@keyframes rwdcur242855 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnklEQVRogc1ZbUxTVxh+rgEZ1eCUUsWMoakGdYM4kkoWP2gdTBJdov5YzIwNiRLFsI054zJwbovjh9VlZGFDYpYRHI74gy6LbKJFUNxHadbFbhg6YZOPrCiQWVAQazz7Uc7h3K9+b/AkTc895z33Ps/7vue8p7cCFEAIIUr9ACAIgqA2NhMQkaHEC1OSFI1rh0anJ84SIYwEIYRQ4uaMp2WGde57ouvaodFZIUIA5OQ9I5Myw9TkBNamYmaDCEGN/OXhCWaUr01kbSqkzn1vVgiIow0l8jTnqcB8bSI8I5NMRGFKEgghZCZFiCJAwXuW35EKU5JYNFKTE2ZFFOIA8e4CiHcYJSFqMFoaSduRnf+rmDmCAugg4aC2tUphtDQSo6WR8NdqY7FAnNqAUk3I1yaKFjEPo6WR1B3cAQAwf25lxPMMWQBHunzHRgDySEUaPUUBvMfVdiDAn3qmk1ZIvZpnyJLdM8+QhZxnFogIh0tWCTLFUvJqHqfrpv+B/KZ1jh5G1j7gBQAR+YxULbOjY/YBL2wOF8KNgmoKUfI8celiVyJPCVGSGala1Dl6YB/wikQAgNmgh9szHA5fGeaEYlQ7NMrSpf8B2IdH2lwfAMgIUS8D/mhQYXwfj3AXekgCAMB00soIKnmt/1E8AL/HpSQBv7fNBj0Av1gq2GzQMxHlOzay9ROqCNUUksK/e4CR5EHJUBFS4kq2fNts0LNI2RwuAAh5LYQcAR6B8pYnyPfx/f2P4kUfYDoSvKNCgUyAIAhC7dAoLg9PiI4KFdZ2xdRQIq8kQqnf7RlGnaOHeZ9Pp1ChmEKCIAi0kAmCIBgtjYR6RirC7RkGFFIqba4Ptt4pMtw4HaOep1uoFKEWtqApFOgMpOZpW68XFT/0sWs+5Shx2kfJ02gAyoVQDUErMQC0Do3C1i3Oe5GHQ4DbM8yixy92GgG+4IWTRrIIUPL52kSYM55GvjYRhSlJyFuhVV28alurlAi1U7KVVm4gtK00YArxP1548KlTYW2XEYwEal4PJkJRAN2F+J2IFrI6Rw9svV6WPl1OO4BpIbwgnpi0Pxi6nHa0HdkpBFvIsjVAdyDpuUdMIvAiq7C2s4XIn38qrO3octpx9vhhHCo7hmRDPgD5orU5XFiVnYPBhoCPURZARQScZWkkeYYsVNWcgafMBJO1Ha0FGpimBHY57ehy2lGyvwj2AS+qas5gVXaO3wY5OFR2DAD81xfH2W2ras4EZyxB2JXYOEWeR3e9BauPNmDw+rforrfAU2YSja/KzhHZ+iYn4JucQNqeD9BaoGHHB2o72HBC4OcEQlhnb9GvLPhD3V1vUbR9vDoXJfuLAADlyd0wXRxXtV2x+whbS4MNJ8LiFFYE6KI6aloh2Bwu9lAleE69Op0Si1LQWqAJeO+S/UVhkwfCOI1KQcn3N32G8SXZ2Lp0Ht5bmQwAOH5rhNnZHC6Ur0wHFqXA/ctPMrtWZztSD5+PlEZ4KcRjya53yGDDCeFC8SayZt0G1p+68nk8tSxDZGs614vW19IBAA9vu+G59Tsbu9lxHduqr0XMIybvcC4UbyIv7T4AADLySnh42w0AaKk/HRV5IIoU4rGt+ppwnsQRjfAYW8s/CWrfUn8agnYZurdXAdWhH9yUELO3aKe++5Us1jxBqs2ChyMedcMkHTLf/QpW+x+sq3RL1sy+pq9sdpExHyH0u8N1k+jS9eQF/VLy55dlpCD3RaJL15PKZhfxPnoisqXtWUOeJxY/L4nEz0siunQ9+b5zkPXz7RkVQMmSpmKZR3kRlc0uRlrJjs6fEQGkqZi0rE9TFSHt67sv9jydPyMCjDoNaVmfRsZ8hJGQpoYS+b77/k9ls4vNN+o0EQmI6LUKj3VtfegwPot1bX1BbRcmAP9I/n6j87ef/Tmi50dVB9rujgtX38gla/btwfw7TgDTv3W/uPIb9m7OlLWlmH/HieX79mDim5KIOERdyLZVXxMuAORmx3Xs/fRqSHMWJvhFAUBTxVvsPpE8P2YFpO8+IUWvHwpoc2/M/0bY9nUNDLkv48D7H0ddxGJaASubXeT0h2+rji9YuhwA4P37LwBA14+Xo35+TM5CPBxXL7E2TZOd6zPR2XtHZOceuIvSLdGdg4AY7EJSzL90kH3v3ZyJNx9XAwA23CjFc+mLseFGKQAg32GO9aOjB93X+eJGv406DRk7t4sYdRrS+dHaiPf9/wSVzS5SfaXTT3KqqCl90/FX1q4mRytryZgv+H/PwfAvvR139jbtnYIAAAAASUVORK5CYII=) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiUlEQVRogc1ZbUxTVxh+rgGZldQ5oK5GhqYa0A3iTCpZ/KB1MEnmMvGXmbEhUaMYtzHnXAbuKxs/rFvWLDo0Zhlhwxl/0P2QDaQIfmxZacJiNxzdcBNKVpSyWUBQMZ79qOdw7r2n3zXwJDf33nPe0/s8533P+557K0EAQggRtQOAJElSqL7pgIwMJV6epRUa1w2NTA2cIUIYCUIIocQtuY+rDOs9t2T3dUMjM0KEBKjJ+4bvqgz1GWnsmoqZCSKkUORb/RPMqCRzDrumQuo9t2aEgBR6ISJPY54KLMmcA9/wXSaiPEsLQgiZThEyD1DwM8tnpPIsLfOGPiMtrBdM1kbScXDLIxc2ixLmD56Q9BDhfsRkbST8OVbEOw4AUsKRU85+PGR4T9C+ZHomInmeeEnmHNkiBoLeMx+xB9v2lgEALF/Y2ZhiYwEcLje7ry5bhxr7JShFAfEJSxE18usiVAZSkudRbCwQthUumsfuw4VNLOtHJUBJXkaaS600Q9FZV4KSdQ4EVOTpmHrXNWbrHAgAcSx8oQd48nwF5rcSAOC9LR5buGgecvWZAIBcfSbqXdfgHAjIRACAxWiAx+eXtcW6oGdFY0Szk/mIHd7bYAeP7NmTAKAiRGcZCHqDCuPbEkFUAgCwWPf4/CqSAOC9lwogOONKkkBwti1GA4CgWCrYYjQwEdVl69j6idYTIUNIieqydexaSZCSoSKUxEW2/LXFaGCeohkr2rUQtQd4iDwgIsi38e3ee6myA5jyBJ2oaIujUCWfiWhlNlkbSf3eMkae94KINO8NZT/t8/j8LHyop2L1hDCEJEmSaCGj5OnMKMPH4/MDgpDKnj0JR9/DBaoQmz17kolgKVQBZQEMhYghFO71UjTzAODoC6Dmx352z4ccP/vAVBby+PyyjBUNeSCEABpC9Gh/S12sZDMcBUQiAHnB4+8BCLcbSoSsxLSQ+YbvojxLi7qhETh6/cIUKVoXlBRPKNzip6FEhRQbC4AoUmnYEOJfXnjwoVNjvyQjGI5kOIRaB0D4hSwUUDc0glb/BFr9E+ylhe04Xdfg6Auw8OnpcsqE8IJ4Ysr2ZEEVQjQDKfc9lESxsSBi+ad2gDyma+yX0NPlxNcfHcD+qveQYSwBoN698gs4UhqNeudnsjYS5YOOnjgJX5UZ5uZxtJdqYG4eBzDllX27dzG7vFWFMpthVyvc774Mc/M4E3D0xEnZ7w+ePhyRX1SVmGaBUKmtvVTDzu2lGviqzLL+vFWFKls6++2lGtnv5q0qxODpwxI/Jhxi2ntTIXTGHC43ehusAID0nDxmN9bXg/vLi5gHqjN6YW4eR2+DVWZHbZduO8i8RolHuxeK+93UZG0kPV1OpPx+QdjvbToG/YEz2Ld7F6qXBYB/h5C9/QOh7dJtB1FsLMAh81KW9x/pZg6YinNv07Gwdiw8nsgS9nubjqGnyxnTwuURtwee3Po2GTx9WDpbsZ6sWL2WteuXPYPHFufKbM2n+tD+Sg4A4M51D3x//sb6rnZexqbai3HzSMrnjbMV68nz2/YAgIq8CHeuewAAbQ3HEyIPxPBCEw6bai9KZ0gK0Uj38WL1ZxHt2xqOQ8pcjN7NR4Fa9ReMWJC0D0yffP8LWaB5AL3DijvDvtCGWh3y3/kGducfrKlyY8H0fqa3tbjJ6CQh9Nzpvkp0OQbyrGEh+eurKlJa9BzR5RiIrcVNAvceyGzp9YwhzxNLnaslqXO1RJdjID90D7J2/npaBVCypKlCNaO8CFuLm5EW2dHx0yKANFWQtjXZIUUo2/rH5DNPx0+LAJNOQ9rWZJPRScJIKENDRL5/LHjYWtxsvEmniUtA3JWYYnVHPzpNT2F1R39E2/lpwH+Kv9/o+M1f/xzX8xOqAx03x6ULrxWRFTu3I/1GF4Cpd90vz/+KHRvyVddKpN/owpKd2zHx3b64OCRcyDbVXpTOAuRq52Xs+Fy8sVNiflpQFAA01bzBfiee5yetgPSPEbLr1f1hbW6NBr8IO749AWPRC9jz/qcJF7GkVkBbi5sc//DNkP3zFi4BAAT++RsA0PNTa8LPT8peiIfrwjl2TcNky5p8dPfdkNl5Bm6icmNi+yAgCVlIifRze9l5x4Z8vH6/FgCw9kolns5ZgLVXKgEAJS5Lsh+dOGhe54sbPZt0GjJ6aisx6TSk++OVcef9RwJbi5vUnu8OknxY1ERn2v/SyuXkkK2OjE6G/u4aLf4HiKJ4Lu7leS8AAAAASUVORK5CYII=) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur242855 1.0666666666667s linear infinite forwards;
}
