@keyframes rwdcur187794 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe3XTyiDcRgH8Gfz2tqrtPR67U9pakjMasyflYM4qJ3cdtgZFyMpDpOSLXJQpCQlfxMi3Cg5OOxAtHJ7aWwy5TCr1WxmDqN8L/Y6vZf3d/s87/P+9u15f2/bFJtXK1n6tTzC4G9SK2sDd3NusL3IDj5m18DJWAp8cyGAlSTxkgMoauar4Aw02Rqg4TF+B7aUWMH3gTDY7CwFJ0JJcD8/BpZ8AnIAptymhcL57BlYzxjAlePV4Bf1G3h/6BRsYPVgdpIFSz4BOQBTqFJDIZtSgAN710RE9FO1jpjheswQAYePorl9vv3u+IDry/EZDCAmpaqASFdEVKzK31vLEcVTRNEEUSqTv1/UI+A0RH31RAsd+Xu3nETDjbl7xCxRAVRKIitP5DDk763jiFr0uXvELMV0cAK+C4SnW2iwmprBU6N+3CCDn7Tl3wH7TnxgvhPPnORvgRyAMZIOCoHQJXhjdR0cOXz9c0O3xgXummgDu9I9YMknIAdgyrUVUOBZPBMH20f/2vBhNwpO9qbBc8IcWPIJyAGYzcQSFIxtRnCZgwN7F/G/o/ETfx8MeD1gIfgMtrSbwJJPQA7wBRTMZhgcjXIZAAAAAElFTkSuQmCC) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABy0lEQVRYhe3XSygEcRwH8O/YYZmVJJbdqW2VRw5ra4QoB1KUk5uDK04eSXHwKLGRg+IiiTxWQoQbJeKwByJxG/J+lAOytazXgcN+L4bTXOZ/+/z+v/n1m1//aWYE7+7YJ0JWndoQSuRJCrk8vpKcbckmr0gT5MDDK3l/WyWHQedlNCBkDKbRGchRsijh/OmY7Ipzk098F+SUsgSy/zRArrW2kXWfgNGA6FBiKbDRv062iXZyakc6+c78SF5oXCPbJRtZ6pLIuk/AaEAMjzBT4PNVIPvm9wAAUjhgtwCHzSm0/2C/JJu3bnH9DPiD337Jf6P9kac+8p8mIEcD9QowWqKdO1MGtOcBzpi/VAZErYS4SKAlB6jKBCJMgFcjX0kE3FYgIQpo2tRuQHMCNgtQmgyYTYCglfyzTAJQ5Pi+VmsJvQed9C5Qr44owe3MJfe0eLjAO9/DtGeW3L3aTbYW85nT/SkwGhBlJFHAd7pDnhqfJF8u3f9asDKqglzaWUCuCFaTdZ+A0YDoiE2mgFXiM7E4s/yvgmdzt+RATZA8oA6QdZ+A0YDo9Q9TQC6QyYn58eTWIf53lD/4+6C+tY6sHtyQXYVOsu4TMBr4Av2dZsVTTm8nAAAAAElFTkSuQmCC) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur187794 4s linear infinite forwards;
}
