@keyframes rwdcur161390 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRYhcWXaWxUVRTHf/NmYTpdaAszdqYbhdKNZoDW2qFgJTTCQEwkoqRGlCUuMRFNQ+ISQ0CDoRr9RJCgHwwxUANRo5EoS2hY05LSVpayU9rpbjuddjozb968ec8PbUTL0mlryklObm5y7vn/cs5dcmEC5nDW2B3OGuNE1o42YQLiDuBHIOWxAGgNuoJNG1MzF5TZ90w5gMNZYyosSS0qsM8gN12wl28Xn5xSAMA2zzq0ISsViudhAd6YUoDkvHSTxWbBoIPZVlhRxOry7eLSKQMwDDX+4lioByAmCmaZsQCJUwbg7vqZocDIQg3E/A8HcVwA12+r7D+mcvA0BEOTFx83gCX51XMdzVdx+8AbeAwA54+Wbutov4wYhM7+xwBQuOx3uac92e0bGARAVRXCocn1YlwAF06svHv+SNnWvr5OBn0QDnhwXbgydQAA9iX7udIg0d4jT0p4wgBSoPv47fq99aoyXHrR75oNFIx4/HjzacYRuxxYACzKyHt/dVXlSlSjji1fDyCFXJTZuxDQ/LBz5/aNgBhpUt1YAVoTSVoDn1scOMLtzqz5iz/F16syV9jCDdcqzBmvg5DH4ozdZAme8jMz9a2ne0MfRAowVgVss9ZxLH09edPMEPKkIR3YgTluObFd9cjGBMTEOSzp/Ir1FTnEpJTQcscjZzuKtwKVEwVYDuQBWJfycuaHPBVlhZAXQh7Qx4KrCjY3rcWWWwSijyJrFnX+XeTGN3P9iIcXasVK4KNIAEa3oHT/x9bvZq/81tYsetjlXocpBQabwH8TorNBEz9M/fy8p7Fk5hMecKM1W0m59CJSh4hX0wgcikQbAO2o+eJ3P9m3oah4GdFxOpqVav4S+/BeAtkN5lyB9/xfssngIDmhhHB7K4oYRJVD2J5byknPbezBaIKe7pJGb981YMxL4r5jKLR8D8FG0gydLGlLp3k3iHdAGwvpN8w8m9NGXtxF9HoDGsO04TVGI+rVPlKberl0sx5nXqnwgOo+0EYHnao+ePxEQ5e4jJCE61Ttga7LnLU42A3wdkwcxOppa2slKUGHPjkN1etBmGmDbjfze2I4kTCdRRmZkWgDD96Eidy7UHqBIaOZNzVatrV8k5Pkd2Vj8r1FnDkDNBpQ1eFRUUAJI/kHOVl/nIoDn+24JUlVQNOjAEbvAYAA0D/iQUCV/dTJQ2Q5c9MLzT2vkJieD8JI9zSae6MSJtjeTEvdKQr8yaVzpOCKGmXQBVwbD8B9lm+MLV9knF5hbk2JXji3CEGnRaPIIIn/eHjATbinA7nfjaF/gMIBG2q0P/Ggt0UBfnpY7kg2StY63dyq9Wtf4o+LZ+m4ex2rJKER7meXQxItf9YQOOMi3pxNa7BjzOSRAAgx2niiFmRS1jlIQ10t3fmDmE3xJETFDgsrYboCAwT7uhEaW9Fj4Khcza/hzlsM/6ImBYCkDyFX1mLWRDNfnUPDsXMcivMQOyNJQUWWwyHcfS06h2QSnoiKp07xKjWBbrla9FUAv0Wi8ShLKTGZruyNLlbbUjarjaxWz7NKXWNL8m1w8s6/4tam6fWHZ+n1h4HXIk0e6XNc8ozJtGeNkG+fpupwh90cUlq/qJf8Eb96kwUAyOG/P+IzjOPdf5j9De6R0FTeY9F+AAAAAElFTkSuQmCC) 16 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 23, auto;}
}
div.testarea{
animation:rwdcur161390 0.8s linear infinite forwards;
}
