@keyframes rwdcur255792 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNklEQVRYhe3XS2hcZRgG4OecHCdpLiXENk1TaWNALFmIaUTiIiqISLf1AuLCRc2VuijoqiDqNtalk0yQgtCFCwWRUlCKGzdeCCJSLdYYUmnTVqWtsaSTmTkuZiaZZDJOepnUhS8czuX//u99v/P/P7xfYExS5FGkVUMokhZa8rwpM2Xjw95S7wWhK3JVs0VyZiKBfg942D2IK4QGCDGPeW+vS54X+ImEQ/bYK8G/ighwTlskltGI9pIJwZrAOvyAC16X9E7FpEnTRvQ554R+PeqRXScuxrV87nD5QwN2oBM7C1fx+SJmqpAXMWHWVc/63nlbsKsk385CoQ0rxUarVLVgWs4vzotkBEJLEi4ZN+HdquRFTPrJsAEnHddqt1haTk6TbZ6wtTQ0Kpt8wYKzBjT6jcJKRhY3TL4iYsaoAVclxJhy3WHjMl4rXeJyAZGcwHUpGWRumrgUyTU5IulV+0txD5BfggCBcG3QHUNAZQHFp0UZ2Q2c4lvBkoy0/KlaRVs8519Km3XYcb/XRMCC933mtD8LIuKigDp8h28cMemDmpDDlDnz9vvKaUt53lCdhF/xs5dNbeCc3y5S5vxtvx+ddUNDKCvjoiMmalj5WiTNWfCMv3zNoDZjJZtxMzGq4a7w/o//GA5o9upd2oQHJUL3+lzGoU0nH3KfhGOhLRptc9SIA5tGPqhDixNaPBnKSusWud9HBo3UnHxUu2af6vGQBouhWN4e9aHXUcO1+xNBb9Bhh5P6PaIB2VJPGONxjXab9JK2WgiI98VDnrLPdnmbEpT6gZz8W6OEunWc0p3AdvXqrfJZKwICxT+Rq9gf3C6yynqP8kozQnFB2FDhnrpFhzRUUmBKrpC7goDiQLtme3zhzYItz0gYMW5C6qbID+rU5JhWXWJpb8hp0ll0QuUCAtxAn1CvvcvfYNqknFDKxAbJu+1yytO6tFrdca3x2dHyQIwrJYGlwrpxWdIwJquIeEWHVh96TBdUdJcFzgiRDC6p3EwG8m3akqRRjZIVuqQhPbY65UEd/ijkrJQvm79HYt86g7hKe5739JHQi8Z87D2zZTF1npN1zRlz6zalpci3+jP/ALj45AmqLhPKAAAAAElFTkSuQmCC) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRUlEQVRYhe3XT4iUdRzH8dfzzOM2rZXjpuaUWlrgUtDFSCyQCirCQ5qQh/YQOW27I4jQoVOB2FU97WatISGCdBCPIgSVh3L30J9DiIrgRkOBuKa5/+d5Osw8jjO7rrPRLB36XIbn+/s93/fn+/v9eH7fCWyzWd4OTLqbQtBhxOeO+bZu7E2RnA/dY5lyE7kCWdO+i+S97GFFixHP8UIGN1FyTs7eGeNfmrZL1v2Klt8lV6qSFZEpU5ZgdfWlBEHDxEW4istOS2zRb3rWhH0+0OsPHfbrxFQ1X6o0d4JrKIkjQRWcRXu10qih8t/wo0Fjdjp0B3iqTxxQ1G6pfZ5S2bbURKKy0X+iXAnVUDGWYAQ/V8GpLjpt1Baf3gWeqt/HeowasV+umjvGcqyrGtBoIH0q4Yxei32tsiahyKWm4akyDjjvlES7wLQbJq33hcc904isKZFWft6Ac/MCNqoP/FIX2+d64/kK657SwUxD/N9SODNvfSDd94mW4JlWf7bqDLThAn5wMjgbDLbEwE+OGaxSq6sdSVROwhWcddqE7cnlpJnPyPx1wmErPWCd/ZZVQqGMjBGcddKYt/Q39Q375+p3wCW7DCMQZmy0xV9iU15zyM2WwlMNGdKpLJYPFK0SGNfnyoLAUxWFEisWlPm//pMKFKwUGDfg2oKSu4USHZE270s8jVcX1EBgt0U2hWKj8l6x21Hvyi0IvMfb8g7KaguVlT2Ijbrc60jL4e8oWOuIxxCYDgUqt9RKvGirPY7q1t4SeK8uGwx40q1+sXYbTqATz+oy7rmWGMjbabNaY6qxH4hVbsZyS/AVWtp53xaqKbk12JobMZkZqu8JA5XqY2sUrJI2paGSz1yfF6wbiTUSWYHYDZPK2htN1Bso4xE8b0Dm1iq0ueCEgu0Oz8NAouAJfXJCsViMFdUGaFYDAcaQwwu3TczgUW845SsFOxxu4tp+zx4bHbSh+v7tf0zGGg0kaifhmln3SRabvOR7A9g2J7xbwXoHrcXvs+QL638jgUVG8au5j16E1bYqGjLldQNKM+b0+MhD9roP5+9QDJXVnkQijITOGHbcsPE5K0tdhzpEOmkw0CMSWuqq4640kSuQFfvmbxHS6cr8JNm5AAAAAElFTkSuQmCC) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe3XX4iUVRgG8N93Zpqddt1atwIrLTOFCMsNuinECBO6KIIlhKAiG7elP2gW3RZFdwVFUSsy7YoJgXtXRF5WVBRBlKFJmX8CN6MUFzXXnZlvutiZcf7urDjbTT1w4DvvOed9nu98L995TgSGLRZJI9YOCUmTTttpoib+iD69FolNt80BkSBvIgl6fCltsWKbxUHwt5ReL+GVmrEeAxI+1ieNacVZyclJO+OhpGFBvwVuFBSkWy5K4Sh+tl3s1YbxrT71hKddacwKaUWaiohK8QmclpzZgSK60Ft505mJqvpHcdCoEZmWIrfZ7nHB5UaskqrkLiMutZMqHztUBovoxjXowSWlt+7B7/hc1tlZyMsYNWqPIT8iXcpRbv2lWJWoZM3iUGof+dopXwhSIilTDil4U7YtfVnEDhtN+dVakSnk5S211qCra6cmGxYXMOUTb9UV2YUiaxd2VfpD1sgbrJ8W6gOiptGLR6S2rloKaNyTTiFINIqoFZDEXpyp+8l0ArHDjvhLrpb1/GMX9mG3rHfnXG5zR9ZhP9jiq1I/qhaQwBF863XbDHWcvIwxO+33gJ+cKNdEkBAcl7bXdjkvzBt5GaM+9JvNjiEICbdLmbYPr9k6h8OoE/jOHit9Y+b/+j/+40jISLnJOjc7aO+sNqKzeNia6IpoYZAWu9a4Bd7418gzBl3ls+JAcSDIiy007TabZLw87+Qb3GOJEYtwTn7m6IlxA3q8KGeBHZ6fF/LHDFph3HLBIRSrz4JzWIn7PWejRztOnnGdW7xjtVDxhepPwwJuRb+lHReQtMwyi3SpMf+NfiCvuZu9WBTFCo25GwW0stMXL6Bp3kb/E5C0zpMSEtIiKWf84pStxi/gsNrgPt3WVUxpzrJmVq9WQFyKPGi1nNWiUv8AdluBLXMkH7TKuDuFGsmXYrJ2aq2mHI6bKcZEaTTGctzrWUPengP5egPed0ep2kNVO1vKXeULZ3ag7FhPav39L8OAZ2TE3rO56Zwh6y3xgesFxzS/6pa5QllAEJuUt2cW8jIC+myy0Z+ydffDYWt0GRMLvm+TK8IUInHSCJ5yl1O6W2iuF5HU5USTkf0K7vZHm5vxeRFB0YF/AJ+02zH56eNfAAAAAElFTkSuQmCC) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADO0lEQVRYhe3Xy2ucVRgG8N/3zddpE9o0BqxisYjEUmtbSIntJgTFjYEWo9WNm6Jpbu66EPFfcFMX4iSTUEVFKFhKqZYSvODCC1Jr1JpSDLWI0FqKvVCmIZ1842IuydziqElw4QMz8L3nnPd53jPnm/O8gZc0y9kipzFEkjIuO+xiWXy/e63zgDmzDeUKkTMVoVOLzzUhXmRBUPjcwGov4O2y8WY7BU64WyhgUREhbuOmJyIx7kJ7YbDWwgAJnMcVB6UqyCHlpGFPiRyxXbO4TkEBsvgFN0QRhYkJrC+oS9So/AexC16V9nrdylI+NKTfWu/aKRRVFBRjFlfnxYWlwRya0FYYXFjBT5h0UNprdcmLGPG+KXtNyggqcq2nUlRUtjjCJRwzIfI1kki640ejNba9HsadNORp03owg1lZO/To1VY+NapaHGPOUSPSDRPWwogJTJSe+z0r1ls5LawMFH7z6vi/RVA7HFZNStSILw3yhzKsDJI/FMV394IZOZNLTh+Yds4tmXIRYWEwX/lX+NbLxny55AJGnfGz53wjI5wXEZa+z8k4a7+0N5acvIgxp/xmnykZcwgIJYR+x0WvSHtn2ciLSDnlsn2uIBQl7BDK+VjKe8tOXsRp0zp8JvbrinH+j/8sAgM2ibR706cryjysU+BqaJUHJX1iyIsrRj6oS+QLbA3FYvdgk0P6PbMC5I/Z4IQNknKyYckcPKLFFkcdWMad6NPlPsds11o0Jvm/4jj/oAsdDunXueTkA7Zpd9xurQvd1vxlVPSFm7UI7FpyAWy1TZt1ysxq+e2co3BJLGbQ/yliWVVOudp45JBbFgE1Ue0J88ZkryFt8qZ0tdh30j74W5kHdQv0yLcgs7I6atmycgFZbMTz9mAP8ufiLAb0STvcEHmfbpsdt0ur7IJ4G/6oJyDAHdzC2gUzAjwKRh2QNG5kUfIBvR5yxG5Ja5Q3JrcX5CwTEBYmXle7nQpxv8hNKcOyUsZrkg/qttFbHpZ0Tf5A18q1Sqn7ikoN57k65EUEhcVNxgyblapwT0OelPQRQt//Ra6E/E4TR+accd3jrjV48hPWyNVwMqEpc3pcMtNgex7KOP0nU/jgCNFgH+MAAAAASUVORK5CYII=) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADfUlEQVRYhe3XS2icVRgG4Of8M5nUNE1LWiut6YV4wZUglVa0FBFp0thiLxFEtKhtDUU37t25dCVFgqhUrA1CLVG6UBcKSkShIkVESpVaqw2ImiZtmuY2c1zM38xMM7nRpLjwhVnMd873ve/5/3P+837BQZvRghEzIUFisV5vOe5sxVi7Zqt0KLisMGMlErWu+jwro8Uar6hBnCYhgyH0+l6d1yaNL9dvxMOabLQU49PUChhGrxVZEY24DfkpEnL4C7/qMWqHI/onzXlTHzZ50TFrtLsVY1OQR1zAHwpZUuIc6lGTrrY84U/86CuDHvdOFfJyXNThpAaP2mo9Fa8jj6voL8WzE4MRS9OVnk9FBMVH+YMeA7Mghy59aJF1zAbtMmntPFanHBdL07MVyQl+NqrHc2qdT8cTwalZkZejX4cenaKCYNyIte5z2Ga58mnZSYkZBbW+9fZ1u3yueE8fvpj4v996mcnnI7khkrkhEaoFy5FNI1Um3jCu1cxUhksCcjiLn3zkinPzLmDIOWe870zKlaK4B2oUj1qPHv06dM3qWzY3HFXAAQXL3K/92u5LJIrn8hsfumibLpfmnbwcQ/b5zrv6iuwZG7X5W50Bu3S5vKDkcMqIkz52twckRoODmgwackTfgpOXY79GNZbdVM7/8R/FfqvDktBws2nDktDggLWJxV6OW+MnIRfqbqqCzQ5b7NVEwbAtHtSmM2TDooXmDTVhUWgJh+KWuFveUKKAeuKTcW/cHbtDdoGfRIvO+HR8yVLkFYqX0RhWYJ9WuxwKzfN/HYY7QxK2hdfjM/FZjSZMa+k2HMM64vb4VGyNzfMtIG6N6+OO+IK7MFqKV/qBfCpk1PxjNK1/nfOu7ogWwpBQte+Y7AnHJYbda5965NQQToTT8UIcnAtXaAr1cXu8J+0NRo1oNj55wZUCCrhDTkb3hC2PxEvx03As7IljcWjWCjZ4wyZ7UbLlTVxvdUoCAq5gOVaWLwXrtMZMPB4+mFlEqA11sS0ejc/HnZMakwIGVbziooCM4rH4R/X+MIc2rXEsHg/dYU8cmUZEi05P2KkWv1VTmP6SawICBhR745ma001aYz5+Fr4Oj8XeWGHdwu2hIW6I3fGh+IiBdDFTIVFsdIMka9yXzmoUDU+TUkpcpS7uiSsdqvSOsS2udItf/O7UlE1uhWKLcOJfm0YYKX5TtiMAAAAASUVORK5CYII=) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur255792 1.3333333333333s linear infinite forwards;
}
