@keyframes rwdcur164814 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 20, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe3Xy29UdRTA8c+98+h0WuRdCxZbghCQhOALEoNh1ARxI8qCmKiJLkyMMSbGhQs16cKYuNB/QBdNjAsfieDCgBuGCIkghWgMVlJDhQJDKVT6mGmn83Ax0xb6gBabuJCT3PzumXN+53x/c373nt/ljtyR/7sEc3FOtWnHg1YhMslYxDlwIv2yh+YVIJX2Ojasq7EnFmhoP8xAdsIeryFZy+YtRCJ6liz3Vf8wJzLg03TKrzPFjs4S9GnsWLxUtDZO4SS9x4khCKlvoX41Dc+AhjJvBAgDooFDrV1OodDaMjXwnErQ2lUtQVWapwmQx4Xppz/W2uLw5B9n+w9MK6d/plysKgFhlKULd9v5wPP6Cxmncm8awii6rnohlfYoPkunXJ0XgC8+4uzxyn19I8vW89KTq23dvkPPyBkXcpXkoxjKe6067TsmAOZagiVV6HY0NeaIB4/Ys2LfeLAwDCUSCaVy0Wh5xE99n/tz+B2ZErky2PDBGh1jMcM5AbS42tqiByWoqaWmNqIumVSXTEomkxKJRCVwEFETJsWCuAiiIdEIo0XJVFrytgDmQzp6tWMolbaM29wDF7sr46J7iAXXdAwcEgtrranbMu6TLf7tbPYXfYXToB4JNC8gV9246dsF+KOzMt69kkj5d0f7d1kYefEGgMFCn6P9u8b1uurYuKDyqI7JnABSbQ5iU+YHi0avYZvxIvYXD/ry4p5x31I5O12IKTIrgFRaPaKlTouwpJijMEBhRKUH1FB23nDp/ByWMwcAfI2dl0+QO0VvB4MZPtzI2od595s55705QCrtXrwqg/30H7GuEGfoHCNXKeanmzWPALgX740p/fvoPDZ/SWcESKWtQ3u+VzTTRmGI/lOMzG4//XuA2ogQ9WGEcJhghNESYYK6BPkhRq+DWb6d6KLZJSqhjEKJQnkGgK2rKuNgDaUmhnME8Ql73xmu/TWh3/8+idjsAC4jh5MZrl23h24A6K4GD4qs383AJQr7J+yLn6JcyxMNxEPiywhv8TIfa8eZQQYKlMo+wSUMTgHoPFMZly9h4yYSZzl/5DqHjbiLdU0kZvkAZ6sQ3YNcHkbliDbeDae041SbaNhsm9DBFUnuWzphWxkQRzCLJj6sssyxchdLHv/xrMPplML1fpPPtrr2KjW/IiwTqS3rDXLWZotkCyRjlMPKu3ymK1uiZ5C+PFfyhIHvYxEHwsCBts2uTM5307Wk2jyLbzUiwZaVJOM3m0E2z7EbD4XPpVP2zuR/q0r+hrfGlJ4L3o7QZIGpJ4kSBijSjY8nxZhR/vMPk38AvBhFHYRttuQAAAAASUVORK5CYII=) 16 20, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 20, auto;}
}
div.testarea{
animation:rwdcur164814 0.33333333333333s linear infinite forwards;
}
