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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACY0lEQVRYhe3WT2gUdxjG8c8YwVak0GJv5mgspScPBelB6MHgURAJIiLetZCLihEEkfjnpB68qGCrtIeCKHgQD7aRFAI95FKFoKQUWig1Jk2Mu7NDfHvITJLZzCaNWfGSB152ed8f+3znnWeGhfsYxGbvSZHXb+8IIppqyQOrgagyau5F1e8H4htHVwtRZRbXjcV1Y8tvYNq/q4UIxBVpXJGWzJcCSIrmGw01NSecctlleIKdeLECAP1Sm5oGR2xo9qwGCEyo6XPK1ZVDzF1dv7TywIkKkBJAigYm1J3R59rKIErrPdYC4vw8RBkgzQFSiRSTas7p8+1bQnTnAAuDdLvFrQjElEaMyeIvWYzK4qkshkxGz/8P5lzQuqTRJY3uvJSfjJLWFV8yiQalYqPDztrjKHyOn5eB0JVf+YgNRjG6oFelOYCFxrNZSHKID/U4a/cKIEbyVY+UV16puQz8IdNAHXVJ/kkNrzGu7gcn/eQS1ZloXm9S0Sv6iw89l6mbDWFhXMNt53yvrwr+F3y1DEDVrASw6BZMqnnsgTHj6vjT8ypzmKgwXFitZosUiGFZDJiKvXnqD7kYt8xEr4dFeu+0IlmtAiXzoi55ERdMxSe2BskMtrTbvAOn4ZVpP86/dAbxWacdPvKFGRs9cy8xm8dH7Yao+j+wHbHN7jgujYN+L+Z/Y/27Amh+0w0hevwa+72JTr3FuX3tNO/Al/gH3crPdQN7+NR6X3tpkwk34GN8106IVvqAdeOITndjs2PFBtqegaV0XikjHRl2tdOgY5n5QG6e4CZxAMPtBFjTmta0pv8At+o9D3AoA9AAAAAASUVORK5CYII=) 0 4, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 4, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 4, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 4, auto;}
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}
div.testarea{
animation:rwdcur119817 2s linear infinite forwards;
}