@keyframes rwdcur187309 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFi0lEQVRYha2Wa4icVxnHf+e9zX13Zmcvycxe0iRNthnT2qitQk2kSIul7RYsftB+UYNfBFHSL5JvilJBEKl+EEWQKoKiVCptKsRSVgM2CZtmt900cbezc8tsdnZ27jPv9fihbN37zMI+cBjmvM/8/7/znOe8Z2D3kFs+tz77eDiWPQBI0zTH99DrOTYabxwAmNIM7/a80Wi8sQvwvgE2jeTUxZ2gdsw9UIDk1EWZnLoo5W83ie5mKgHpOu5527Y/2SuI2DqxYbXkpn70/8RvfJTbNtvDAV9gucfFbNPfGtpOk+vG66abfqDqPTk7jv0PTeueu81gvdw7mX8kbA1rmvFxBf7+ys+JDoZJp02Wm5ILL357V+2dQuklaROxEJVWq/1NgF/+7CWGx8cx2x3CYo2AnQGgmL/76H51ocemMT2puY712fXv+fdekwuXfyFvvvpTCdDsWOdt2zrSq+nGMkl6KJvjeAOappSzmduylp8jGhJkF5bgXpbYkRRO7DipR84K13Wfk1Je0jStc2AAruu9oKrK7wu3p6VZyeG1KhixYbA6tLOLFNOLxHL/xpg4bWUnv6V98cknVc/xziua8pvdNLeego3bsA2mvJJ9aPWDv71iF2/QtA1GJ0apVutYLZOSEiK8eo1w1ObPVzG83JvMz92UiqbsuSiF3fd+07zneYcaa3fP6NIkP/8BEWFiqNAX1HBXM+SvXOZOzSVX8XP0sU/w1adPEDWkt5f5egXEHhAbo+KanfR/Fxb4ML2MowSpFUu4js3bM2We6E8TH6lyeylC6kicQrnF6H2hVi8A9AIhpfsFVXUG48kxDicPYbYa+MIhTNul+eYCI4lVdN1FqgZjx+9DnX0XKbsf857fA6qqXxJCeVYRElsa1L04uj/I6/9a4mRollrFT7Ws49QFluOCUMFuBfcDsLVZtjVPn9Fh8T9XGf/c18Rfphd56sIbvDWdp+H0807hBJcXTsOJL1GxhrClR2NxpuvCtlZAbBjbwlBswkeOcmVmXv76RpuVaJKUb4npSooX0/fz/dujBM59GVtoJCZT1Or3ugLseBntFu1mGw2b+fQSU9Y7nI2WqVTbjA9rfH4wgF2vElRBU1UCkQCDEf/BASxn5mR14S304Qc5q/kZO3WXxIBJWJG8/v4dHn9AAWmRuzXHgy98XRTmXpVeD9dRz034z3dLPP7DHHViSLdOKtlmMNSgg0mpZRANVnGkH+fWNADf/dUdnnkpe3AAwjL5zrkQoVAAa+l96raBqli4rh/Z8JBCod9XJlZ9DYDnHhniK6caXXV73oKzZ0bpf9gify9PrPg70JsIqYOU9Ck6tiVwHZWhYcnVv/5BTpwM8qm+UX7w8t66vf8f0H20mk1q5QKeJ+m0XeodH5pqY+LRahjUnDhGSEcpXieXW0EbGO4q2zNAYvS4yORXKc1fQxMd+sM2hYLEdFQCAyqZRh8Ro4KumriF91jKl1F8QwcHAGDEJxjpV9CpIYTL5NEmbcfPob4BTo9VCQag6YYZiUn6fAbBkfsPFiAeP4avdBMpBaBQbQXJZgWhzzxPsRLEcnSkFPjMWZyb1xiZONX1IO4LoD0/TWOlQJs+MmsDeJZENNokUg9Tb0C+5KNRbiNci/rs29y6MdP1lt0XwGxmBdvSmK89hCMNrECEwWcukHr0nIie+x6hCPRHBMtrQcxwHLTu8vvrgcQkpWNPYw8exSdNKiWFxGNPAGBHEjSLFs26QmVV0ImNMvPj57n08k/MvTT3dRfECteheh3VXMNQOhTzHgmf3wGIHUpSiYbI5TpYwQgP+DOsVV2Cx04ae2n2XIH05T9KdfFPhGofMiBqlFs+XC/C4eSYDjAy+WlR0c8wOGYQjdYZ6nMIBCwOH05e2Uv3f9IGhdZfq87oAAAAAElFTkSuQmCC) 4 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 2, auto;}
}
div.testarea{
animation:rwdcur187309 3.3333333333333s linear infinite forwards;
}
