@keyframes rwdcur203640 {
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,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) 4 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEbUlEQVRYhe3Wf2iUdQDH8fc9e+52d7vdzs3mPDecUys3OW1plOSUISohkcYytB8iZREUKZGWhVNbPwgrCimnGCJIhoYphERNsbiZOtG1zXnqvG3X7XZet9vt2f187vn2RxFTp65503/6/Pf98fB5wffLlwf+z11OxsBBDU7LWCZvsJDrzcQU7MEr7qjm1IvC6lwsGrbQeHk6C1+YQoXxjgI8+4UxUC8OXf5aiD3EembzzLqR7rzqCJ4dWy2Z7MwpqqK8YK5snHhsSWVvqG/COKb8ZmOM4uNi2gHSwEHchxrzcUlT0UZXQEUd0tuLt6wopWL3KOyOtLcPFvcusSzZL+JiQNq2C/E+x7uf5J2KEQccXyoc0S7R098pRONaIQL1QmgpIfxHhPg+T1xZzTdrXmGnOV190rUTwRN4+t34JRn+2Ad7Hrng/v1NfLIVpn3G6IVlSzcbsWx9iuridAAyrp2oEtVxWzlLcmdS3H0YDrbt/M5XH3sjsbfkAZOdAlMhhnFq2fSILzW/kNKWMuZ2NFE37PfiOsDi+LvCViY9WrCA8mgnnK1z9XXS/IEhbjnQXZ+UdR22Mn0OmflayT36/ux5AToUGwXn2jmbHA7guiNYiky4BUVTwToVdEj5cSLyWmb4u3CtP9n982pXQ7uSCMEE/bTCOTz3RSGlNYtYY00LAEC5yKVkCEyFYCHXkEchAJuZH9vEvJ3NHF3eHP/F3ZPsxoTVUMnK1yYy4+PlfPifL+egAKAjEQSTHXKx5+aQbxm4uJUVBz20PO/i+KkAHWRilsp5bGUBk9a+RK3htgGpCN5EEE22wL1ZD9qihO3X7qnl5WNuzlS18mtrghhmXY48k8fXjcexbD2HhwyQB5vUSbRGPQRMdvJHPQTaEe3f863Fawzjt/+Jxywh53fh2u2hpcZhnY1O0RvGpxwbQvhOA43DBuhziYVbiJjsYCwACakEcO5FNUi6jLeMwvL0KOxGHZL1PmbJBoyoCggNdEjFmZh31eBcvp5ZLcMCpCKoUQ+e3iaK9TYwYM4HyMjIqMgq4XXJnW3tT0IIHwpBrY9AIpwKaD14ExHCWpKYHVgCDA+woFlHQ4UI9bUCGljILdqBr9QyiW1xP9Z4Mq79yFeHz+N0Z2Hr7MLlN2ENCbQ2lURsPI6gjCF4q/IbAv7JxUQQEgEoonRRXtaYSlWhJBmGkxxwBvFURQkn8ijUzuPUBn7YzNGhdN8ckFI4b52K5tmHNCaraFKGGZJh8KYu+HvwvfoDn0cAmqgbctlgudE7QG8jTTkOIsnQ3xcRQFVQ22mszcTcdFutQwHYn8AvWwhKMqRiIFRoEw1+heCX21iljjjgzMZoInQaJft+UBXo74mrvfg/2sYqb7rKbwo4xCehc+/hzS6FVASu4P5Jj3FHOstvCminMXzkyt4TcT9Ek/1h4NONVEbuGKCebzUvrnOhMxBDOaiScKa7/JaZzMOzNnEsvj9TTB+pjuv+iK5elIWJbG91qvLASAHuev4CHGbhIzPhDyUAAAAASUVORK5CYII=) 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:rwdcur203640 0.83333333333333s linear infinite forwards;
}
