@keyframes rwdcur136932 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAChElEQVRYhe3WTYhVZRgH8N8RGyQmsyBRESEYyWoaRCVyRAyM2oREMFQkGERtAi3a+FWEUEg7XbiYXNQuXLQVXNWiWrRokiKwIAOLgrAoCVHp7+I9d+Y4zdxz7x2X9w8Hzn2fr//7nOfjMsQQAyCsCM+GyaX6Wjag3WpsxVhNaENYsVQyPeMd8gU5SSbIp+QoKVz6Q78ZCPIL7sZ32Idd2I7phk6/RNqijj5HHiPvkwcaQcKysOflubMg990uEmH0PXKRnCNnenD8NvmDnO5Bt/UTvMQ/m/AVRjHFgW76E+Qe/Io/Z++wBAJb8KBS4tvZiFOL6b5JDuMyHmHHDXzQ4n95izw/YC2mWFvxWzfdO+qXY+zG1Su4WMtChdGKK02jqo1Aj7p5WOmKcBf+xfhhvhnB/djHISU556pZXu3opaXyOjlSbrl+nuHyafJzkSV8HjY0jds+gSmc4XGlBi9UXOjITpPLSp3sLpNxFS4xm64bU7gTL/IJvsZYPTV/rPivLX5+mmP/ani6I9hLzpPj9c3DeLh3IR+KzrrwZNhSPwvp3or15F3ySnHwUFjZcfoh+aycb+p2gY/mCKwKq8PmMJEesm+SHPt/HeQ4+b443R+2pWR5QQKNDBwNz2eABdgkEOSF4vCZ8ES9lse6Ba9/rEmpo1vQ1oYdR/MPNmINHlVaa6ZipovNonF6Sces8VvF81NKLVxVBtN5/D1I8H6RE/WCeY0cnKvszWHyYCPlk2RvkS9WG4PhDbK/DrKLTJNL5HfyZZmG2VlvzbrVJtp89pWeTutUXD+EPcofk7P4WNmYqMI4RnCt4tvbRmAemZXYpiyXmYprDdmIMhX/ap4PMcQQC+EmGXICpFjvF3AAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur136932 2.6666666666667s linear infinite forwards;
}
