@keyframes rwdcur256017 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADuklEQVRYhe2WT2ibZRzHPwlDS9oqpDDKHIjDzi1sh0qTw9ghuRiJMGhYhZiKNVSERaid0KFzKUusoDCHhwjbauhgsYeVoJ0GNg8NKD0ksPRQ0krEui0HLTTO0DelUng8ZO/TN8n7JqlQcvF3eZ+/v+/n93t+z5NwCaegjWYGaCeEGeCcuNM2CLPaaBeEBOiN34+Fb12OGUH4PeP7AmeuHdCDCPtv7ltm6gBqIfZTHOCA0cTrn74FHyEAfvlriXjyqglg1h5oCciXiZn+M8Dyw98CAKGFS4RdEb56MMGXDw+KH8/n8UZDFBZXmjqepQLfDMQwA8f6e5EQz0cY+8mNNxoC4PCp400BYEiCNILQrYFj/b3Q8RQAD/6xAvD2uR/YsR+iaO9h826ezbv5qj21Y5ax01jGTuO0eRoem2EGVLvpHmfp5E7VWJe7T4p2ufvkV7WivUe2rcEBnFHjI9HNwIENSwwg7IqwdHKHua9vcf3l96sEfrV3SdFa8SLbPMPTsl/u7wTAGw3VZUM3A4VHhcD14Rt8nJ6RkTLjpsR2JarMBtbaPYsrpOO38UZDFO1d/E4J60gKa3CA4pgdB5AIhnH4h6rqwgyVVzA0PBkIDU8G9IAed+9QZLsinNmoB34i7poaJBEM82JmE0BGrvYBLFmlqi7MAKHhyUCElClCyqRCXP7+Cz5xjFBYXOHwqePSSWFxpaVrqBWF3ZuTyiVJ5ZKyFsyqsJGjdPx2Vd+SVarGtNFbXuiTWajdq0L7MjGTthDraiBCysSHlYq12Y/Iu686sWjbWUX29cxp85AIhqt81JpuEdrsR3D4h2QEiWAYp81DOpcEwDU1yMLF3ejU6AH5hSc1kKPhkTV9B9TNqVwS19SgFHntmwnDPeoxeKMh0vHG/g0BLFmlzqk2ur1arT9DgFl7QDhtHt3Ffu+obMcT04ZzN65cAHazp4o7bZ6634Y6AF8mZpoFCWHJKnQ89zfvfPBZnajWtHN+7yhvdBytW6O9fqrpPsW+TMyUyiXRZmJ+ZpruEnSXDBnk/PzMtIRvJA4tFGEFxMe3kYvNltbYs0Al7UbiDQG0R/H53LtyfOLsNX4ecPDKmWXuzZ/A/WoZgNE33wNAWX/M0T/XAEjnvmPi7LU9gtfYeGePKOVXRSm/Kv64d0eMd/YIoQhx5cKCEIoQpfyqEIoQ5bWyKK+Vhd76Rv51a6CZba1vcT7kZC72iO5DL7G1vgXAiO/Mnn219MdRG8VB5UTT9eudy7J9VdloSeN/a5v9C6uGxYl0B4xuAAAAAElFTkSuQmCC) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur256017 0.66666666666667s linear infinite forwards;
}
