@keyframes rwdcur201769 {
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,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) 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,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhe2XzWtbRxTFf3fGCnYoNpRiUEvBmGybLoK7cNVFNtHf7L0TcEwW7S4QhCklKqkRleIqxvNmbhczI43eh/QCXRTaA0Jivs6ZM/feGcH/+C9AVfUfHey9V++9AofAXldbH2wMzOSqqiIibaJCCNxwmYXMrbVD7/20bDPGrNYUkSNgCVQ7BYiItJGHvy7Xgw7OVz9vuKQkz7gOH8pNzUVkCNy2iTD1hpK8D+rkHTgGHrd1NARkaEJjgjGcMGqdc8KI0v5irZ9VdU5LfLQGS8P2Gqy1Y+/9Rbn7E0ZYa8eqelGO3XUcnQ7swNJa+112IpMDsx5zN46jd7rU8ADcGmM4CSOstc+BO+C3HnP3gUdbBagq8vhHALpiUlWnIjJQVZeI74jWcmaON8aGEDa+SzQEhBBUJ2/WDafPMMaMibn8kFoXInKkqk5EBmmdCqhS3n9NDDi891evpuvlvPdX1tpv85ydMaCTN4QQLoA/gV+BCfAeWKaUrYB71jm+TP2TTD76pkHzJSkONvxNRegohDDfcAGQ6ERnQanDe6/lzgHOh+Rg/R24ARYraUUZnhtjhnL6rM2JKfAVO4JXVbeRz4APRKfWaZgroIhICGHa4cBz4IttApKLB3XbX03Be38BLNKnWQcSuXaQj4mRfseWI0j3yScRGZ4PN/uSiLcUFXFnEBbkM2K67YyB5OattbYhImFVjNqS/DCEMC8WayPovGLb7o8y/+tB2HaWSxEhXL+LC9Y6zdkTiHn+Hlg453QwGBwkMRXA5JdmwQE4fWpIwmfUg7DAzhQjnuEj55zevzY45z7RIzsSHijqRu/LKO18BefcH/ev4/QkIqfoZ6FTcUmYj6Mgv8rkGYWIDSTbARCRMXH3uaS3OyAiAxEZisj3WUy4foc5e0JVVdTJSxFV1TxBERmLyE/E4FsVoU4BxPO5JUbqirzuBMD+D1sDLiPfDzf0LOUlDrWAc04/vvT68aVX55wCL+ptJYAXwFPS7VhHnwfoHjG4jomPCZxzVwCDwSAXqIVz7m3RVl7d90TbW3fe9wW8R6xc+SWzT7xSSYsviDvML5FZIiYJ6fxf8FlP8BZBFIu3tf378Tf88ecVf82TCwAAAABJRU5ErkJggg==) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur201769 0.8s linear infinite forwards;
}
