@keyframes rwdcur67978 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 9 18, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFOUlEQVRoge2XW2wUVRjHf+fMsJ1Od2e35X6x1JZbCkhTsXjDGGMMYkBjiIr4gojGGBJflJho9NH4YPRNDA8+aLxAiMSQeOEBgpJogAgVogmtUHqjtfSy7XZ3OjPHh5kpu9tWKKxG4/yTkzmzc873fb/vXBciRYoUKdL/Wdo/40YBnTqcqQevGkgBfcGHf6uUBKXDZxYs2wjJr3SxvF/TGtJgfALIUnjRS2GkUEr6dr82YfdGZN+LmKvXzqDBMOwxbJX2XFd8B3il8FZCgDDw4yY8tyUhcrtk6vb64eQ63fU8RPoC2N0ob6gHqo5DR0m8lgAgDPz1OVXs37KS/pfWi9raTPIuebSynl/0GG62N2jq4nnZU/BuKzx58665YQAFIOFSDLZXJ5LHn1idTO94xk1Ub+6vk/3ZRRwUJsVr1FFZHNV7Do7JG/ftmwor0zQSBn7agLeWVM1v3matyj1dszS+6GH7Fu47o5NMa/QLv7Uo6KdwSXtI40H0o8vQ7qBCKeY7oyxwRrDEKKNxj56Z0JcEoStmjzrMyTgkXRetwoEqx/MSisEMe745xtfTAFBB27MxeHXVSuvn7Y11uccS91jzetfMRVJGrNlvJ4p75aHE5EwpjMUNufjiBr18HguU4qGhLjYNtbBC76K72uZIE/y4UiBNhzsvZ3jg4gjVuQxycQ7VCGrZGGlH7qld613PCISBf27Chw331jTv2LRgePPGyrKUXGBxtNrkhzLJWLawl5hQU6BAEkOIctDioFvoSmHKNJWinDkihjMDEiYYlkCrEFgjOrNMjVlSg7iElIBZYAnNDjexKQDCwInBC0vgwGuvbO3fsHOdTNX1liE6ZnBRFwXZzu+pCu0UUxWgiuJ2RZmYrJurNAljwNSHifSDJwXPGnD/+Qtdc9t/bRd2/4gCpRA3coYKiiLyjYzbUoVfpnSR92GqKRQCxGGdAfvO7jvS0bfvyMdrHr/107sfnXehtmaJo3sKRFGKRJGDgsgnRBWkODCSb8vvUTQEExJw7UXsBMWGhRnYffbA7zvbDl3cX7Pq0kdN84Y6atV6GYtX6ORPqKuBFC5pR6XxnAxkBYo0Iwra7F5OepcZcAfoS49xvh16DIEod/mtL0tlV5Zu22aGcFCGhzsIHVfcWdcC8IAsMIQ/GuF7CqqsnPd8+mT7Uy2i69uFVvPepprlLSuWxk3DdU1ATL4GAFdlPXtUnmA03u5i0wa0keAL6tFc8FrAbbnKfRjQFEjGbBgcELK9p8xo7VNkfvLvglMCCA+UHQDYwDBwxQegyn9alnK3DA+2PnLpdOvhhb2JvY192pnbttopo0LNLhptBQg0KiQwAO8dKs5WwcUoj9v1Sxb4A492O0OnH5f4yxEIILBBOUH2hwOgIpDyFGzKdKY3dHzAyeMHeX9tI+caU45pjqmFIIxxFE2WoYtLNY5qboPV2cn9Tion8D/gx5QX5fXbUBJ/OhmACcQLQUgFv5lwPglvNmlGZ6OXaogrfaaMjXRRNnIZ2708nHPLtsHhE9MACJJJ1n+K8avENADGQWD8jMAErKDkg1g+aGslvLMK7dRaTU9UlXvl+phQ5OyTb0D329P3Hc62iUflDagAxCgCqcp7j8FFCbvr4Psm0GLQfQTsXZTgP8FNAIQaB9EpnFrh9LKChkOQaYPeTvjyCrxsT2ZtuioBQKjwpjo+IiFIMArY+BtAD/4u4kxuZ3oqIUC+VD6IEdQBMkHJBrvcTetvAgg1vnOF27UHOKUKPlKkSJEiRYoUKVKkSJH+0/oTDGnkIreb1MoAAAAASUVORK5CYII=) 9 18, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRoge2X228UVRzHP3N2dna7u91uF1ouLW0pDZRabK21YgPGWBMJAWyAGCP6QPAFDQlPJv4XfeXRF6MhQYQAVdSQGAuplVpuVq1FeoXeL9vt7uzsHB92pt3eLL1gYpxvcmbOzJz5/b7f3+/M78wBBw4cOHDwf4br33HTAIyr0FcGsgAIAcOAXKtlZa0GlkaDAAS0+uDqPoQ47cqq3ZdUVJWRby7B+PuAuVYv6tqJzkeDSNn91QeXD24gerpOLaueCL/qvZO1k75opwlXr7MO5GFdBdjEH/rg8+M7PdEz74nssrfie9RHaikXXGHuIcAYHgC1ab28roMAm/iVXHfgzvFAvv7RS7vCxSf0beJgu4ba5aXbmqmmTEB84DbUd8Kna3fNqgU0AAgY1eCzgrzMzrcLCo1T2ftDBVQWiMIJjUCLnPlCFWTqqI/CxO0HkC9W7xsAY5UCbOK9XmgsqcztPlEXjr+7Pz8jXy0Pc7M0yIOACpOzbygAEqSUEOsy0YJvkBzaqRgFIE2kywtuP0K4yU4mKNCnyJVTqO4EoyHJwAaY9IHfNMidMsyc6QQxPXnu+kCycQUCGqyx/RpcLq/Y1X3ycHW0/shm1+Y9UxmImIefNIFih3w29KmuVeuUQJnAt71SRHsrPZFuhBEj7t+CESjEq2WxOxbh6Ggnr8cekhka5+4ek++qFToKJPl6nNe6ptjbNwXxxLkdX408TQZs4q0+aKrcV9J/6vCb0SOHjpmhkqAL7Z4LWhX0aZav6IqCovrBVMHlR1G8CAUQPnBloqhBNFUhKPxsxENQuMnWJH4/eLPAFzfJ8qvkZAg8LlW3zS4hwCaOBl+UwJ1PPq5IHPjgkBIqPqLg2gE8mRvpRVcUmZr/Jsq8wYvoW0Z/OpJSCLsvlhgjUuQJwV4vlHQ8nPT3tD+R+tg4K14/55KTaXfkgidz7ihzu4uJXGoK2QICUOiFk/fPd44Nn+/8ueJoR0vtsaNPiut2SXVTOpeFTC1SilWF5g9aSElBSXuqoEg5K1VJNeZkc/mP2LCaDqEo1N2/cGNv19WmtqLXyptq6rcPFh/ISGqbxGy1mSU+T5MEYn1gjGDGB0gmHyPNODIhIZbESGYyok/TbvQQMofx65P8MSLp+guG4iAMnbv906gDcSKTiY3LCTCBGDBBKhv2dQj8wZheO9l4u+rP71vb814M/1hTt22otMjt9iYK5QzrOZNEAoqCqY+YPL7YAlt74ranxCBMDBEDfgHakLjQUEY3kGwGsxkQSR05PXZBmgN+IsNgNC8j4KwJDbolQAciwEhKAOHU2RvUZWXk5vBz3beGf8vb0nOrKqd38Plgbdibq2bOxH4m6wCerQI1bwyj/soSgUOStkrNhjMGDEnoiUBfitfZfxJgi0CHBoNU9COWoHlC3CFJebRvaHdvX2N3k+fWD9VjRV1Vhf4s38vJIFoaNeHOhEC4iLH+LtgSW9r3AhiW/7EUp1msoHrZv8d4AR8QmCuEkHXPB4NZcK3msNJb9Y7cGnB5XhDXwqV8m5lL72RbhP4rJ+DDlhUIsIJJLHU+O5OkFWxoGiU0mnBAB+LANBC12pRlPA4Y4E9AxaPf2X3/Ij0TbWZH1oTL7Rn15Igp0Ig0P0C+8rX13tO0qGU7ASShcYbVGjY06YsdXiBotbDV7GsNRgVc2oEaq8GVoRFvvwHRM6zDnmAddmQzQlTmTi17egWtgROgd0GkD+6OwJf6YtZWinXcUtp/qjMZsYVYWUAnVQAGSFWRBcVmNXhGe+KGdCFeqw+z30zMqnJrxjPc1ENa5bLLtQkY60XegQMHDhw4cODAgQMHDv7T+BtKKP1vKrMlNQAAAABJRU5ErkJggg==) 9 18, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZ0lEQVRoge2X228UVRzHP3N2up3O9rJUSqFFCrUgUC6lkEqAIAJB0IBViVHBByQ+oCHhzfhfNL4RjYk+EH0ygmiJEbyQggQtlJsg1+3Vlm2X7qWzs7NzfJiZ3iiU0mJinG9yds7snPn9vt/f+Z3fnAM+fPjw4eP/jMC/46YBuKdCx2KQc4AwEAXkZC0rkzXwYDQIQECzDt+tqyCxb7dSsk6Reeon3Dr8N+Y7gD1ZL+rkiY5Gg3DsXtHhyEuhgv59G6uLV703UK6tj4Q41ZexP0b+wBSQhykV4BG/pcOXO2eUxfeXri9eXL7yWfW5nlzKfgO1VaGdeHc/ehPcmxKvUyDAI350xozc5p3LihIfbFmsV+asnS0uLCyizw5C1En1tJ3lL9J/QP1N+HzyrnlsAQ0AAvqCcGhOVfn1N9bNje99s1zMWZcTEoYe4pju1Ifhi6ydNN9w9zLcFI/vGwDL60zQiEe8XYPGqpp5rbs2b4y//fIL2dl1RTnoV1S4pmC4rBUJSLfUSLhA0i4ltDlHdC9oC64gJgJI24RMEpE1kEoAqYZAzUNDYaZlUJZJEFYGsHSLnmnS7g7DQNY62Hsl3jgBAQ3u2M4gHFmyvKh9z/bqdP2OV6yZS3dk0aYDl+9/SypO87BBmSbmi8qaH0OVNYeLKmgJ6iQzMdTEHbRkJ1ZAwyioQOhllCgqz8e72X7vBstFG/1lBidrJSeroTvXPvjzh82PMgMe8WYdmmrmlUX3bi+TO94tFeFFi3MIVknIs0GOX1AUIIxKmlwKhE6uWoCihsDOggihKBpC5EEgH0UtJKCo5AVShJU8SsglqGYp1EAvgLx8TM/uAwR4xAnCV1XQ8tH8jfrWbSuKw7sNi6XxAYTIjhHysa0JL40U70cZMfRhHyNl+EO3L21FjCMA4ZAnDKs1SF1P9va23e1J63GVoHwQU8/BQwjJMZ4P2RvjTTlkV5EjU/JRBORDhQZ7LnWci0UPnft9edfsC2vanjYqXyyw1dJxNgKeryGniht/t6eMHjky3N6EDY2X983WeIvYcpsJ4RRsunS8bXWkqeP83A2dp+vqM12V22bYwdlVjuLRySBH9a/KJNdsyfVMLrEBi6ylgRVHZjqx7B7sbBDSClKkMAjQbvZy3u7CoI9kMs3VTklXCLqs7PTxBNiAAfTjcPPuwxAqNOw18cbbtTeOf/Zn+aozv9TVb44srF8gtcqMHLE79KLt9VulYe+i/2w2FWgj1TU4LotkACBjgnEHmwhdwGHgWyQBdFNGlFg2EuuWJ6JRMM+MI+CADQ2mK8AEEkCvI4Bi56oVmlZNoulcdeup81fLv5j1a+3rcyLLXptuaU+VulM+POEVWIguqlFiLbx69AGBGzOSthO8u0AbJh0OrwMPE+CJwIQGC8dAwhU0SkhOWMolqYsdi9ovdrQ2faqdWLV2XqS2QgjdnJU3tGGXUCKCbCI2t4XOCMwyHlUEThongJjDaQgT2E5722M0QAfyRwoh7P6nQ08RfF9XurK9tnLNtPwtokhsbw6w8KLgSG9/4i2MXfD+2QkIcIOJ4VwPDG4lJnCgaZTQaMNWE0gDA0DKbUnXeBqwIJSB5XeSnYsutZ3p6o9GbhdNS1m5lUlNZNJa8DS3Lkd54Zj73qO0lGs7A2ShcZDVJA40wz92aECh24rd5t0HoU/A4WdWcruuhGDwFNGf7mHtZwrOBFNwIhsUojIytbz0KnQH9oMZgUQHXOiFr82xrE0UU3ik9HaqgzPiCXFnAROnAHTjVBFrbDsTwxM6EzcMF6K5fRhaM4Zb5SaNJ3ioh2GVyyvXNmBNFXkfPnz48OHDhw8fPnz4+E/jH4McBFXYWouWAAAAAElFTkSuQmCC) 9 18, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 9 18, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 9 18, auto;}
}
div.testarea{
animation:rwdcur67978 2s linear infinite forwards;
}
