@keyframes rwdcur226818 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVRYhe2VbUxTVxjH//e2txZoChTtGhCayIuGZKPDCQ4ZMnEkMLNqs2TqQnBLhvphJmNGHcmcidFlTolONyc6GC/OTAF1uIhoyQgJ6ECNCCjICi0vYy1U3ortPeXefaC36RAZusKn/ZPny7nn/p/fec45zwH+l0sFBQVwOBxhNptNk5aWRs87gNVqVTmdTjIxMdE7NDSUCmBeIIQkNCFERVEUd6G0LJim6csWiyUZgHjeAGw2m5jjOBScuwa9vloaEBBwtq+vLw5zXAm3ucPhoAGAJQTfF1bg+o0bKplMdtVkMsXOJYTbmOM4mud5CBDHTpXi94YGuUql+tloNL4yVxBuUyG5IJYQfH38J9y8dWuJQhF0va2tLWouIGY0ZAnBgSM/oqW1ZaFarT7X3Ny8xNsQ/2rGEoIvvsxDS0urRq1W62/fvr3YmxCzMmIJQc7+b2Ho7AyLjo4urqurU3oLYtYmLCHYtfcYOru6kmJiYvRVVVULvQHxXAYsIfjks8Po6e2NTkxM/OHSpUsB8wogQOzY9RX6+/vXpaamVryIx38CECC2Zx8AIc6VmGzX7o7qEbPSC/V6CcPg1NG9cDjs1eXl5YqkpKTX7Hb7ByOjo3HcBKekaMoa4O9fLZfLL96/f/9KQkKC3WsAEoZB7sFPQVE4eObMmeKsrKz97Y8e6ar11Yquh02gR8xw+gWpImNWbH4jcdU6jUZzor29/UhUVJTVKwCnj+8DeL6xoKDg7LZt23Zfq6zc0lx8CBvVBoS/NAZaBbSP+GL3TX8UVtbL923ftCd59erF2dnZH+Xm5rJT/dx7RVHUrACUixY5Ozo6PtfpdJqOPwzvtBQdQlZEJ0L97GgcCESpIRh3BvwAAH4pmSi8Ukuburs37ty5MwHTnA13BYxGozk0NLTvalneYuFdoGmarvytkf7uZD5YQgRQTiwWs1Ifn/cvX/5F8Z7aAH/JExy4G4rmgBT3PICAlvrCGrcRJ/NLJCcOH9xaWFjYmJmZOTYtgFarNefn578dEhISRggRcxxHy2Qy34TYZYXY/qHk6Den3D+JRCLObrfHGh80IVw1hsaBwCnJJ8XZR8Eow3BnkIPNZlsSExOjBDAtAEcIYTMyMnoAmF2lEgMQV1RUpK1JTr4IbJUDAM/z3PDwMCv391cwNgtoCugekz6VHAD48VHQC3wwIQuCZWBAxjCM3OXNCXOEPeEAOAHYXYRjAEYAjOh0uoe1tbXaVcuX2hNil7IGg+Hj8+fP9/EcP+SQBgIAJCIOUyVhGIgUweCJA9T4CAIDA+2PHz9+6jp63gIOAIt/HhQxIcSZnp7eDCDSNcYCQE5OTl3kq/HrW9tvQCpyQsIwkx8JgYRh0B/2MmTBESB/deHNkAXwkUof5uXl9c8E4AkiyDmlQsIYDeDX11fGrymvUsijAodh6G6D39otoCgK4qAQyEIiQdEiSO5cwbtbdejs7CwrKipip/hDNA2Ap3gAE64grtU7AUxwHNer1WplrHLZitJGC2UZeQK/eC2kkctB+8jgNBtB1xRjz6a37JER4UXR0dGnAYw/L4AnCOcRfENDg1OpVD5Ym5ISEhsXH2H5s1dketCMJz2P4GitRRLVgx0Z6xEZEV5SX1+fW1ZWZnEtgp8p0fOIBuCr0WiC9Xq9bnBwsMJkMt2919TU1t3dfc9sNl+oqanZDEAJQIZnPFCza38zQ0gBSDds2CBPT09XKpVKmdVqHS8pKenX6/VjmCy7sHVeBxAghL7h+RQ7PeKZ8gbAVBhBTzeHafQ3C3g5h0RQ7xcAAAAASUVORK5CYII=) 4 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur226818 0.8s linear infinite forwards;
}
