@keyframes rwdcur254422 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 63 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHJ0lEQVR4nOWZf2gcZRrHP2+bay8GLlw0vUjTP5LNbi65JJvDaLFRrGcNtohgEqH3S66HNJyeWPCfonhohbYI2qPmhByKB9Yj0FuK0rQHLW0pMcJdPS5JcbvZbvtHW0w2pj2LSWzVfe+P7Tv7zuzs7O5kJhuaLyzzzjPvzL7f7/O8zzzvO7CMMTI4LleUehClwvTonARYlgIo8gCilAMpBRT5eDQBLLMI0D2vsGwiQCevvA/LJALsPK9w20eAlbzufbjNI8DJ8wpLKgJGBsezBrxha6urMdqRt3ofoMzNw72ETvq+J1oM+80Z8/VihCjE8woljYCRwXGpk4YMcSv++8nZgkTIRd7O+7AEcsDNGXitp5/XevqzyM9enTfa7Z0ttlNERzGeVyi5ADrJPdv7mb06b/z273yPPdv7C3qOE/lc3ocS5oCRwXEZbAqwf+d7hu3K1GUAnu5+ho7Q/SabE9x4XsHXHJAvZBXefeOA0V77k1rOTHxKR+h+rkxdpv+jvcY1uzxQ6H/kgm8CjAyOy/bOliy7HvIKKkRff3kPAHdXrjNdVyIUmghzjcfO7rkA6o/syNtBFyQeTRBsCvB09zPcXbmOL766BEDk1IfAwgTQx6bDUwFyeT0fcokAGfKQXwC7XFAdvsNxyngmgFvykD0tlAgAFVXlht1JAKdE6CSCJ28Bu4LGCTdnYNWdmfNVd5ZzLZ4RIdgUMImQD9ZNDh12z9iwtVUoERYsgBvyVlyLzxOPJmjvbLFNkoUgHk3YRsf06JycHp2T1ihQIixIgGJKWciEekVVuWM/OziFfy7y+bBha6twLYAKoX99fNaw6Tlg9uq8EcYVVeXGubWfF1jIm8G1APqfKjFmr84bZHUo8jXNXwJpb+rC6LCz+QlP1wLxaMIYvCJsl5iUXe+bC6pPIYshN/B0LVDT/CXxzzNtq80OSqjJz+/yciiA89tBwfPVoCKulxgZm7lfmnyR2VCDU0To5J1yhOcCBNsfofOXbQTbf2Gy24swA+SOauU5u2ngBXnwcArMlX1KINzHibVDAPzsPx2sWbOGC2MnjT71bQ/b3qv3yQWVYJUIwaZAVoUHxZEHjyNgamoKgI2XNlNdXY38+pLpejKZ5GTtEU7WHkFKiZQyL3l9/qqNElUpWlEsefAwAqSUVFdXA3Bq3VE2Xtqc1Uddd+qjQ1VrdmTtCKp+xdQFvu8I1dU3LOj+Ysi4KYi8FWD2MhvPtRptHRcvnKeunsx14OL4KdvHuC1tIT0N7HJDLniWA9pDv+X40SOOfS5eOG/6eQ2VA4rZI1z0XeHDf/u7b89WOcCp8LHCsylQUVVOxfcbOH70CJs2bzFde/tPu4z247/7Vda9idgEFaQrwYVse6mkWcz9nu4IqUEcOzggrSLYhXwiNgFA+KEnOX8i/QpdyMrODTyLAH2X5dGn+sSxgwPGPNy0eQt19Q2GCDpxHV/8YMKr4RQM39XeFwzJlt0vmmxnX3oTgB0TMZCSA3vDANzR+KrRp6enZ0l9uXaFSCQi9wVDcl8wJJPJpEwmk3JfMCRPhMPyz40/lTKVkh/sbpXnhnrluaFe+cHuVimllMlkUkYiEc+XvnbwrRCKRCJyLvYqAG0/XM2HnQ8YbZlKIVMpDuwNc2+40fEZKhL0KfXoU32eRYcvAujeEwLGvrlh2/5N70PE4pM5n/OjVHoFaU2qxw4OSK9E8K0O6O7uBuCFw13sGOpCiHRbCNgx1MULh7ts75uenmZ4eJifB6sAs+f9gC8CVMoZDh06ZM6wQpiPt9AYrDGdDw8P097wYwACjSEAU13hdQXpiwBSSp7suhfECmLxSWLxSR57q9U45oIQwiBfV99AIjaRRT4Rm1j6OUCH1cNW2OWAuvqGrHWFH+TBxxxQSKjG4pNZAqkiCdJTQC2c/CAPLiOgt7e3wMSU7qa8bCWbFR1SmqpIXQy/4FrRgYHc2bm+CqbOv0NHW7CoZ/57NEZl5V088dzJRasCXeeAvr4+cfr0aVsRbkxFjXZjsMYI9XxHgDNjcbdDcgXflD6wp012tIWKvu+z8Ti/3jm69CMgH6SUnBkrdA5nAkmIxd2j8U2Aa989SLjjwaLvG/vsE2DU+wHlgC9y79/1rFTkA4FAUce2ezp5+/U/LspKEHzeE1SkCumXSCQK7u8lPE82+3f9QV55/58A1KxaDcDkzRvUrFqd82jtA1D7+y08/8pffE+GvuSAtdseM9pCCGpvtWtJJ8faWwuiWv0emY76tQBy0WaAv1tix//xV1kfMhdDidiEscqz2v0odfNhUT+NqfWB9XOZHx9JCoWvAmzq3U5ZWRnf/u+iYRMi28nB9kf4PpXycyilwcqVKyUghRDGb+WKFaZzIYRsbm6WQojFm/gafJ8C27ZtIxpNrw2uX79ONBpl/fr1NDU1mey3K6T63fKwcbTaSzXA/wM6ENzqAfBkygAAAABJRU5ErkJggg==) 63 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
}
div.testarea{
animation:rwdcur254422 0.66666666666667s linear infinite forwards;
}
