@keyframes rwdcur245003 {
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/0lEQVRYhcVWIU/DQBT+rkGNBEOCrCUknZnALJB5EiR2BoOcXjJBgtgvmKkhc/P4JgSLugSBq5wiJGAQh2h7vLu+u167ZnxJs1377nvf++7etRie4h3ABN2hrCs0FgAgAKjxCN8vr7gCkHURMF1JAMDjXVJxsnFpJvXgdvIXq5ZrqcYjfKGbE2qxkWq6kj4XVJoZz/U4AoDjQ+B6JgfjEZ5ailAAEJ8AF2fAYiNdcYJUbDgUVX+6iqC22sJsEdWzNJN6CSIasYMTAAonPC7Ukuuby7VU50P8gKxR2R1eMljribBuqD2rNuBlQ0JjDgU3doigYguUlbZJrgX4fh0CYN939awdaMeVecqHQsAee/h9vEaCRjvh2AOLjfTOodzOU4upqOYC14LPb/pEZOfYvI0CPHaya6zMQHYO5Y7AQwghdPL4ge9trvcE3GdBxUO4hUtApV4fnfGDrFVslyfgPBnpfIPXJ0AjnyesiDSTBltT8orHV4QXVEA+T9iE+bb4vb9JtOWfgxgfsyM2VysBFtguyLdF8lD+oCXoiKDiehVQ2d8GvTtA7N+vAKv64L3ViwC68/cJ7uXT9FneH8ozwbi407IJBzvqCHpB+dBpD/gq7eLCvwposwRBxPk8obGN7RjSr8ZHBOD8SAmNMxC0BygpN24bRxHsQODcNrEAgF+XEUxWJIgDjwAAAABJRU5ErkJggg==) 0 0, auto;}
}
div.testarea{
animation:rwdcur245003 0.66666666666667s linear infinite forwards;
}
