@keyframes rwdcur36797 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB/klEQVRYhc2WP0jDQBTGfwniojiI4CDVCEJx69ZBcBCEgrrp0kVKl6wVBAdHB0HQNVtx0EU3KwiCg9Chm4OLKFgtHQRxcU8c6qVtcm3uYiB+S5t/933vve/eOyqrBY8UYQKkKcIEmMstpCbCFH/SEuELmLfyqYgY6b2Yt/IAVCh4J7c3hsoCrWNCgjM7KH0bEvDabPD28EIU+dU+Xm6ye/08XQYga7m4jWqfqCgxRmW14M3lFgCUyQHGFst997OWG3rXbVQjRfgeiCK/2scT5F/j66HnT00zdM/Ml4BOmWSlgt8SqEQeJG61Ptjeq0m/addLPpm5dQmAe7EpXdMElNP+2JwAYHuvZgwiB5hZqhozS9XO8/frrmhJFiKjFuT3n0UAvpnAcRxll0M3IyqekArYtYt9ym3b1u4V7XrJa9dLIS+EnaMAx3EMXRF+SXQgi74XcTIR3BGxMiCg6wXobk0lCAMmjcQykAT+v4Cky6C1DUXzSRq9RkylBL09YaiAI+fcgOTKIJsFkRkQZfirCEEe7ANKjWTXLnrLU+cAbBxoDBIJebAlK3sgbiYGRS6gHI2YCSIT4kwoG62hrfZLLhtIWuk8PVzvW3hltDbw3WDEg6ahdj2FiExmWvrcP5zOrnV+36+HjmL9GQ3cnZWlPtAljy1gmJis5cY7fKSFHz0N2+G7nHPYAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur36797 2.6666666666667s linear infinite forwards;
}
