@keyframes rwdcur172256 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTElEQVRYha2W2W4cRRSGv6rqnp7FHnvsmckYHJjYzoKVEBYnKAlikViEEBJIiCsEkbhAgpcYLnkAyAPwCChckCtHIQFMAoEk7GZsjE1M8Cxx90x3V1dz0ZMFEMTLHKmkVqur/v+cPv9/StDHiGvVEWD/L9327LCjWGlJpqck8z8DEhwFd++ChUUfE8OudP5B0UdwCRxmj3sO36I7b9P0NZURCRa0GpCSksx4yMqiRgANP0D2CRxgAGivXAZsQ9oWDDsWv10zAAxlFbYEYnCUpDIF9z2i+kMAyAISWBuzc3vPnu3CDo/0aIiQgGuBpbBsAa6NHwIZWL5I3whYtz3ro+XC660FBzybu4YtsATEJBwjGNstgYiG+/eN24kBIA+kemSeHEpZ3yHlPnIKBKBjdCPEKmoQhh+/UHSjaPsE4lq1DFSAYZKKZgGwxD5KdvLKGGgGWIMxyJgfroR4OuLhmW1WIK5V0/8AHgbuaQfmeB6RvA4NXNcw2k2+Smu0gUgr6KhtVyDdWyPAA8BkTHw8X7BgsAMrkig0tHSAd83QMSG79yimdwORDelw201oSLI+DBzsaHNcFANwulz7TbPa8VgIrtHUPuOZzAvNTsTpTwEF2IZzn25RBXGtasW1ar6X/QzwZCvUL1/thKAMbivETnsE1jph7DKRyZeAS4eKhbFV32N2DsgELKyvsWkn7JlOnoT8FDDTEf4JoxVeYCjNhJCNQPqAi3gOEdeqqR5ZCRgm6y0cEK8gttIDKW5VLsuD7RPdC4p137BzQkEuoHkB5hbh6buqCuqIWj0AgtvOEP962EDmeWC8l/06sMSRRgMvxep5SXkacBVryy6z85qXdpVsUavrO527oR6Ia1ULmOBWGSuf/9loEAExlA8AjmFlyeXc4sbBYeM+cAMYQF9stk8dfiIFPpCKIB2weAbqrRbP76wqUaubDZ67YRV4JJLjo8XGZxmlIJIQSGjbXDql+GEVHitVc5sBh8054fLcWuPq/grcczQCFcDvWfAFIynJ/nFnUtTq3mbAAaze/y2SlNkD2qJW7974oCehLEfqVw+lAXcIOgpyEWQNv34LO7OZN4HfNwsOIOJa9UWSadbsHdIElklkYwHp7/16oxNCJTdE5WHF6uc25YcMS+cjxu38G8BZUat/txUCFrDnzFLnXSUhq9T7B3ekPiAZLI8CxW+uN95pdKGQyVGZUeCBVCHIiHG7MCRq9fZWgG8SmFvpvFseAARkUtFbwEmSwXKko82rFTvHgUc1pC1YU5Dyktb9qjTK381lSyEP3euwp+xQyih8DZea7kngCGn5atoSlCZiyFj8dFrDiMcns1CMS6MkqtiQ1v+XQNgVoAWFokwujEJCPngNqRHDEYxovjkFU48D63CsWJokadi+ELCaYQgBlAoxU9MhoAh/dbDTAiohyxdgx4CCNnClcJBb0vVErb5dfKwray7ECv1nRCw0Tz3tYNshaAGBwetKhp0ArhSOkWQtge5GrfZOIReut1jprJHJtJgeA/8nIGUgiqFtUchBMS68DXR7KyDxj77cqGVgoDQAY4M58lYWZ9KGlOHryz4IwegEzK933iPxCnoEbnjE9gmM5WFnPkfOthjYK2HeIbyY5f77HBiIAMPEfsO8/8csyRhe7wfwTQI7BiGTsigfBYQh9EAJIBZc/rrL2fMepD0mjrmsyvrKbXv70gPWzDOArcG3+PJMQFZIxgYV+YpL87LG14DtgoJGB8oOAMFmp95/hRTPIpqfucx+qFlqaUh1yR/ogmlx1XUR0oUczH0Me51qgUQBm556/xV/AepyEhpIttxdAAAAAElFTkSuQmCC) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur172256 2.6666666666667s linear infinite forwards;
}
