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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe1WXUxbZRh+zmlLkYz1hFgYhFZcFwMbYl3MLhbZheKNyeYwZtkSYeiFJP6FK65gugtCuFgMFxISiInG0ButJMv0QgjOooPMWTYXl5o6mA2/p+5w2h56enrO93rRs65IWwSXGBOe5L358r7f85z3vD8fsIc97OH/hmQy6TYMY4oxJjHGDCIixpjBGJMMwwjGYrETO7mP2wmx3W7/iuO4o/cmNyDeVLE2l4K8kIZd4FHlLcWR8w4IHhsMw5hbWVlpra2tXXgkAtLp9HGLxXJVvqtbv3ljGZHARkHfxjYHXv6sGkSki6L4UlVV1XfF7ua3I08mk26LxXJ17eeU1dcyv4l8fx0P59N22ATaEsdxnNXpdH47Ozt7aDuOojAMIyiFNRqqC9EA7tAA7tCXJyO09FOSciGFNZp4d5WksLbpPJVK3QRQsivyWCx2gojoyutLWfJAj0hERKIoBv1+f8/g4OBb4+PjPYqiRKgAxsbGGgFYdyxA1/WgFNay5FfaloiIKBAIDAJ4DkAjgHrTmmZmZi7lE6AoyjUApTvl5w3DkKZ7xawAKayRoigRAEcBHARQCUAwrRLAIUmSrv9dgK7rMoAK5Km5YkVo5Thu/2owBQCwCQTBY8PU1NTHAGIA7psWM20dQDQUCn26hYTn95kZ2PIbiv4XjuP4lGwAAARXJoOiKC6ZhAkAeo67BoAxxu4CwCdN84j+koK7uQxnv3fzhbiKtiERMaHOBgBQ42kAgMfjqXhAlieEuVyuSgCQIyoAoETgQUT5fLcXwBhLOL12AEB8gWH5hgqv13uuWEx1dXXv+u9ppNczM67KWwrDMBK7EpBKpX51PvOweK9djKK8vPzY4uLi2/liVVV932KxHPzxw2j27Mh5B5LJ5MquBIyMjLz3xItlcDWXAQDClxOYvhBFTU1Nn67roXg8flZV1efT6fQZwzCm7Hb7R9MXorj9uQwgM5YFjw0+n28Am+sli2K7gAcgKIoS0JZth30t84gvsOzFxz94HILHlnVevaHih4tRhC9nsl1ex+PcxJPgncnfHA5HK4AVZDplUz1st4xK+/v7vd3d3QExqFn9r/2RFQGYrel6DGpc23ReXsfj1S/ccD5bond2dr4yOjp6G0AUwJYtZtlGACYnJxMNDQ23jrU0nX7qlINP3WdYu5WZDUzlsLGmQ1t/uIzczWVo9btQ0WDTh4aG3unr65sDIJnkBbuhGEoAHOjq6nohFouFHiye6V6R/Ccj5Gu+R1+3LdH1S3/SwoRCRESyLIc6OjpOATgM4AB2u4xyUGpeVD88PPymLMshTdPiuS8iTdPi0Wg02N7efhqZPVFvxhTdAf/4RYTMV+zLsXyjVUcm1RvITMoEMkPrkQiASVhikhcSoJoCdBRovX8jIFdIoRmiY5fFtof/BH8BITFg0FCmD9oAAAAASUVORK5CYII=) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219726 1.2s linear infinite forwards;
}
