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78.846153846154%,80.188461538462% {cursor:url(data:image/png;base64,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) 4 19, auto;}
80.288461538462%,82.111538461538% {cursor:url(data:image/png;base64,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) 4 19, auto;}
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84.615384615385%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACzUlEQVRYhbWXz2oTURTGf7cMYRApoYhUqEZFUEulCxe66EarG3ftRhuoL+GiULruixTarOKqq9IHcNEHEBcSdOVCagklhJDj4pw7uXMzKdNk+sEhmdw753z3/LsnjmqQAreABZNvBXteAX9NLoFeRbZJgUVgBRBARMbFr9m+RXtvZiToiVcmGZ5A5BlQB+ZmJVADlghOHhIBRNqtsTXbfwdIZmaAnUIEnANpt+BrC+dGG6Stz34PsAoMgOGsxhM0nq8BEZEs1h6YF7wngHfAYzRpK0GdLAeKCRTIAzR8JJGEIRmibvISY85kgJbVREi7BYDb/ATwPrDXT1BXzNtnErznFV/YZ0giNanZOzVg3Tl3mhmzYPvnACfAS9PbT8z4rysOcB/oBwQ86QXgB9pgakQxjQ3b6ZHtBu6gcwY0gK4DHgI/ZbsxZtkddAAeAX8YuTkF7gIdU3YF94CQiOoclcdz4DcEdQyIbDfihFki37Vuo41ERJDdoyDbCxDpCqthGZhP0Fg8NUOngaF1Y3hBcRLC5wZ80FNprTt2jyRb3t9yRTmQQ4K69txOFuLcJE7AXNbvb406jrRbuM2gA6Gxj6qgEPOoS8IQLNvvRaQXgCe27y3FtV4osf4k1l4C3gND4B5aAatoYp5cU89wGgKgd3nfiMzZcyldQdVcAoNpCYB6oG/ffS6VwRuC5K7iNoQS7TjAuRnvVU2gi+YCx3s7/vcvkOuKG8H+3FV8nSqYhBTtJWuAHO/tTGpA/jZMoYKRKEAP9UIX4N/yKoeHh6PVjY9ZOzbjSdUEQF1bZtrNrv6bIFA2GbkpAl3gRbPZzC045+J9lSehx9j/BDQx14Ln7IadpRFNQg+t9T46zPixDXv2YRp4AgmjESs+Scr4bViWhA9HEfy8mY1XdZMQdVPQm5JEqf1+JvxesOaHk3gmrBTTzISVIzcTFkg8E1aK/1HokZwJLvwyAAAAAElFTkSuQmCC) 4 19, auto;}
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91.826923076923%,93.169230769231% {cursor:url(data:image/png;base64,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) 4 19, auto;}
93.269230769231%,96.534615384615% {cursor:url(data:image/png;base64,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) 4 19, auto;}
96.634615384615%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACpElEQVRYhe2Wv2tUQRDHP7M8whFCCJIiinoKgnIELCzkwO5MI1ZXJYH4R9gEQur8IQrJNZ5VqmAdLKyuSCnBRlOIHCEc4bi12Jl3+969e7kfiE2+MNy9md35tTOzC7e4xS3+MwRIInKRbAD0I/onSIBFYFl/k0jWB66Arv5O6kQ+oNJAEjX+o0ThA+B6AgcSoEIIZFH/mwM9DeJK//fjTQmA36mOaJSP57bGjQizMMN3lL4WrHkJ/FYyRwC4D3gjv1P18bfKKzcYXwPWUx1+lCJ967q+gkbWBZ4CjZzihvK7jE+/1dAq0PEevC9eGMk6wIo64Jym449SDOOVFaBTBzrGEBkKRYDPrZQnkjpxps47p8p7RGeiMN5NxecsQhHw7VbGKASeGVf+c9U7SAoUToMBoUPqIpx67xG14DVUEcG3W+rEJsAGcKn75nbAsndZtkiam/HnCVDVvTe2Vxkc4RxtYI2FZUCxQdT+s2agorSgOhaAhoh8MUPpUQwNG06AF4Tuup4lA3Hr/SLMiVXlpchFnR6DDrxv5Eb/MlAjO4hqys+jAjykeGiNJUPEewYszZMB+HDO3pFPK75oBKYZEEk7QuEAN18XvKvCm2GriQh7R0OjB1tSVAMj0UyLTNUfbA0njm+3kKZkFktzM3Ui144ZTFMDCeHGe6LrXjNhHRTpnycDA+AusATUgXvApyn1zDwJe4RRave6A04n2ahvDHRv3yaSDZYYxht3G9o9YMomRR34iV7zdp2uKMUwXv6tWORIjzDdON7fzQhzXdAALhi+ivow/4vIqaM14C3gj/d3be97wPt2y75fEWplwTYL8Aj4XvImfKxej0uzI3TLGnB2eHiYCra3t0eGEeGRe4Een91mcXHk0SekeRxsmpYaz+lL8Rft30Bza611LwAAAABJRU5ErkJggg==) 4 19, auto;}
}
div.testarea{
animation:rwdcur41784 3.4666666666667s linear infinite forwards;
}
