@keyframes rwdcur137371 {
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25%,49.9% {cursor:url(data:image/png;base64,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) 17 27, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJpElEQVRYhcWWe3CU1RnGf+fbW3Zz34TN5h4SCJcQwHBPBEJEDBQU8ULF2mKLYmuttNOOba22nUptx1qrzrTaERTJ4GhtUQoIBeQaQkgAgSQksLkQcoHsLbvZbHazl9M/ciFcwti/+s6cmW++8573ec7zvuc9B/7PJkabmP2Nh3B3tBYH3HakHHQWAiklQohwY2Pjkf8FqLCwcKaU0lNRUVE/8r/6ds5z584dJ+3tT7yw4bmXNTodUkrkIAGVEMhwmPffe+8PLZdbtlgslvrbxRhp2Tk5UzOWfnNfntpb19DQ8IDD4bCNSiBvSr6huLj48KPrnkk5Ksdwqc2Jx+tDAgjITjESExnBKzPn/bzhxNE19XW1g8EEDHjh9Xrbtm37aKPV2nUSwGa1ZmmzJmov26/kCiFMwDCBW1IwedIk9b1LlryW9OD6DbURZrZbruGT1+XP1atZOD6Z2UYN98YPLpIDkVq8kmSdQO91crKqKly25YO/GPT6X5SVlfWXlpb+pD8QbP3ywP5PR+KpbiZgtdnCnp6eo83nTyeY75o5U9HG0OELgBCM12tYkpvMkiQN2XrwhwXekUPCQZfgVL8euylHFE0cO6/z4gVddXX1fovFUtHc3FR3M94tBACsVmsgRi12ua5dm5w4IS/vakjDPalx5KclEKfXkq6FWI0YFBzCgyKEJJxxCzr6IUcPjtgUpqUmFl2+UNPc0d5+9nZYty1CAG2EXpmo8alNcToyoxLJN0cDgiv98IUDnAE5fDqGLAQoQLRGcq4X9GqBL2MGv3rp5S3fXfudr+x2+7mvpcDixYsLkRx48ZWNRRMm5DI2VkumXmDWQbxaglDwSYFBPTTAqAWV30OiDow6NUJRAAii0KuLxenumWfWKe+3t7WF7qjArFmzSn/w7LO78hYtVT60Kvjt0OkVeIeXCfQqMOsHChNgsl6S2X2ZV17+KRvWf4+JM+bw5uV+DGOSCUroikokaUbR9K8qvywB9oyqwJLS0pUbNmzYmruwVP9PpwpPWAwAqgWRakGMBqI1ghitQBECAUzSS1YkKljrz7P1/U1c7eykuvIEvuRxRCWl4AsE8QVCiKg4Ln621TQpd/xn7W1t/bcQePLJJ8kdP/6je761LusTh5qe8PUTqghQK0NDoAxOaYRk1RhBql5FenoGKSkpvPNBGclrniN11gJkKMyp5i4OttppsPUQiDXlaNzd5tWli3ZUVVUN6jloubkTVpZ9/PH2VtMkKnqVG9IS6g8O9hmJotEgRnSPKXrJpEhJGIHb18/nTXYijCYUtRopJT5/gNBA+0ZKEB0WlN2bfv/Xt996cbgG5syePfGhhx/+oyE5k0r3jeABTx/+bi+CECBQRUYgFIE22oAQCjV9gtq+IUY6DKYUUjVhImSQlqCK0gSFMZqhLinw6BM5Ehc3OScnx9jY2OhQA9jsdnN6Zlbucb+B8Ahwv9uLw9aN2edkrLeZrr4wHakFqLQ6gt6BNOriIhGKQKXTDqQLMAb7eGPbDjYuGMvugyeoPH2WCGdzk0ql8imK0mowGB5pbGwMDiswbdq01YaJBVwIXNc20NOH1eYirrOe+fF9RJli6D5+HH90FobEZMKhgWPhtbtp8fjpFyGESkNqQgzuSB3qaUU8cuwMxE0nQnXpmKyre6Db6XRwkw0dwwWx5jR6XQME+t1erDYXWQ4L64tzCYdCWC5dQhsRQVxkJEMlLIGLrj6azp5kVfdJkiZM5VRHBl4hyJCQHRnEuff1Y81tHQsbnc7wzeDDBKSUDl+vBzUx+Dw+Oq3dpDmaWF84lkSjEZvNRm9vLxmZmcjEeJp6QwgETW4vJ85W8Xykg7lFKwkHA6RZ2wEIBoN8uu8f9d0262ONteduCz5M4Hxd/a9tJw8cSJ15P7V9fnq72vn21DgS4uOHdxqWg2WkDPSG3mCINlcP6qYaNt+7hi2dEk3d8S799td3Eg4BhGNjYr5ffepUcDTw6wqEQt3btn7oeH7KLOMep0I4GEYIgRACn89HY3MLhw4dbC0oKDCUJKsSG1wBKq/acRzf3RJ95cKbvc01G4Wn2xM+vuPxtob6/XcCvNlUAE6HvdPv93dPHD9+RVJaNlWuAFn9DtKM0ezctYtDB7+sKS8vv/vo0aM5xUtXTN3U6sN95PPWwL/fWWI7f2JXXOOpc7ra8s3Xzlfe8kxbeN8ybUilec+Uklbr6Lp6SxEOd8KSkpIrX+zYPmNudtLYzHFT+MCqxnOplt07PqejxTK/qqqqNT8//2iFpWt6U0ujqqDr9Krz1ZU1AL0u50WPy9l2c/CE9JzE5LmLjjzwmzdLp5qi1npt1k87OjpuITFsmZmZpszMzPK3N2+VLxxokZqyehn/8I9k5tic4Usr3hS3PGlhZEN0Cr+8o7Ra1mQXLixft7dO7r7aLzu73fL+377dkJ6ennVbBQBcLldvsjm57KtT1SuC2VPMmugxuJ02RH2lUxuByTjZ91Z8vu8lY3ogoaeDM30O9o1GIDqFH5pnX1nZePAQncEkajQmXC2XNEafc5vFYrk25HfLdZyalsZds+eQNW8Ge9sDXEjORp2V8caYlCavejoGz1zQ77zT3q+biA2jzquh4cxTnN2XhaOm/aQ719Yy0ucGAikpKab5xcXb8x57Zvpht6D82G6yG/6EbvIF+udgaF0FvgiIvAAyxFRNJE8DIMGQACrdwLca012BcM86z6I+Li+FhFYXxj1nSU1jcUwj9u7J/MxhZRtWuoZ7b1FRkalw0T0fzVqzvmTH2RrqKz7BH96EfyHYSsAVD6FBb1MHRO9n4EkmINAFuksQfJThFzJAzzSwJw586/ohqQYSNkO4H1zt+LrcLB1WoL3LvjL3wbUlJ5QEzp4+jHRtQhMPQTuEVNfBAbxxQDEICVJA6DLoWkBG3ZiC8IiLNaABxwTQLIeonaDWK15cRKkB8vLyChzzH3/1sD8aR3sz9vMtF33XjCdi4xwF0U6mZLjAUwS26eDVQ0INhH+MD0kdQNAP166CZg8XFTUXAVBYPuZVCnqWg84P5nIwHIbgBbxtdfzZXh9+abgGdHpDR1R3l2VHRfVsY/V//pUfzeq9exxB993E6Dp52mxntaGWmVnTwFMAsV9Aaxd/d1h4frQCjMnAbKiiwDQO4o4Dxwg6GzjZ08nvXK03vgsBWFCy2Jw3/76/LVu2zHSbeFp9PKsyF1CbvwZZ8BTSOJ7XRgMHiE3n3YL1yElPINMLKY+aQPGd/L+WGRJR9EbWZC1UXFFJdyYQmcS7aUtpjs9mLWAYze+/jJIYrXBM0QQAAAAASUVORK5CYII=) 17 27, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 17 27, auto;}
}
div.testarea{
animation:rwdcur137371 0.4s linear infinite forwards;
}
