@keyframes rwdcur188604 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhe2W329URRTHP2dmdtu7XWoLtdvUtvxQEBBCCTFiY0x9wQeiYGJQ/JFoCE+++Rf00TefDCb4g6hBhUhAJD6YWIutQCQ0BlFEg6UgtAK13S7tdntnjg+7bf1BS6n4opzkZO5N7sz3c37MnYHbdtv+7yZzmbS+u72l4Hkx9UvynoYPq3ExR52G7l17V+35VwHu7/50pyJPqpgq0YCiVFxIUv9RHckRg/XE4sOut/bft/2WAjR3v9/irDskmColICigIKCqpHojmt5bio3BesHEDDrLxtf3r/jqHwM0d+9oSSTLOlBc8WtFUBQFUdAiSMM7q0n/XI2NtQjhNVYKj7xxsLlzpvXdjQASZWOHIptzjckso8FxvpBGUaQUPSYgQG7FBVLnqhALooqoOBMnDwILgDAngG0XXtr5ULqjakU0QJlAEsj6iK7hDHsGmyZLIaKEiizBgKhMQswTX3X4wQNvPnxk07bpIMxMAM8tOPnCsmgAi2JQrEDGjbJ1fg8vZ04hdgixWTBZbC5BMEIwShAIFlIakxTZPFOg0wK0F1q3WMFZFIvgRLCAleKkDekBNlReLEEMUXamiWAVtRCsEoywLJ8lga/av+a11um0ps+A92utgBXBClilCAA4AYuycd4QyCCp46uxl2sJBryBYIS0jrMyn8URaIzSz0+nNW1qRGmxMiVqBdJDQnoQEqOgKbi3epyy06uI2jeW6l/0O+MxNl/uw6rH4jHokpJWPGuAhBCsFqOPxuGuXqEsR7GVPNCvVO0QHv/uaS5VerJJpTrvWZa9xvLhHEkKWGIcHo8nk8mYvr4+RP6886ffBcGctVZbLdDYa0gUKNZBS03QJXAa1uZ/YHG2iTLGKWOchBYwxFj1OPVY8eTiayf6+/vNX8Vhhh4YH4rftcD8YSHhJ+oiYBSuAN8CESypOIalmGqrHocnQcARsHgSGrg6NnCKm92GrfVdnSYweMdwKWIpuRE4J1AOlCsLq4+zsPL4ZLQWj9OiuBOPMB4/erLtk0WLFt30fyD4Mf04EUrClimQvEIERAIRrGncx9117aSSAzgNGGKcelLzLmLqP9sHFHp6ev7WgHCDsyCTyaQuHl5+yYhU4hW8QFA4InAKJg4kzNQyuVwDhkB5xVVU8ln3ascaYACYaOFZZ4D+/v7C92fyT6lqjJkohcBihRSQkmIWyil6BOnaC6RqLyKpfHzw/G/bgREgfz3xGwIA8arHjn3x9TfDm4JqFtHijDqBxinRybH07J1mD/RcefaZQz92lgCum/7ZAAAUHthy4nO7vGPp1Wz8gRJiDLBeobYkmiqO3mn21/HCnopXjq59YvepztHR0WxbW9vIdNHDzd2IkkBlFEXlX769cnPt/OTq6grXzEkYuRx6u84O7t26+6fjIhI75/K5XC7HDKmfk61bt84BaWA+UAfUR1FUD9SX3mtqamrSJdjZZHdOl1LzR29oaMA5R09PT2Cq1rcu6tv2n7ffAdtiwFzIzUncAAAAAElFTkSuQmCC) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2WX4hUdRTHP+d3787f3WF0R3dbtxhMRdQMEyKkaDTpQch6kHoKKvCleq3oIViCegpB6CkRjAiiQCM1xECUTMraFmElYmlbZUS3tXZ2Zmd37r2/+Z0e7qwZ7U7uVk/tgR/nvpx7Pt9zDr/zg2Vbtv+7yVKC9IfSDuB5DOswgPL1SJGhDYmzH/+nADpcOoTHPkTzaCvUAKJM5oTrBbWhuiPbOr7c/68C6FBpBx4nEfK3ouYib/NjfcpUGkJHpRrxxO6uc+f/MYAeK+0AOce0+gjQBRTnIDT+EACl1imM9Skh0Gg627DNnbu7LrSF8P8OgDFOEqlPAIRAAFwEdgLdEkNIXJLULHiAUfCM+L7vHwdWAXah35u26g+UDhGRJwSiFkAETAJHgQpgBZpAExxgBDyJQTyR/Onaw4fa5WgLgNXniCROfDtECEwDJ4mz2thHScUAhth7oviePAUkFg2gb5WexopPqH9OfPv5CZiJ1WOh2ttqQaweA4zbXP7+z18uLZRrwRlwqttMBHMVmJq8h6naXQRRhgRVCvIz2ehXqAn4UO9XSIJxcQuMxv589V78nrufBc606nVnAMbKQ4QQ1nKMjTzOzdpaGpIgJEEgHYQk2eifZsvKUwQbIFjZUi8gGqufjDJcrK5DMWtbuf4yjAu2wAVx6a8M72WmtgaDw1OH4DDquJoT3t7yGIfvM1DQP0oP+AIjjW4OXHsUXBZclp6enkW2IJTR+vj6km1kQRyeKAbFwzG0OsW3vQmaXdMcrmQ5UU2yNemxyggVm2a00c3l+hrUdSKaxtVmvx8fH18cwGQt/MBe3/iCj2JxWBwGR903DHWn8a1i6hlUM9wIs9wIsmhLLa4T1Sy4NEqW6LfKZebpf9sWrH7vwvmwvqIi4vBQjMYAg91Z/CZ4FvxamuToRtAM6tLgMqiLocRlQLM4m7SX9714or+/f3EAgGto+JmZ67vE5Z/0OvAteFbwm1D4dA8yk28pz8TKm2lcC6pZCY4CYblcnvc2bAvwyOgbL6m6qofeGkDrDF4EvhVMBImbXfS9vwd/sht1GaSZjivQTINLVC/tevI14ltj3gq03QUTExONH3vLz6zLFo8b4/seSm8QMiMdYEABFfDKeYoHd1HdOkHYY7EJH6+SsuPDX+0HGq0zL8CdrOPUR5vf3L2pa/2H1iRzVxI5jq/oQ0XiJ4GAoqiJt6JDcTSrV6+d3T84+OqF2dnZCvF9uWQAgBSQO/vgkYNJb8W+b7Kr/eFMHkRRkVsQTXHVIJw6deyLXa8HQRAC1YGBgemBgYF5ky8GYA6iM5VKZd7d8M7eM6s2bU52dD2ACFEUXP2lOvjJuUuvfCci1vO8Rr1en2mnfEm2fft2H+gEVgK9QF86ne4H+oE+oFAoFDqJt1/7TduyJT1KiYfXAKZYLGKtpVwuO2K1c2fZlu2O7HeP2NnRBzlUhgAAAABJRU5ErkJggg==) 15 15, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur188604 1.2s linear infinite forwards;
}
