@keyframes rwdcur45484 {
0%,7.9%,100% {cursor:url(data:image/png;base64,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) 10 6, auto;}
8%,15.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
52%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABb0lEQVRYhe3XsUoDQRCA4X9F5AgWh1zhEwQRKyuxsvEQVBBT+Bw+g0/gS9hFhGgTGysRaw0xlYWNECRFOI4gjMWuCp5wy+5gCjMQLtwNN99NhtsNzOK/h6lPkQRouM8EGIMptADzHjkpsAqsACUwAHkAM9JC1ISsg5yIiEDnCeQUZBMk1bi7TwcybAcQ2Wsa012C/NXherGdmPPI+ZwBjBkhkmfQ3ge2LCyuEz4dABjbQ+oQrQ1j2kDLXQ7vhC+gtAdbQxPhC6iEFiIYoIWIAmggogGxCBVADEINEIpQBYQgfN6EwQjoHgNHwBpI488A34g8g8sdoAks/pYX/RNIzVJgFzASYEEdIJJizNUAdp+x7+mJu5Rgn7gAekDffdcD2OIX93BwBzwCb8D7j7TCnX+JBSTV4ue3cNgBboB+6GroO4RfA6RZ3BdQ4tpni18PtYr7AobYQXIDt32mVRz8tuXLVHbFqO2Kp/6/YBZTjw/SkbLJdhY0YAAAAABJRU5ErkJggg==) 10 6, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
92%,99.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
}
div.testarea{
animation:rwdcur45484 0.41666666666667s linear infinite forwards;
}