@keyframes rwdcur171141 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEM0lEQVRYhe2XS2xUVRjHf/fcM3funTvMq+3MMHQ6ZWh5DHFjE0MQgaiJgmxcuCJxIWiie42kGyUhbIxxYcJG4043EhXThEQNaggaVGK0QAm0IDW2ttPp9HYet9P7cNFqoJ3ymooL+W9OcpLz/X/nO+c7D3ig/5Hk/TTTFtsMcBA4DnwFbF8tA52bZyQX+yLA48DzwOeF7JaLbdGEuzW/2Qd84NSScfeclr9n6ADdwJuAkwjFyqVa+ZXX9rxqF2tToX3b9tpm1vPG5q+Lt947xuD54dLimJYBrMW2GxjYv21/oTPR6RlSp6u9Szy6cbs0ooaQbV7YW/enkJUpJibLAF8sDdTqxtjdv6+/cGDnC6iKKhpOA0MzEJoiAxmByJXwwgpqPUO2M3ttYmLq5GoD6GYwhKYurIghDRQfArMqgTiQ8fA9heOfDng/nft5CPhjVQGCanAk15bz8BBiXkEAMhQgkJcIzcNVHBxXcdoS6QrwESBWFWDOnQsXvaoQtkCvqoisitgcQO2VEG7gsYazZ7+Rbxw+HGKhSrylMZYR3aWSM6Up9LpKICWRD2nIhzWUuAAJjuMDutedy55IJpNngMbSAK3ugXI03oboCyLiAmWzvCGigqoG+OXXQa79NmoBV5oFaAnANM1itK/d8beqkpgKAWWxyn18xcNzHa5evS5YSL/TLMbtALqBnYCOqo7gumEgDZTUoFmsVqtH3jl2RKaShjNRnJDTM2VSyRThkOkNj14Q1foM73/w4RBwdCUD5TbmA5v2Hihocg3Rjh7PrVVFvTyJbkTo7O5wvj/xrvz9yvkfI5FIv2VZCSABjGuaVms0GnmgBnwLjKxkcqsM9Kcf2V3oeuJZItUk2K7A9VFzkEoF2ZA3Ze/6qPP26y8esizryxsHNhrL9tqKulUVWKGOjBdN50H4+MJFBHwSEcmmLpPutSFmihNyrlptv2O3JlopA1KGwtOubTM/O4MM+qg6ZGMGvUmT9Z0miqpQr1gAsX8DYKdTqxzK7tgjAkYIMVehPRwkv86kJxNGCAW74bIm1g4w3gpAsyWQgOx57mCxfVNfTVg11sYNCp0R8ikTFJiu+xRrPlXf8FRVrbUC0CwDDvCyU55OBDVNT8VgY8ok12FSdxTGZj3mHLBsh2uXLwjXdfN34SdYchw3A8hEN2wpZB/bY0dnK3rv2phIxwxKNZictRmfLOOrGmNXhyhPF2Gh1O5Uy+6CZgB77eJ4zzo94GyISRnRhXN5vCLGimV7ZPBc6NJ3Jz0ZDDJbHBOjg2eGgNN3AbBMzQCeCUbjXqU42rAMlZHzDeuHrwf0GVspDZ/+OKnp4aMNuxJn4f13hFscMvcKdArw07n8fDiWcNPrt1wCPgOeBp5cAfomdT21P01f3z3fMzsWIT4BXmLhaS3uxPgf7drV8h/gvn4iHug/1V9rhWfbHC3NEQAAAABJRU5ErkJggg==) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur171141 5.3333333333333s linear infinite forwards;
}
