@keyframes rwdcur256627 {
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20%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhe2WX2hbZRjGfyeETSsOVxlj/Sft2tRsRDysXniRmdilOFFqc7PLiRdju2ggGXjT1ptM2QpNwF0UCl70xsvqoBVq0iVgvfFPD+yoWdIkHVvSyYqZrlDX0u3z4vSc5OSPyTY6d+EDh3Pyvh/v83zP+37nBJ4l+GWEX0b8Z+Ti5pTIzT9dEdZqwaFh4LImIqwgPTUBv/xwZmPnsen8Rcjmd1+IBTT7S4POE1PcXWcD4PxFzZHdaovFLyNCV6ZMQd2J/fvY+Pm33aAtwmjB0LA5kb1FU1e75sLdv4pxH2YnPufJWmMFyCfOVJADtB+kKXsLjh2B+A55r8NhrGsdGICJCaGLKBXXqDAraMO2fx8bpYm3+rT7sSM7wwjo5C0eDwBCCHodDnyqKvR868AAuatX8SmKaESEBNqADQ0XRbQf1BwAuLYMX12G4+4A+ViMFperosjtaNQQpSMfi5FSlLpOGEl9ystnoRb5ajwOQIvLZXq2NzcDsDAzA1BXREWi/Ljp5P1eLwCJQoF4OIzL7zeE6MSJQsEQoGNybAyoPROW8kBYQXqgQPe2g+PuALFQqIL8XDBoEJW6Ym9uZnJsjEShYMTcgYA2J1R/j1So8oF41W4H4HoiYewUIB4OY5Nl+r1eQ4yOc8GgSaQ7EAAgFgoZw5tU1QonTA7o5IdOnuR6ImEUgWLPS0lGIrOMRGYBzWq976WwyTJJVSWpqtUMqO4AgC5ECMFqPI60vW3soqevj1ank3g4zIV0kr9XlvnU8x42WQa0tugurEYiNXdf4QBow2Lpg9QLCTLRaAU5gGVzk9V4HJffz2h3L8939jASmSWlKKZa+VgMYbXWJK8qAODhT9D9QDbFkqrKaHSOLdoA7XhJ0k5NIZAkiS3aSCmKqV31UPN86q3QB0hVfwdgPPM9o4dt6LkWj4dYKMSFdJL7N9J8cuJDAPawhk2WH/09UC6i1+EgqapsccCUCy5ME+x/l1r5PawBT/6xwgfCB+JOdE7cy6TEWQ4Y19rCN8IHpti9TErcic6JWue+HA2p84Eo3+H48ncAbN7Msreji497nKb8O4NOPrgyU7d+1SEsx9uDXuN5cmmR8fQiSBJIEntfOQySxHh6kcmlxUbKmdBwf74e9D7SX7JGdt8wTtMm9OsSHSI3j5jwnBKpvBBfvq/dJzynRG4ecYkOUbq+Xu26Kk/TJl53vwlAJrbEOpu8yEsAdHqOcug5uH0fViK/ArDOn5Svnyb3eMdQE9AlPvs2qxXMwRcfdfGa5w2DsBSdnqNci/xI+fppso8vQBNRtNJOJ6JkdvP8QSsvlxR8SIIV4/e/7f5/PBP4B6F51O9pLmKOAAAAAElFTkSuQmCC) 0 0, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur256627 0.83333333333333s linear infinite forwards;
}
