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0%,4.9%,100% {cursor:url(data:image/png;base64,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) 0 10, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACB0lEQVRYhe2WsW/TQBTGfw6wIJShk5nNgJii/AEZQ8RCkNCxd6MDCwwoE1PFQBkytBtixUIiU+Vkgn+gysJmbwyeqFR1QkJmeH325XDOAdUVEvmkk+6e7fve+967d4Yt/kXMJxRXxRXUGZ8/oMhymc9O6t9pzYF0ShGFkOXw4n37TnRc8qME6I6IQvj0UuzjfnspKSPTvA97sj5KZB6F8Oi12NpQoqPkKvtiKeQ22lSiAxVxFML9fYK9dxKpFmKWw9NRO054JU2nQpblMqJQxp1n679TNaPwgsD4ObwPD3er1GhtrEMUVirqWvHkowEgjuPf+DquoQ5N5PZ7dtoA6I748DgGwBhTGGNWUni9aVM7Intzta+o0x0BSalEqcK9t+T5jDAUw2AwKHS+kQK2nG6EtmOcJaUzK3bgy+RmmQIlj+M48Cqgm+lGi+WqU64SLuR5At8qm1sH13wO3L3Nq7roAU7PZagTWS7rN0vDz+9f2blVvbtzIyV4mNYWvFcBu7LdCO3oQfrHRYyM+3KZqYK+o9jYWg93KYY9ceTzueFHGjPsgTarOqRTcWCxFEd9LbzxFNhdcm9f8jc7af5G0XR/bHQK/gTaPd375K8dODgm0IjmE4pxX8Y6cj0pdXVTh42vV/s3TaNz5bWjPzi+5Kt7PqHw/Sv6lLk0+AiuhLx1ki22+C/xC1o339vzdoZwAAAAAElFTkSuQmCC) 0 10, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACB0lEQVRYhe1WLU/DQBh+OsAQMoE6fyjU0h8wORoMxQz0HBOYIQg/YEEAAjHcgm5IQJEyBfwAMoNrHaIKEoIiIYd4edtbe+1GWAkke5JLeu9d73nej/sAZviLuDmA+i0uy2TsrEOFEX1fPZjnlCYgOIWSAggjYO+8fBGVNPmZD6DqQArgcp/srl1eSmLPOO+NGvXPfPqWAtg8JFsZkagwOYd9MCRyHWVGogIkxFIAa11Y7T55yoUYRsCOU46IwpAGp0QWRtSkoLaym/8fR1OKL4JmMUfhYK+VpIZrIw9SJFHkPmProgkA8DwvwzeRAH2xIgGAQUTVAV79WEQaFaPVsLAugmuDv+OxqhOL0Odg9QRRpBsInudZ8+ME5JHrNRGLePXRqNEuiu1Vmn93sAjLyaagUADnnUkHw1FRuvdh1sGvcR94yueYyxvoteg+yAv9yxs1nhNG1D8aNvHx/IjlpWTu8kIAayMw1lsmAr0Wbb10UaU9TItb61JBu7anQky2c4wCdHImZQG3b028Bx4aNeD4erJj2ZQaHZlFXBuKTz326jvgk5LvDf1tYVpvZBvyz6x6GsfuOCdiAbrydh9W+kL6qQgpCl5arg01DW9dG6perxvX6bWg+G7RMfYk/A6kALZX7o1j7T6swTC54EqBa0N11osJ0pGeWgR44aLtWebTboYZ/i8+ATHj1NxX3hfwAAAAAElFTkSuQmCC) 0 10, auto;}
60%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2WL2/bQBjGf46mgWkKGDoy5KKhKh8gGmqtoox4w2ErHanCW41sICBB6wc4VdrQ5BZt1vDUD2CzgcNVUMkVXF/7bMfO1CbRNOWRIl3uzn6ee94/Z9jhX8PlBLtNvl594uoaRgNsHMdbFQJANsVajc2m2K2LyKbYD0dYm0TWaidkGyICKON+sO8m54kbhwrefISnezFa62ATAnqXE2yoIDcu/vOkuuHrCdxmmk050RPiUMHhGcHxuXMlN25DbuB9BK+fa0aD9VdIq63Z1JHlxv3EJRHYBnE0VPcEcff+1sXZuAyN5EYXQlU6Kf8Fby9igKV51KluNsb+DblP2BDRj+AmKUTU0WhEqwigzA8ZF2v9qBDh7+HVZ4zxJxy01sGTh5ILsYQpVMBNwsG+q6Rivu/2/5w8I4iaIegUIPYL6dV1VZR/+rx5wPv1BP60c1QUzcYu8/2X+jngC6gLFQFfspiXC108Jy61VUPDAd9uP7PrJ6zEHtdD3Mj1i9NfQ97tpUufbRUgLzw8IxgNygqQl/xYxNxm7nSfvndXEJTOhApsEtkgSlaXodwL0pK//V5NVMdwOCw6Zpqmgf+NUTrl0CjDefI4ciFVSvFikRakbWFo7QMPJRcYYyoJfHxOEKrmF1dFgFw2jyUH50JuqFxgfpdcKmATqLtQL+VCwDpPL5Cb1Id8czYErBtCUi/XdR5whx3+D9wBIEHujNkYrCMAAAAASUVORK5CYII=) 0 10, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACG0lEQVRYhe2VMW/TQBTHfy6FAaEOnTywuR8gygcIW4i6EBaze6NDly4oHwAx0CWDuzGjExKZKjcT5ANUWdjsjcETlapMkdAxHC+2z2cHqcRT/lIUx3d5/9+99+4O9trL0s0E3aXfgf1ivoRxHx2GYacgAKRTtFbodIruHCKdoi9O0ToZaa0MSBcQHhR1H/bMy6vEPAc+vP4AT05ClFLeLgAObibowIcsN/W/SqoTvr6DdarYVSYOs9yYBz68fG8yEkdoeZfl8HYEWa5Y99GzW1ozIQsKfPPbC9vnNw6mU1OWMmCWF2WyFfgmg2Is3wBvvoQAzjI2AsRRUZomUxsAHBBHI7hPNhA2SGt64ggt5gIDRUbkeQN4NGK+SDbjw95fgOdDXpzN8H3ftqgfRG2rE8PydxmM+wQXMMD3ydNaCZRS3mGbsQSTQPNlFcrOhC0znsDPqml5zqMm8/JOKAcU3a3Mp9ygdyv4uAz5/esHx8+KucePU7xXqbPcjT0gh1PZoL468zzswcl5Nda4b/rHzmLgV+c6S1A2lz9lOXxbhaxTxbAHl9ftDSxgds9kudniNnANII4MxLhv7oRtZm0aDAaVGBIbHLtABs8+bV/hv0q2n8SWK98JAO6OfoiUUt7sFu9zOiCOqse5EyConxf/RYvFwstyuDgtICoAcpHIpbQLXV7jOTMcR+5me2gDbtMmA+VTrivzvfbaC+APxPP/elBgCdoAAAAASUVORK5CYII=) 0 10, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 0 10, auto;}
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div.testarea{
animation:rwdcur117738 0.33333333333333s linear infinite forwards;
}