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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACYUlEQVRYhe2WX0hTURzHP2f0ECWFDSmEIIIewkVEEhlB9CoSS2uS/TF6sKBeIglGVAMfwvYgYZQk1dYoC9nUWEX10D9IiF4iw8DKx6DUa2Lkg9xfD8ftjm13W7ZdX/zC4d5z7u+e7+d3/nEAfIAxV46xADJCUSQygLgrEOCE0wASf4M0Ni8chDx8hYCGCPc5DyH9LzQAIL7DSCjqLIREn1sAgOw7iNzqdQ4iAyABcaPHGQjpfZoJAEj9AaTrbukh5MGT7ACAeBuRaxGk3F06COl5ZA+QgOi8XToIiQzkBgBkz37kys3SQBQEAEhdA9LRXXwICfcVBpCACF5PQhwtCkAoWjgAILV7kUudCPDrf82XAMzO2ges3wBnA2Caup54TozpalEA0qUUiOj3byMw+gXevYXB11bMzB8mgeMpv0keL2ULYKbksWw5nGyFx/3w6YNui92H5hZ4+YwpEaqAaWAyvTPD9GR1LncN2VK5UgEq18LFy3pKvD4raGQYjAnYup0VwKFs5gUosYYyP1wNI9U1ep9X1+jAQBCp2mwtvI2bdJtSjANlOQwyimF6xDA9WQFcwNTYD2hogvYAvB/kDuCPx6Cu3goc/gi/p2HLNlYBp7IAKGzmOZ+a0NtpHOtwWaoU3y+068xJGQV/GwKM5ugvmXFa5rYjcA9YCbiBrrn2GRGC8RjUeq3gz0OwphKAdfNI9J9HqEwpfvrbkB27EKWQnbuRM+fzj4BNmZeOVKzWph3dyOlzybtBrut7UYxT1YLOWICvecwhz6pP17xWbQEAQPIAyulREgAHPBa1qOLpL8rHbK877/0bAAAAAElFTkSuQmCC) 0 0, auto;}
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6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 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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div.testarea{
animation:rwdcur169516 1s linear infinite forwards;
}
