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0%,3.9%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB9klEQVRYhe2VP0/bQBjGn4uCzNiPwJSBdmgYMjBkQYIVCSEGpKhDbUVemqmfwxOOHKZILKBKWUHKkoEBS0aItlIz8REYD4H0dHCO+JLzHwgJLeKRLPvO7/n53fu+toF/QlISUvJ1Ad71P8sl51vCogZzB1Hi4W2mkbq/MKCFyyVpykJeZmbSQh+eN56rntM4RdekbmQe3fo23oRgN2KwGxEAZMWjrHh0ScqK92K7EqZJl+TnT5fAajxuXA2Mi5eHLeP6mQGAeMfdpXomxPKwJYKPEbEKOCdrYnJ9EdiSydiUYuvPt/horaeaZM2nxZaygpxfawK/Afu4qsMkIBr35vIU1VQGlFTK7J9j887WpTG2cTVAsBkx2IzIgwt2V+qzAUzVyw8BP4S9/YBOr2yGuIkzoe4XhdAArO9fpiP8UBs6Z3vo9MpaGSblnFZhbz9oG0lrwjIPbym+fhAAoM6TEu7+4zUPjtDpTcd0V+pwTqugH8IeQSd7SlY8miBKaaax2cW4KeU1yKEGk1TjZgD6IdBPe5pZqU2oSV6DlqVN3Xnnj2WwWuvxdR/Axjgmq0xKuV8yLQtKI6MkhHBrgjuj2A09XLg1ocoxWYZ8gJ0xgPgxMkma9+N5Y2wCXrg1c39lmbfb7Zl/Os1mM9Oj8M/kKTB5pu9K6i97GQyRunSW1wAAAABJRU5ErkJggg==) 1 1, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe2VPWtaURjH/0cCt6MfIWRoB5fq4JAhS0BXQUqHgnTwXuQusUs/RIZgFmvVoQQCIaWQ1YKLg4OFm5a8QDOUfATHKxGeDNdzfI731RbbFO4fLpzX5//zOc85Ak9CrktwXfq3AKlSpUr1v8km+juP17pGGwOj/vS3Am88U2FgSYFF1GT3lUMAYH0uCPd5Swv47K4ZuTepMqHmOUcZrpqHjf0xAE+b+W4HuPXaxvu3oQG6OYdkplYB+ZcIQNSzQm6YHX5S473BLxg/D7yvuauZ8P2y4MIyFlQXCsAm8pFaNwWBW8A8z2ubOETtYaTabSEi60LUs755BbC6WRaZeb0075UvAwPXfozQLTnULTlE7QmdbO95oBFHp6B4R2aAVzgRET58W0JcbOH7II+jF8e+YNJYgd2PtH7QzcnELeDmAGB9fY2X5UvtGFZlDfIwK3MtXti1jb3L1J6QsN+w/il6F1swK3PMWmM1frK9B2uQBzFgPh8GEfoOSHPVca9AdAcOw1W7H3nmw7iftAaAZm4Y2tCsNVbHYDR3vfYQwP5yTdQxSflSQv0p8euiZUFqYcQhhF0UVF2s3deXC7soggo8EMAHVF0CiC8LE24+9MYD1zJ4YRfXL0LqT+nj/CyOMVKNRiP6cUoaqNPpJP7ziTNNxfUIXeL+SPVPNAYAAAAASUVORK5CYII=) 1 1, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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52%,55.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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