@keyframes rwdcur173684 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFpklEQVRYhe2WXWxUxxXHf3Nn5n7tvfvhtdfGrZ3YRClJICESDUFqURSUhxqUvjQvLX2I+oHUVlXVCrVNEyWhaYgaoba8JBFSXyqlVGmlVsFOlGBoEiWFBrNGYBtjEmMHDBhjFuP1evfu3tuHtQkF2yxvlcp5mjma+f//M+fMmQO37f/dxK0s/sYTUCjwaOceujdsoNeP0+55eJUK039+nTjA3V9iQ0sL+7r31oZp1Er++NfpmJqir3MP3QCNTaxubibe1ISRyVTJAWyL7u69DAAdteCqmy341mbU9DSvAN/1/c/901MPcHHcpRwotFkBPgJg1f0xGjL5Fd176QT+CGwByovhLxmC721B7XqN4Frf6lX3oU0bz/PQSjF29iyNmQwRUCoWqYQBDY2TnB8f5uCBaH6bXkzEkiEoB7xy7fyhNWvwvDipZJK473NqZIS+gQFOnz6NVgrTslDSZOyzBLOFlmu3/mkxDrnE6TuUYsfGTWZYX/egSCfvwPM86lIpfM8jKJc53NuL1prc1BTL29uB6pVWoojpyyUuTk7Ow60EssBgTTfwk5+CIXjZsuDTT9qNz0bBtiwSiQRx38eLxxkfH8e2bfbt/y22bZO/cgXHtpFSYmmNZdssa2ykqcmdh921ENeCAiplHn3tVe7d+QcY7LfRSuHGYtiWhTZNCvk8gydPsv+fOTZ2PItSimPHj6OVwrIslFLYto3jupRKJqYJQAbYVJMAQ/LE/Djm+tTV1RFzHAzDQBoGx/r7EULgxEAIwbt7txNFEZdyOSzTxDAMYq5L3PexTZt02pmH21qbAMHDTz0N3968lkQySV0yidIapRRnz51j9MwZPjp4ETmXQbFYVVzv0aNEQqC1xjAM4vE4yWQS07wqYH2tN9Du2DA74+F7HsIw0FpDGPLehx8ipcQwQM1Vkfa7nuSdd18kDEMmJyZQSiGEwBACz/MQkbUQzeICdrxM/JmnwTB85ByQYRgMDQ8D0JO9gG1Da8sXARC4KCWRUtKfzVYFzwXeMk1irodpmkh546Nbsg6k0xqEACHIXb7MwY8/piebQytwbACH8YkUEHLHnd+hs2sbgWkylcthmyapRIJUXR13tmVIp9MkEolbE7CsuVgdRBFHjx0jiiKCMpRDSKWagTyZ+ktACalBKYWUkoFslpjnUd/QQCadZtUqj68+dpZUKlWqScCO3/EqQGtbDqKIsXPnGBwaouvtgFIRli1LAgUgX9U3V61bWr/Pm28+R9m2KQcByWQSx3VpW36F+hQ4jjNWk4BSiTf2dEFL6whBpcB7779f9RchnwfBDBAARc5PXCYiJJor+1IqXNdlaHiYENBmSPMXPsGyQAjx9+u5FvwNwwr7RkfF8eV3jaxY+5UYr/+lGoqNHSClxLY1pqkRwvyvfVprLOtFfN9HSsmlCxd4bOMEhZnzBDOEyWTp+ZoE/Oop2Pbr6GdC0LnyvlEANjzyyNUs1kpVs1opBBDN+ZSUSKVwLItCqURvXx+9/fDNzXDmTOvuDz4YzF3PtehntH8/Q2vWGK3T+eKDb3XB8KlTrFu7Fs/zcByHWCyG6zi4rksykcD3fVzLwvN9XNfl3vsLHD48Pi944sSJxvVjY2OV63mWfAWVMNzy4x99Pl+xcoSgPHO1JBuGgTAMSkFAoVCgUCoRRbOs/nIfd9+zG4AoiujpqV936NChG14A3KQjemEb5V/8Ev3SdoKtP4dK9C/+sce5WlQ2fe1hZmcVplUm01Bk9xsDeJ5Hc/sJDhwAYAJYl81mTy7GcdOW7KXtlAFRqcQfLxTkLq0rGSklQghWP9RFVIFIwPYX0pimSRiG9Pw7Hvb1te2GypNHjhxZ8OTzdktd8bbfgKmaNxVn1dadO/Prf/DDmTAoF4zJixZ/+6uHEIK2Nn4/NZV+fnDwxoS7bbftf9L+A4EhzXtGTtWeAAAAAElFTkSuQmCC) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur173684 1.0666666666667s linear infinite forwards;
}
