@keyframes rwdcur202608 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRYhaXXf2zU9RnA8dd973pcj+Pa1RZLgZZVlNowRDOxY06RIEP3I7rNX9vCEsbmYhY0m2EuTjnDsmVZtmWJJs6YTdTJiMQfLFv8NaKo0SkgsmZUwkqHgOSopb3W9rhev7c/Wgs0oy34JJfv957v83me9+d5nu/n8/lG1q1bVzJG7rvvvsgYVTIad20QuLJY0I9XS6Ft6EM4dvx4MjZebBJjgrKEXxYL1sSSJOLk+6yNxt0/VHDPCETxTCBOcT4Jm0WDeT+Y28KTvfNs6bnKghUMFazEEiTPNvhkARrjSfFfvT7bV7RZZqvM3xogjaaR62QyedYAQXmaWktHFWlNonEQR2KSfs4eoNBPXnZUMeDIx7fRTxJ8sgCKBUKF0f+hguAThT0rgBONHogLzrrqZwgQCSiFHNd5QndiWMJwA551PiYzjxAKukcVJUXR4ZE3RwLLg5htQwVPjgDtQpdJLlATAkQCiVLI4EkAMSmlkMo69bG4+s4OCyOBVaVQEAnk8FAp9PsR867x/E8mdTEYkh9VdGt14RJ2Hvqzt/dvtGQ1pVDq8pWSDQvVYi3eiATeKUv4DWpPN9kJAUoj3RdXOao7Pthr2W3Mdp1633DjL/h1G09veMOGHddLpCQuu9EFS1arx4+icetQ+f8gJgKoK4WuKU8zxfRR5UCOox3DvZCX1foSzfMuVq3Fp620+mGe2LTBn/6wyWeWM1RwOeoM98gpMl4PtGBjRa05yUoG5UYfrDhnkytuPSgqicCtt6xTYzGocol7b3hDtRY92jQsZOcWiZEMxCcLkMDtsxeY8/i719u08WmHDh1iJkMK6lwrIlASKurT4Gb7PWqrFXY8W3JgN/3dxJPseZmqWarjSQtzWfvmX31ip299sXRagBS+uupBvmCzR3JRnR2YSSAmEHPMbi+6wr9e6dWxk/bt9HUyo4kZFzB7/rCjeIK2bSp7sn5S1ySZyWSmZTKZ3okyECAx73NTDMopTzO35VSDkqL+gV5vP8X+7TQsZOn3mdlMZU2ZtGY1Fiu7Pm3v3ff74+0f1e19zd3Rgv5MJhPJZDKl8QBCFDsPHY9HZyb99JZnTVGtqF9JqKSoXJ3q8gsdbN2jeSk3rZ8ircmAgwikzHGuJSo0S2tS+v1tHvzuQOq/u3wvWmnXyTM9nQTxkZ491xLTzJWXNeCwvKwuO7381z2qZvHt9TXmWaNM2qA+BV2K+h3XKWubbrtVucTFX6Y8bf5g3k2ZTKZ8vAyAoSKhvLzOU/YC2O9Ru59j+Q9pdqeopH4H5NXr065Hq4hAqKBbq96Bo2oah0vVvl1LWDR/PIAADrdRPLd/pOOLQgUloYjAB15wtIOLLj1ftcUKuhQ069YqYbqp5ui1z9He/yiFlCU476JpPlza6/1WTcf7NI1XggLaHruDXe5Srm5kJRw2DxV1H+tRlqBc3ehMh+R9pMN0V7jMQ2otE41RUVFh1pSrzLDc7PkEgeRQcXhpPR1ADvcc2KX7W5du8LwWZSqVqxUZeQ1j8eFtOu+IXvv02idnryH50foP6pYsn2a2r6mxWKX5KmpHyxuOBxDiOXxn/3YdN3zqnfDh92cq6JYwXUmoamqDwTwHj74np81xXeIqVWj2obe8abWsbWa6VrUWac2iErLtFPI6Y/HhM954b0EBW/Gl/m5P3TGHx/dfpqhPTMoMK5y3iDf/Qo9/i6sUV6XWMjUWi0mptUyzteqsUG2RvKwdzzCQ05pIaZ0IIDT80dGO20uhZ357HR2eMFW9RitduYodW3j3/WeVhFIapTSaYYVmd5pnjbQmU9ULFezs+Z1dfycW91o0pm0igI8ljyzeyWXpslNRnwGHLWi4Rv0CNq7ln733GHBYSqO0JtNcYIpqJaFjdnvJUg+tIt/nuamVHptoJRwrRRzIZfnZDa9oXHS+niPD23J/N9l2HvgmX1yz3uevvtA5PjsaPKfN628/b/O9HDvszWnV1mcymfc+dnwmZ9stpdAjb222/K3N4k46802tEh/ISW66S/wfD+5R17RHejq5LAdb6TygMwhsmVbtgfU/z+w42emZAHTjx5iFKift7R91EQlUBTEXfdBm7pG9pgcxibCoKxJoS6S8mkh5OZPJfBiOOaqeCUBoeH1ox2Fj+qevk75OW8fY50d+Rfj6C5nI2M/z/wE3E1PbyIvmKQAAAABJRU5ErkJggg==) 11 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
}
div.testarea{
animation:rwdcur202608 0.4s linear infinite forwards;
}
