@keyframes rwdcur77853 {
0%,13.984507042254%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
14.084507042254%,25.252112676056% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25.352112676056%,33.702816901408% {cursor:url(data:image/png;base64,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) 14 13, auto;}
33.802816901408%,44.970422535211% {cursor:url(data:image/png;base64,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) 14 13, auto;}
45.070422535211%,53.421126760563% {cursor:url(data:image/png;base64,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) 14 13, auto;}
53.521126760563%,64.688732394366% {cursor:url(data:image/png;base64,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) 14 13, auto;}
64.788732394366%,78.77323943662% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrUlEQVRYhe2WwWscVRzHP+/N29nJZLrZbGLQVGmRgiIIkbIePXgUehMverEIigdFiBREdA1iKaiVnrx50oMX/RM8FteW6ElKKFJLTdc0bjbjZnbmzXse9s1mbLPZLfQgmB/8mOHNe7/f5/f9vTczcGT/dxPTTlxrayklz9Wr3pnAY8UTLALkls6e5mp3YL7Lrb3caqoHD3DhqnnhoRlxvlblyXoFM6ssWGE0oA0kFrmrkb2E9U7fnHvvtPfDAwFotbVaCLyLD4e8VlFoIA0FZsE3vrWY1EqdW6QSSIRVcS7kdor8I7afdgfmw1ZTmUkAY/VqtbVcnJFfLR/jRQkJkAJJ35IOUqnnFX4oTNBH6p7BSIQfScKZAL/iiVXR82rA25MA5LgHc763+sisKJL3gR7QBbZzS2cr48ZmJjckdBc8YwJBmhhiD5Jl35pHj/HGZ+vm7CSAA1uw9lN28vG6+jmqQCl57K5959pN95UgqiuWQmEaOQQCgtRKfyMmvr6TP9Fqqu1xAAe2oBGod6IKqpSs76rvlmDSAkBboq2MvidkL5IszUrb8EUu61UvmvO9N4GPpwZYa2sVVXjJVZgybEHsfNv5Xw4KIATmAZNb5E6O2skF4Gkgqld5+TCAe/aAgadmKjRKAAVEsQduAzeB68Bv7v5P9yx2cxO33lQVJ1ttvTy1AhUhTvkSM2TB3AVRtGITuOUKWAYCYI7906JHAB4SOOXmTwYQgkDsb01TuhogcwliYMsB1N1YVpo3WieGxQRTK2CtTQyj3hQtks4rgA9EwJIbC91YpTRvtC63SIbKTAeQWX7NcqSTTrrgvksUlSoO3ZK686gEo5zLTGOAa1MDSLi2l9GpetRKyYNScu3G+iUF5ksQgXMFqD3NRqupNscB3HMKPmgqHad86wKUk9eABkPpjwMngMfc/dJdKgSAbwWqN+DrcckPVADgzsBcnE/l2Vl/JH2xsYqW1Bi2QboYofNaWYVeQm8nzb88DGDs1/DzdfvWiTkueHJ0/AovH7WiiAJ05KkhuNE1r64+431z3woA9LL80q3Ye/p4xCtSjir1+fc5L2KU2xVkFn9z134xKTkc8jVsNRV3kvz133e5NMhHFdac1xnuh4a7L8bDRKNu7vDR9sCcm5Qcpvwj+uRK/vxSKM/XAlZ8OXzDsf+ykYAc5KhewuXbe/m7759WP04Td2qAwlpt/ex84J0JPVaUZNEAxtD5W9sr3YH5vtVUv9xPvCM7siP7T9g/L5xpGEYmwcAAAAAASUVORK5CYII=) 14 13, auto;}
78.87323943662%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur77853 1.1833333333333s linear infinite forwards;
}
