@keyframes rwdcur150694 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACtklEQVRYhe2WzU4TURTHf+fOTGlpi4DEkgi1YAIuXBAXhhifwY0vYFwYnsh0x0uwMSYmLjUhQUKUhSY1MYJA+Cr0a2bucTEDlY2ZW1JWnGQWbef876/nni9wNF2p+a4+/zNxOHgUmAF8wALbUm9cG8Dl30yl7z8DZoGPwIcUrgRMAqfAmdQbUVZRlwhUgRLwAqgA48B7YBNYSJ8y8AlYk3rDZtF1icDBZm/iZ0FiZvwWhSCmE3qvjuwIkQqBWHJYehimvVYF2MsiarKeLvVGq63Cg8IOOa8FRZ+8RFT8E6ZH9pnKHTHut4jUAMxn1c0MkGKAGkQNetolMj1UQNRDVDCeR6QCcJxV0bmkdrv3sAo9hLn8HywxP9rT5MQiwLENmKs3trPqOUVgeXVdqn7TqwXNu101aPr9qLE8DJov54Pm7JORQ89F0/EKIM3uw54aEAsCZQkBcsAYSTkODyCFIEJQwKghTqq5mv48NnSAK6bCpGlDP/FObxQgNiFb4QTAGvAbOHDxH3iweJcpeGlW6o3M5XdhA0VAV2oLZRNj1MezPhWvC/BGV2qZG9DAAOlUfFwQi7EeRgNKSRWUSQbWcAFIys14KEIyzbrqX2h9vQmAU+BXqHLpnpbhOwbIqUEb0eaJ+qhYFEsgFvrLynABUohWRw1WYkQ97pgOJPfvnISZidNdcJwkB3Y/dxVRQSWmHRcomhAce4ATAPAUeA7kge+Jo6Ji2Y/zFE34VuqNs6EA6EotDywBiyRr2WzJRGkOGPaTEex8eGYAoAOMkiykkPb7pBfaa/Vzl6X0UUf9b3mJ2I2LHMQBC4UdAL607mP/kVpeXc+sm/lFgK3XS7qY3yM2Yd9RDYIBLFYsG+dVJwCn6J2pR5xkO5o+/ZMGuwjnxrFxXr3yOUApmohQDefqtI3d2q0B8Be2TvP5/eiBeQAAAABJRU5ErkJggg==) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXklEQVRYhe2WwWoUQRCGv6rZXTcku66JCJGYDBEC4smcPIn4HF5yG3yiwYvP4NUXEA2iqAgJBkYI4iGummzi7vZMl4fZhJjT9CSuB/2PQ0/X19V/VZcQKEtiBbrAUNJsGPr/WUmN4GsTgC7wUdIsmybAKvAQWAA2gR7wDNgFfJ2MNALXXwNuAveAVWAOuAU8BdSSuA+8DQEJAng9mn9+p92H2QajA4udKTNS3D+w5qPvRYsCOLQGkFXOrIYAIAZm2MDRVMdM4xDRnMvRT260vrFyaQ/BsCSufLCgDCiQq0NN8eIxMYQcNcXEg4AhSJrlfwQgN+HzeJ4IUDGutvogxtZw4WTNyIJ8HVYFAJbELWBtx3XerbT3UB+x63osNwa3gb6k2ZeQ/cI8AEiajYH3Y1PEInJ17PsGdYLXAphAoGKAB8DKz+06e9UCsCTudrU4DnyswVQALIkBHngTTAzEMzYF6E8FQNIMYOlKNAQ8BuRl6fmpAEz0eNt18OLDy+giACTNxiNTxBT1TTjrhgCFPka/ycRTiKdGOzlR3Su4MNUtw+sdKf4eANBr/U0ASbMPX33rQgAqm3AyD/Yo++/+i1Fpvfr+DwSgHMGOj90VDPVNvLpzAVS6Akvi9qngUM6CFOowYE4KLImX6wBUzcAQyLddd0sxjqyBTWpfTZmTgh3X+fRyYx2PcPfJq8qNoRKApBmWxIMZ8Sy2+ngpMPGoKZFvstzcx6tjSR1vDsMSEeKB/vjUC1hKKSewAi/17FgZQNJsuLmxzo+jRdwk/U2MWS37wZGPGJ/7afqvf1G/APJC7AxKDgIEAAAAAElFTkSuQmCC) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur150694 1.3333333333333s linear infinite forwards;
}
