@keyframes rwdcur42325 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiUlEQVRYhcXWX2iVZRwH8M/OXtfxuLml89+ca8jSqRlmVGoiFBFBUF0FUlf9IaKLMDjdGN11EYMiJEESorswAvEmrJsQksCmoM5/iZmpU+c8Oo/zeDzbunie4+Y6O1NS/MHL+57nPO/v+/19f3+et8Y9tC4StKKpwt8nsgyMX0zdSwJoRme835HdMwJd1EfwDB6P97IVkK/0XnKHzmUrr6eyDMef9XC0s/PHhmJRplBwoLnZjZoaA7W1ijU1nowbu7u7a8o+asY7HQeQxEhSAlApy2Bcb0Y6rl+OEa7Dc4f49CL60YMrt7u9DXNCBboCaCZG9lgEO9UVgJoj8MW4fQZK2I10f2DyLnbt5tgYtyPjcarVQB2a9tM9wHqsxttoj2QymDtmfyZLEX80hN+zsaaLprUrV450kWmsAFKtBlJCS809z5u17JgW2qhVKKrBGPVFAbgU3xtYwYbrfDmVQ3uWL//21b17523l2ifMicRS0cflagqkUJfHEMlFXrkWoq6LL6fic72QjsH4XgcyUzmWZ+lTBw5s20fvOzyLFiFdaWFWzK5GII/iDfTiDMlJXjvPfFwQCu+yoMqlLMVYnGVChfbg54WHwr0zXmNVz0xIILbdsZvR2w30U3eQj48ER6exX0hBWf6SULCPoCkX1oZbRhUtF+8tm2wQrWoUtB2IYZ8h/RubdrJojLPyfQbO4a/LtA3j6rx5zU1sPMk3eGKcAsUJCUQ5m4Zi9HMwLyKNkDnNDztZg+FY/SLPfA+fN7G9v7VVQ2/v7lxr62ftfH+YtyLJYaGOzk04iOJoTbaS68D0uH5B0DlOn8EcL3/ILqMDq/4QZ+a0tZl56tTPV1paXmw8e/a9niVLtgwcPmw1DciXJ2s1AtOR2kpuptB7MzElangJuUCkMJP3l/F7JJD+le6O6OesMIlyOFUBs9ocGI4O9ceoG9CIIcwSKrGPdC9bjvLBYupOdnR83VJb60KSyCWJviSRxP2zgt+RsWdBNQIF8YCBm0Z7bIpbXeFaiK7uEpvms739+PFtMfA9OBif8yhUOtCqtWEJ+XK+b+KqoN9IJFAUOmQx2kgP8foQa7FKaLlEGDhpTO+qgDPZcVxK4WGhIK4JuSc0/00sFLrjRlAidYnZ09ibCb7H9nwqEincDYG5S4UTZ1iQvjZGPiz0UyLURLugcx/JVV6qZ//ssG3sh8h/8Kodx3VYOFfI+1BU4Xq8GoRU9Aqq7I2qFJAhKfDRdPY9c6v4MW4KUn0SJmgr5zuJ0Y8Ieb8e10tCavqEEfiPgJgjfZDv4rAqW9E4q0agiHxGaJ+aCDgQwc/h7wDkvKBS2dl1oWDLE/OnQGIwO3pm3BblRFbCCRF4SnQ8EP9oxBFKv5A0CoU6xei53ItpeJ5MD19lebQSyGTfhCt2sy8dolGMkcMiihk2bGZzNR+T2WRdkC8JCpStFX0UrvLGMnb8H/A7IVAot14hXvMpLmfjArZnK1T13dpk3wOdUyPwaWRC5OsX8MW9AJ/Uumh6OqR/ROi2dfcdtII9UHD480GC33f7F/Cubciwhn0zAAAAAElFTkSuQmCC) 8 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur42325 2.6666666666667s linear infinite forwards;
}
