@keyframes rwdcur191380 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHeElEQVRoge2ZTYglVxXHf/fWe7fqvdc9MzEqhoizTMQEhCwE4yJkERSC2UVFUCK6MTC7CEpgmLjTjQwuRDfqyo1iUBg3SsBxZ0BQcDOLYSY4zkd3v/fq+1bVvS7uq4/32a+nu6dH8Q9NV926H+f//uece24V/I9BdG+u//m7djB6gifPBejKA8AYxbOf/JZYOfoxRK97s0hmZzTCCp9/ffBza4UPwNNPf+WxJjdn3M0bV62uPHZGo7lONZlFSDvEiOSxItlbbFgkAyBs3pAadZ4bFHkEdz541wI89fHXzpzYEqFFDIfD9kYGzaUjk8/13bv1e1tfP/mJV8+E3FpCS0RMNvdc2R5q1CMJTdNWzf4nccLNf/62IeebjL0o4rnPfPPUSS4tcPPGVXvhQx+bU2MRBoWyPQRDBAPSMGmehVGE0sVc/2p/AkA/2wfgfmB5/uVLp0JuSSEVnAMZMLRuvURYdnYW4kr4ZNMMwaBtYqaoKdG92Y+ROiJeZ+jkXsJHPjrkb7+8YgE+/bXLJ0ps5WT64HeNu8jd4XIH4SPlgGws8ekzCVtFDIowDJt7f2+fqjwgTnuocUqWTvB6Gb2kRKoKoz2kqsi9imffuHJscmsnKKvrjpTNlx8uELJywHjSxliWGooydvOMNUmS4OtJQwhAFRXCpty7cwvpjSiVbsa/+L0fPzSxjQONfd8CGJM6YrPULaVzNWF2MNMCKwfoUpLECRYFQJ46gtFkglcYqvEdd39nSt9o+rLk4P4+vTxcWhfAVDH3wwlf/NGvjkRObnwoXhA1AeldWCDjDBfnd5v+w1Hrnv5gPqnk6jwAcR8KqShMD6lGlP4upb9LGGVzf7cmOakJ+MObX7ccAVuxt9XfLYCVrVs4QgorAoQZYPOKLMuQIiCMIkcizYgmzsXySUQ5iWfXMcrmRFGMX2miyLWnaQq4TJmPIzzh1vPKkokuePPX7x5q70aFWjjjhWn/ViEIllP9znmnzHA4ZLS7A4D2QAsfLX0yOcJKp2xJQImbw/o9SjUksh6T2Tbwk9c/f6haWxES3jOiJdYl6WBlivBn1bnN2N1xhi+6XY3d2TZQl1layoYUAP1dZHBhG9OWsKVCjpQVAbVaXZhO8bpJpaNAqb6bz/cZDNz4qvL5wRc+t1GlrQkBSHlxRsqhe115ZqNKVV+SS9u43Sbohfu0Kaq2sHHrnvWAGakumUUEQYCx2VL7XH3YwajTrqUzSQOa5Vi1cnX8NvZtfHpEdFU6Cfi77Y+Wy35zvcntHoqQlBeF6CggV1UTwGjUloo7589T9Y++XFelUoKlv6H3MRRqM98yTJnM3XezXS633yfDSJPbxYiCVFsuv/TcyomO5XJSXmxIrVNJLIX4dkiFpFQKIQMK5eP7PlVHHcua1wIPtVoH61xP9cxcvzSfTxK6E2pxMq/oKuT56h9sEccn5D0jhM0aYlamG/sX3rKnKrNAXrRmTbMYseGwuYgTyXJWRoCeUwsgi8dA63ZaOLfPeqvjqE7Zi5hmMdqbT9fvvPf+yhg+EUJSvCBc4epICZMiTKtUfeBTdt6GKI7Xzplmbrznu/JIVZo0Wd7blmw5qvFrJ5qRSqZ75LQnWNlJCrVCq1CTqytugDzvjO0odPmPf1mbYU90Y63PT5aUnALL6mDvEqsTQu1u3fgB0Pl8lhTMv4BZsuGINh+K0ROfFcDcmyCAnrd9PdaFR0G/LNDpFIAs25ztTpwQgB3fp8K50HQ6Rdi8cSktzMoxypjG3er4WYRHQVVtjqNTIRQmKVW4P1uhNSCanWRrFNKFwn6aLmW4bvxknT1oXXarcSqEnvrUlwWADm8DqzfOTJbN9eI+VCPWjkjg+3gl5Fm0sl8Xp0IIHKkHd+8Rxw+afUhaTRy35JKkTdtdd6vVCWzZxM827ganSAjg+ZcvCRPuUYmcNDpo2uuXIptQ5W0fr3TZ7TB3gy2+PhwX03DKOUDwYSQgrUu7YdoqVcfPOMxALdvsURya3WqcqkIAL772tti7f5syvIuO95p2Vbq96CCPqWbuZpSYSwZVHKHTKYICU022Wu/UCQG89KUfCkOMZxJ8pvQrQ79yhvfL5XcIdTIAUOXmjXQRj4QQOKUMMWEYYXsunmwVU6xw+sCW5LpAGkdMGM2V9/6x1UvRU4+hLopsQt8kRNM+ZekORP0SSmAahuTWlToe0CvyJhkIDs9uNR4pIR3fc18uxAC/6hPF4KGg84HMoyDXBcrkeBQIo3nr2l+3fmH/yFwO4JVv/GLOMGVSium4ua9TdVed71y7fnJfH04Dr7zxUyFtgin2UFWJZwuyzKXwfukKUdlR56h45IQAXv32z9wxI58gvAKFRllX/nTrtjgdr55gAx5pDHWRp/9GWslAwrSCSeYCX5ocVRZIE2+d2bo4E4UAXv/+NZHblAd37wLuiK3TKV4JWhcPpQ6cISGAr179kxC9hCoZ41HglS7LWZM/lDpwxoQAwngP5eVkSehSdhZtVVWvw5kTuvSbG+47rpk2551tqup1OLOk0EWU3yZKAyxH+j78f/xX4j/FzYj+ydvpiwAAAABJRU5ErkJggg==) 5 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur191380 1s linear infinite forwards;
}
