@keyframes rwdcur61879 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 22 8, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABx0lEQVRYhdXWPWsUURTG8V/WEIJIUJBFREREgohlEAlGRCWFWFmJhYL6AcRC8xWsrUVUggRLWzuD6XwDLUSRFEZTBEQL8Y21mFn27uDM5G7urPjAcg97z9znP+eembn8Y23a4PXT6OBLApYo7cZCbr4wTOMWruFbbt79TQ/DfBeWCsYdfMThQRddbw8cwCL2B/+9xBlswzieDApRpzY+6N3xT8zJtgNu4l1T5vSarYOvOFqYn8ILHGvCfJ/+/Z79S04LV3C/CYC5wPxhRd5OWXVGYw1aNfMzQVz1vK/gNY6kBpgM4qc1uY9wIjXAjiBeqcldwqFYgDqFDVgG287HvXjfJECZNmNM9jL6Hmswcv3C+arFo3Tjzl0Yibmmrgdi9SPxeuvagu5N7MFyrEGKCozn4yTepgb4FcRlb7mJfJzC89QAn4O4XZLzKR9n8DgWoE7hAeRURd6Y7FuwNdagrgKLQXypIu843uivWBId1P8knCvJu4Wrqc27uhcA/MbFwvwo1mRnxkY0gVf6K3EbW/L50xpovqLaeFaAWJadkB7gctMAZB+d+QJEB6sG6P6N6Kxsz0OIk8MEgO161Zgftnmo2Rzm/9UfWpptlf9+l0MAAAAASUVORK5CYII=) 22 8, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhdWWMUvDQBTHf2gHEREH6SBFRJyCo1PBjqW4CE7ioKKbuFr7FTr7AUTFQbrp4BcQ6iYOdVGEIiIiLlZwUInD5eglpL27mIv4g0Dg3sv/n/fuJQd/zOAv84uAD7yl4MWKSeAkED/JWrwKfATi8ipmIVwAmhFhH3gAplyLe8BTRPga8eZV4NyleB54VIQ/gZqyXgBawJIrA3Kz+UAHKMXElIA2MJS2+Azhspf7xDYIVyYVaor4mSZ2GngFxmwEBjTr88q9bt7vgVNg28aAjlu6FfAM4uW05NIy0FEMmNIEKqbBuhaMWAhLGsBigrxY1AkwZQ64Mg3O7a6tmj7c2ET94PDdNFbXgqQkaV0sSVowiti8RqQ2LgEeMAzcmSboWvBlaeAG8V+4tMzryQvdFkwY5lh9B0weJg0sGMR7wDMWrdW14EK539TEVoAdYA/71vVklvAkrPSJTfQ3NOFIMfANbPQQd3IekLQIV2I/su7sRCTJI77vqok24oRUDwyuuxJXOY6Y8BG73lnp41hGbDbVxFaWBgDG6VajkbW4Sjkw83/5AWZ/djybbbaPAAAAAElFTkSuQmCC) 22 8, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
55%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtElEQVRYhc2WTStEURjHf3NJkiTpJkmSJM0CUZpipVlYykIS4jvgK8ynEJrFLOysbGzUlAVZiIUFCy95yVux8HItzrk69zTHzJ255/KvU0+d597/b57zPHcO/LGqKnw+BXjAcwQsodQO5KR5Lk5jB1gC3qS5v1JxmLcBec3YXz22zXuBK830EPHLd4B5m+YucKEYvwMriOMAcSSbNgH8ZvOAF2BU2x+UgFbURbDs6QI5DvAENJdj4BTZn1TiLWC7QM4XsAcM2wAYUWLTvE9IgCEbAN1KvG/IuUFMRLIcgOoi+y1KfGnIuQNeEf0SudQGNFXLlevWNoBJdUAN4vsQWonludnfXl6yMmvrAImwzxVrwjD6iPBdPyrlCBwq6IEoKlCLmJZrGwBqWU0j2wB0Amc2AB6V2DXkNCHuAyc2AE6VuM+Q4wL9iK9h5AC7SrxoyGkFBjB/qitSkuAkTBfIaUTcE6Ic6YA2FIBPYEHbHweObZmD6PIjgpVYBerlfkZCWpULHGgQ54gbUh6YsQ0A4k8nq0F4wAPQEQeAryngXoMYixMAxAXUr0Y2bnNVacq8Df8bfQPjMG2TKNdySAAAAABJRU5ErkJggg==) 22 8, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABQUlEQVRYhdWWv0rDUBSHP9NOItJBOok4OAWRzh2cpM8gIgr6Drav4FOIlg6dS99AcBQHJ10cxEkQOzj4pw690ZNLk9A/51z6QeDAPcnvy8lNCASmNOP5dWAIvM/BZSI2gK4L71oGR8AZ8OHCk6NuEb4O3HjBybGjHR4DL17oHbDpalWqwLMI/gRajB7HroVAstmGwMCFSlQFtkiPvSHWIguBlgjveWuxhUBfCBxm9KgKPAiBOKNHVWAgBCohBOQGjHJ6pibrouP4mSUoi3Lz+OjvDs4vr5Y0QvKYZAJBkHsgr2dqgk+gSOBL1OUQAm+iroYQeBR1LYTAtahPNQSK2Cb9JhyM6VH/IWkLgW/gxFpgFbgnPYkLYMVKAEZvwK0n8WQpALAMdDyJoq+kCvvAqyewZy2xxv80OtbhkoaTWVx+AVv9Z5EYfhmQAAAAAElFTkSuQmCC) 22 8, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 22 8, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 22 8, auto;}
}
div.testarea{
animation:rwdcur61879 1.3333333333333s linear infinite forwards;
}