@keyframes rwdcur160476 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhe2VTWxUVRTHf/e+j3nz1SnToS2lIiACQSAYUByjYhBWujG4MibGmODOEE1cuHCHCxM3LjQhceXChdFkVkbZwWbkQ6xAEZSvVqeFTqfz+d7MmzfvunivpdNBLGjc2H/yFve+e875n/8591yx/e11auSFgWPRwcg54BQwCtjAbcADYkA1XEvgaWAYGASSwFagCDwTnr8B/AhUgJ+B8dAfgA9Uc9k889AT62OYKeOw8lVJSFEECsDXwGZgA3AxPHst/FcHDgF73Eo7U73q4JZdzH4TqQvSO5NfhgEtYH1IrriIhAm4CwTS2xNoloaQpLWIlsZXm71mJx8q4S8isC5cbwIyyQ2xTGzIpHazhT3lLGT0+/Hi0dGDmXeBVaFqADqQCMl3QRpJjciAgeooNEsQSRsAR4BtoSGh9H2h7InosLWnbygKKDSr2+HowQzly42PgRGgPyQ978NctA42y5dtWsVAkVapjdIEUpcWMAFsBHYDWwj6wAXK0ydnceouOjpuzUdaCplUC07bNQ9gLLRJLIrn5bJ5r4uAc6vZlYE96TA7VqVVcuuhAoMEjdicd+ZMu8xdqlOZcvA9H6W6XFCfcCBowBthxi5BD/SWALV0C1Y9lqDT8l/zXT8RSjn/lQFzvmSNQhPPdtHioMXv2MeGIoSkPYLGtcMEurMFdLvQ6mUAxNZYtGveVgXjminToSMdsH03KKNq+4DAK3XbCkMQnr0SZu0BzcXXb4GAjMi7EpCmxEjq2FPNbdHhiC2EeI6gqSYGdvUdmzlbObx6d6rH7vYPZQb39u8AxnPZvN9zYGmc2HDkrj+sjEl8XZTYGotWsR3znE6T4FrNAVcrlxt3tatPOgBXlhMcQK49kOnZNJI67lybxoSN2a8T22hQu+482Zh0PIKhUtj06siOa19NddlNfjfDxlfWDOWyebfH6V8RKJ6r3lnEFcJQtGtthARhgtfwERIGn49THKu9B5SAXwB3KNvf5cxvK7gz8ZZHoNNcpJQCYYGMgtfyEBoIDaxojER/il3vbOLCJzdzwG+AGR+Nvnz9m2kATn9whYdfGlyVy+Z7rtq9oKMUxojCd0DoAQklwLAiuLU2jT8cSudrFM9U8D3QY4KTh8/PPXtsRxzoc2YCtQvHS+SO58v3ExxAbHljRO08+hBRLYnUJZ1Wh7bt0Wl1cKttABfE6wSyS4LBMr6kzgoQ9xscQE6fqpBKp/GcDpc+v8mFT69jxA2koeHccnFuuSaQDs/74ect8fNAwQFk5WIDqUlOvDWG0MWbYtb68KePfiXSZzC0d4BW2UP56lGCweIDt5d7xZYDAQvDeB9wYvWeeDoyEJnd/8VupCH4/tAZ9LjG4+8/spZglNbv55r9HebH4D7gBMDMmUbJLrS4+Nk1BPDit09RL9gQvGzVfzM4BLL21K90vvHEyH7vtDQlQgpKZxvksnlJb+3/Me7VPEvfyQdutAdFJpVKHQEO/NeBV7CCFazg/4U/AYCEsNqtnMiMAAAAAElFTkSuQmCC) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur160476 1.3333333333333s linear infinite forwards;
}
