@keyframes rwdcur127175 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC7ElEQVRYhe2WTU8TURSGnzMznRaUUqoQUQPBhcDGmLjCj4R2pW5IRH9Bf4Y/w/X8BNQNURNlI2FnWBjTujHBD9QaAfkSOu0cF8NMp9DSD0A3vklz507nnPe55547LfzXf3Uu418DMDExMfCvGf6ustnslePO2dY+ishnHUGDuY6g0flJAiiZLn3lLfwEmJqaOrJxIGnJ/NFgdfZ0HUMFTxT0VIG54vjJA2S6qrP76er147XwMtZb8h9WpUzSv/lkpWn+VgB8TZ7NA2D+HgPgXso3flUE4O7o1QMhs4VFAMpPyg19WgcIlB3wQVI7YwBTo6NNQ2YLiw0h2gaI3YupS1do/Hzufc33t7P1gRpBWO0CgL/q+Z1Vfi9tY4304JUU67RFedPlReETdsrGXXOx++NMnuk/NFdHAAA3E30w2gfAszdLoIqIEEvbiCnYabupORzxB+Xlh2XmN1e4c20YI2aAQGZggMkz/Wy8XW0pR/tNiN8HUL/z96vZSegIYD9IVKq1tw47gk0Bbjy4pQAr3usO8OorP1PrWRcgMLYvL+G5imEJ6ili+iMCqB8tIuGqi++26RtO8OvLLlbCoLzjIabgVZTe8zary8sHQKxGxgCVkkcxv4V6ihkz6b0YZ+O7S2mjRKw7RvKCjbtVobTt0Z22MOMGVsKgO20hpiAC8aTJ5neXzR8u58aGqmbTHzU/g4SnYHwatS8v1ZTb3fIwTIPKboWeQRsRON1vEU/aGJaQ6LUovl8necHGtA0sW9jdKPP17RqGKVTKit1tgghdqepavxU+cm5siPFpVKIA0WrU0DZQecdjfblE+lKi6bNR86j294COTx8MagWmHVOA/IzvHwXQXC4XThzHASAAup7K0YkW1pyoIfU8QoA9CAU083BIMw+HdG9rwrGdTzQ2yBf1ALTmFETpogqqUG97mqlRTC6Xw3Gcmh7QKERQnkZQ7Sqaz3GccNyvsDRBmU5qDBbc6FV8LP94D1Ho+wdFslZTLwN/gwAAAABJRU5ErkJggg==) 3 8, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 3 8, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur127175 2.6666666666667s linear infinite forwards;
}
