@keyframes rwdcur49010 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADTUlEQVRYhe2Xy2tTURCHv96GErRqEB9FiisR39iKiIgLcSMoCm5ExEVBRcQOCP0jXAiFqQtRaEE3ulQQBBUXokXF+qoPxI1SpT6QGqOGcIkuzpx6mlzjTRN3DlzCvTnnzHdmfnMeLSSYqmYA/3iLgVhE4qQ+07WWBOdtQLs9sw0iBgpAHiiISOmfAJjzHLBARJ4E3w8C74AxYByYaBZElOB8sYg8Ge6YXxhetLAIICJngC3AGmAxkLP2zQGwnLcDHSJy79KcmXz88b293Nqa/fnVNRSRPmBzsyGi4LddRB5dmjPz978tLkMBxCFgI7AK6ARmNwoRArQB7PzyLbFhAHEAWAcsawZEFL6o6t5aENev7PIQR4GuAGLa6fAAZaAETKjq8ZQQfbhIrKIBTYQABVypPVfV0wCb3rxN7OR1YhCbaECYkQ3kF5px4BkwrKqDAC2zkjsGEIdpQJiTGrCFZQJ4A4wCN+uAOABsAFZQpyamiHA6EJf37Pd9w0ikTkdU+SEB4paqngLYuu1i4iBBiR7BRSJ1OqoAEiAeG8SJlBC+RJcAC4AZttKmB0iAGAXue4gUJSrAalwq5gHZugEqIMaAF8ADVT3pIVq37f4jBLAWJ8qaeqgJEEDkA4j7XhPbL5yrau9TJCI7SLFaVh1I/mThdo0TWZeFejL/vlLikWMAZLr7UdWzwE3gIS6dU84SqQEqIDptZl22Gk6ad+7NIAYNYrQSop4IRLjjmT+yLQKWAitxEVkhIksrAQKIU8AtXFWNAXkRif+qAXPuneZw58Q2nC5eAXeA68AVVb2W6e6v6h+PHPML1XKgw8aKIIUIbeZZINfbI+9t5jn7+xNOmHeBG8BVVT2fBGHWCcy1CaQDsDbZ3h55DdDbI/dwtT0Dt4WP4yLxELgN3FDVwRDCUvAOt+tWDZ7GooEhXQ8wMKT7zHmbDVgUkc+4rfwlMILbQ05nuvtD5y9wuf9s4GWYevGoZWWgODCkW3H5+w4UwxmJSElVJ4I+sap+woU9NsCnuIgV6gEom7O8veeD91oQJeADLufgZj7uAfwNK1UZWhVk7YkCqGLSBaXiduVXvxJu5oVpLURWDaFmyiJSJaqgfcbah8e+crPvlv+tYfsFQoCNYDLT/iUAAAAASUVORK5CYII=) 4 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur49010 1.6666666666667s linear infinite forwards;
}
