@keyframes rwdcur201021 {
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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEIklEQVRYhe2WW2wUVRjHf50upbSlu7QLrVBJqUQBCRiCN5CESIyIYCQYxHCxICr64IOJCD6giSZGg0ESTQiogPGKKaaF1EgNkE2hiNysQhstvbFddlva3Zmd6V46cz4fGiMPLNu1GF/6T04mOef7zv93zsyc88GIRnQLpPR/n5s1DNNCoBDoB0zA1tyo/xSgu5XcYIiNRUUsKMinNB4nt7uHuBHlUjDEWdOivnITzZlCDMXYe8bHlr5OLktipyNOm4iKiaheEeeqiP2zI8m9lvQ/+lttFVt2fcjcW2KsdLDD5Byp5gOxFoXF6RJRzj/NaRMZOCQyUDX4tE+IJPcnJDr+2LbXeWLYABE/2oH9vC3WIkvs8yJOSERZIk6XiNMkkvxWJPa8SOxZkdhLIvGtIslPRQaqHTEn/VK5Oj1E9s0GJ5ayYv2627Yx+l0P0gXSARJJ4vx4HvvgTpy6zTh1e1B/XkC1JCFQgoTHQDyL7MWl0+/4wXupmea2DgIZr17puA7s52uJv+lIYodI7EUR696QmJPekMTHueJc1a6LBUCM7A0SLW4S636R2HqR/hXWyuVsztgcYMurPCDRcVcl8Z5IbLWIebclRta2dHnxa1RKdHSPmFNEYs/IqaOcWPgQ01LFazfqVDra1AqWo830oBrBaUSciydjcdmeDiDXy77e3kTtQKINnFPMmkk5MCdVvCtVv2lRjjrnQtpBTAJBqiaWEk8HABDROdQfY51htNHeiUcJ0zMFsAvy8YbDlqvTb9FyGSqm4Cu7a2gnXePv+C40gu1ARTl5QFGq2Bu+AsAVDBHxd6Fc2RBPQOcV+odiDtDajoonoGgcBEM3h04FoJQi4g+QzMuDnFHQ3TO0003pYNvMzckBjxv8AfqVoi8jAM2N7XHTEQwRMU0oLYG8PJYpPSXw9bl4i1k2uQxsG4Ih/EBTRgAALhe+iE6g0w8L5rspyGfJN1WsSgfw1WesmnMPT21YC31hME1agXMZA2x6Dp9h4OvuIZJI6CxdjLcgn62Hv2Ndqp344hNWAq+VT2aCPwARnW7b5lh9Q+obMtVfgOZGvbyR6gnjmdX8Bwtnz56tLVsSmBmN9uyob+CRg1/yvVKcBNA05mkaj3uLWTr/wfwJZBVRU3vFTiapV8LxVB5ppXS0t7ZS2fIrZ9svMiDRksHLJ1osnU3ITzXI0cOIEUAkOn5wzLxdjteS+Gg7dWue5sl0HmkLEqXD7r2suXMqawsLuW/GNDxjxq4FCiHLC2ggflCXwDlFOOIY9Q34Tp9lzzvvUzNsgL/1+W7m5Yzi4bJJPFZawmRNw+NyUVA4Fowo5rVe+gyD9mCIOiPKkRde4fRQ5s24Jty3ixkuF3NtmzJgijb4OXbYNu3AmcrVNGvuTGcdhpQ+vKp4RCP63/UX4NMyCAxWJhcAAAAASUVORK5CYII=) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur201021 0.6s linear infinite forwards;
}
