@keyframes rwdcur243261 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7UlEQVRYhcWWf0icdRzHX88htyHbYW3quWQ6m1vaZmzpPIax6Ch3CvtnDgryjygamrHBEiaLYj/AxSYUWx6LqKBo0ByBVGZgsCXtLDXYqbe8pTlO06ZNzy3ublff/jifp3vuee6556zWGx6e7/P5fr6f9/v7+X6e7/cLBhBCCKP+fwMWI3LPjhP3RIQu+ZWK4+LuJ35xpeK4+C9FJM3AvUKGYee+jXAq1m6oLE07C+6+Ecm0gFRpbvcMK+2LTXVmNYhUQjJkcs+OE0mjJPbt/a7DlAhneUlKIZIQQrQVuDhw+kxM0b6NKofohetIa2O2ifEFAD49+jSHJrrSyQQAPf0+jQgJYhloK3BpBhw4fYa3XnlZY18OeTIRGQCSJEmJNdBW4OLGYrZCGA898tlbiwCsvW+1oYClZRGyCKUIJUmSGipLhbO8hL1nOwCwjF5SBh553MH2LflJA8vEg0MBQ79EEco+IJMnQ91zTooqNhsGBti+JZ/BoUBKPxkWI/KZy8MaG6ASIpN5vH6ViPhvPUHO8hIaKkuFZiccHApwsamOQxNd9E5eVgru4/c+Y+z7HwGUtxEcW4sVEUZZscTPPn79ZBHNux7B4/Vz+Fy7alaJs5UJ433u/vGnyk9PhOFWLFf74XPtyvvk/kZdX5nYyEcPSuXLs0gMKpMvFyf3N6rixvP09PuSn4Yer5/o4qp/RG4GhksAsMa+YVmBQwNeU37/+31AI0DeUmXYctcrT2jAC4E59YDAHKEBr8rPlrteQ5QYVy5ai7tvROrp95lSm1NTS2hmSmULzUyRU1Nranw87oSjuPtGpAyIndOJN5474SgrgGA4SvcLLu4vKuG3MR8rH92qCrTSWc2F+ieV/up3uwj1dAPQ0nyMsDWqIY4/EVVns961a0Uki9ZTr8XIctdB/hr9KQXmlOy0NB8DIGyd17jp3gdS4eC2nSphGx5Qr/H45A3V95s/fGsqLpj4Dd1V9eL5z9/Gc76T3UdfxZpt5415q8rng6UtN3JzmvlrV9lc+5Jo6P3QlIiUTpl5hcKabSdycxprtl2xdzY2AbCn/SzW1TYAbo+Nsqpok9L+/ZefU8Y3dMjMKxTz164CkPVQmUrAr998BUB+zd+3o9tjo8j+8phUIgw73VX1YtODsQvp6E/XefjZahzP7CHnsacAaLUV87qYIfBFB57znQx/1M3uXU8o47+89DVml0IXB7ftFLO+XjHr6xWZeYUiq8whssocIrIQFJGFoBg/8r6ILAQVe2ZeoRC3JpUnsXjTzoAsQm6/Mz2lWoZWWzEtQb+qBl60r1P6zfwNaaXHXVUvXEsp7lpKr54tnZh/AewA5EQcnNOvAAAAAElFTkSuQmCC) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD50lEQVRYhb2Wf0hdZRjHP+did0OmGO3edIm6lduuba5tOi/D2EiomWP/zD8M8o8IGjrDgQ0mi2I5cJFCseVl/VFC0SAcgeiswGBL2rXEYP7Ma5rjauo1ptct5p319sfueb3nnnPPPXerfeFw3vM+z/t8v+/zPud9XzCBEEKY2f8L2MzIvfvOPhIRhuTXCxvEva984nphg/g/RcTMwKNCkpnx5rJDtquK8hLOgqd3WLEsIF6aW7xDsn25ptyqBhFPSJJK7t13VmfMSgkwD0Tbjv7UZklESYErrhBFCCGas0upbToPrKU9KyWw5rTxGQCmJpcA+PpMBXVTXYlkAoDuvhGdCAXuZ6A5u1Q3oLbpPB+99aau/0HIY4lIAlAURYmugebsUpmNuqkuTRAj8oVbywBsfDzFVEB4WYQqQhahoihKVVGeKClwcfRCGwC2saty4OmDbvbsyIwZWCXuH/Sb+kWLkPuASh4L5a+VsKVwm2lggD07Mukf9Mf1U2EzI5+7NqTrAzRCVDLvgE8jIvLbSFBJgYuqojyh2wn7B/1crimnbqqLnulrsuC+/LSDiZ9/BZBvM7h35koRZlmxRc4+cv1UEScP7MI74OPUxRbNrKJnqxJG+tz7+x+Nn5EI061YrfZTF1vk+9yxakNfldjMxwiy8tVZRAdVyR8U545Va+JG8nT3jcQ+Db0DPlaXNzwUuRWYLgHA5ucOyvZ8Zwfrn9wEmU+sOfj/5O7cDM6yw5px850dlgQkdB9wlh3m7tyMps+IPBHoBKhbqorx1iYaXA7WPWajweVg/d6dGnswMKqxj7c2Gc4+Oq5atDZP77DS3TcSV+mV+uMPZY/GnZVV5Fbs6R1W7qys6hwAnBW1bN+7C0C+IxFtd1bUSlv9yfcwiht5ImrOZqNr17pQGo0fvAOgL8BIhItRJQZYsS/q3AzvA/FwYvd+jbDNT2Vp7JPTNzXfH/7yo6W4YOE39BRXitc7P8Z7qZ1DZ97G7kjn/UW7xqc1vOWGArMsjt5gW9lxUdXzuSURcZ2SM3KE3ZFOKDCL3ZEu+9urawA40nIBe0oqALcnxtiwZats//XH73HjmzokZ+SIxdEbAKRtz9cImP/hOwAyX167Hd2eGEP1V8fEE2Fq9BRXiq1P37+Qjv02zrOvvoT7lSM4n38RgMbUXN4Vc/ivtOG91M7QF99y6MALcvw3V7/H6lIY4sTu/WJhpEcsjPSI5IwckZbvFmn5bhFaCorQUlBMnv5MhJaCsj85I0eIW9PyiS7ehDOgilDbn8zOaJahMTWX+qBPUwNvpG+Sdit/Q0Lp8RRXitJwirvC6TXqSyTmvxyy6oHwIu2GAAAAAElFTkSuQmCC) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur243261 1s linear infinite forwards;
}
