@keyframes rwdcur194129 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhdWX23HjOBBFD7fmH80IgI2AdASEIhA3AjkDTQbmRiArAs9EIDsC2xGIjmDICAxE0PsB2h5JlExpXbW194ePQqMvmrcfhP8Y2fkmS4V8uG8usL+YwELBAQHogdfB3AE/Libyx7Rl12ptCXTAw0DiClDgHvB6KYEJ8GrtSlMEGHF0o+AUqotITIhAQYwBaGH0k/2dwYIUneuvjkSt3t8r1J9u7FyjYL+awEKNWZ6xqdOUJdPx7dRmxsgQ/oQfGzS8PcYkCDHgnFBeOcQIMa4RmU7gRPpUaq2n71vq+oHXV+g66Hswkhy/Oep7UIU8h7KEqoLZTHAuIHJJrQFgrsZcqwhaVehyKXp3Zw7C29Kqou/vNxujdY0ag9Y1+viIqo5lz2kMwlvoanVcWBs22tHtEEg6SKJdrRKR5fI4gSPhMQoeEODnx5oVemDhWxAhOEGQDEpNdk8ZQAhoXUNRwHp96O9AhGWJtu3eOotyBRIFW1gyydCoRI102y1kGbIxwEbJc/A376YiZF2HLhbw+IjOZrskDgjM59C2ZniK6dKTmdxoaAOhCCBgckO8dbBsIQSIMV27LrWH7mNP58iaBl2v972NEDiWQrGNmamMxqcIf0KUCD6H5+fkOISUCs7BS77LAChLYbsNY1uPwSrMRyugeEk9waJYqxgzPFulKJQbBtsPrG7Rm2ZciEd6QeA9/L9jOVdKEC/QW+hzyLJ0apEUhRdIIkzwHi2LivXdxLMnmKG71Xp/P5bHMtT98q0LKhSKQRGUCp3PUefQpjndH45EQHiLwHZrmdWQiMhAZl8oJfCS3d3CdQ22S9XRe2ia/pJKWKQT7WmgqlBXMJzaDtdKQbQoUJFU/b6oLdsDMe1CBufl3prFWc5PDCQ9SYyfzQK7Vcv7v87xfxwilf5e1w9x2JjSbPj9ayIQwnOWInCseMQRcVXA9hz/p2dCY8xAYMp3nWvqbc9nqf4kgRj7DH4xYeDUNKY/neP7cwIA3n8fCATG571CoSH9qDydnfOTDKyttO8Dqc254W1HKkDZcH/Z39FkI+cW2nUPg1PLR7V8BR7+9T/iGfCaitBYGv4P8Q/FdW4sGABjGwAAAABJRU5ErkJggg==) 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,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhc2X65XiRhCFP/n4fzcRtByB5AgQEaCJADYC2AiGicAQATgC2AiQIxgRgUQEakVw/aPheIbXSDu7x3vP4YdeVbduPbqA/xnRjzEzFAyAGFj2svlJAkbwB2CAI9AAGZACL51sf4JAojjOqesWEGCBA1AQlMjoq0Yv51m2VpD+EjMFZcaCxY3nn4ZVkswF9oHxXOBkzOxnEEgFSQfDsSCVtY9V+K2fc6eQ70OH3NYRNFjbz0MHAqaHrOdamN/9prMCZjMXtEDbo7Jj4Egcu+6fPMRiIsplNwUWnN5zcu6+Aj2icSJuYTomnoyoW8/zdo734ekqAixYazEYjvPj2bYgB9z5rXf4MAV1jaRU680RjIXiQP13QYJl9bRm9WXJagA2tmRZhrw4FkdmM1RVKExJT0jfNR4SkFBRwCAu+TK18GcMVQ1VxWG3x/qWJp2QpilJkvC6f6WtW9gRTaeGpycIIvccB8YgCS0Wb790gkw4K9JYGLRlq4pKQnLVRswQ40tvTmF2TLqz8B7t95eGTsNnmMhilZFpwUIlpYTk8SK/FWp8Glx5NwLOheivn6ThnkFJIKOMTFu2ElJFpSW3OiRW+OVqmmu7VzUwGEB7u14ARAsjM2LChIaGFSsACgrmf90KUoRCvC3A75c3hkMoS6gbFA8u2tQALSxZsnM7pkwhgqVf8tV/heP8houWcFTDanU3sPfIMvRaorJ8R1uAMAiHSNCOndasRZIIY8R4LLbbi1DNqQayfq2Q52i3423ehENmaK6LbbMJzo0Ri/9Ov9Mc+D4C+z0yBj0/h46oKm4W0SVeS1Q3SEpU1zao9uD4vqqBM0ajkH9rU+VPJaMs1Md2h6yBwcBgDEQRGGOJoggwVFVN8a2lqg68vDg+GkK9drb5PNZ6XWNt6BYXQ2RAPnSOF5T/vLV73poc3XaID5Ep7HxdYT5Y3b4Lw47L5nl5eUyg50oGxgCUwPSBYXteXgD/M1Zzc5rtN9OhEL3ttL59hp1gSJhyEVATlHGna0+X6O+2YQdE1iLvi9OlxZiEKIrwvunk/IchTeeyNr/zT+kXx7+y9YyhXsS6aQAAAABJRU5ErkJggg==) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKUlEQVRYhcWX4XGjSBCFP67uf48iYBQBbATgCMRFYCsCKwN5I/BeBNgRrByBcARCEWgUgSCCdz/AXu9K+JCtrX1VU1MwQ/frru43A/xhRJcxMxM4wANfz7L5WQLqnDqgAQ7AFMiAf0fZ/gSBRGn6D7tdQ9sCWE+i6ucvwOpCGT5CpjS90/B6LogFN+/s+TASOXc9wnAiSGW2vCQJJ0jPMGjqsjFM4q8zCdAV2ljkQCDPp+e5GXCubpwNmV0LFie/PTMDH/HvaduAmZ1cHU8gdaThEYBdQPUObTY/xm43xC4BAt6f7shRfbrZoDRNiHJw8wJSTwMUd3OcMyR4nLRgYJExsQmbeWDiXu3LrKBtj3Xh3QyUD0jy2m7BuS3s9zSrClU1uZ+yvit5WHzl0beYM5JpAg2EKjD1cHeHJARG2zac0oW/34t6OjWurgJVZUAKRQRVTWsRlVrSqxl4z2ESExER6kB7aOGJqAF8YiqKtk/0GfVzf98x98nrV+oOHCB2IvXiJteKlQJBMolbxDUi/9lTVdGrYioYI2BA06DV6q0hJyi65zwVZrrmWiWlamrJpIZGzIbC9OqUsThaP1kDZlAUvxZo30abmrh1PPPMli0NDQBClE/lO2G1J98eEcgydLxVQATWRXhlVxjGhg2HXhn37Jkvw4Bz9QEcJ+iIwHQKIcBq/XZ3SyfDHY8H98DczQF44gkiWLOG/X6AwOnoB7FcoqZ5SyAXhnAIjyw1WW6qqHTv7iUnYSayTJTliTqwvgbycUVYFKZvJTq8JeGQy51sZqeNLJciScTNz71e1+gHgTMQx2ix6GS2y8ZsfBsB6zWSXO/4AwQAytIry9D9N1RVaBdQCMOKstl061KmwyHW9+8vGjB8jxh1Ftzceq0eA7MZpF9g4sA5iGMjikCCtgWpJQSot1BVsK2Juugd3dh+9o6YabHwLwop71GSoDhGZsi5X7MTC16ycAGYZYLbM4y5yxLoEI8k4friG+iazyH5nyu36QeB9/GJonCClNczggYI/ezo1K/5XT8mPQWXvkTZz7G6d3502i/CsPtRaWiaBnj+vVFfGv8B7yOgKqjc258AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADW0lEQVRYheWX3XHiSBSFP23te/dEoJ4IJCJAjgA2AskRiI3AbARmIoAMIAOYCGgiQBOBpAjOPrRksEGMjf20e6pUKorue8/9OX1b8H9H9LntVtAA5sxcDDhgBMx/a/9OAkbgSNMp1jq8r2iaFmuhaTzgOyIjYPXJIC9gZe1UMNXwmidBqkD01ro7nBsz/oDBqQLh8itIGEFyh6GxwClNl58iodBw9yIRJDLm6cLGHx/i8Ab+iI7VlT8ucIigwrnLfnxPhyrIrI28N6oq2G5bvIfDARqBjcA5yDKYTODh4Zpdp5MyFh9RhlVdWy2XyDn0/DwccVWhcmbkErRav103FcRKkvn7S7laISlTXlxzmglmw8ZmqCyRdL7XKuw74c+h/WWJ8nxMlu34+ZMIkFmUfC+m+OpwxvLMgYAWqIE1ZAvD42OLhKKICGy3qBT8uF0GKdF8joKMOhhEOZFZzpRWa6X1RluzFQUiR0wRGSI5kSpL9LzofyfdAVXcLsN6jaqql97kZXEyL4Q1YjoWT1OZZal4uwiOJ5fOX/YlqGnonDtB/rLmagmyDDYbCCk7ZeowX0UmS9XuPDSO9pdofzUhq83Z8wajEez3vb2aUKcbkMxZyvJXEaXLJ5HEwhrNmGnNWt568VwIN6yQzYauAeNXWb04iIw9N9K8ygAO+R//kEwfiBuLEG0Xze7v4mr0p6AgRP+69y4IPBZQVX2KWk6zHow1uMTx18LR0lJR0atMCKyD1epqFtKR4RrDCwKLBZH3EPRriGMXnGdGo2JEnMasZisKU3DgQEPogYYGqiqiKC7klefIxd851f43PZBNUF33pRiWTEqqklJ7s78pK++R9+hDE3U+70+xTOGCMUxizzCB7RbVTdzJz3ZSfAeS1GixCPodj9c3Nw0R8B6dDjTTKeCdBADyItZshvwRNRqW2Ftsd6iuY+12KM/7fabLwh1Ix2EK7vahN+oaHY8nQvt9qPHxGCLe7kL2zkx06b8k8O65vNlkKoodeQ7fvkEchzcEjTcNtG048TYbaNsX2919IgKaz96Qxy8juCisnENxjNLxUHmMTs913MEoUbjVGIZHqtObwTDo596UCFLCFatH2zmsu3d/irY3fXzRp1l/0eid9lO0+uqvov8g/gWiUtWpgwBTjwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYheWX0XXiSBBFr/bsfxcRSEQgOQLkCCADsxGgjQAmgvFEgDLARIAmAuQILCKwFMHbj5bGAksMw+zX7juHI1BXV73qqq4q4P+O4P6tqeD94p0BUfv5cpPuOwiEghMQ4twUsxAzIwiMsiyACqiBKZACz7/h5BliAfLPua5Jmq0FicDk3NNV2RsRClyr9HZEUSYwwUywvpdIZ/wz3t5QVfETxWt5Hek9JM6NHw4oz9FyiZIEOUOAwhDNZuj5eYxQJnD3hMMTyHdou0Wz1Bseky7LVHGMsgzV9aXck8BpNtveSiIUmHY7tNkg5y4VJjLbjIRmJjNUK75Yj9t8uAmxdjt/rMPrMzmXCYZJAJghqZ+4TwKTvyVXEWqzQS8vY8atTaqVnNvIx3jEjeQyHN1ejz9GDDCbweEwpta1zwYzg0M46spiDvnujBK+gq4EI5VwvUaPj5CmI5XyeSWiCZiDl789n4CPZ3a+L4xQWTom1gS+iL3iq2Qe/DmkfzqFeuxQX9bCjDCcEE0ivm/53BIWCAElcCIIAHMPQAHsA5/g3sAAgVBxXLPfN+evl3PZ6pEkSXivKupTzWt5wPZr6vgLNHidJ3wr6J3u0xLyvOgpqz8L9QmUZU2SNOdrcSimEZj5310aBMBu7/U1QOi9vtTaFrD2vZMPwX4oBKdAGii9r6fA/bVQk++hrCA0T8ac97rrxNVw3jjnWoa0wh6Dt6BpGl4On69gk30LKKvANkvcNIJGJN8DFizAwlHjaYomk24pVv/gBwkUBaTp0IpHvcmDrJpjVdNmG6yqxai8hRCGXcxqfPyacQJ5Do4rDICkSoiIaGhwOBqaUdn0AV6rU49AABTXB5XtFknXW+1z8izD9MR4l8sydDxaux62rfmGfuAcKkunt7frJAzTkuWgTByjw8H1+olrJ6obsVigqrKrJ7FzO63astrHeo2KwinPf+xtvf8FAhAqSVBR/DwcfeS5N/71a9/z6FeNd4gEaPMVlW9OdY3K8jOZ7RYdj+h4dD+mJr9irfFocLS7cWSOBHPgG6sMHhJfg7qrdaobVENVwb6AYt/pjfVRfN6B5kZ7w2jH8UzbLZrPTeAnpSjueww+y5PW6/Dqsd/BKJIv+BN8Se30N3w0GfW+X/f67iNxLlLTdFWtQ9cSJ0D1b/0j+o/jH6UPuDHSxut9AAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194129 0.66666666666667s linear infinite forwards;
}
