@keyframes rwdcur109730 {
0%,1.920202020202%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
2.020202020202%,3.940404040404% {cursor:url(data:image/png;base64,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) 4 4, auto;}
4.040404040404%,5.9606060606061% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhbWXzY3DIBCF36zSkVdyD1uIXcX6EKoIFXEIXWwfswc8MsEzmNjhSVFig/y++TEQgi5W7pEx95Ju1kAIAQAwjiOIungDqEfFzCkRK0AXii/LPIQA51wPzxdpJWBmhnMOy7IQ9H74qDgzYWbm+/3OxVhXCA4hcGGerp8T83MqATSo05C0AmAcRzjn8Pvzp0/89snpOZn35LrRdwOQbgdQhfiUMlBSmyyPsjfEmgFjVuwAErcy0XwE8CmQqPdGO8C7MIphjMAwtAB4AK0B5zBGlGIuyiFoLpdiX3wfafDpUzHXjHNZe0EXaRB7gAl2CTzas1MY52WoA1jyxm9FMe4N20rQ0nySIQMiN7aizmWeiK7KirhUewnK7FSypZlrZXkPQNTQhKVRrSzvAdTekFUSvRbtMOyzk3pAopKH51Ge2Aa0Elg9cQNANKctWVZkmrcJfBKiNNf2AmB/1GZljPlxALFmTNLe8gZIkNZZn4ux+o7p7Q3HMpbnW+vA6T8hlnlpLGpeiIgAfqwXSjms9d4yrt6sKDVrCaKsDUfGZwF0kBPGVwFeQK488x9Mf7f5wHlcUwAAAABJRU5ErkJggg==) 4 4, auto;}
6.0606060606061%,7.9808080808081% {cursor:url(data:image/png;base64,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) 4 4, auto;}
8.0808080808081%,10.00101010101% {cursor:url(data:image/png;base64,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) 4 4, auto;}
10.10101010101%,12.021212121212% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.121212121212%,14.041414141414% {cursor:url(data:image/png;base64,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) 4 4, auto;}
14.141414141414%,16.061616161616% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.161616161616%,26.162626262626% {cursor:url(data:image/png;base64,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) 4 4, auto;}
26.262626262626%,28.182828282828% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.282828282828%,30.20303030303% {cursor:url(data:image/png;base64,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) 4 4, auto;}
30.30303030303%,32.223232323232% {cursor:url(data:image/png;base64,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) 4 4, auto;}
32.323232323232%,44.344444444444% {cursor:url(data:image/png;base64,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) 4 4, auto;}
44.444444444444%,46.364646464646% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.464646464646%,48.384848484848% {cursor:url(data:image/png;base64,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) 4 4, auto;}
48.484848484848%,50.405050505051% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50.505050505051%,52.425252525253% {cursor:url(data:image/png;base64,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) 4 4, auto;}
52.525252525253%,54.445454545455% {cursor:url(data:image/png;base64,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) 4 4, auto;}
54.545454545455%,64.546464646465% {cursor:url(data:image/png;base64,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) 4 4, auto;}
64.646464646465%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,68.586868686869% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.686868686869%,70.607070707071% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70.707070707071%,78.687878787879% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.787878787879%,79.69797979798% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhbWVQbKDIBBEm1+5kVTlRnqKZBFPgZUDUSWcqf8CMYoMoiazUkBfT88ACvlgZkwJay/FTZqw1gIA7vc7lPoJG0A5K5LBiEnAT1T8SXBrLfq+/wVzFbkSkCT6vsfz+VTI98NXgwsISfL1eh2BEut/1M59FllreRbunKMxhsaYFERjzDwviZh7ILG9Fg4AaId2NT7BAQDeewDA9L4RcQPCVgOAx+MBADwgAk3XzM/GGIzjuJqP4oZ2yH4vNVmNgNmBmCUAjOOI9/u9963aPJwMOuegtYZzDt57dF0Huja/2gcXVPdhf+NwmZ3QWufhfmt/FCEdRIcjC/fDDF9UCQDA0KMU74JT0UyZJglHuPdA06znvuKA1hqMrZxv9g04xlUHyOUeEuAlEVccWMN3wGkPXBWwhS+y934LlEpw3gHB7iVYyvqqgGL2MZpGzvqqgBDCYRfhaeTKckYApwOkGCmoVJYjAoL1hcyBT/a5bHNlqTkHGOgVKxMRe2PAvgOkOQaXBEk7ourep0HZ+mkXREhN90+3YfV1XD71hnWGJQERHNnfvQ0L8BQco1qAUvMdni2HVGcJXBwsRNgRqZDMSbgHPisgL+QE+KqAlZAr//wHWa3nmTvczBgAAAAASUVORK5CYII=) 4 4, auto;}
79.79797979798%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur109730 8.25s linear infinite forwards;
}