@keyframes rwdcur153361 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFB0lEQVRYhd3XW4ydVRUH8N935vQwDmM7Dm2daU/bU2hJxViTxqBpjBdEQZuQNoGIiQ9KlcSCogbS6IOJQYwNJl4iwcTAk1EiEuLDRO5BuUi0IRApAbFDpwy1tdNhKGWc69k+rH3mOzMDzCSKD65k58v59t7r/19r/ff69iks0xI1dKKBtajdwcAV7O9gA7owhKcwgedwtFjCb2WZ4JUMXkV3oueXDFy5kfs4MBnzFZydya1trU+xfmUeXYlaCj/LJ5CBK+iZwg+58/MNFHy6zgPse5UzOJnXHcv7+tr2dmJ1Ht2ZWGW5BMArrLyFx25olKmBXXUOcu3xshQtv935WcPKTKaW56voWqpELZzK4/Q9xcv76phtm+zIY5qHj1Hnp1v4dY4eTmO0bccMjuenJQnkIKsfY/rhTRn8tba4ZkVyc8x3DHMlu3KEEyIjNYygmQn9U5SsFEMbYFWZxqm8pvIO3DzEB7AN/b159tUI5885pMxtTKS/nsHX43CGGM3z0JxHIB+1PvNrOIrx3/Mu9OCiR7mtfzJTW8PTJ7mMrwjxtdLdlSm+FzvwQs5Ipd3vQhH2tMDv5/xf8OX8rj1bI6taq7OcmiXgWB4jIjFjz3Nx3tuZQSdE+k8XzCwksBKr72fHXdz7El/LG5nDMbIeXhf1b7KqJNAlKjGVCTzzK7b/lQ9jq1ILR4vsb45AohcbD3Hpi9z188acjFuNpZmdVw9CP84KErVYN4Ytee280r6vzt1cnyN/ssgnACqJzhQMdw+wY5gbr14XUDnkkRxZbyYwPrUgbV3x2ID9uAk7M+HmephmT51r+EMr8twV+ypCqav/xq5Bbr6kERuMc3447hV1a5GZ6ZSpTMbINdqYQSdyFuD0BqJPVLhlE98ipRDlTmwrEt2/4ycnuOrqc7Pjo7H7DH6DQbyYvb6Mb+JDLWqjPI53iqLDH/EPnMBe7F6nbF5nMXCUXVyCqQI/wtfTlhx5IQR2UnxazhEVLfJ8VUhsODvsz8+mSEWHsr1V8vvZNp/Q4MAR9vPxCr6B4oa/CzWtEEV9t5B3U/mtW9H2uxdrlFbJwC3wQrTRfFLmrJ/vHeGhSO5zC1txSlvN1faeE5H+v4gOM4Tn8WNctynvmOXBYV4RAnlElO4ZfCHHtL+RCc5y6xAP8bPf8lVvZDtIaZOU1kkPhGA+k2jkUU9Uryel70rpRikdkG6PdZcntqesyRRj5w9IqSGl86Q66f18ux1v0ef4SYq9Q+jkvnj1bJ6qihOzfYToAQnTIVAclE9Aiu7ZjcFJ6OAjhxlm79N8/y0JwO0U5w1yav66vqClew88gUOYCVa4FBcqm1AVU+egOMwj7AnX823R17Blg7FvnfIuWBO3mbWr4F9CK2NcHltuFUk7ovwgNa/h7GsZfzOcpW5EI8q2eQE+iSs+CvdiM16LHpDtU8obz3Ix3to+QW+i6yXSEyG2cuyW0nXSqbZ3z8bzqhdCvD1prlO/sS3J7kFGC8bvwQe/uGByKzbS+9nFfns4V5RsYtFsm72pBhban/ClzeL0dgidt24K60XPPc6xAd7D1Opc92J+G1rMdLkEbmPFvu+IT84GcXNoWR82c+cAF/I5ce87IzT037U1pOkZaeaQND0WY+aUdBPpdS5LXJS4OEUJ3jZL0xMlgb2k02xLXJBCtJ1Lu/gPbQ1p+kyAT5Ztuva2Ay+wlOL/X2f6XyP/39i/ARb1r2I+iKhRAAAAAElFTkSuQmCC) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur153361 1.3333333333333s linear infinite forwards;
}
