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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB2UlEQVRYhcVWy27CMBAcV5H6U0jZ9s6hv9MimD/iwL04f0VF1O0hseM4DnXAwEir2PFjZnf9MgBAUpEJkia3bw4qkioiqOt61NA0jS9ba8MmBVBMRJUifCQMOo+uGVdMAMDtRISV93HdWpAsSg4EKcDXpy9q9Trq1DQNiN+SvB4v8Y+YHADEft+FfCIgRW7an7uRjwQ8g9wL4DQTDyH3Ap5FnhQwR56KUnEBc+TxmXAXAXPkqcW5FNZanbvwKgCzh8yt5NZaBQARAbQFAY1v09nElvAcAKReAdoC9gDuNpOrv0oNSpEvPYpJqtQrwB6Gn07EJBLcKs4nxfmkKfSXlaIb6M2FOCYGoNBWcdwP1o935saaRa+h3WaomAokISIQEedNN1cfco+3D6C/RXvx6M3AeRKjVziYtlO71Db1PonJiyi4911IO89DjxyO+6Hs2mU97hN4n8I4dAHcO9ALCslyIGvAVBfJgSECcScviKQhqQxbO68GpMTZQ7cWTHKj5cMtUpI+p9HC7XIc5tzlvVsnN5MP1k+c2DnjPv8svGyEOyFnu0aCb4ebMPpeQrbYLAQR8ATx5O5UdG1B/XYEIY3J5vqVTUFiormJixFei6sFFHnohUf3UvwBE4WIK6wOScgAAAAASUVORK5CYII=) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhcVXS04rMRAso5E4DlskFmnYs3j3QVBCgutkwZ50jsBtQG9Es/AntscThsSBklqT+Fflnna7xwEAScNCkHRLxy7BQNJEBKvVqujYbrfpt6rmXQagm4ihRfibcPA7OmReNwEA703lZtIp+lo28LErORBeAXE2iQE3fgBXl/7P03NPzgJnrUY3fpyM8FsBc+Rsa+0rYI68FR/dBcyR23B+MvIkgPj8E/Ik4K/IZwW0yOe81F1Ai3ySkE4loEV+TE4gaeGmNdjonxXSZdSbPAhwgRzQF8BGADC4IaXzcAqmodApG+7IAf/UF2CztqIGIWk58P+9NN5H9y26OQu3b9bedvOLtdxPqqGKJBmmN6Rhsy7Hb9/a1RRJU1WroarJJsGUW9hd7CdZ9pW7n2C2IoplWNhh2NdYzo7v1kYQAB7uwLxfbndjZuqI2Fioy1wLVYWI+LbVRWuN/ZBbwA2zAmL4u8qSB0QkteH6388FoPJihaYqVTURceHd52O8p2KA5YKqoEvwY/qVcarqA8oHV47pMdsFYFd8mxOKUxMsCD8O2aLA/p0VApPXOiHPC01EoTGP7CM/JjjiounjhiREBIA/RUu+Iw8SUO9eRCJhl/UPwcFB1qXYJ1l/QS/GF6nrVVz9f6e7AAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur33651 0.4s linear infinite forwards;
}