@keyframes rwdcur221980 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbElEQVRYhe2WXWyTVRyHn3br23YtXS1dKQPmYJ+wD3SOjcw6EJMREY2AJBoIJniJ8Qs1KkZRw5XhQuHGgIaoiIYECAKKgCHgFBTGJtsoC5RtbCvruq5s5V379u17vCBEBjKFteiFv7vzlefJ/59zcuD//MtJu34gL0d60MUiSzqXTvYzfNdtxFcvZ4htq/fKy6l/q4zaFXnoU80cCVBklaLaoHndqZp1j0z6YoadxakWGNGCtQvLddhccyipq2bWkkyP0rxgevyC8Eyg9fvu1LRkpED1OI10Yz7FtXWMc+qpeFIqvXfCPF3z/mmVThr3dBFKhcSIiK0vLhZXBoaFGhciHhNCCCHOHhVdS2n5uIqKZPPSbpxYO8uko7D2WbSEia9fgUQcCmqw1SzNqg7XLyrR96lz3DTv60ZJjcADUoJCzzIm5Ds48BFnvll/ImvogsykEgdFD1lKpIHa3o7zBTMdNB70M5B8gUpjnCnlT5E3OwffcTYfaNij7255Kce7837G50wie7pUlO0oM/hb5hdn0lI5ns6jAUTyBMoTGq68OsrmlxK6iPfIvov+YTba9cpu1XvEYB0OlGBzGSe7xjsLlI4672ViD0+k9ZD/zlpy00Oj2zQMgXNBEiq4pmGTyA9ESS/cSdA3xJrfGppWDddvG0QOk5Vflv1aedp6h5FNr5bgTIoAAAHfReQw2LNxSGQ4pKv7avYRrdrLlz/6WXrmdFMjvW0aFoe0Mp+nq5xsf2cmxckR0NQ2roTA4sBlxmmXcFy/vPAQPxzrY9mhztjugf4+DGk6nshh7lw327Z48GzxjFUgHu1iKKhhtjHTobPJCSbfuGVlPa3NYZ7Z0cFmQDMajXhc3DfPzXa7RM3YBBKqFzkcRKeHvNk4JDKuLakrkHxLyP3pUWZ4XFS5THx39rIIkV+DwWzBbcY9183OhsdZ7l3057lbJf0vZ01WhT6fzNRKmFiMlPZLDoB4PisdeGGqSX5u6jjZBNgqhJBUDSvewwghUK9eSJfbzIb2CAXAu7cvoCoKfb4eBgO52FxIeqwAGEwenLlriEXsXL5EYsCvtUfQumTkYFQooRg9wRgBReNcRhoBUxqn76gCug/PIz6LRBgMgMWBNR2beKNoBvbsTwA7gwF1a4N/V2MI76VhOqwG2gcVOt1mehSN6EYv6t+BR68AgCK3MxSADDu5VqoxWh/DbCsk4OPTX7s/77zCKlWgfOlD+6ew2xOwOC6gKiA0ppTOWoxrGsRkTv1+urFH5s33m4iOBXwtt/5yGUxtgEI0AnmzwWSDcz8PHuzhvZBCMBlwGK0Ck0u70OmjxKMS6RL0trH+eP/m10+yK1lwGK0Cfb4oclhGVUAOc7Z+/7Fogg+SCYfRKhCTo8S7ohhM0LSn0zfE6rdPEb57At7DKpluFZuLo229G4BjyYaPLtB+QibTHY6F/IcjKlsWHBzbdbtVbvqQXEu1E5M+FqlQBSsrvqU/FfBRBcruQcux0lqwg85Uwf8T+QMWqsSsiWAUSQAAAABJRU5ErkJggg==) 4 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur221980 0.83333333333333s linear infinite forwards;
}
