@keyframes rwdcur101537 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 47 47, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRogdXZy24cRRQG4G/sYDl2wFaiRBAFZGGcBAdkZOEEJLaJkJDYsQWEeAbegQdglRUrJHYIiRUPwCJIiLuBmBgBzsU22CYQPDcWpztuZuzxTPfc8kulnqnuPlV/nWtVQ32f9q4HBCMH9J/CeziLJ3CsbzPKgf00kLbP8Q6eH9jsDsGRQ+4vooLf8WWmv5b0DxyHEYBH8QpOZ/q+wDVs9mJSnWAUE/gRzx3wzBSewWU8ixexg+8MCYFPcQVLbTx/LGn/oCQc/EKmPS20uqVPJlZKrmfxgbD5TvFZ5vduIudDfdLOaHKdFGSmUE2u7eJMpj0mVn9LRLHdpPUMKYGqsOsVHBU2nwcljGEmkX1TjzWREtgVofL7ZPDLOeWVcBLnE5mr2BDa6IlPjO7z/wURbYpm3xqOC3P8G7cKytsX7eSBvDiPp4RG1/0/EXYNjRooCR/YEaHyyQKyS4n8anKdErXXbWFSXUEjgRr+EEmqhJe7MMZREaFmcQdfCVJdQSMBYuU3RZJ6rQtjHMHDwqfuopz0pb8LYT8CKS7gcbF63cAoHsE5MfFVbBcVetB+oBcYExn/iliciW4I7SeBnqAVgZq9UqDWn+l0jlY+kFaVW0L9J7s47jVRBG4UFdQqkf2AX/GLcL75ooP1Aq00UBEhtZ48l5rSCXtleF50TQOtCKTYFVXlqqht5tt8rxX6YkIp/sJP9pLbjMgNpzFedAJF0clK1kVVeT1574zIsHnQVxNKUREl8beiMJsV5cFoh3IkMpZFJq4pUBvlteURUZjdFRHqRIfvL4iJT4rKN7cm8hK4LarKsqhtZnPIWBQLsSy2srmQd0OTZukVfNzmBCbwekPfqyLPHMfXwrQ6QtF4PpEM3k5hdgpv4O197n2C98VxTEcoGs/LwhE32mjbwuZHhNllMScCRLpX2NGmYxcl0AlqYmJp9LnYcP8ipkVguI577QjtJ4Gq0MSKyB+TYuWzOCcOANZE2C475DimnwSyqItJ3tKsiUVhRg+JUP1nK0GDInAH34gVntbsEwvJvWVBNP3g0oRBEUiRbu7XNR8sz4tqeAr/Js80YdAEdoTDrgkyCw33l0TBeENoowmDJlAV0aYibL6seeM0J0xuTOStTRlzGjSBFGUxyWVhNo0fWy4JU9oUh273c8SwEKiIaLMmJjquOcTOiY3VltDEPVSGhUCKunDYG0IjlxruL4kcUsVv2BlGAuvClMaENho1MS+08DO2h41AFqnD3tTsE/f3E8NMIHXYLWE2jdEp3U8MPWbwlii366in0MXvDL3EuDgBeQlXZQgkJB4YTONNfCRD4j8cYBQcIktxQgAAAABJRU5ErkJggg==) 47 47, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 47 47, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 47 47, auto;}
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}
div.testarea{
animation:rwdcur101537 1.3333333333333s linear infinite forwards;
}
