@keyframes rwdcur247023 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCElEQVRYhe2Wa2yTVRjHf6db+74d22jXMTouIyAhIAlMTAQBjZGN6GhM3LKZ1CE3HXEgCgaC8IXEhJARjEogBhheAjOBbEQyptkGXkMAJYKANybXlQ12ade16/uul+MHMqC8LQNi4hf+H895zv/5nXOec4FH+p8lHmbQhpUrpVPVsaXq+Po06A9xoedmX0u7Rl1jw337PhDA8U+rpD1yGfwe9LCkUxMEAwH0WBiCEgBvzMxZH5zrEjQdaR7U/74AfqmvlVneU4yM/EWXphJIzeC8T+WapuDpDmGJBgDIVCSit51/Wq/Sp0dQbU5avCbqm5uS5hkUIOg5Lz0NH+KItCGcU/nyDzPL1q0TAKULV8v9n22O81hW8a6U4R4sgYs4pA/Ssvi+TaG5qT5hrtTBZn5i52qenpDNaX0G019eE2eSaYkaxmzbsUUAvL2mStrl32R5f0PNy0KdO0/WNx4yQJiSJd+0uVq2HG9glN3KVz3TmL5ozQPVy0dVa8TyzbtEt30Kqr+DqTY/z88tkfcNMDrSQsR7mYvpM3nlzcqHOi0Ax25Y0Ox5OGUfY21Gm4QA2zZulGrXrwwZMZHrJmdS8+odH4glFasMs7pTl6600uvIR6gmJmYEcJVWxMUnrIGU3lZCWgSv8jjfHDhwL/+kKl9QKbs72mloqBM/fXuQT96rlI72U4xVg3FxBoD5S9dLVT+HOX0YV739HDpYI0peKpGqqrJ3317jGkb7DU1u92K55/PtcbGelDzyLWeZnB66N4Al0kNEDyCHOKh6/x0BUHuwVgC4Cgrl0KycWyBFRcVS911ncZlb9mg6NucYQgEfNTW7DaBmJQ0y0kAHV2mFrN+/QyQEGG4OogrotQw3zGzgQnnu2TlypNPJSDXE9JxevKEIRzty8Ha2U1dXk7BgdXMWapodNRa/AoYi7AubiIUDhMPhRD4AfPfDYaFpGhMydWJ6lKEmwRBFoEeSDgGgX3UwJBzElnZ73gaATp8fPZaKKRy8u8ugM12Cix1BemKSoC5RVZWZM2YnPRXWWD9WRaIoanKA7lAUZD+pES1p4iUVq6TVPpyWYCanY2M54s3jugahgA9nXh5u92IDREaaBUUECKYOQ1ey7z2znW/MlruWz5Plb200GC0uc8e1FRUVy+JityGuuNgt3a/dBtm6Zbs8urZAfrFhxeD3gC+WzkitA5vwGJLv3hdfZA0NdaJ8QaUBYKAYCwpdMnfcVPJMNwBo1dLi4hLehMeuhvHGYIy4xvyl6yVAeUmpIfmA7tzTu9XcVC8mjx/HiP5zqNZ0fNgGB6htPCyuBRSsoVayTX7muF6Ve2r3P/R78IL9EmpPDy32WVRtWhvnk/Qx+tNnQZgFj4V/Z1KuLVkYALqevGAbq7dKa9tJouOmc4Exhv6kALWNh8WpTgVd8zMp+jOVi15Perz6Qj5D26aP98nG6q0yt6MZMXQUKfllrF1RZljFQZe13FUon7D5UAT47fl4tMxbn44BPfXMi/LEj1/fatu0uVq+YL+Ete0kwjmWjCfd5E6blTDXfe1ruatQzrD7UCVoAq6I0fQpuUih4nBk0uYPk5mmMDEzxGjRSU70BmZFEs2ewpmUKcxfVPrwf8IBuQoK5SibBYfJT5e3G4DCcQ6yclSioRj9ug6ARVGwDs/jPONZuHrdf/MrvlMFhS5pUyBbleTnKqjmGELcPIaecEbCLXqkR7qX/gXxlgeWj94ZIAAAAABJRU5ErkJggg==) 16 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCElEQVRYhe2WbWxTVRjHf7ft2tt2XccGDLrRoUjCVGL4IgoaI24kDjINhJlsBJMNFmBsMUwMkYTEGA2RoBEEEhIgEUZ0OBJxzLgN/CAqURQhGBV0zOFeGGPt7fu9fTl+WDYot+0GMfELz7d7zvPyO+f8z7kPPLD/2aT7CWpo3Cay4woOo0pCC3IjKBFSVbwRQTgmaG8/Mem89wTQsnunmBrrxdN/lRElgBbX8GhmAqHwuI/RZCNgdNLnh8/a2ibMPymAI4ePi/nxSxiHL+Ez5uNlCv0RCx4ti0DMgCzCSLEQsiHOlFgfUV8/qioIW4v4vkflREd72joTAgT7rgrty7cIhSLctJXwjTKThqaN43GlZctFV+ftlb75+jaRrQ3hMt3EEBzEb3Rw5s8ErR2nU9bKCDDw87ci7+KHhOJmfpQWsrS2QedfXVktmluadeP1dU2ixKlg8VzCl7Dyda+Ztq5OnZ8hXfE9u/YJw8VPCMXNdEQXpSyeyfYe2CX9pjiJO+eSYwjzXLGRsiWlYtIAS7P/Qh26xg/R+byyYWPa4hZ0OZMgLvtyiVuLsIkRHi2QdT4pAfZt3yKmJq4xkr+AL/ocaQsAqBPI6EYY/ogVYjaacVv9lJYtTyJOCTBTDnMrlKBrIIeBK+dZu6Y27TKluJZyvGpNjait2yyOH90rfbB/jxTPKSbHGGeGNTmV6e7AVavrRa4YQYllMSwctLYckgBqKquEElFpPdk6oRbe2LpD9A/0cvDA++O+vUEzC2QrT7skjmYCmCF5iXuG+CdvHju2rx9PcKjlmASjqo9gIRzwYjWNTldXVguPN8zMWS5sdifv7diqg1QSeRgsAziNCcrLV4ix11J3BAV2QQyV/oCODYDmlmZJ8Qxhzc6lyK7yksvLiy4PeQ4jHs8Ie3a/k3KHTLkF3FRteAMqkum2GHUAg/4oCTVl7XHr6myTRCxCdlxhKKiQa9Jw2ePYpGjamEREwa8KBnwasnwbQLfMQCRMtzeCTwpmhFBjEM2ehtPmYzAMYWElZEx/JQFUgxWrWWC5Q7e6HRj2Cy4PhvB6b6VN1NC4TQD86pVpH3FzxuOmWxFEAhFWv7oxJUXhI0+weBYsLnFjzc3NCMr6ssfEa6teEGsb3tYlq63bnDRWXr5C51NevkLc7ffp/n3iyq6XxamdTUnjKZVWONPFHLPC5Wj3+FjVmhoxNDCUdLUAQgFFFz+m8GUVVUKWZdQsJ7PlAPkY6BpI3vSUAL8MJpjjBneWwvJVdSIRHObYx4dSqlvT0iv21MnRq3vgo4Miz9fF394EPVp+kk/Kl7C147TUHTET9Fxndm5Wxg7nu3NnpZWVNRnVV+rsIeFTiLoX6d6ItD+jc4NWwn4Vt/8Cm9bVZyxgyTB3vq1VRHt+YtrjCzmbWKCbTwvQ1tUpXQhPQwsHKPCco7Z2U3qIFAd57MRZcb6tVbiuf87sefOwPFlFU23Z5PsBGD2K3+MFyECJdpF3G9eJ+romHYjX6036PnL4uHgq+BUPXW/GKDuJLdqAvXDuvXdEY7a6Ypkoln3kmSNY5Bx8tofx4MRqd+AJalhtDqbbjbidUOwQ5PkuAKC6nqVbFFFRWXH/PeGYPfN8hShxeHCbQ0yxGpAF2GSJhGTHIpuwE8FssWAzgch302cpobJxy3/TFd9pS5auFG6HynS7GdkEDpPAYZGIyXn4hY1+zZH2h/TAHlgq+xepyx7iJBrwhQAAAABJRU5ErkJggg==) 16 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur247023 0.33333333333333s linear infinite forwards;
}
