@keyframes rwdcur45189 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhe2WbWiNYRjHf/fzHHPYdswpQl62OZu0ZhtrpEg+aEgS+yAvH5jk5YOiNVEkyUhLaMoo+aBI4oOR1/ZiS9FO3jpta7Y0NM1JcUxz/j6cEXOk5zib0n51f3mu677+/7v7fq4uGCRWDlSvs/xqdX3WuoEXn5TtYeEmuRqlId2SHVTSQFtwA2JrpbguWY/kHmgDAPPx5dez7ez8qNE910q4K9nvVOUKy+u8fFndbqtZnYulfMd703Kms3CTuC2ZsOTqVpVzA4u2dJqr0spXOuZ8M4cBsfOy8Es8kZyXSM/LZ82BY6ayLZYH5gWEyy02HpepbNsRQ42/xguUMW9V7r8QH+QXTJWSrOdK6fvd1e/KRbtgXEadurpmy+fF9VHtuJncY5meaC69GS1xbqtjfcXMXSkqAjLB3r4QUnn05ONP64Y26FJcDUA9IJaXyNci8UKymhT6Fvz5CtoeL/k8LPlTnA2cBmZx6RDNXwRzilBqzsk4a/yRGkCMmiiKdrVSVtf/by8KSYyf+stf8B9TEcg1d1Vqt6vQ1f37eaF/7mJ5ySk6morlyySc0CsU1ogey7zvm2rFXXxCVi7+O8W0PYkcbyRgA5844biWuaL0qIF9tzzmzMvNplYX7XZttoPy/BAtBURGgTj/TiYo0SHRGstMEI0FGzJZe1CUPxL3JfNGMiEp+YsyezMKAQFi1jJx5IG48EHmhvzRyjl/A403A6S/hbRpkAhWCoRtCIkAYEjLuUdrr1bDZUhww/RClFmwPqYD98EDCGOL1fuV2ijlhRXp8a8lq/n7VXiAc4CYkOVnRanzufI3REYtEKNTxcEaUS1RH1lWg/Pp13aYHwL2AvAhCB1N8FGR1Z2AFiWWOjUQSx+YATwE4FktDPdEzEyZmRdDrZgZAxwFAkzKPsrS7WMGUjyufAWCxCf2kwHoVQAAAABJRU5ErkJggg==) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2WW0xcVRSGv33OmTND8UJIRDCGtIgmGoKksfhgU33goSFtNMYYH9T4ZvASE0zalBcbC6bW9MFoStJqmxhib2qpqUpLJUhLRAVK66TYKhdTabFyUQoMZeac3wekjgM2M9w00T/ZD2evtdf/77P23mvB//iHYWabdHZfyDQ3Z5WaDPd2k06HCXFsosj4iX7Zn+qR/lJTOx8BTuKEVXGoxB+6VE/oBoxxMTY4hslQWDkTBWYo3nd4LHJ5PuSQ8AfMwy9nKpQ+aPKKMHc/gFmRhblpysuBrycKzf3zJUyEFf+hw9tL2f8q9J6B8RGwIc0BBLEoxcE2LUs2sLOz27r1qN565gfdk7QAIBdAezejrjYYgMzfQCOgUWCc7GQF+H3f5Q/0//zC+X6eTXYNQCmg6WE2HJS1q0fWvhHZtb7co0oUfF3YVY35Ts0vKa2xgOg1EfeWyLz4rswbLXL29G1IJVAqhPHwgRygFYDTx9HF85ihixuJjGxbDAGzvgMAVsWhZbrUlY0T6NWul2a8AQsKe2uz5ezorLI+mJB9UkoPq3xRCeNgAain4xvv18sVGAMuXBXbQ99q79IIWF54l998cCUXzoIXJRCaMsRiPBFsV8ZCkNhbPncDB0a7sto1GAr/NaZF75n7CDei6jLoO0fBBGhsahChaCEE+O11a2Pdp/KyImRqlOfibQ7TJx7w92+h3bwCWcsxaTeiNLtjIQQo3FhnIqPdnZaTYd2xcsdsPm1M3/3HKmQqG+S807skZ2AaFlAFiFXrZG36aMluwb8X7mdygyeUt9g8sxYKu7KhKjY4cDXm0eW0S6GwCucS3K1Xbqj1+gVshtGsLSv2uzsquDIMQTAuxHxOp0pubz3xvefxo+fihcK6LWkBqqt+SrvL0bkWVgCaBI1DsCWFdNy5Ktdr2pevkXHkgSK8nor4x5nuBzbXyXp/WPbHkntcbrxT4MCo4zZoTbBVM/rKPzYm82SlrD0/KXBEa/6ObLb81DJVltEnb6POZkx/z2uTJWby2qKNH672BvuiHnzhBYiGwlqdEMMHcvTV4RrOnnwwus40Jbf3P+ECjwJvWmXVxTOsBQ+NmfIa3dIkuWEpeEpXUiWYL6ZStO1L2Ucku16aa6CU+rU4rAfQe5vwW49h+vrXz1XAfJABPG09v3NBSvZ/F78DYvRmZkef48gAAAAASUVORK5CYII=) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe2WX2hWdRjHP79zzvtnOVbuzf2ptt6gDR3LWVFIXRizpDSGRBCURHURq8CroouCbowIAgdBE3EsiI26GMMJNcXZ1lw6ceb7vmOrEeyvMhO31zVzm+ecbxcNIbel53VOAr83B57n+T3fDz9+D8+BDOR82Vseapxosw9JkeNqi55WeSZ9AKzAB97bu9U7P5zyZi5VYoEXotK1SEVT2poJgAlU/OJOS+lznil5AvP4C5hHyjC580kfHLBnKowfpKcTpFijfWUkDqOxfihax2q3jCzBuAtyQbAW6LtpALsmsV358WaTn4OTTRKHbbOPmTGTWzgngKEk6mhgsrCE9GzJ1S4K4QYxh0XegNmxq8o/O9DMzDQ44IVZ74UZLUop1zy5feBqYUcj/uE6/EQnGhlGF6bQJQau7Xc92QsiySO/smo1pngdJl6IyQI8cF1+n3297BTQBrwFQH8X5r4SCEWwncjT7qux0aAAi0/Bob2ouwXGwZkAXYS5NJvms0eBIqAGGOD8aI2Znihyqx/++do2pQdUFRQIIAEIkHl3j6yv+mU1TirU7GY0ZtfTYo9wGzAKoO92gR3CeqjihPIebF0pgDEgBrzMhbFNpM818NdUq7tjTaD5/n8qdEClkS7FV9LTAbA+bMohr/iiN3cF3w4RTWraWMQul5u5Ww1gAfjHm5o1mAB3FhMF1yJbHp8tp1Fui4prp7R2qfw/Y/dpuzaelOxjUqRLl5cTwKkbObaxU4ML4vPfI0ClPnqG7iutmPh6/Lvz9ywngP4YeuVkJOuupfI5zN8CW96W9cn3fzr7hsPLCXCjKjWb34jfDuM7+pfs3T2EGidfCnfoYPS0Sm+l16Lr2O/tbPAmzjZ5Ibb4Dr9lpYJDOLUDD+T9qP2P9mW2kmXe/EKFXZLTI0W6dTBoA2tn/X672ZNzQvpP0CXiI6p/v3g8dj9mw3OYe2K1QQH8U611Jppd5WzY/HXQswBxYJCKZ2V93PKNU39mQYGzb6g63K4za5KqzsTgpmSef6fAfPCtCn6SVvVKkV9UsNIMcUDW7h7ZP0jh9sxX+MK/4htTGohi7KdM9r2fu68VNWUKcEe3XX8DSvQ+kXmFhcUAAAAASUVORK5CYII=) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2WbWhNcRzHP/9zzj3nmhkZYRJtrDwkSnlKXnnnBbUXSyklXqJQUkKZZIUS3ii8sBgS81xjGKbbNc24Js9NeRrGJpt7ztcLXS3bbtu960rtU6f+db6/3+/T+f/P6UAauJXKSacewEqlyN55Z6F15K18n2YnIoXrtDBjAqZoY2Hw4n4F35rAAVyIGyrCdSpMVaK3lAAy64/JqZKcB5JzT/KiKukYCp347rqXNcW7rSHJmnX7BEKn2rPca5rkRfV3phVApcX4NdXoaYDegVr4lgjYe2rX+S2f2nyfB3HDZ69WkXB91+elSwFr84U1/tf3rb7hoW/jh+uV3+F2WWKhIxsIImfR8xj68KMMwFp/rChofFxKazPYYDzwbWYQUNkzgblFWUHk/G69ewUev/fZp6FD4iUwG4DYLfQ0Cm8aZv4sGvAaICgtPqFIBfrYCDbg/i6Kx5nhRTtvh9NJ4NbJfAB9/QiT5kAcfqpTrgYwAJRvI/i7x/UyNGAwFEwn5A2nHSAALPKAL8kF4BEA1cfx8yZgzSvGHjHuqt9FsBvqgKlcOkAwdBRtsxZDbh6EB6GBoSc9bTIe8AFZqw9XOvtjXYl2Rz6gxGWW7ZQpqZJz8OWaXvRIm3ygFhDzl8hae3RRJof/X5jEwtlbn23GTt5sjaTJZLHrxxTTngmBP4criFU3M2yMJS8HF1YABZkQSJANyGy9oplRyb4jeTXq0wFDT8cZfVZusowPyOy4qVB5y7M+nZ6Eju/3YGATD29+DsI5uzIl0E8/3eIcfHXZvi3NeaKVGR9uFiwvNGuPyquSvKhS/iC4p+OxguualkqtA8hsuaRQecvFVAWcQ43TQmc6/VP2kIlzHbN0e9Jf7dwbffu17BXOvkerhl+Tlj7XqrT6pFoYNNzNbQpnc7xtTG46AmlhbTqX/c+G99NX/ALUNxEO+uvOMwAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur45189 2s linear infinite forwards;
}
