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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 5 8, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 5 8, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRYhe2VTUhjVxTH/wYJIoNcSpFQRIOWUkSGUIYyiEjcdVGLdDWUCi60dNFuuxhGDMzCnYYgFBxaAl0I2Yi4cNFAKIWspjwYWmMgEr/wAxPi03kmeffdc2bxPhq/khQj3cyBA8nLzTu/87/n/i/wPt5Hi0Ip9YqISkSkmJmJSBFRSUr5CoDvwQpLKYeJyDCSad4fn+FNEeJscJRrg4hkoVAYbXnxSqUyQkTy5McIZ9Dv5XUAF+Lg4CCMVqpRW3xThPj0xQKbud0bxd1QShkAOpp5caoRqZTyFyOZ9oqXX79hXdez0Wj0ewBP19bWnhuGsc/MbCTTnA2OspFMs67rvwHw13u3j5lZSvkHgPa71iilSgdfznAG/Xz6YoENw9gH8DmAIQAfA/gEwOPz8/Ps6ewCZ9DP++MzbFmWDqCrXoN+ZmZN07hSqfx5B0Q7EalNEeIM+tnM7fL6+vpzAJ8C6AbwyCkSWFlZeWbmdj2liEgBCNRpzgYQQtSD8DOzN3TMzAAeOy925fU5n7tvWdvjrrtThrOzM4yNjSGTyYyYpvnXdQhmJhZdAAC5vYdEIjEI4BKA5SwhAObR0dEXcnvP/o/oAjNTvbpedwAYgKeElHK7BsJvWZbuzcDsAl9eXv4DW/ra8FmWtX06u+jNgJRSB9CLOoN4BcDNeDzuQvgBdBSLxZWrp+BvllJu67r+DQCflHJYKaWVX79hd1aMZJp3dnZWUbMFTQNcg+gEEFBKla/4wOyi5wNmbpdPZxe94ic/RFgpJQGE0MwQ3gbgQhCRsby8HEokEs+UUjec8Hq6xZeWlqZhH9HGx/AuABdCKVWen59/Go/Hv1VKSfsumPY63hQh3h+fZiOZZsuyyrFY7DsAg7CPaV0jqgsghOBQKMSaprFSqjw3NzcCYCifz6+ZpnlRexuapnmRy+XWYRvUoCP9FStuuwOg2tZ29SchBDRNQ19fHxGRWa1WCwDeHh8frwwMDPwKey46Ye+tKy/BPpZvAZw7aTrPGysghODV1VUOh8MMgKPRKBcKBQ3AMIAnsG23B4BwMuB873Wyx3nWhQay3wAIBoOcz+fZsqxyNBplABwOh10rHQIQBPCRU7jD6bzdKVSbtYo0D1AsFlUul1ufnJz8ulgsKiEEA+BUKsXZbPZlTVf/uUBDACKSGxsbPwH4DMDQxcVFJhKJMACemJho6ka7F0AsFnsC+zrtBRDY2tp6WSqVvLkolUqcyWSmUcdM7hPtsLv7ALa3dwDollLq7jBGIhEul8u3eX9LIdy99QF4tLe397OmaZxKpZiIVKFQ+B3Ah3ggFa6HH0CgWq2eHB4epqampr6CbSz3BrjNiG4LH2y53W2x8K+xXKKBsbQCALA77YSthgWggiZcrdXhwwOc+/813gEPwEUu5HTKyQAAAABJRU5ErkJggg==) 5 8, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 5 8, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 5 8, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 5 8, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 5 8, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 5 8, auto;}
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}
div.testarea{
animation:rwdcur219660 1.2s linear infinite forwards;
}
