@keyframes rwdcur164209 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 18, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 18, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 18, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 18, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 18, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 18, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETUlEQVRYhe2XXWgcVRiGn9mdnZ3s7iSTSbvZtdVuahuSEmNapa5NKUH6t9iiIkK8KQVBemehiMHeFPSiV+KNP4j0z4BBikVSbYlok9I/UqzRNjahBVcbY9L932Q3szuZHS/aaNxmY2pWvOkLB875+N7ve+dw5sw78AAP8D9DKHfBpMxWYOfd5T5VJ1/uHvPi1dBzubP+5VZSxkrKZJIyTfPl28rZPBhs88pNzdJnvuX8JlQAuIAT/bLzofkEWEWDErF/av4M0J1IxPne7aHLvwITkVtIq1IIu0rxBMCyigNFaxZwVurqGr9TVXVdhctFwTSxWxZvDF9F0rMA+nZdr5iLZ5upPjOsovVCYVnWzulpYzSVTAIWpiAwvNQPgG4T5Q7Vd7FD9fnmElCq333pCIeHRt1uzxFFUf6kDIoOfnW46Zc8AEFgdzFPXNjzLRyh0BY0TeX8+X7Cg3E0yY5kls5flIA9eztURVG0H65cIR2LHQYCXm8tGzY8RV/fBSw9xuM7V1C7ag3fvHM6aS8Ix8sqAHhdkqQ3ZVkmfTdw9GgnH7z3Pi5PJXVVMi1PrsYfWMbByvEXesPcLC6wqHsgGo3eyGQyPFpfjyhJmKZJdOQXptJ35Gxe6WZJbpzU75GbvWF656qxKAHHOz8+MjY2diidSlG9dAmp8VGwLFSvD1ko4JcTfPTVNQ51HkuXqrHoQyjL8iOZzCR2mx2bS0Fxu7GLIo1ygsODaxiN2c45OLW/FH9RO/B8++5APpfbPJFKk0wk0HWdRCJBNBplWK9iy8gImeptTclAl/SfCADas1NThxyyHNInJ0OCIIQKhULI4/GcrMnqOPQpcGsq8HVLW9eXLW1danGB4kvGslj49TuDAwff3QRwoGPv2WCwLQj0bUynJJszRE9V8+zUnoHe9m2zA2X5GhqGsS2bzZ7Yt/+tTZWq2g1IqyPjXK18GNlT9VeiaWwt5pZFQCwW+yQZj2tOp7Ovsbl5iVOWydoeI5E5haFn7iQVTIj8fA+3LFfxwKVLWpVWTWZyghpvLU1r13Im0gOighX7EcRaiNyak1uWHXiitfVT0SExMTGBzSZgGAaDuk4+n8duv4DDuAhAJpegJdCxvSXQsXK2gFLGY8GGxDTN16JjY103frqOU3ISuX0b0zSJx+PH9FzqJZvz1ud2Vwqn6AI4hSB8sSfILiijIQkEGrolSdqxfmMrl89fIJfLAbjD4aFsINCwQ6ts7C5M1IPqQyNGvfNtGpbx9D2GBBD+jSGRZXmHoiic+/bMTHOAdoBweOgk4viLXmUkv77qOpt8JwBQPLSJJfrct13Xdb1gmmbxmfLOTBqkeP2GxgHJX5MlGoG8AZpGTzld8bOGYUwXxa7NTCoZwpjKks1AOAKr6xiocHKtbI4oHB46HQg0tPL3N6t/1vzYeIpX0lOs0jyc89fw8vaD5Mv+ZzQfPmxnHdAMdO7pYhrgDxs4mkfPhumAAAAAAElFTkSuQmCC) 4 18, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 18, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 18, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 18, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 18, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 18, auto;}
}
div.testarea{
animation:rwdcur164209 1.6s linear infinite forwards;
}
