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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwUlEQVRYhe3SP0iUYRzA8S/dJVYSWnLm9QoSEUEQ0RAFjgUlUkRBdcHREvSHkJbQQDlycmpuijMcWqLtKNoKhxALGuRtKznokMogk4uzb8MrImVN974u73d54HmG3+d5eABuAHVgEbjCBlQf56llXttFIHAtaYBv0X4KVgjdtQEI36OAZyj4ktDuhBHOrQAAz1NwhtDdCSL8vAYAeImCIaFBQgiX/gAAFrhgyBsD8rEjlF9/ASLEOUNeGdAdK0L5vi4gQpw25JkBXbEhlPl/AiLEKUOeGJATKMYA+PhfQIQ44SwTZsnMN3N4Nlp+rHs4yyT7CYAGsMwXvpIl02iw3EwDyszqTY9ywDydAg5y1gpj9pKzl5zb2TIH9Dd1egSYEvAqA9apeI+igB20ucAjO9gmsKfZg9cAXviAQT8x6S0GrPHQFrICTnDdmxwXGIoLUC1z2+eU7GHnN6A2RckifQL2sddphgXexQU4CDwGykTPPHSRI05zd/VffGDEHtoF2uJCrG3HZjJLVUpe5rCHyLvIqJ1srQMtSQAAxk+yzwWG/cmIdzgmcD+p4QCbgNFWMtV2WmvA2MpeWlpaWlpa0/sN3fP1ALduIcgAAAAASUVORK5CYII=) 0 0, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur166445 1s linear infinite forwards;
}