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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOUlEQVRYhe3V30pUURQG8N/80USEyiIiKsJKIwqEhKwsCrouuomeoJ4peoDoKSIoqpv+EWFgXg1iIqE2mNqoXey1mcOAjZRjF80Hi3P2Xmef9a1v7bU3XMdDnPWPcA+LeIa76NttAveDwCK+4rGkRnU3gldwRSpDCb0Yirl1fMbPThO4iKsRqBJE9mMCI/iAJWx2isAlXA4COdsSejAcvllMd4JEBWMYx2rBNsNXxgHcwA98QqOTBFbCVqU9UJI24x5pX/ThXfh3jMB5SeZi8FyOTUmFrMaoVJrndqgcFZzGNU0FMoFG2IakRP7+Aj7iy04QKGOtECgHXcMy6lIHLAW5tVhzW2rZv0ZVU/qMjQiU3/Ozgf4YD+E4plqSOYojmEGtsH5LlCP4cst8UY2VFmtI2fe3rBnHIzyR7paxdsEzgW+Yj/dyi79YkqLlkmSciOBjkqqjeLAdAtUgUIufZFIZGwUr7pMaBnEL+3AnntNYCF9b+TOBJbzEOanPyzG/1YFTxylJ6lyGRgSflZSZk27XtqhIB8469uJYzG2GlWLcI9V9LQLdDN93zVv0dTxnpPvjbYx/i5xpDU8j+zMYiIAbmntjHu8lxSYiUD3+M4kX4auHAnPbUSDf+UvBuiEdMCelmlYj64WYn4pvRnAw3ueC/KsIXmzjtii1jAdwSOrnwRYCtQjWLykwHGsm8cY2+74dgYzesLJmRjmrcpA8HL5ZqZP+6JbcikA7FM+MHb2eu+iiiy7+P/wCBHy2ADR1kaQAAAAASUVORK5CYII=) 1 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur170062 0.4s linear infinite forwards;
}