@keyframes rwdcur72718 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2WS2tdVRiGn7Xvl+ScNKmEgCVaq4IgpSAOBKl2UBARqVYHBsFRoBTqqN7aiYMOSo0Ua40ohQ4UiSi9zCyCxf+gOBAUKTHnknPd++zL2nsvR456Tk26dwpC3/n3rWet9a7vXXBf/2edPHNWPfvDRVWmh1amOHENdrVSDl9fUSfOv39XIKIMwMvXvlS2LEhkDz/sUWhtHDvg8tI3W+5bCgDg6M1vldXrY3ab2GED2wnYZ/sEUyNOHbn0n/1LAwC8/f2a8uIEp9egiFq4bohVH2LNDJj1+7zx/E8T1ynlgX9Va2VYTYkITQigCGL0ROKmGeao4MrVpyb6oxKAuANpN0P0czw5TdHRoZFhdyH5S9D6o+DTz58YC1EJwLkPlkR9IFiQdRakz2JqYw5N4vUM0VAYbQuz6Y6trQQA4L3zy2Je1ZmTDgthxMNDHT8QuFnOomGy15wZW2dUBQBQKxwKw8fKFbuiGN80CXMbx00ptPF7rewEAA6uvCQIJL9vbKBGfeqhZE5Kikijv6mz+u4Lt/mg0hMAWO+1+Vvuwe3+yqMiZxTnjKYMOqOYY5dvVvLst6VPDj2mVl89sPUx/c7JD9UzN1ZLBcx2dJsH8t0eDzQSDl/9SB2/cGrHQcbeyWtrnykpIrxBh4wmph3w9ZtbD5jSAK/8/J2yej2MQRu7u47lDFm0XTIv4/TRLyoFmdjs+JU15UcpTq+Jk7RR5hCnFmBOD6nV+7x16MdKQCbOgZlWhteWGKFJMtAgiNHiFFdJ/CTn2vWnK/HHRIAzy0siauUUPYmXeaiuhWpmWB2FvCVo/5mzOiFgtqM7DqLpUDGr1/B0Az3RGeIQFyEaCi21UEb5W7jjKD798bJ4UM2yO/OYHyXsC2AqNPCSlD1C8Lg9vbMAAHXl4Bk+rtrLXJTwkNSwIx831XE1wVfnXt/ZX/HBlReFGyl+27gFow61Ycp8GiFSQdAxGG6GZdbfWhg1ui02k4xfYsmTZkoiJeGUyeYg49ilG/c+YC4894i6eGT/PcuL+9pR/QO7xUZASmjGdwAAAABJRU5ErkJggg==) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72718 0.53333333333333s linear infinite forwards;
}
