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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMklEQVRYhb2WLXOjUBiFHzLVnf0HAVxl/kETV2Q6EfhEVayJy+yK7tTsxKyo2vqITJCJo+sqkVvFJap2p3+AFXDhEiDhI+QYBu6d95x73o+LBoSchlZhTyNcAfx6WSUfPp1HALz3Dxz/X6fkAL3DD9fj7wAXIZcE4Q/rJkMu8XVqdy6iB5HdkNovEaemSo20E6CKUPHpPBK705mIRECc80J0KaKnkGvftn9zG7z3j0J3ziqAtNC0uPAuhh75Kk9EXKIljwVVc95ZK54lsN7XE7HBPqgVs5UASbyxLQDuV9tkraqQxgL0vh5ubIvBeITnuAzGo2TNc1zuV9tKInJ3QR3y5110Ykk+nc2T941tZVJzVgGSxD2YXYfvVVA7BXpfD/2fSzAKFkX08DwXSGviWCoaO+A57tF3AH+9PBnnqhG7AXhpzgEe7qzUFa96qNoCgn2gmZN5uLEtXn6nJyxyQBVYhlZtKC02JymRnAlApVZsloIY09k8sp4o357j8rzbJt3Q2RyQEHeLzPSDqBZUFyByq2wmtBpExu6JxdpnsfYzaShCsA+0IhG1BUhyiE77NjN5m5mMvpBzQyUvi9eqBuQolnXwQLkIva+HRUJqCZCVX9RyKpTb8eQ13ciBwXiU5FySyepXC9BfLzEn8/ON4ngIYU7mGEbRZVCcguHtsPRWbDSI1IBCiMwPiWEYCCGSvarQ1z+vOb7Gk3B4OwyFEKjTsMyVMvJWAiD7L1hGXkYs8R9IL/kSF1we8QAAAABJRU5ErkJggg==) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACI0lEQVRYhcWWrXLbQBSFP3mCO3kDS2aFfgNLrIL2BIhbqKDEU5JpQTplJgVBDRfwWFBhSlmgYIMsGYV68gIqkFa/G0XRj3uQd2etc/bcs3dXAWLehtJiTSdcAPy6c7KJF/cGgODpGfdwGpUcYFKd+LD8DnAWckEQ/zA/lsgFvqyt0UVMILEbcvsF0tK0yUg/AUURRby4N6TujCYiE5DWXIoxRUwK5Mo3729tQfD0LHVnUAHkQVPS4J0NE+opz0Sc40g2fbRY89H7wX/DoDtTp2rmWnSMWn17EAFF4r1lArByvFZCegtQp2q8t0zmSyObC1yf+dIgcH1WjtcoonYZ9SFf2xuAbHx777G3zJJDgwqowj/Vx0VnZOhcArErUfP5PCXSJItDmH3dSEvRy4HDblubC1y/cVzFRR8BJYidB3kWAD5/MuWuDCFgbW8SggrufufOBK7P7EpuP/QoQXSMlGLohNXV0Il+8Bo6hVAEMDpGSvWIiVBCcgz9U3MzencJ1KkaV4mzk7A0mF3l9desa3B+Zv8ZRIBA066udwcAHu0Z27w1S0W8OwMy2wXW9gbjMiF+tGelgB52W2lH7N2IBIxLSoS390n4/FPeL2SnoddlJO4CgZXjlYSkFxHqVAXkZet8DPWF3uqVrC90NE17NTOdHNAXehyGIdXdQ/k9oGnlFvjw56HG1ysDxdoKsjAMkc3LyHsJECKA2k7DMMx+v/Ui+gdgUvOFxKiLBgAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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div.testarea{
animation:rwdcur119227 2.6666666666667s linear infinite forwards;
}
