@keyframes rwdcur122899 {
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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGT0lEQVRYhcXWe0xTVxgA8NMHbW9vq7S0tvQFlMdFoYBASpFgC1XAMJUo60hQ4wSjM5sRs003t4BxLj7mgpvGBxPFqUOxE62IDxaKwKRMVIot7QApiFZalBZLL62V7g8zo8YnsvH9d+85+c7vfDn5zgFgggPzsp8dHR2EtrY2SlNTk9tms43s27fPg8G8dOr4AaZGRUX6EImpjwMD9y4ID4+ZMWPGHofDQTKZTM0Wi6UehuHzhYWFd8cb8jRbXFwcGS8UVhHo9HtUm61Q19TkRhBkh0gkymKz2VgikWhjMpmVFArlZxRFbygUitFxBQAAQOLCheGk5ORaLAQNsXS6wrta7fmGhobVXC73M7lczkhISAB+fn4jFArlBARBhVKp1PS+ANyzH33t7QMcgcBLksuzhsPC5EE+PgGpUunemqqqX7u7u+HHjx+HcblcCIfDRaMoumTNmjUjixYtaikrK/u3GlgAgPddAM9V4NKlS5NgGHZ/e/FiyaS8vPiHQ0N3g65eJXGt1h0mh+Nc1e7dYqlUuj0tLS0+MDAQi6IomDx58kUajZYXHR3dt2vXrtjExMShuLi4zjFVYP369Xyr1TqvrqZmHxWAD5hJSTdusVidXgjKFbhcsbPT0n47dvDgAbPZ3C8QCMQhISFkFEWDzWbzguDg4A4EQb4AANgPHz6sHRNAJpPZzGbzNzWnTtWxSKQuGpOZxZ869VArDP/hYrMlBBRdlJ6YaOPQ6ce2bdtWBUFQFIIgPDweT6uvr59PIBDCm5ubDRqNpnZMgIqKCq9YLIYgCPrx3IULG2P9/Zn+CCIJZ7EO/kUgXHQzmRQvgZA3ye2eJUtNbamurNzf3d2NRxBkukgkIt+/fx9rNBrv6nQ65ZgAAADAYDAMPB5vxb2entBQBPneF4tdLuDzPb4w3EytrW0bCg3tesjjxbtttiUiPj/Wl07/4eTx4+1BQUEyNptN9Pf3d6pUql/GDNDr9R6xWDzI4XC+O3nkyJWEiIjzkxiMDZEMhsGqVErsZ848ECYlVTv5fPIdMjkO198/L0AgaD+0f39dZGRkOp/Px1qt1r1dXV2PxgQAAICMjAxDSEhIKo1Gyz1aUbEjcdo0Ao3DyTIYjTfCebyy/tpahgBFy6gxMZ09AQG8+4OD85gAuG61tweEhYVNbmhoKO3t7bWPGaBWq0dzcnK0ERERqzEeTwAYGfnaj8GYHZGZSVSVlOhny+X5RADme7Xaen+B4JyFx/PpoFITHGp1YKpUiq+rqzvdl59/G6jVb+wJ2FcNLF68+BoMw5uzsrKyOzo6MoZ7enZizGb5R1u3Ng4MDBgQBGGQyeQSQmNjLk6t3ul0uQ4MOBwPPB4PlsPhhACd7kki7+sNrwQAAAAej9/i6+t7Izs7e+emzZttdqPxqJ+PzyfegIBNbW1tnrS0NA+LxVo1dWTkdHprq8nH5eolkUhAKBRGg4qKJ93xDZfXawEpKSmeoaGhD4VCIWXl0qXH9xQX/+7o7Pw7Mjk5aXB4uFij0ZBkMtmIRCKJIZFIKnF8vNBms4HpsbGBr1312U2+aUJ6errpypUrC0Uikcput5d0trZuCILh7Zi5c5W9SuW1O3fuxCIIMjo6Ooq3WCx0DAYDcDicwOv1gre5ul96CF8MkUjk7OrqyoyJiZG1NDfz9S0t1UQyOc948+Zp861bM6dMmYLTarVAq9WCvr4+QCaTsSqVapdarfa8YtNPr/K3AhQUFHgBAA6DweCcNWuWmAJB2d5799hepzPF7XZjaTQaRq/Xg9DQUHD79m0LiUTqw+PxZ2poNAfQ6188hc+9I975eTNnzhyC2+0Ol0gksqioqEwmkxnvdDrpra2twGw2W5KSkqbodLo/qVTqx5cvX7ZUVVXZXpfvvd9Xq4qKKAlBQZGDg4MzAQDBPT09jOTk5AV6vf5QY2Pjiurqavd/CngxioqKCHa7faNEIvnSZDJtWLdu3ZbxXuOtoqCg4PPS0tJHxcXFn04IAAAAli9fnl9aWuoqLy9fOWGI3NzcZeXl5ejZs2dXTRgiJydnqVKpHK6pqZk4hEKhWKZUKtEJRWRnZ+efOHFiYhEKhSK/srIS1Wg0KwF4y1Y8nqHT6a7BMGzmcrk/rV27tv9/BwAAwPXr169zOBwjnU7/6h9fR5f/wFTGegAAAABJRU5ErkJggg==) 2 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur122899 1.6s linear infinite forwards;
}
