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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKUlEQVRYhe2Wv27bMBDGf8qYVB6KAvKsVpsBd+igh5D9JJYfK6MneYqNDoUKtOhYjQG0BOhUgHIzfx1IBnRiF4rtFCjqDyAono53H++Of+CM/x3RAXOGwAdgBFwB98B34Bvw43TUnmIKrAFBJHgreO/6SFbO2umdFENgaZ1MBEuBEShoxsknnszSzTsa74A7yASfHznd12pZfe7c/IMxtEbyHSvuBDeCheu7HRHJPYmDI7G0Kwmdt4KZIPY5dy128vYRicyn49mY2lyGYW8EiYBbYA68AS5cP7fyxOmF6YjEAYW5tgUVrjwR8Am43DPn0v5PHkWi8LujN4aAq2pvZOZXvs95SOIWymBu5VPVuxYKGzaf+07wStgw98Hc1oQvTOMJFLuUL3bIRpACAzf8AvwCuO5J4Bo2wFc3HGDtMepL4AriYLjxHz97EnB6XSCKnd1+BO4DpwRkXvck4PQGgWjj7PbDjhqIX6wGdmFrF0jSbPZ3dwHAejKZyKNtWyVJv3PA6h13DgBMoyhSXdcPJJqm8STCkxCCkzBJEjVNI+n4kxBgmWWZjDFbkSjLUnG8fRfEcayyLNW27YOuMUZZdvhdAO42zPN8i4QkdV2n1WqlxWKh1Wqlruu2/htjlOfH34bg3gNZlm2l40+o69qv/Oj3gMcQWEZRpKIoVFXVk4gYY1RVlYqiUBSd9kUUYgp8xOU9TVONx2OlaRrWw7PfhP/Uq/iMM14EvwEdFPLcTUrXvQAAAABJRU5ErkJggg==) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIUlEQVRYhe2WsWrjQBCGv02ZeF0Eg1xbp+7gXFyhh5D8JLLreypX3ko2VwS7uvJUGtQYrgpIJvVcoV0hxQ4ojmI4zj8sK62YmX9nfu0O3PC/Q11gMwa+A1+BB+AF+A38Av70R+0UM2ADiFJKfN+X6XQqvu+LUkoAsd9nfQceA0YpJXEcizFGiqKQJoqiEGOMxHHsyBhr92F8AQ5BEMhut5Mu2G63EgSBAAdrfzHGwCEMw5Mdl2UpaZrKcrmUNE2lLMuTjIRh6EhcnAkTBEEreJ7nkiSJaK1dzQUQrbUkSSJ5nrdI2EyYS4LPlFKttGdZJp7nCbAHFsAIuLPzAth7nidZlrXKYTXxbmFu4jhu7dwGfwLu37C5B548z2tlIooi93d0xhgQY0ztJEkSt/O3gjdJ7OfzeW27Wq1cqTprIQIlUNSCGwwGQpXmLlhorWthFkXhCERdCfwAX0DsSJ2DUUf7ESDr9brOwmQykcrvKe7OrD2Abrwe3cNzRwLPAGVZ1gtaa+u3G4GXRlAaZB47EngEGA6H9cLxeLR+u6HWQFWCUkBfVQPjysA0dHDdvwBgA3GDQC5wvXMAYFaVYdsgkTkSzZMQPukkBDAQNLTgMjF3mmgMLTDv9S4AextC+IqEE+ZaYGnnUqD/2xBsP1BlYvuKxPnRZz/gMAZMpYlIYHUmI4Vdj3rviJqYAT+p6z4R+GbnWg/v7gn/qa74hhs+BX8BW8FPXW3jUtAAAAAASUVORK5CYII=) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur250903 2.4s linear infinite forwards;
}