@keyframes rwdcur63554 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 6 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGh0lEQVRYhcWXXWxbZx3Gf+ccn+Pjz9iO43y5TRqSpYnStLXLVg1UTZW2CQmYViQmisRNVeAGTULjFqHdcTGYgAtYGdLGrichJJCQBhsVrBrYJW3UdOvapvlsHNexHR/7fPkcLs7xFtY4adcLHumVj877nv/zf5//835YoAtyhdwMcAaIAOPAO8AS0ADKgAMsFfPFRrcYDwKhW8fh75xxs89NEhMm2JLuUM/+8XvACjDkDykDHwPzxXzxcycgdusYXMgz8OFTKGKU0a3TpP/8k98AGb8peAoEgMTnZt8rAaoOVrtJ+s4J5HaUvkwE4BAw6ZN2yhDY7fNcISfmCrld+3aiawken3nRHf72MULjaczQFluxq2wFr4C8OQ/8HlgEruGVwQSigA3owICfXKdVi/mivRtPVwXsNy7GnAUXRzcx5RrbB99DCJUBZoCv4ZXirk/6GDAKHAO+7j+P+kmJQCpXyO3K070EwAZXaG2UEZoB2tU2ij5KwB4Az4hHgQqQxvNEgE89EvZbhk9LpOzGsVeN7NJKnfiBCrZY4cjczzEjNbTIMitDr4+5bXfen3kHqv8bBWaB5o4JlvGWr/kwCtiONIF+T0O8p+LqbTK3v0i8NkGkfArgIyALjOGZshM86ZOn8Ex72H+O5wq5+1ToqkAxX7RzBUIrL862hox+9PgW5kiNSt9lWj1XEWThJddyx4BbwE2ghGe4G8DTvjqX/HdVvJI4/rhP0HUVdJAr5MTKd0+2Jx4fIZYbIK4eYmHyp9hug7bTxK3ECDlZrLZF83ac0Kl/nQfyPqEO/A3PrA2ffKWYLzqd+Hua0FfCSb12KbLW+g9Na522ZZKuPUXMmCG6eYTeRh4xbRDMQOzYGsb1iQu+Cro/8wqeAVNAaic57G3CTxQAolr6FqZ4iLpwk6CZItLI4q6JBLUkhlpCaSWpqPOwtIx0+YlXjG+99Rz3m875bPx9FfCRkQMyQSNFgBCyGQdBIJzIIByAWHUM2YoTY4Tp0Dc5Ef8G2ddf/YOvgI5nyipQ/2zgfRXoOf9CWz0WRErMkZAmESMCjmMjG0kaPYtIdgjBFdEjZdb7/oLbbzJ99Udk6r1sX/r++7WTvz4HfOCrUXmoBJ4/84EbDlcpxYvYQZ3S9HvU+t4lVv0SIWOQQDuMI7aJVcYwQls0o3NEGkcREFATYXr1AWre/tAEysV88T4Fuq6CXCGnHH/rTUMNhyk5l1k8/TvUJ+sIioBZMkktPE+ycgRHMklsTNKKl5CNKEEtQbCWQjBltmO3WVhb5++vPtOVZy8PRBVVQQ0lyQzNQkL39BLANV0UK46hVhBckXtDc9wYfw25FSNYT3pjFJuYNkJ0ObaXyHubcLH8V1zXwRVdhipnsKs2xqpBdPnLDH/0LLHaCK3wBpZSp//eaVo9G7SSmxixKnZYw4zXsNM6u+2AHezlgcZy/RIH66cIhBTS6ydQjAS21CJVOkKw3oMVrhPSBnAkE1dwMNUabVlHslS0+CqCLdJIbQLM5gq5JTwT2jtvUHvuhLlCTg2//NXWcOIEvaOHESMKoiAT0FXaiokdauJINka0guCIWOo2ohPAUjSWh99GNlNst0zszMUfAPP+hBvA9WK+WN1PAYr5ov7YE+eoXXufA/9eJzk4jpqOI42otKbvopopwuVBJCMAooisR9HjmyA4mIESDWUeIWmDjYp3sa3jlX0a+Oe+CuzE2NGX3Wi1QlrsJzY8gPHCJpHSEPJqHCWUJDKVxgppCAJIlkp5qMidgTcJG19AmDtK/eRvfwWsAtf9RN4t5ovOvhtRB7fmfiwATE780I0vbpD5xRTtmIN1cJPAhIqWWkPVetESqwRbSbLXniW1MQsO3HWuUPdIQ3jH95/wt+UHTqCDD2/8TMiOn3cl8yap41kCtRAqaYLlHgBi7VECRhg3YCNZQQRHJJgKAFzEO5RsvP8TwIOfBf+DlY8vCMKUQHu8gTlVw1jcgrbXFzDCyK0otqoh2QqWrKHpm51PdbzLrN558dAKdNC4odE7PIK4LWM1dEKrfRAByQriBGysSB3XBUoCd7/yhox3a7I77n/0BFwTLspIqoqdamIbOm7GRtxSkDQVpdWL5mxQOHsu6F/Jy7vFeeBVsBueHnvFjSr9CIJAZuY48ew4rmlRXV/iwttTDxT7kRKYGDzrBoUwptNAiaTpH3iSd/5x9qFiPlIC2ZmXXNexcESH9flfPlKs/xv+C3h0jf8sPe3lAAAAAElFTkSuQmCC) 6 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGe0lEQVRYhcWWTWxcVxXHf+/7vfGbL894ZuI4ceI4H3VSSmYgLSwSFRVRWLBASEhdsOmOrqgQCxABVbChiE2zggqkCCQEQi3dFJCyIZTQVvMgbZSUOHZjy449nfHXzHjmzbyPy+K9JJPEdp0Uib90NXrvzj3n/875n3OuxBYoV8sTwPNAFTgAtIFZoAP0gVVg1ak461udfxhI2xDId8/vqx88fgZ/Yo2eG9La8+ZLwLuAG/8tBP7tVJzVT0JA3uqlU3EapX+cwtSGSW9OkZFHMRpnzgITgD1AYLRcLSf+5wQARMJHWbGQQw1ZGIipSwBfBqYAFdCBUrweGep2G53eCuplm6x2lH5qjcTFHzJdeONZP/u2H58LgRFgsVwt/86pOPOD58vVsh2TBHCditPZys+WGogNyOM/+nYwNnkaMR7imZs01A+YbV1FOv36G0AT8IF5YAn4J2DG5Nx4f1CkrlNxmvf72TYFTsUJl29cYWX2Gv2NFkY3RaFzHPtkDTWlfjV2dAvoAuPAp4ECMAwcAfLc1QuAWa6WH/CzLQGApe4qrQ8W6bzVQG4ZuNkG7p53CDshsfENwIp/DwKZmMTJmND9+ngg5TsSkHKHaffr9GpryPMaqdohnnzzD+z/21mA60T94RpRKlbiYyWiajkMHBtwGjoVx38oAh9WvyvNBdeprV+hMf0eUltGyAE57wD6hedfjEk0iHSQAb4EfAN4CjhFpIl8vBeWq+UH/G0rwkEcPPSCOJafovTZCu7TSwRKD/cdn/euvYY1PMTI4/vo5mu4qRXMxxYghNANEb54HXg5JukTddFbTsUJb9vetgwHkf39JWn+5TVhqAnMfhrZ0BkpTHBMexJjY4S8fpy6/S7LyT/T/8hANjsLse0FYAxYjk3pRNq5Uw07pmAA9ubeGbrZGmIBkmv7kYYk7NFRsunDJLpFCo3PkHY/hTZ7ELl+dIxIH3nu9oLbuOd5VxEASkZWQ0noYAj6ZhMhh1hSgaFeCTwZs12ktHGajLSK6PrcWilMurmLfyUq1UG4gw8fG4GnH/upKL7yzemkMo5RzJBIFpADg2uTPyGUfYQkCIwurZFZFM/C0DP0EmvYYZb8H3/wLaJmlCESZNOpOO1dR+BrX6kK22tTCx0CuUc3dwulb5BpHKVSPYfRzCKFMp3hGlovhdq3kNojaH2bvrQBfoZGlG+VaJT75WpZHfAb7hiBYiZPbuIEOW2K5NIkmdoJsvVjkaNAIVR9EDJmM4fmDiGFMm6yTqo2wfDyEySzOexXfzZNVAE6kCLqlLdJ6DtGQLdMLHuYcfFFcupxxHyAqlr41iZSqACC2pFLDN+aQvYMAt1laG0vhBLC8GAoJDEfqTGGTTTE7gymHSMwe/MvCBEiSRLJYC/J1l70VhIpUEFIBLoLhNw48Rv0dopEo4jeSoMk6Cea6O00XrEJcAKYjCNgx8sE5J074dxF2o0lAq8PgBQoKK6B2jNRPA2tk8RqFzlw/etobRvZ1wg1j26mztyhP7E0cZFetk0c7jzR9a4fm1cBc8cUXLnxSykrj4v9o09RnCyjDdnIioq+nsZLtWjtuYkcaMi+hje0iZut00utMD35KqX6Mwh8gj1zcHcoNbi3DOWP7QO1bJb1xQvsq88wnD+MlRzGzOQwOsPodhrPatNNLdNPNPH1DqpvYvXGsDoFQsnHHLpKD/YBLaKeEA7a39UsAJh44iVhr6+Sl4sk95aQH1dRsgq90VWMIEfJ/xybI4vIQkHxdRTPIJQDWok5Ft0ZWifP/xj4F/D3OAoyEO62EzJ7+awEcPTwiyJ55CaZ3BiqrqFctbH0AmrJIlk7gFADNnMLmBsFVNdEyih01/q0orGt3nZ8e+12FtzBf6Z/LtXX+jTDBaR1DbmtoptpAHyrjTe0gRxokVBdC9W3SFsF4q+e595rvbvrCAxi7rVfS6Mz3xdmv4hIhLiskLYOICUUVDeB6iYI5QDNVzBqOeqr1+EMDvDR/ZfTRyIA0F5vQkIgdWR6VhOtYSOHOm6uAYC2aSO7Ot76OtMvfM8A+k7FecDOoxNQe3ihi6abSG8reKe6GK0oFUISsCrTai5z7vyoxK+2t/PIBD6c/YV08Ln9QjumYTojdFaW0RI2XaPBunuT3577wq4q7JEJACyGl9GFhOeFzLzvUFz+PBfeem7XpQ0P0Qe2wtiJ74gQD0HI0pVXPpGt/xv+C9nkdZGVnymiAAAAAElFTkSuQmCC) 6 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 6 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 6 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 6 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 6 1, auto;}
}
div.testarea{
animation:rwdcur63554 2.6666666666667s linear infinite forwards;
}
