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16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhe2VeWwUVRzHPzOzO3t3t90W2oW20BZYyiUQDsONYAGVKMZ4xXDEP1AT/MekJkqMhGAMRBPx+kM0hgQkRkuCchiFcKYYqVBpuhxpoBS23e7Rbnf2mp0Z/+hWG/WPbv23n2TyXt7My/fzfi/znlBTU3M5lUotlCTpnCzLn3V0dHzj9/tNQAmwGvABV4E0EI3FYu3nX9RvLzuQ1UW7vdHtdl9lkHAgEEhQIKKiKPKOCgtVsrQ8EolszocvBmYDO4HKSCTyhDB5zsWmS5cuSpJEf4+p7sZKptbmkk2hUOhDIAskCw0HkCwWy4bG6cK0R6wqoWCkri2t2x0Oh2IYhl/TtHnJZFKUJ81a8eriOndD9YBt1ycnEvtmJ2TJpTNd0OmOaf7zd4PecDh8dDQCYjQaHbfU9oDl03poXAwllbXbDMOwpk0Tp0uC5DepyQ2T9EhV1UAH8sGXsI9f2t10t5SbPUXMrYTGKQrAltGEA0jAptUeplTboKzej3ft1tSxk4mWaa9sfujz5e7aWeE2rt0KcS0Yim8qMSw2NVqEKokeXUe2S9SZkuy+AcDXQF/BFQCebmyDizcBI8vG4k7S6tXnfbcuzKybkqBhqo7sdIRbzQtudy95/LdHs6ppgTWDXTRQFZAt8P6MvwTGjaYCua4MAz93s/YpNSY4f2+3dQTTFefbWl2rfvqDCimdXbFx/ZXmdU/GclKt2d58trJPMuGVc5RJGWyuDEuqoD1MdVucucBhQB+pgDDU8fl89YqiHOxd0T8vO8HBw4egIwc/1CrMqXBztdeFZoGUJnJFM7PGnWKmvR+PRQEX4IL9Z2DHdV4DPi2kAvj9fp+qqltN8KxHs7LIGefljQsuidv2H0uWlGvdvfdL7wyIpj4EyiwaFWaNCeYcXimGqIOYAUrh7WboUCgDjjLC39KUb0ucTucvhsNx5tuUtvCr89ZF2x90Ld7St8MX69bGPUjkrNd0C12qmZXFKZySikPUkPOzNUASIZ4FoApwAuGRCIj5thvQBUFwdkmmZNBsrtsbdZU3nc5NsvUodregM8ee45niDCZBpz9n/vcmK1DnAKAFiI4kHPJbEA6Hkw6HI5JIJMZns9kNqqquEUURi5pkkTtDkUVA18Au6GQ1EZeokdUl7CQHV2CAKEBnH12netkFtI5UQPjngN/vLwUmAjIQyg/XAOXD+s1ADmgJBALxkYaNSGCYCEARYM0LeYZeAQGgMxAI3P4/4cMFnmNvS9WFN+aml7w5X+dki6j7/v4oqztMtwec41O9ojyhLxPx9UYHVy0CMxCZjre+iQ3tKjuB44UImABscPit4JdUH5kMkSAUg6gzWGQNrJrCTE0BN5xqWMZAvIucbMVSXIpNVchdaUHUgMEb9CQFHEQm4Lt3S2B78jiu665BgRzgAIz8A4OHjQfW7T7H/MsBdHcZIZeX5OWzTDvUQJue+QDYV0j4kMCmTg3QhHPoOQ8Cs8nCr3PX89H81zFnNDxCHASZntJqcMMLD04zIZJmz70i7l+J0Byy7YLMO4UEDxcIfNzP0SP2gyf26F8s90Y7CZuY+qMxTz5rrafPIsPdANy/g2C0UnTyIsnLe0kPdLGqj5vxIN/fga9GE/5fTGSo8I/tNLhmGBxoNvCWG0AGUIAYEATuAe8xihtwjDHGGGOMMYbzJ0eH+lazZi/EAAAAAElFTkSuQmCC) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur189536 2s linear infinite forwards;
}