@keyframes rwdcur82835 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhb2WXUxTZxzGf6f049jRgtAWMLKMbHFOWEzUsOnUZIthZlg1XJCp2TAQxWiciTdLzO64Eb3YliVzuuJkil7MLRsfW9KJMyRNwIhdjSNzMAdulu/SOjj9Qt5dnIMwrIQC+iRvmpy35zzP//l/vK/E4kAH6AFZ+50AYtoan+3FlEUilwErkAEsBVIBo7b/UFsJoV9k8nTArO0p00Q84AlOLFSAHkhtaWlZk70yv8likpFNBtJNhkpJkrqZSkXkSQJ0CyDXAdbOzs6StBdfbvr1WvO+2lOfHVkqG98Edt29e/dD1FSYmXJiUQRMFlwqkBE0pp6SR4Ofl5aW9uXm5mYCekmSPl26bPlbGrGeWZyerwAZsHm93p0AbW1td3bs2OHIz89f5XQ6XwBSI9E4zLETkoURcADr7gdCQgix3+VyVXd0dFwSQgiv1/uN2+2u+WNgWBw4cGAbsEwTvDiIRCLblUhEtLe3H/OPhITL5ToGbD18+PBWv9//5S3/gGj7674ACjTyVJJ0ejLHk/nTacuofczR3Ny8XajYD5QAhcDzXV1d5UA2qkPp2juzkifa1KP2tQ21t81MTTkr4EhPTy9QolE8Hk9eIBj89vbt2xuBB0aj8R4QBAKovR9DbcWkYPV4PFuBjcDrwApNTDawCtgSGB2bjH4nsE6LWO7t7X1pmmNzQqI/GtevX/+Ty+XaiJrHlYBDCLGmbyT4W2tr66ZYPM6ZM2ccWnSTQ2Y8JyenS3uWdNTT4QiMjomQEhYnTpz4CvgINdLC+vr63dNyvxvYguqKjVmGzWxIaFUkFqc7Jtj53t69VVVVr6E6sSIzM/PV+8MjeDyevL6RYJ0Qwoia83nlGkBK8MxxZ2C4v6WxgcKSUsaVMX6s+aIxPz9/4pUNm7avzLJVSpL0AOgDBlBTEANGUQ+g8WTEzByROoDo+EOu+24xODJCcUUl2w5+sM0e/ndgaPwh1dXVbwA+piZiTCMOAEOo1T9nATMd0AGOdv9g77lPPsa0xERWRiZFZeVElFH0uhTk4b6u/v7+vkAgMNTT09MnSZJisVgG7Xb7vby8vH9Wr17dqomalwA9YLsxEOh1n69FiccBSFtipqisnHgsgghHkY0pmA0GLAY9FlmtvStu9y6n03lVc2LOs39mEeoAJJ2O4opKzAYDAKGwwi+XzmMwyuTmOCjItvOc1UqvSGFCCL67fPmQ0+m8iZqKpIpxpgNGIKN9KNh7s/57CktKcdeeJRRWALClpZFht5GdkUlPdzeb336HG9d+PrRnz54rgH8+AhK14cTExAR3enpoqjlNUVk5trQ0AIZiMX63Laf+ejvL16xdMDk83gUxAFM4QjQcRVkSx117lqKycryNP2CxWsg26zGUvU/nVfeCyRMJ0AGMSRI5WXaUeJxQWKGp5jTFFZVkmU1kGXRcvHhxUcgfET6mSkBxReUj60fXbqDx61r+DoYWlfxJghy3/AOi6vhJ4Qsq4tyFS2LfkaPCOxwSdXV1B1FPx6QvGUkJ+HNoROw7clRc+L5e+IKK8A4Gnxp5wg/ZzDKySaYjPQspGqbD3fRUbZ8pyBaPx0XV8ZMiMDr2TGyfKcCqnfmioaHh3WdJPglZCCF8Pt9m1KvWMyUH0CmKUsD/b8VPDf8BABQWK1hsuVoAAAAASUVORK5CYII=) 5 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 31, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 31, auto;}
}
div.testarea{
animation:rwdcur82835 1.3333333333333s linear infinite forwards;
}
