@keyframes rwdcur58932 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 7 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABn0lEQVRoge2ZsUrDQACGv17yANJF6VBXN3HpA8TVR5CODuIL5An6BkUcRfoExa15ADeLg7NQS5fiA9g7h+ZokjZpaDG5C/dBoIQLfP/dn4NcIQdP0PMEE0/QyxtjLFp+9oKyLkRSXr2irAqRldeXySFa+kcsN/h6Jui0twd+L6HbJwLCleStOsViWrCR/x0T7HvAvzErhEjOfJkH4nEDU+rU8gSTvNrkMVvCeZ9oJbn+P7Vy+ADd/tb9KFmnuDalVqhq/F2z6Akm2XsruXnhTULULXAszQ+gqrA4gsIACosDaHklq5M5hOIA0uYVkA2pkLS5QlJa/A5oeXsrJJtSoQplDqG4QlgcoDm7UIUyh7C/QqavQHxcopIXbOR1hbJjdn301IEP8PkEZ+1UbQItr4D5aP05qVdj8QNXD3UppxFAeHFHNF+ma5PdhTLyERDWYpwhdS708UhwelJO3pRzoa2TuffhOkRWHqBza5Y8JHahWCq8vF/XCdIzb6L8TvQB73SIWoxQ06G5B7u5JENYJ6+x+h8ah8PhcDgcDocd/AFLk+SVXcqGzwAAAABJRU5ErkJggg==) 7 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 7 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 7 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABq0lEQVRoge2ZMU7DMBSG/7xEnRArqENZ2RBLDxCOgDplYuwRcoIegZEpA0IcITkAGxUDM1KpujAgxEJqMzRunRCXACLxA39Sh7qu9P32c6K8AAYI/pDgpwR/aJpjLUoe0UyyC6HLYyyl7SE8/UshORHRQ4jd/uaH50dQMsgAxALLm3YVt7MOYJRXWBrCAzT5cR5+9gc6D6wKQaWVb0Axb2LLmfAIfmosGxNPM9DlQSawPPk9tWYEAEDJoDqe6eVUlE2jHWqboG4VCX5aHRNYetUxG6CuBX7KPwiQyxY0vs/2ALlkHEDJ9zgH6HHeASXvcw2g5N9EizpfxxxAybM9A0qe/RkgriWk5NnugJJnGyD/KyUkue6Akrf9Rlb0fKT+AbCRL0qoOqfuoacLAgAQ0T3Q29fLJlzL5xIimq8eJ9VN7WUBujruTFqHAMSUHGZ4nZfLpnoVKstnAOKupHXKfaHRXYidvUbytvSFPnbmTm9XIaryAOiib5U8oF2FCqmYro9W5QSUV95C+VrW3enRVOJsITGaWt2drkUPwU5ewfoNjcPhcDgcDoeDB+9D/erxuQwi9wAAAABJRU5ErkJggg==) 7 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 7 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRoge2ZwUoCQRjHf5+73ewYRnbtFh19gO0tunYQukUQ+ASepK5C0C3oIdwH6ChBh84mdvFQIBj2ddnRdXXNinRG5gcLsszC7z/zzSx+CzkEQiUQWoFQyRtjLUb+ho46FyItf4+qUyGy8uayOYSYH4lcvamdaJu9mYFvvFCVcgzURsrDCh0XIjCRv1ONvnvgRMSqEIX0zC/zQDKubks5SSC08somjwEdTmU/HinH/+i2FCFAVcrZ+3G6nJKyWWqFVk04bxYDoZW9N9LJhreJwroF/srmBwjRVXj8moUBQtTdAEZ+4HKAgcsrYOSHrgYw8lt8rtLnx+QGMPLO7gEj7/we+HC1hIy8sytg5J0NEG5KCYmrK2DkrX+RJe0STV/AWN6UUHbMvD896yAEaOgzO+ymyyYapk6hW32NgPFL7Z0el3K0Ru0JBaB2IQdxn+5U2WRPoYx8DNTWpz1hqi90rU9RkdJS8rb0hWY6c1f6GBUpzcgDnEnJKnlInUKJVO1cDuM+XWB65m2Un4tp8DZoa5OeNmhb29jNJR3COXmD019oPB6Px+PxeDxu8AWXRO4EoOnXawAAAABJRU5ErkJggg==) 7 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 7 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 7 17, auto;}
}
div.testarea{
animation:rwdcur58932 1.6s linear infinite forwards;
}