@keyframes rwdcur27553 {
0%,1.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADM0lEQVRYhe2UwUsbaRjGn0nqNzJkGiU6iZMQNYqJiNVZFNmleBF1ByRgwSJd3GDpYQ8tHvawlCI9LPsHyOLBhb0ULIsH15NoWFYRwkpwirTGwWA8jGEmOSgZo2Mpw2QPpWVZqhEmemmf48f78vye9/2+D/iiz13OmzISRbHO7Xa/0zTN+u/5res2HhgY4Lq6uu5xHPf15ubmlCRJhRsBEEUx4Pf7HwqCEGttbQ2tr68/W1paKvy/ruIAg4ODPM/zTxoaGr7v6Ojg29vbkUqlsolE4sWn6isGMDIywjc1NT0ihMS8Xm8oEokgEolAVVWsra3NbGxsZK8NYHp6+geWZX8khLRWV1eD4ziEw2EUi0Ukk8msqqp/XNRrGyAWi33FMMxMbW0tYRgGDocDzc3NMAwD29vb2NramonH459MDwAOuwCEkLuKohDDMFAqleD3+1EqlaAoCtLpdFbX9QvTAxWYwNDQUItpmigWizBNE+fn57AsC6ZpQtf1S9MDFZgARVG/CoLwOhwOg2EYfFhDNpvdVhTlt3L9tn/ChYWFY03TNmma/oaiKK+maVBV1cxkMs/n5+f/uXYAAJBlOUcI+autre3W8fHxYiqV+mVubu7Pq/RSVykaGxtzEEIiHo9nhGVZjyRJv6+srKTtYb/XlS5hZ2fnY47jfnY6nbctywJFUd86HI7vlpeXd+wClF3B6OgoJwjCrMvl8vt8PgSDQYRCIa9pmndZlv17b2/vyA5A2VfQ19d33+fzRTweD+rr69HY2AiapuFyue50d3dP2jEHyqxgcnIyMDEx8YQQAsuyIEkSDMPAyckJcrkc8vn8G7sAl06gv79/iuf5trq6uo8fjKIoODs7w/Dw8Fuapl9dG8D4+HggEAiMy7IMXdeRy+VgGAZaWlrgdDoP0un0U57nbb+EC1fQ09MzZVlWoFAo4OjoCPv7+8jn8weHh4eziUTi5eLiYs6u+YUA0WiUCwaD96uqqqCqKjKZzIGmabOyLL9cXV2tiPGlAL29vQ/cbndwd3f3IJlMzp6enlYscVmAaDTK19TUDMTj8Z92dnZeVDpxWYmieFsUxcCNmn7RZ61/AXzUO1XHx3GMAAAAAElFTkSuQmCC) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe2VTUgbeRjGn6ljPpyYjI7awXz4FYoHSUwR/NjgJR46KBELQthddlnWQ6FIoT3swYu3PUtrL0tBeiiexOQU3UVQUSrExdFdNYsfxMzEIjH/NXEkEcz00EtZmuoyiZf2uc778PvBO+8M8DVfespuCyQIQo3FYrk8Pj7O36qAz+erHhgY+LGjo+NnQsjC7u5u9uPndCnBLMs+bG9vH+3s7HQtLy+Pzc7O/vvfuaIL+Hy+6tra2oc8z4+6XC6Xx+NBIpE4WlxcfP2p+aIJ+P3+OrPZ7K+srBy12+0up9MJt9sNQghCodCrpaUlqWQCY2Njj4xG47Orqysnx3HgeR5tbW3I5/NYX19PxmKx6UJdzQIjIyP3bTbbRFlZmY5hGNA0jcbGRtA0jdXVVUQikYlwOPxPof4drQIWi8V7cXGhUxQFOp0OHMfBYDBAFEUcHR1JsixPfa6vWaC/v7+F53nQNA1FUZDL5XB4eAhFUZBMJifm5+c/ufuiCcRiseccx206HA6oqgqTyQSKopBOpxe2t7dfXtfX/CEKBoMpk8n0lmXZHlVV756enkKSpOze3t7T6enpv0suAACRSOQdgD/cbjedSqVm1tbWfp2amvr9Jl3qJkPj4+N3CCE9uVyuh+M4bmtr61UoFCr4Zv+f3OgMFUX5oaur6zdCCK2qKiiKekBR1HfBYPAvrQLXrmBoaKja6/W+YFnWarfb0dTUBI7j7qqq6rVarQubm5unWgSuvQKHw/G90Wi8r9frwTAMampqYDab0dLS4mpubv5JCxy4ZgWDg4O2vr6+xyzLoq6uDlVVVchmP/xNJUnCycnJVkkFvF7vk9bW1nvl5eW4vLxEJpPBysoKKioq0NDQkN3f3/+zZAKBQMDm8XgCsiwjn88jk8mAEAKn04l0On0giuLz+vp6zZdQUKC3t/cJwzA2QgjOz8+RTCYhSdJBNBqdjEajb2ZmZt5phRcUGB4edlit1sDZ2Rni8Tji8fhBIpGYlGX5zdzcXFHAnxXo7u7+Vq/X2zY2Ng5EUZxMpVJFBxcU8Pv99QaD4ZtwOPzLzs7O61KBC0YQBLMgCLZbhX7NF5335Eg9A5alW20AAAAASUVORK5CYII=) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNElEQVRYhe2U3UsjVxiHf0lDODIazLRGidrRqYzrJ1FK1W2pASF0kPFCYZFcFKSUukjpZemF4EVL/4AF07ItrouVtpRi0RulLcGWpCoUDAbRSZwMgSZUM1mdfEjJzPSitJR2NwqZeLP7uzy8L8/zHs55gWd52vPcTYEEQXihrq7uj1Qqpf/73FZtsNfrbfF4PG/X1NR0qKo6B+DRjQjwPM92dnbOeTyeaQDuYDD4fjAYfPTfOtMFxsfHWbfbPdfR0eFvb29vslqtCIfDkcPDw08eV2+aQE9Pj31oaOhNlmU/oGmabWpqAk3T2NvbgyRJX+zs7FxUTWB+fn7a6XS+Y7fbvVarFa2trRgbG0OhUMD6+vpxLpd78KTeigWmpqZedjgcSzRNk1KphO7uboyMjAAAwuEwRFG8v7W19XvVBLxe722LxUJsNhsYhvkHDgBra2vHl5eXD8v1WysVyOVyL1EUBUIIMpkMNE0DABwcHCCdTped3hQBRVHuDQwMRFwuF87Pz7G6uopsNotQKHRMCCk7PWDCJgyFQkpDQ8MvHMfd5jiuMRqNIhKJ6IlE4qNAIPBD1QUAYHt7O00I+d5ut9ui0ei3kiR9uLi4+NV1ei3XKVpYWLCKovhKfX3964ZhPH9xcfH5ysrKcWXaf+VaN+D3++/Ozs5+OTo6+oYsy6/W1taOUhT1syiKZR+YKQI+n88lCEJA1/XGVCoFh8OB3t7eRkLIaxaL5cdYLJapRODKXzA5OXlncHDw1tnZGQqFAhiGAcdxaG5u7mdZ9m4lcOCKRTQzM9NCCHn36OgIuq6jVCpBVVUYhoFMJgPDMB67300TaGtre0/TNI4QAk3TkM/nsb+/D4qioGmakkwmv6uagCAIL5ZKpWmn04lisQhVVRGPx5HP53VVVb9RFCWwsbHxa9UEaJq+43K5WhiGwenpKWRZhqIoJ9ls9uOlpaXPKgWXFfD5fK6urq63+vv7kcvlIEnSb8lk8l4sFnuwubmZNgv+RAGO4/x9fX23EonESTwevy/L8tfLy8snZoL/zv824cTEhHt4ePjTYrH40+7u7kOzJ74yPM87eJ5vuVHoszzV+RPh5ERLUxl+aAAAAABJRU5ErkJggg==) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADKklEQVRYhe2UT0gbaRjGn2Q0gWEmGal2mD9sZNwUoqAQFOpuWAIi7oAoCMLaZbfLtoWGpYelCx56k73tqRQvZXMpbNmDESlFNJQqBh1BdFB20JbgQQNTjcYmn2RUhqS3pZRGLWO8tM/1+x5+v++dlwG+5HMPdVkgVVXr/X7/iWmapUsV6OrquhqNRn8Kh8O3CCEvNzY2jt4/r6kWWFVVmWXZX4PB4M2Ojg5F1/UHExMTbz+8d+EC3d3doizL91iW/VkURbG9vR25XG5L07QnH7t/YQK9vb0ix3G3WZa9KQiCEggEEAqFcHJyAk3T4slkMlM1gZGRkbsA7luW9bUsy5AkCZIkwe12Q9f1vfX19X8rdR0LxGKxsCiKDy3L8gSDQfh8PrAsC6/Xi7m5OWia9nBqaup1pb7bqUBDQ0Nkf3/fUyqVQNM0aJpGuVzG7OwslpeXN/b29h6f1nc8gVAo1FQsFlEsFlEoFFAul5FOp0EIAU3TfyWTyd3T+o4nsLKy8gjAWl1dHWzbhm3boCgKHMe9WFxc/Ojmvx/HP6KFhYUcx3GLDMN84/F4eEIICCGFbDb7x9jY2KuqCwDA6urqG4qikoqiHB8eHj5fWlr6Mx6Pz5yn6zovZGBg4LokSd95PJ4rhmHET9vsT8m5lnB4eLivubn5n5qaGsbr9YJhmO/dbvePk5OT/zkVOPMTDA0N1ff09PzN83yA53k0NTXB5XLxtm1HGhsbX66tre07EThzAi0tLTf8fn84l8tBkiQoigKapsEwTOvMzEwMwO9VE+jv75cFQfjt4OAAnZ2dEAQBAFBbWwvLsnB8fOzo9WcKtLa23uN5/hrDMP/DE4kEAoEAKIo6ymazz6omEIvFrkUikV9cLhcIIUilUjAMAz6fD5lMZlPX9UeKojhewooCbW1tdziOu2qaJgghMAwD+Xx+07Ks0a2trafj4+NvnMIrCgwODn4VDod/2N3dRSaTgWmam9vb26M7OztPp6enLwR8qkA0Gr2Rz+fl+fn5zXQ6PVooFC4cXFGgr69PLJVK3yYSiWHDMJ6kUqmqgCtGVVWfqqrypUK/5LPOO5jSNLqEPh9FAAAAAElFTkSuQmCC) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhe2UzUvbcBzGn9naVmwm9MUka6PWglaoLdWLjJ0UZLkUKwyLu2zgxY0xxg5jF/+DHWT0oDAR2caOUkRQhjC9rNEWmS34WhGTWEVlqC1pky47bIOx+QapXrbnGL5fns/z/H75Af/1r0t3XUYsy9qqqqoKOzs7337/rr8GY6fX6w1bLJbmWCz2NB6Pf70WgK6urnqGYR77fL4wTdO3ZmZmXo6Pj3/9c67kACzL1judzsdOp7O3ubmZIkkSiUSCTyaTb0+bLxlAMBisdrlczyorKx+QJEm53W7QNI21tTXEYrHB6elp/soABgYG+qxW6xOz2exTVRU2mw0kSSKXyyGVSvF7e3sfztrVDNDX19dCEESEIAiD0WiEwWAATdNQVRXb29vY3Nw8Mz0AlGkFMJlMd3ieN8iyDJ1OB4fDAaPRCEmSsLy8fG56oAQN+P1+d6FQgMlkgqIoyOfzIAgChUIBh4eHr89LD5SggYWFhddms/kLRVHQ6/UoFovI5/MQRXFVEITRi/Y1v4TxePyQYZjPNTU1t3O5HJlKpSAIwpEoiq+GhoY+XjkAAHAclykWix9JklQAjCYSiReRSGTyMrs3LjPU2tqqDwQCbaqq3iYIwnp0dPRmZGRkVRP1T13qEgaDwUdNTU2D2WwWkiShrKzsbiaTuT85OZm8coBQKFRts9n6JUlCY2MjysvLUVFR4Ts4OHin1+vvRaNRTU1c+BcEAoGwy+Xy1NXVwW63o6WlBRRFwWKx+Px+/0Mt5sAFDXR2dlb39PT0NzQ04OTkBNFoFPv7+5BlGdlsFqIo7moFOLeBjo6OcG1trQcAjo+PYbVakU6nwfM8KIo6kWV55soAQqFQtcPh6N/d/RFSp9NBURTY7XYYDIb0xsbG87GxsS9aAc48ArfbHSYIwqMoChYXF8FxHNbX19MURUVWVlbeDw8PZ7SaA2e8Az/P/pPX6/UoigKO4/hkMhnheX50amqqJMa/dGoDbW1tvQzDeJaWltLz8/MRQRA+TExMiKU0/qW/GgiHw7fa29uHtra25mZnZ8fm5uZKmvhCsSx7s7u723mtpv/1T+s7/80/LC8KCHoAAAAASUVORK5CYII=) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhe2Uz0sbaRzGnzbjJJKoiQ6JTIZ1GodcDOlBRKwLK+bgzoI/T6Va6GXXlZBDvSz+Ga20h9ZepMqegrqHqmARVqQHPRjJGOM4AYkkU9Nk1UiczEzcW1mWmoQmemmf4/u+D8/n+77v9wt817cuw20F8TxPNTQ05BOJROFWAXp6ehifz/eb2+1+rCjK+0gkcvnffeKmgnmed3Ec56co6mFLSwstCMLUwsLCP/8/V3WAoaEhF8dxfofD8YiiqGaKonB6enq0v7//9kvnqwbg8/kaOzs7f2cYJmAymZqtVitsNhs0TcP6+vqbxcXF+I0BTE5OPqmrq3tqNpu9VqsVNE3DYrFAURREo9FUOBz+8zpvxQBjY2NelmWnSZK0eDwekCQJgiCgaRpEUcTGxsaz5eXl6I0B2O32XqfTaVEUBaqqwmw2o1AoIBQKIRaLRWVZflXMXzFAIBC4pygKtre3kU6noes6JElCLpcDgNerq6sfi/nvVgqwubk5nUwmQwBwcXGBg4MDRCIRGI3G9aOjo5el/BUPomAwmC4UCh+cTueDq6srx9nZGdLpdFyW5aczMzPXvn3VAABgZ2cnWVtbu0rTtGIwGP7e2tqampub+1CO9065IcPDw16GYX6uqalpEkXxzdLSUsnqylFZN+D3+3vHx8f/crvdg62trd26rv9EEMSGJElFP1hVANrb2wm/3/+coqj7HMehra0NTU1NDoPB8GN9ff17QRA+VQJQsgtGR0fHWJb95fj4GI2NjQAAj8cDr9frpWl6opLwkgCDg4MMSZJTJycn6Ovr+7yeSqUgyzJUVT2rFKDoIOrq6grYbDa33W7/vBYOh7G3t4dcLpfPZrPvbgxgYmLC7XK5nhiNRhweHkJVVSiKglQqhUwmI0Wj0enZ2dmyWu2rAFiW/ZUgCLumachmsxAEAefn51IsFnuRSCTmV1ZWkpWGXwvQ39//A8uyDy8vL5HJZJDP56VQKFTV4KIAHR0dj3RdZ3Z3dyVRFF/ouj4fDAarGnwtwMDAAG0ymbrX1tb+iMfjs9WuuKR4nq8fGRlhbjX0u75p/Qu+vEhZVr0OewAAAABJRU5ErkJggg==) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27553 5.3333333333333s linear infinite forwards;
}
