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0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAcElEQVRYhe3WMRKAIAxEUeJ4/yuvDRRSkGhSpPivBcNOBHQMAMCLFdRQZc0r8/AiaUh7rn9KAlUikIdAnjs478sROs11r4TonaHssTaz0HrtXlm4Q8fB2b3ZhdR60T10KtTv01GJQB4Cedr9oAEANg9APhMfpu85LAAAAABJRU5ErkJggg==) 18 18, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
18%,18.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABgUlEQVRYhe2VMY7iMBSGv3o1XQQnoHUzmnK0mmIPkJIDhDZnCIdYcQa0EjEHQJbIIaaicEERqFLQRfq3SBzBFFTjTbH5qsi2lC9//N6DiYmJiYlv4x34BBZji3wA5yzLtNvtBBxG9uEtTVMFjDEC5mNLnbz3kiTnnIDtk7NvdKlG5Vee50NKSZII+PH1DHBK01TAObYQwPVyuUiSrLUCfvfrS+Ca57lCilmWia4IorJcr9eSpLZtBQi4FUWhuq51T1mWoqvI6NyappEkHY9HheeAcy5c+gOR28MLsAFUVdWDRNu2staGe7UlcgXOgW2SJLLWqm3bB5mqqsKv2/TS0VgAB2OMnHMPEk3TDCk1TSPgFlMk8FmW5YNIXdcqiiIIDGn1a8vYQu+r1UqS5L1XnucCrncv3uz3+0G034vOuW9yJ7qmd8/LbDYb0uuFv575dj6A1yf7f8L98t4H8VGZG2OGlPo0n33AP+FQlmUYFWfg59hCC7oREX1uTUxMTPw3/AXjB1Eg/Mw7swAAAABJRU5ErkJggg==) 18 18, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAcElEQVRYhe3WMRKAIAxEUeJ4/yuvDRRSkGhSpPivBcNOBHQMAMCLFdRQZc0r8/AiaUh7rn9KAlUikIdAnjs478sROs11r4TonaHssTaz0HrtXlm4Q8fB2b3ZhdR60T10KtTv01GJQB4Cedr9oAEANg9APhMfpu85LAAAAABJRU5ErkJggg==) 18 18, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhe2WUY6aUBSGPw1GCWQAGQH1qUvQfehiJrMHX5ruBRZiwg7aB9FCmUKDIUTD7QO8TaaSYoaZhC85T9yc/4Oce7nQ09PT8/kZfrRmT4ZhCEAAF2DXtZDtui5CCDzPk4DfXQs5mqYBkCQJwKlzIVVVAYjjGCDsWuhRURQAoij6EEJTWZYBCMMQ4KVNM6nhuh3VsJ6ovkBYB/8B9MlkAkAQBADJewg9e54nJUlCHMdEUUQYhhyPR4IgQJKqNofDAeBHLfUC/Kpf4gT8BL4B5b+CBg2FhBDi5qKyLLlerxRFQZ7nZFlGlmWkacpmsyFN05t5jYQMwxCu66JpGqqqoigKsiwzHo8ZjUYMh7dHcTAYNMprIjQEngAbcOp6BKbAw2q10vf7PWVZsl6vWS6XOI6DbdtYloVpmui6zna7vQKjW2FNZqgEvr7xbLpYLGKAy+WC7/uJ7/tfAL0WtupyAKNBVuOhfouH+XwOQFEUUO26pK7v/9Ow7Tk0tSwLgDzPoeUZdA8hazabAXA+n6Ha5t0KmaYJQJZl0PLHeg8hR9d1ANI0vYtQW3ZUlzKhaZoAnjv2ecVdr7M9PT09XfAXseCWYN7IQSEAAAAASUVORK5CYII=) 18 18, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
32%,32.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe3WMW7bMBiG4XcuvAnOCbJqCTIaRYags735APJm8AzyIYqcIShg0QcwCFhnKDIZsQYPtCcN3gR8HSwKrdEiQ0snQPVMhCiIH3+RoqDX6/V6Ud0CL8DovYME66IolGWZgD3w+T3D3KRpqmA8Hgu4izngwxsDfHPOSZJ2u52AbcwwAPt21lvg8aJvMBwOu+rM53P95p5/ajSbzSRJVVXJGCPgCEzb/qfVaiVJ8t6HvqheiqLQz7z3yvNcwAlQ0zSSFK5N33jeX7sF1mmaKqyToK5rlWXZtduAV3MDPCdJImttV5WgLEsBAp6AwTWDDdpBu+oETdPIWqskSQQ8t5O4mlNd15KkzWaj0A6cc0rTVMCa82uParpYLLqqcH5VpzzP5b3/JVhRFAK+xw50PBwOkiRrrYCvIShwNMaoqipJCkdJ1PPtizGmq0C7Xj5d3PMIbNuP6T5mGIDXMHvnXFi8f3LP+diJ5n4ymXTVaRftVXfSpQdgn2WZlstl2EEfwojzz1j07dzr9Xr/tR/CRVEc3KTyIQAAAABJRU5ErkJggg==) 18 18, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
37%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhe2WMa6iUBhGT3VjYYK1C7CyMlNZWt0tEJZAa6GE1jW4BFfwMpuglZKS5BZgCQmRb4onhMI8XyYPJ5lw6i/3P/d+CT8wMTExMfH/sQNm38h9AOuRXdh6nifgBiy+yF2Ox6MAAduxZNaAnHNKkkRABSyf5M5xHEuSnHN6XGA3htBHFEXqSNNUwB1YDTKnMAz7zEP8xvcq/isuQ6ksy7pafgH7IAjUtu1QuOLran+EcxiG/eA8z2WMkbVWTdMMRe88r3QUTr7v9wJlWaqu616Qz1dbvTrkp9lba3sRSSqKQsYYAZt3ywBsjDEqy7IXqqpK1loB+3fLrADleS5JqutaRVFIkpqmURAEAk7vklkC9yzLegFrrYwxvWDbtgrDUMB5bJkFUKVp2g/2fb+raAOoE5WkOI4FXMaSmQG3JEn6gY9XGFazAu7X67XPRFEk4PcYQjvP8+ScGw56VskSqJIkkXOu+wSMtmS3gA6Hw6sqFsBtPp+Pulw71nz+WrxixkhLdWJiYmLiX/IHY89OfvrlM64AAAAASUVORK5CYII=) 18 18, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,50.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAcElEQVRYhe3WMRKAIAxEUeJ4/yuvDRRSkGhSpPivBcNOBHQMAMCLFdRQZc0r8/AiaUh7rn9KAlUikIdAnjs478sROs11r4TonaHssTaz0HrtXlm4Q8fB2b3ZhdR60T10KtTv01GJQB4Cedr9oAEANg9APhMfpu85LAAAAABJRU5ErkJggg==) 18 18, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwElEQVRYhe2WUYqbUBSGv0hERMk1MRhDXrqDQMkiCiFZQhdRSqELGGY/cRuB7EJTjRltDEYacufBPPRpIqPgMPjBffPe83HPr0fo6Ojo+FwobR/wBPwDpBBCAj/aFnrZbDZ9KSWe5wFM2xbaJ0kCgBACwG1bKIzjGADTNAGctoUOURQBYBgGwLhtoWMYhgDoug4wqivUr7k/CYIAAE3TAKz/1oiyhQ5ltobA7yaEFMrXeXI/2KVszQgY+L4PgKqqzOfzwWw2e3Fdl8lkguM42LaNZVms1+trFaFeBSGEENLzPIQQmKaJYRjouo6maaiqiqI87nyv16tUr5IQIKWUDx+63W5cr1eKoiDPc7IsI8sy0jRltVqRpunDelUzdPU8r58kCXEcE0URYRgSBAG+77PdblEUhcViwW63+wskwBE4APv7+kPZ/lvFmm/yDPwCvgPfgK/AF8ocpZfLRUop5XK5lJSBfjdVb+itMCZFUQw0TWM6nXIXSt4rVHs6A8c8zwFwXRdqfouaEDqcz2cAxuMx1BwfTQjtT6cTALZtfwyhNE0BsCwLGpj4dfk5HA4lICl/1p5b9mnkljs6Ojo+DK9r2JGeruKnEgAAAABJRU5ErkJggg==) 18 18, auto;}
75%,75.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAcElEQVRYhe3WMRKAIAxEUeJ4/yuvDRRSkGhSpPivBcNOBHQMAMCLFdRQZc0r8/AiaUh7rn9KAlUikIdAnjs478sROs11r4TonaHssTaz0HrtXlm4Q8fB2b3ZhdR60T10KtTv01GJQB4Cedr9oAEANg9APhMfpu85LAAAAABJRU5ErkJggg==) 18 18, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
92%,92.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABiklEQVRYhe2VsWrjQBRFzx8oteshdXAn3OwHROuQ2qgXBvl7lnyG2Vb2ME4hNyZqJZNyifUFixF3C2UEDjFsEdlFdKph3hRn7rzhwcDAwMDAl3EPPF1bAuAOKJMkkTFGwOjaQm/WWklSnucC3LWFfsRxLE8URQLG584Cf2hT7ZVdURSSpKqqBLx+qBtgN5vNtF6vBZR9C5kwDLuUFouFgEfgBliGYSgvLEnz+VzAz76lllmWSZLquhZwDIJAfs+z3W598/f+I2+CIFDTNJIk51y39k85nU4FPHOhn/gAHJ1zJ4nUde2fcM/5Zv9SxsA+TVPVdX0i45wTcKTtp94ZAS6KIpVl2Uk0TaPNZtOtgyAQbXP3ypMxRnmenySSZZkX+Hs4HCRJq9VKwO++he6TJOlEiqLQZDIRsKRN4yFN067+XjN9S5XWWsVxLOAFuP1Q31dV1QkDu76F7oA32nHwGeMoirqU3sXPnb0YzveZtVa0F7gqI2OMHxUlFxiq/8MvLjC3BgYGBr4N/wBZg1JCMAU1qAAAAABJRU5ErkJggg==) 18 18, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur208462 1.6666666666667s linear infinite forwards;
}
