@keyframes rwdcur250740 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 4, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 4, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE50lEQVRYhe2Wy2tTaxTFf+fknDxPkzRN0iS1SVpDSiiiA1FB/AMyUBw4EHEoig46EHFiH9aCCOJEfCBYURAdCY4cOFEHWqzYIlaFVG2lsTY0iXnYPMxJvju4UO7AttGKd+L6A7619lp772/DX/wmnDt3Tvxv5D6fT0QiEeH1esWdO3eE1+sVly5dakqQtF7yDRs2CKfTidvtZsuWLczMzJDL5Zienub06dMcPnx4VY51CQgEAsJut9PS0sKOHTvo7Oykvb2dyclJZmZmGB8fZ3BwkKNHj67II/8K8f3790VnZ6ew2+20trYSi8Wo1+uYTCY0TWPv3r1s2rSJbdu2cebMGa5du7ZiHD8t4PHjx2JgYACn04mmaXR3d9PR0UE0GkVRFCwWC1arlQMHDtDT00Nvby8jIyMrilB+hvzevXtiYGCAjo4OqtUqLS0tqKqKw+EgGAzS1tZGuVxG0zQ0TWP//v1kMhnm5+dpNBrrc2B0dFT09/djNBpxuVz09vbidDpxuVyEw2HC4TA+n4+NGzcihKBer2MwGIhEIiiKghA/TqFpB4aHhzGZTEiSRHd3Ny6Xi6WlJSKRCMFgkNbWVgKBAKVSiUKhQLlcplgsoigKDocDo9G4LgFCURRUVeX79+/Isozdbqerqwuv14vb7cbj8aAoCmazmVKpRKlUQpb/NdhgMKz4cFMRmEwmyuUy4XCYYDBIMplEVVXMZjM2mw2/34/VakWSJAwGA9VqlUwmw8LCAul0mnw+vyzmlxwwm8243W7y+Txbt27F4XCgKAr1eh2bzbb8eKPRoFKpkMlkSCQSpNNppqamAFaMYE0Hrl+/LhwOB5qmYbfbmZ+fJxQK0dbWhsfjQQhBrVaj0WggSRLFYpF8Ps+LFy949OgRqVSK4eFhDh48+MNltKaAQ4cOSdFoFIvFgs/nIxQKMTs7S6PRoFQqsbCwQDabRdd1arUa9Xqdd+/eLds/NDTEnj17VtyETUUgyzKVSgW/34/H48Hr9WKxWFBVFVmWMRqNNBoNdF0nlUqRSCTIZrN8/vyZ3bt3r7rum2rChw8fSrqu8/r1a5aWllhcXCSdTgOgadryeOq6zvT0NEIIisUiZ8+eXbu4ZgQAnD9/nmw2y4MHD3j79i2pVIpcLkelUqFer1OpVJicnOTLly9MTU1RKBRWXD7/RdOLaHZ2lnQ6TTQaxWg00tXVhdvtRlEU5ubmSCQSfPr0iSdPnvDhwwdOnTrFsWPH1vxtmxJw48YNMTg4SCwWIxKJsG/fPvx+//LI3b59m/fv31MoFEgmk/T393PkyJF13xoA3Lx5U4TDYRGPx8WJEyfExMSEWFxcFLlcTnz8+FH09fWJ7du3i2AwKDwej7hy5crvO82uXr0qQqGQiMfj4vjx42J8fFyk02lRLBbF3NycOHnypNi5c6cAxMWLF8WFCxd+mnzVCGRZJhAIEAwGicfjtLe3o6oqmUyGy5cv8/TpU549ewYg9fX1/VKRq05BtVoll8vR09ODzWajVqvx9evXZfKxsTFY51m3qgOqqmK1WimXy+i6zrdv37h16xbPnz9nbGwMIcS6G21NAfl8nmQyyZs3b5iYmODVq1e8fPnyt5A3hbt374pYLCZ27dolNm/eLCRJEiMjI7+t05uqYnR0VAAkk0kAhoaG/kz1f/En8A8K6hQht1O0zAAAAABJRU5ErkJggg==) 12 4, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 4, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 4, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 4, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 4, auto;}
}
div.testarea{
animation:rwdcur250740 1.3333333333333s linear infinite forwards;
}
