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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2UlEQVRYhe2VXWiTZxiGr+/9kuZLjXGJf1CaNrRVS6dO/MlQKjjwD5111oluuHlW3MlgzDFtRfHIySZ4LAxkB54ojGKPRDcVlTJcnU6kk5oVje3SpJKaps2y5rt3tsFoJzZ6ZK7z+70vXm54oEyZMq871kt76Q0aTYwOK8oWDB7GSLjXOao4519ax1RYUd7zHCbbrFVq1xc6okPapw/ku0bOtND5f1m75HaHOZ6Pubr7q12BMGG6ucFtfsbCYkPtJu+d6p6I+ysuA1wvuWsyzBqO+5/x12a9IyeBfLeQrxs5d1FEc7Vea2W3kZwyX6qAVUVs1sxZnqu5HyEPpgnMSrCqIfVbimHSmCgBAlRPlveUKoCHwEhuBHuGTag+TC1RKqlkOJTmYaiPFENoFEOB0ekIGKuOVtPMMRyqMKA4Xe4tTvCUewBuH98XL7Fs8famihBhFrOUEGH6iTOTIHf5BT2lQIHMCwuYFjq97azf+/ZHToQa8uT5gUt7e47eaS1+x27106VezroXOTS0fahiOStZRCN1NACQIUP22/G8e5OO53/lf8tjtPu6GT+oz7VDW7VEC7REC7RT29SiTfIcYASHMIBVw0bPAbL+CYqf6hOd1Amt02p5T5MzWziHmcbW7DZSO7VNK/SmnEfI14N8PyGnF8X0lpw4f5o1HP8nEKTOtNBpt5G09zNu7+GGtZAPX7gYgABV3m/IvasNcu4jpw/5R5G/gPxp5M8g/xiy3+fy9Ar+ZfINFBjTKPxOHMIwZ/5saoji4DA8O02GDMnBJFQQeFUCzzTAWDz7sDIyP0ItUZayjCBBHvOIJyT4435ywn3AhVIFphqH63ZzbOIM+bnMo54GFtHIapppYCHDpCl2kVcvZ0oVmPoWpOjBpXEwO1ifW5X1VhNhgCec4mu3/8vEePEcraS4XarAc8+x1cAeE+MzgjThkleCK+5NOsjwoNTyMmXKlAH4G5xLGGTX7nSLAAAAAElFTkSuQmCC) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur223844 0.6s linear infinite forwards;
}