@keyframes rwdcur6895 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGy0lEQVRYhc2XT2wdVxnFf3fmzoznz7Pfs19iexyncUhD06KkqhCtACGBULdZEITUBaoEKwrqng0VC8qidFEJISoWFUKq1B0gWgmEKlFWrAIUmkbgtDG1HT/7+b038+bv/cOirdTEz20XpeVbzR1p7jk653zfvQP/L7XYleknBp5EpL949uk0ifjkSLiC9M9/ejF1xcdLwnn3QVi4fu11fvvr5+kmIu2EHw8R8d6FhPS5537K4uIiN27c4PHHv4+C7Y8CqN9x0/1MH9nLee9Cwfajjz6GMYbl5WWeeeZJ4uCoEvfF8+kZSO/FTc9Ceg+k5yB9cL6fnoT0fK972zeJR/rEE09wJp0/spd754uT/bBz+fJlpJQEQcDF+z7DKy+/0tGQAaxBuhYvsRZ16Tkx53orJHqOU90ToCyXLlzg2hv/pjcXdCZKZwGkL7zwK7717e9xkNXvrwDA7n65ffnyI9R1Tb/fZ3l5maef/BELkJ6A9LPnL/Kp5VOIvOXs0ipR47A+38eOSmIjee2vf+Oh8/fTj7osQPrHF3+HUZpe159pzREFAAxkL//+pc7DX/wy59Y2CKzL5y8+gLo1prx1gJe3nD2xwujmDoEReDi0VY3n+6TpGtdvbHLm3FmeeuonhHHIlStX2C+P+j9TgXeryRru7p3ipAowt0b85aU/oHeHXOivcibuobYHrPgxq3GHyArGdkAchfzrjessdBKe/fnPCD2P4nCC0fDppf7MrjqWwNiy/c3LX6faPeA3v3ye8c0d5nGYbg8Ybm8RKAgdh8nhkDDwOR2fZjjc597z91IUOa//8zXWT6V87ZFv0PMisnHGxnz3CAl5HAEAZSt+/IMfUk4LFuOYXhLRHGYYJeh1unhSMq6mDEZDdOCijObV6/+gv7rK+vo6m5ubdL2QuShiPN4nn9QfXoETkH7lgS9B1XIyXkCUDdneASiN7/tkVcHe8IAazURNMY5g/cxd1NSsrKxw9epVvvudxxBCUJclEodQHg2imIHNkhTpVy99jnivxs1KlruLFNkEXTUkYcSc9CiKglq1+FHI1v4uZs5jahVeN6GwCu257AwHVEqTtyVC+nhzAW/mk9vCOLML+mHYGW/t0o7H3LO2wWBnlygKcT3JtKkpdEuhGnLT0LjQX1vB+pJbh/vgOmwO/8NedshStEBWTrEINNAqxdSa7AMV6DukD196kM5By+bNv+MgWRAdclswIccnBAQ1NRKPMRUe4BOggfmkh3EFh5MxXpIwmGaMTYXCMrpjtM8MoRHgui5ZfshDF77A/nTCqJwwGeTgzHNy4y6E61AUBUkUc8YKbKvIJxlt2yJch4PREAdDU5S4ros1FilcsPo2rJkW3HVqtaOzgtWoR9PUXNu5yVZ+QC4MpS/orJ1kazjg1njIKJ+grUEAgSvBGGyr8FyJUJbC1jTWgicpdEvzzkh/XwWube1sWzdIXT3G0FJHIbmwaNchbwo6qmBreohrDdYJGE9zjNvQQeJoixQOjiOphQBr0NbgugGyPYp1bBtOdI3BUFJTGkXlWMR8RO076NAjeyeASlgmeUaR5dRlBdrgIhDi7XhZBBaQUuKKo4IfSyAAzq1tsOKfoKoq6rYB6eAEHnNRiPQ8hBAopXAQSN4+E6RwMMZQtQ0Ki4PEczystbR3+H+sBQBdN6IXd2inBQkluVG0eYmuG+qixLVAo3CMSy9K6AifxA0QFqq6pGhqSqFxggBhFFVVYWbgHEug0AVqWrEQxmwsBLjVkJ3JELcx5IMhngYPh8VknkUZEyuBZx201hgsNZrGsRgpUI2h1M1MsGMtAPAMREKyEi9wamGJWDt0ZUA9nBALSWRdVhYWSWSANKDbFmMMwpeIwKNxoTIKZQwWWFtd+/AEBOB1Ag7zEaooCJXAaw0dGWCmFb4RoDSh9JEIVNNSlxVaa6SUeJ6HBWrVoh2LC7y689YH34jeLQXsqRE2cXEt+K2g48xRFwXdThfdaNBQlw1V3RIEIeFcjG402ShHlS2OFmjdMm1rusu9mTjHZkADlTQs9hdQuUZYixVvt5Q2BusIHE9ipMPOwR4JHrEXgC8JXJcWRej6CC9kuL/P5q3DmTeiYwmsn1hi92DAXjvg9OppKqtpfdBG0EiDRiBwaDzL2vkNnKqFRlFrxXg6Zrc4ZILBCTx63YhiVMzEmTmKAW4WZXb3Yrezt7+P30kYNwWDMie3NY10qGnRFhwHpOcxycaMiym5KhmrhlIo3jJ2O9cmy6o2Ow5n5ml4Z92fJGmpW4Z1TW5A+6AtuAYSD2Lt0rYaAfiAlS4i8XlzVH4kPzX/0/ov+qI5Dnwwq6gAAAAASUVORK5CYII=) 2 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 2 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur6895 3.3333333333333s linear infinite forwards;
}
