@keyframes rwdcur74064 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 16 8, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRklEQVRYhe2UT0sVURjGf+ecGfV+hD5FfyA3gaBIriSj3LXKogJRExdW4EJIJbyaJoSgUFCr/huGF/N6udCmoHAltOhLFMV455y3hTneuc69jhEVdR+YxZx55n2e87zvOVBHHXX871AH5EuVGtXW94V3QDHejgyjGhWmUXFsaCxafz95HRsIEgjNoxO1zKYyILmrj1AqxMOidQmNpWXyAs2jEwrg3c1rMQEbCMdvjO8ISHFoAYfBOZ8Qg4hHx3S3VJrQCbuWXP8KVjxEPMIfRRwmTgyk5nuluBWPXP9KpJEUibzsLaJxKGUxuoRV3zAqjJJomzqXlFbiDOQHH8TEjWSwzkfE4NB0zrUAqCiyvvbhbTe2xO38JJdaL3Lm8Nk9JsrbUbmBpNh3xHObr8jmZhhoH8LoBhozGcaXRnZnQCmFEktIyJXWy2g8nmw8BrboOnIaA4QKPJfQuBqxr22+piSCr5oYONnPzNps7J/IwMzqeOxDz4kelAlBK158eM6po11xE0kGKsQLH9dBG1wQkM1Plbcsgi5bjD2LbxZZKN4ndCGi/O0elg1mEipj9/0mcMJcfr5cI4YqYe6auld8iMbj2cbTmIkklIsXPq2hxCebu7Nn12kN7BYuWe6uz2PddhId091JRVXHdHc07WNLt1CJV9nPQfraBmW5txA7w9W4y70FyZ6fTcNNlwCA0Q24lHSHZiuwqbipDViILo99qKpzroXPX76mLZ0KqeL8Bf/U8fug5NBf0h4R+aNONKupT2Id/ya+A6TsGXY1pfm7AAAAAElFTkSuQmCC) 16 8, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
54%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRUlEQVRYhe2VzUtUYRTGf+e9d8bmv6kgFwqSH2hiNNHGaBUFYWSYEmIu3PkVmRIu2gQtIqhWihBjKINgi4qENkF/Qv+A49z73tNi8s7XO3oVIaV5dve95z3Pc55zzr3QRBNN/O+QI8ZrgxyNzg+Ff0Qytr9MEIhgPaH74kx8vvF9Es8qKVXaW+cOEptIgOZejiJpwT8HJmMwKei4+oz21jkByH99UkXgWeXypdl9At1ae0wUQLQbERZAi0rf0KLWijCOqjU3P4LdVbSohIVSkiioDkypHvhcS253ldz8SMzhskS3JoeJfLC+ELYYbFrwMhI70XXrucst5wxsvh2rIveKir8X4YWKCaFjZhlAYssmBnrAQCCWgkYsr+ZZf/qoTkRlO+oKcNi+T947vsTojW68SEiLIdOSYerdankGRARrlFDBGuF+tpNIgDRcbzuPB4QIPpGjc41t39j5SVBU1m9eQX2PhQ+fqu7EAmbXql/c7W9HWjwIDSufd8i2XagR4RBQQ57/8QvUEEV7LLzfrGxZnYC69Xj1cVsBbmc7MEWDV1QsxCJcqLU9ZVJYLbBcIndecntZFiWvV7YwCr3jSyURf7fDhdqeS6AsvMk1JD9MQDlxFPAg21ma4tI+u5JK39BiPO3T9wYRcQs9DnTsWpfmp4ardrhRbH5qWF88vJMkNpkDAGkxmDBZrAnBFvaSpk4EnRjoSVTRfvz0YPYo8YcnPEayZHdUvp3cpJwVyO+KP9epcEBV/62Ifj3BL8YZ4G3idOEPyP08C9QnSyIAAAAASUVORK5CYII=) 16 8, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcklEQVRYhe2Tz0sUYRjHP887OytLf0qHfkBeQiER3H6AoccOQnroIEhmoB26RCnoJkmQB6NMuggWRYVLZMuEhwoKDyF06N+wbWbep8MyMzu7o60EXZovzOF93+d9vt/n+34HcuTI8b9DDlmv+/TYb/+PKBySjNVP0/giBI5w5eSdeH/5yw0KoeKqMtI9d5DYjgRodfMqoRFsAXxjsAaGexcY6Z4TgJXPMymCQqiMnZqNCHTDm8JYcK3FBOBYZaC8qK0iTMbUWl2fINxTHKuYoNFkqGc+VeiqHrge6plPkYd7SnV9IubIskS91XGsgdAIgWsIXcEpSezEhb67WW5lZuDV1mSK3PGVgm8bQ1noHbkPILFl06P9IOAT8jO0+CoMnzvWJuL8mQrPPlxnuHehbYANb4qhnnlev7/WRl71drG/AhwVisZQ6ipxc+llkgERIRQlsBAiGGDjzQ4U4eLZ4zglIJBGc9P6cg0YSxv5O28Xv664CGocKstvU3diAbMr6YPRS6eRogO+4cXmVwbLJ2IRbsFmCmh989r2d1CD1TqVB1vNT5aIbtpMfQ+fbrPyyCMILVoXHF9Twcx0oMV217iglvsN8qg3MpMkNvZS9Ki2HAogj594GOD55k5KRBaayWsffyChUrlXjadWEQXQ2Th7iQCVbxIdqog2q1T1MUojxb4yUF5ssxKQgfJinPYjXSXEJEJlRlVUU3eioTMRqY2Wk2N9WlsbT/3D+12trY3r0q3LqdqWfjGy4wyIqqgmLhSNwWRnr72phbBeT3plTN8RmizS6dH+TqaPoLcnBuP6A63utOEhyP/mTo4cOXL8e/wGAPVO4ozJlTEAAAAASUVORK5CYII=) 16 8, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 16 8, auto;}
}
div.testarea{
animation:rwdcur74064 1.6666666666667s linear infinite forwards;
}
