMXV86CRx2VEokOk0OTk3hUMCfXYS30Cehi9I8ciBlu+XVQ1cd2/xY4eLSRNXswmYDr1WgDHVQHT0o8yM0xQ5/L6b/Hr0mbYvthUNvBffLy9odRwvwERgliVVUNNiVAH/wCBiugRqmeLL+5Riu8qtGKiwiBPqIlsPMR4p0wyFEY5LaMCgbkqmzxxa02P2dzyQ4Ivoc3KSKoVEL3VZ53agghUQKKkMV384tW7hv/DABPqUMEXpoqsWerBJSPMxduXnDRNe0UB1X0ouXuvB9Ybx12Y5cuvzDRdeEXMvxWVha29b//uHeIj/Lf4ENCmO4GUSNUkAAAAASUVORK5CYII=) 5 26, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
95%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2WW4iUZRzGf99hvm/Oh52dPag76erqora7KhqeWOmmgoiILLoIorzuQrqJLjKKvChYOyFFkRRBBIUXWQRR6EXkSkmKmTYurs64O4ednZ3z9833fm9XCVG6s+smRD737/P83v974IH/u5SlMhroXSeHhjaSXJlk7N2xtn31pQhfn9wot+++B0PXmE5dXtDaWwa4u3dYKo6LqJTJzTWoNWq3D2A0sVNGhIYMuRRzRequzUxTu30ASkwjL1t06FC0bKqOF8sxF+ShLjZ82bL90pEecq0QKUuhLIM40ktHMHR7AAxVp1lfSVV2U3QTuJZBIhxn67YRXn/jffmvAqzdvV8qEY2iOYz0xjAbKv3JJJu3jbBqMIGiabz21odtQSwKwAoniAQsgkYnakVHFQFGtg6RXB0GVcVVVZxImFc//mJeiAV/ROufeFMKp8UjlRl+zAwz4UzQLKWJJ7Pse/JBhCoRgQhoKpkrk/x04XccUcIfLtDRo2Nv3MoW4fDS3peVRU3AVXbQ3bWcDf2dGKqORx0gtjaEavh555NjiHAMqSpkp6c4k5rAFmVMX4FoXKHZP8ga12Hm0tR1vwU9w833fiTrpSj5yihHR7JMPtaJ9q1FsyuN6wliJQKMHT/HvuEVXLx8mXKtTEAr4Y042IlOov4w+twsF86fvu65oCPYtOmwbMR3Eg8ux1PyoT3eYK4hSAfSSM2DOvUz4tfzeGUJ1wjS6c0T6rvGutUBTo0+xPJTn6EeLfPlkR+u57b9bR0a2isLWpqaO4vXl6Yw2ou7QSO5w8uM6cfJplEKaZAC14wA0FdOEe1skOnuI1YosOL0NJ8eOvGXTbcNsL1LO3CGLsSKBNNb1lCNSOqZOsZvfu763kuzJ0It0Y8SC6N6XdB1fJ4sVqCBFYizJ3OVsee/+dvE27oDB5L3y+NWjWqggahmaJ1poVl+fP5BZu1lyFVNnPd0gg+o1Hp70HwVHNNDNTRMpJlm/KnDyvgNvNsCuKoJsnWLphSIah4SLjLSh6hmadaa5BIqju5ipHQ8SFq9AswI5557Yd47Ni/AwdgeecKewxY6zVkLxzBQyw6sLiE64qh2GWXyKsbKXsRkFmUwwfSzDy9dIcl7DNZXg7S0BhcVD7bPQJomVGxMTwFEDsdzDUXUSI0/qnCjWS8G4MX4LnlFnsT1DmA7ISQ66qyCG1eQRZeWU0HvyJM69syiq91NAQzzLFEXJkQTiUGUOjmlB6PkMqTM8fX5t2+5U94Q4Ls9YXkxL7k2p6G4OeIiSjeCvG6RyR9RMreaPB9A2FFRfTpoJmZtgPtm/Txd/GrJWvSf+kfD6itd0vnF5vNLCqmWl4Nnp5Y8+Ka6sKtP2h/42241d3RH/2n9AR+rozXKXjqHAAAAAElFTkSuQmCC) 5 26, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 5 26, auto;}
99%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2WS2xUZRiGn3Obc5lppzPjdDozrVDoBWjBeIGCUgngQnfudOPGGJcu3JAYiSQq8bJRtyREgyYmJCYuNKzAREKMoCUNGBA6QAV6o9O5nJlz5pw553cFiRFkpi3GRN79/77P/37Jlw/+75JWy2jrYEaMPjHK2sF1vPPeoZZ91dUIf2YkL57esxNVUZmavNjW2xUD7B1Ji0SvQ6VYYXGhzELJb+u9vJLw1x7LCUeOQ8ng6nSR+XITpc2prqiByUofTcllOoigRyUsFWJtOi67gU2pV0Sn1IFdTyFrMkldYMoKdS3z7wAo+nouVddjB2lGYoJGaBLG8gw9Oc77h74VDxSgv2+fMMz1iI4EitTBVDVBLDvM4Nad5IaHiGkeXx/5rCWIZQEEmTyOYmJGNyJZFnNhho1PbSO9Zg2G5tGtzFISUT794vP7QrS9iIZ3vSscqQ+rFiO+lGPOOEnduIn8aA/7XhykW5rFxqAh6RQWSpw7P4HrLuJE+xBr+8iu9RntTvPh3telZTUQugNgWvhdWSJhL0okjZLZjJnWKRz/iLIwcWWD64s2Fy79huuW8MwewmwPXRmf/kQXN/6YvuPXFsDQ0DFhLI6TmNqJZuUJ+01MaSNi0xia8PmFQb48/gNLDYnCdIFqdYFQ1vDiSSIdgnTCQPge5y+ev+PZ1ghG934vsAbIX0/RK3TmswHFuMflZ21YOoculVGLs+jFKxh6jUhoU8yOEWweoWPDNF1yhdqR05w5ePROrtJqeO+eT4RnBXjRGIv9Jks7QpwxGH7OZKYzQiP+CM1IGiFUQs8kajpUtQx2ppeUc4KgcxRr6hyn3jj8l0+3DNCd23AgiKug2Pi1GewGlHSLyFHYcCxCpeDj3ZIQVAmqEr6kIDud9PqXMY0q82GGsy+/9bfGWxrB80PbxRxJUEz8aIqauQZnZBzVcVl3chg/aZEsqRQSdRxrhmbsAnp8gV3GGVIZh48PfnPPnJY295Zbv3MyMkw9EhILwbHyyPOXYcalLkdxKj0ERox4QyWQK0REjmaxyeFTX933g/cFeHP7gLh4zaRmucjAYKVBTb9OuVHGCHJU5VtYYRfCm6Zp5vFTC1z57qXVO0hmbYNKTEUJBKKpsSU8y6Qbx9RUfOpIVpmmbRNYc0xO7JY422p0CwAfvNAtivMeS7pGpZpEd3xMVcJ0bVwrRFNkAgIuXBpb9mn3jwDlYkC9oaJgEWo6YafGT+XHMQMZrRxw88rbK74p7wlw4tW4mLga4HpVIkES2dNpNHUm9ZDJa0dX7Zi9J0Cu0YmXqKBLNo59kyVd4sTpH1ct+LbualjYv02Y+Rt0BFUmihrj+xdXPfi27trArz/XGdgRkD1QeWDBD/VQ/xn9CXTGkcMn4BxRAAAAAElFTkSuQmCC) 5 26, auto;}
}
div.testarea{
animation:rwdcur75556 3.3333333333333s linear infinite forwards;
}
