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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFC0lEQVRYhcXXS29V1xUH8N85vnZsh2v8oLaBmIdJgGKDkJpW7iM0FaVpMyCyO0WK+g2YZoA6yIBZxTeoKkVVR7aIqjQtpRW0zau0QgZTHgEDLsa+AT/Bj/j63A72vb73+oVJK/U/Ofvss9f6r7P32usR2SB6u23CmziGQ2hHff7zBO6gH+fwQU+fJxvRG22AuB3v4ASqN2jvHN7D6Z4+d76SAb3dqvEuTuYiqVSK6s00tpFupraBS7+h622y88xOMDXK+BCzk2SzRDlZnMGpnj5zGzYg/9dn5XRW1ZJupXUf6RYq4uK6v/2S7/6sXHYx4ckoD68zlWHhKSJX8dZquxEvn+jtdgifxrHOuq3s6mLv96nfWk6+FipiNm9l7+u0fyuM41gnPs7rXtuA/J+fj1O2NLWzu4umncTP9JSViCMad9FygKiCOKUZ5/IcKw3In/nZOLYliqh/idr6r0ZewNw0d//Ontdo2kUUa8bZPFe5AXhXTuemZvYc4d4/GR/+L8ifMnCOV47QtIPtHdS1IKdTcO6iAfltOVlVS+vXaWrj4I+5d4mRdS/R6pifZeAP7PkO9c1hF2sagiNXvQhOFo6isAPv5CKpdGvxzKtfDEaM3uT+wMbJF+YC+c5v0ri1OF/wiboWRFJCbBHnI9yJVCpYWHrmlS/Q+UOmv+DzS+Ry65Nnv+TqH9l+iC0vrfweR7Tso6ISnOjttikWwmt19eZwz6H5eFGoIsWBIyRZrv+VZHF18sUFBv5Ey35adq9tZLqF2jqEqPpmLMR2jW3hDhfIS42IYvZ2UZ1m4M9kF8qVJotcu0DjDra9vDY5gaOhben1aCwkFunmMJN5v/xZit2Hg6FXfs+X+cCaJPzrL0G+7cD65AUUdhqHU0JWU9tQXLAaeQHb91FVw5XfhfebH1GTZteKGLc2auqXhu1Rb7cFpDYu/j9Fdom46+2NxfoCbv+DkX6q0rzyGvUtz5YpYDHhk1+FcSwUE7LzxQXNx8udcDnu9jOfLzc63+D2R3xxf+31y/WVcE3EQiVjdqK4uFRwOYauMZ1h//fCe02agz/h3/08uLE6+fLxzPjS1J1YKKNMja79BwUM32LsPgdeJ64ozldVc/ANxoYYvPxsPU8yS8PLsVDDGR8KZ1N6A0rHo4OM3qDjaAhOpWg+zraf0vGDkAFvfkIuWakj8364tuNDS1PnY3yAudnJUMkUFpYKPhriQX8Iy6nKleQFtHaHo4lTXLvIYnalvulRZqbADH4b56vX97LZUEYly+L92HDIih0/onIDJWkU8fKrpL8W8sJCiXMnOUZuhLCNX/f0mSlcvNNRTnYqw9jdohETGW5/HMhfqFndKdc6sh0dtOzlyofMPw06x+4xOYpQrJ4mn47zxeKZhaeMXA83YvIxty7ScSyk5tVyRCnxatGztZ2dr9L/YXDQkev5IpUzhQK1NPScErk6neHBFW5dYP/Rpcy1bo5YDw3b2PENPr8Yzl+kH6cK35cMyNftbyWJR4/vUbeFOFfuE89LnuTyuzkUaokkkUF3aY9QFnzz23I0yco8GmTws3KfeF7ysbsMfsrjOyRZGRxb3husiP49ffrx7Vzi6uRwMOLWBSYehjjxLCwmTD4MMoOfMTlMkgSded1l2FBrJpKqqAz+0NAW8nlNfXlrNjMeItxYvjVbzCp4+y/w8+dqzZYZ8v9pTlcxpNCeH8Vhq7fnl3Hec7Tn/wHUONlu6Td/lAAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur81042 3s linear infinite forwards;
}
