@keyframes rwdcur77896 {
0%,1.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxklEQVRoge2ZX2hcWR3Hv7/fOTOTplJCGkRaG0rw1aWUZWH3QRSk7IquJWRL7baU6sZSXF9cdt0SRfahVBH1aZ+6NUiMTf/JolLoriiIIPigrODTdpO0DW1mc3Nz5ybTJPf8+frgDEZJuslm0onQz+OZwz3fz5zzmzu/e4HHbENu3brV2e4M60VXGxSRL42Pj78+OTm561EH2ihrCfxNVYdUdXhqampbS6wqUKlUxlX1z5VKpd8Yc3F6enrbSqwqsHfvXqjqxRgjSqXSQKlUuprn+aFHHW49rCoAACJyQ0TeVlWUy+VD1trLzrnDjzLcpqlWq0+maXq9Xq8zhECSsySPk+xod7Yma+4AAKjqIZLvisgZACmAbgAjAEZIbou6+CiBvxpj3iCpqvpdAEnjowEAF7eLxJqkafqJWq32z6Io6L0fJflNkh/wP1wnebDdOR9KrVZ7fXl5uRl4hOQzJC+tkJgl2d/unGtSq9U+U6/Xb8YYm4E/IPnSKhLb8xfqzp07mud5b1EUl1cErjYkzjXCk+QcyZ+R7Gp35v8iTdPuNE1fy/P8We/9/0q8TPLrJGeagzHGq9777VXcaZp+b25ubi7P8+MxxoHGt92kWdzVhgAXFxevLywsbJ/iTpLk4OzsbMiybDbLsme9989775tHh9770Rjj54uiuFwUBZeWlpjn+WyWZVte3LKeSffv37fGmL9UKpUnSaYi8la5XH5fRAaNMU8BgHPudwBGSX4VwNEYI7z3KclvdHd3v91WAQCoVqv9InKxVCp1qSpijL+y1n5fRM4bY46QRAghIXmW5NMxxqPW2s6iKDIAL+zevfv3WyHw0DvxSur1+m9ijK8WRfFhCAEicqwoijecc+eLorjWGOsJIZyLMf4RwGnnXFIul7sAnNmK8BsSKJfLTzjnno4xfs05d6UR+HgI4br3/qb3/ltFUWTGmE82bnjPATjrnMtE5Pk0TZ9oq0CM8R8kD3rvT4cQXnXOjcUYISJ9Mcbzzrlxkiecc6mqQlWPAfgCgEER+YOqfrGtAr29vZ7kqLX2SAjhzRDCb51zP3fOPVDVHgAjIYT9JM+GEMYBwBhzTFVPquqIiCzkeW5bLbDuIgaAycnJXhF5z1rbFWNMROS0tbYAMGKt7QIAkmOqek5Ehkql0tFGwSeq+u2dO3eOtVpg3TsAADHGKZLvkISq9pC84L2PJAe99ykAGGOOkjwLYCjGeKXR0fVYa990zh1oq0BfX18kecZ7/1PvfW6M6QZwNcb4HMkzIYQbDYljInIJwLsxxh8CyMrlcre19sVWC2zoCK1kcnKyX0SGrbW7VBUkf6mqQ8aYH1trj1hrASAxxpysVCpQ1UsAFgB8VkTSVglsaAdWsn///l8DGAwhZI0jdZzkj2KMF2KMV0IIKJVKPcaYX6hqH4BXAFgAn2tVeGATO9Dk9u3bB1T1B9baw6oKAB+q6iuVSmXJGHNhx44dXSICAGP4dz+9ICJ/2uy6TTYtAAB3797tEpHhUql02BgDkqmqvtjZ2Vm21g5ba7sbU8cAnBaRvBXrAi0SAICpqaluERlS1Zc6Ojp2AUittW91dHS8b60dBPBUY+o1ACdEZKlVa7eU6enp/mq1WsuyjPV6nQ8ePBiNMfaRXNkMfbndOR9KtVodSJKkNj8/z6WlJS4vL4+QPEDyakPgQrszfiQzMzOH0jS9Wa/X2Xgs03wY8DLJv5PsbcU6LauB1UjTtEtVh8vl8mFrLUQkAXDCWtsJYElEbmzl+i0hTdPuLMtG8jxfbLSbM4uLi9/x3u9pd7Z1c+rUKc7NzQ1kWVZrFDbn5+d/0u5cGyZJkoEkSWq1Wo2zs7N3kyT51Gav+bH/Snwcenp6roUQXlhcXHwHwKedc5t+abKlRbwW9+7d64oxjpKM+/bt+8pmrvVId6DJnj17shjjyRDCnYmJiU0fo7YxMTGxa2JiouVt5mMe85j/I/4F/8TJ1Gct/rUAAAAASUVORK5CYII=) 24 24, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
10%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQUlEQVRoge2YwWsUVxzHv29mE4KBsLuwIiJFcujBcygevLQn6UE85OBBPIoUemsjHoRA8FBKEf+AIBWkl4hFsT14UKSHgl4MIr2kCSRQAtlluzszyez7vd/Xg7M6tlY3mzeZivu5zGN35r3vh9+8NzMPGDFixMeFiEyVnSFPsNsLjDEnVXW6iDDDsGuBIAg+NcZ8XUSYYdi1AAABcIHkF77DDMMwAh0AEwC+JTnuOc+uGUZgKzueBDALACQPkDzsLVWRkJwhmfIlqyQPkzxK8puysw0EyYDkY75mgeQpkk//D7fUQJC8lhPYJPlT1v6y7GwDQbJO8jb/za2ysw0MyepbJDZJHio728BkEzrOG1hrvyo718CkaRo4556qKkWEIsKdnZ0H+5lhmOfAK5rNporIH845WGthrYWIzHQ6ndO+Ar4Ps9cO4jieIXkfQJUkjDFwzrVIfl6tVpc9ZHwne6oAAExOTj4RkRsk4ZyDiABAXVUvt1qtwl+99ywAAKq6YK1dztpwziEMw1kAi0VLeBGo1+tbqvqDcw4k0a9GGIazxpjFdrtd9THO2/AiAAAkl1T1jjGvp5WqolKpzBpjLvka5594E2g0GgmABedcu/9bXyYIgvNJkhSyMnkTAIBGo/EEwI0gCGCMeSUwNjZWDcNwUUS8S3gVyFhQ1eW+RP84Pj5eD8PwOsl9e0YMTavVOtdut9ntdrm9vU3nXP5t4zFJb5O6iArAGLNkjHkWhmG/AhGA37K/ZwBcJellrEIEarVaAuBhbi5UAFwBsJSdcmx+ft6PQVF0Op3P4jjettb2b50r2bfzLZJNkvWyM76Tubk5xnF8T0T6An+TPEHyEMl1ksfLzvheoii6kKsASf7a6/VA8uwHsRpFUfRJkiR/5apAkmeAl1sxZecbiG63+2Ov18svpaskj/jqv5BVKI+q3k3TFNZaqCoAHAXgbW+14quj/0JVf1HV5yQPqmpnYmJiWkS87W4XXoFarZaIyKM0Tf8UkYtRFCFNU/XVf+EVAADn3E0AmJqaWmo2mz/T4w5e4RUAAGvt786577L299ZaXVlZ2ZexC2FjY+PE2travlS/ENbX1z/c8CNGjBjxBi8AZ2hcFEfoKy8AAAAASUVORK5CYII=) 24 24, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
14%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC2ElEQVRoge2XT2tjZRSHn/PmNogEW0oZrLhw4UJdiIsuulNExA/gwk1X1k1BZtMvIfMhRHQns/EPgoi4GmZAXAwqCKWBwUqZjo0pJbnc+55zXMzcMZSJoJzXOnAfCMlLwvndJ7/7kjfQ09PT0/N/wN3XVLW67Ov4V7j7U+7+obtv/dfZKWjOCHgb2D45OalUdbizs+OTyeTpoPlLkYgh7v488AvwDfAx8PP5+fmamT2zurr6SUTGMqIauPJg1kvAVeCVlNLVlNKrQfOXEiXQ3SrPAlvu/p6IvA6sBc1fSpTAHaDpFu6+XVXVCNgImr+UKIEfgNvdwswwM4AnguYvJURARAz4EcDdHwq4+3PT6XQ9ImMZUQ0AfO7uqOqiwJMUbiFMQFVv5JxPc86LAiMzK7oPwgTqur6bcz7oWnD37vF4NDAajUxVrz/45jEzBoNBAl6IyngUoYcvVb0B9zfywvMoMuMikZsYMzsws2P4SwJ4MTLjIqEC6+vrx+7+dbd2d0RkezKZDCNzFgkVAHD3WyLSvUZEtlJKb0TndIQLAF+o6imAiFBVFSml98/Ozoq0UELgV+AwpUTXxGAweGs4HBZpIVxgY2PDgJudgIgwHA5ZWVl5NzoLyjSAiHxqZogInUhK6U13fzk6q5TAAfBHJ5BSgvu/Bzsl8sLZ39/36XT65Ww286ZpfIHfS7RQhOl0ujefzy8KuLtfi8wpcgsBiMhtVX3UW++4e9gJtZiAmR24+2l3uFugAiwqp5iAqs5UtTYzLjRxDsyicooJNE1zZma/qSo558UW7olIHZVTTGBzcxNVvWtm5JxRVVT1O+D7yJxiAgCqeq9tW3LO37ZtS13X11X1o8iMogI557ppmuOc87X5fG5t296pqurxacDMflLVD/b29r5q2/azpmlulswLZzweb4/H4ysAR0dHr13y5fxzDg8PH/4H2N3d9b/7bE9PT0/PpfAnXcebOG4REhIAAAAASUVORK5CYII=) 24 24, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFhElEQVRoge2YT2hc1xXGv3Pum5Ewg5BnJIgddTwEuySm2BBiLUoxgYKzKLjpIJw/pIZGiyyySCALE4MxJYTgRQihmOYPprQJNE1lOZjSJl6EUroIrbSyaxRssKgHW7alqTT/pDfv3vN1kRlHcRzXIzkZVOa3fO/Mme+759z73nlAjx49evTo0QEkCyRHu61jzZDcTvJfJMeOHj3KbutZEyTfJRlIvkdyoNt6OobkKMmYX3CS5MPd1tQRJJXk7/klCySL9Xp947QUySzJU6tM1DdcS5HcRPIZkkurjHzivd/XbW0dQbJIcrrtII7j/9Tr9Weq1Wp/t7XdNSSzZnYySRImScJarcalpaU/Li4ufqstJfcyGclNcRwXQwjHAQyYGZIkOUPy9Vwud+batWsjJJ8mCZJmZv0kyyQn8vn89VvznT9/Pm9mT5vZ98zMQgg3zGyW5Mejo6PXASC6lwZEpAHg/Wq1et3MXlLVfc65fUmSPHLjxo13SB5wzj0gIgghIEmSPwN4l+T86jwXL14cCiHsN7MjURQVAMB7DzP7k4h8umfPnptm11yBxcXFAsna5s2b57/hfsbMfk3ygIikzQwAQBJmdo7kKyQnt2zZ4lf/7tKlS0Uze5nkI23h3vu/mdmbJE/v3r37K/FrroCZbSf5XLlcHs9ms5Xb3L8PQL/IF2ukqjAziIhX1ePDw8Mfro4vlUp7zewFM9sfRVHUar8SgGMi8rtdu3Z97T+AdVRgfn5+K8nPReRjAONDQ0MVAFhYWBgRkUMAnnTODYkIvPcNABedc7tIIoRQBvAqybdIDoYQXjazgyIyQBLNZnM+hHDazF7ZsWPH7J10rNnA3Nycisg/U6nUw977D0XkqIj8UESOqGqhveIkJ0XkbQBTIvImgDHnXH/LyF/NLE/yAZJIkgRmNmlmr+Xz+am70bGuU+jq1atvRFH0IgCQrKjqgHMOJAFgBsAvAUxks9mbfVupVIqq+lsAmdZ+gJnBe38uhPAqyYlb98WdWNcpRPKk9/5ZERlol997P9eqxmQul/vKBm82m3tJPgEg3b4WQkAIYYbkT4aHh//dqYY1GZidnR1R1UNmdsA5d/NBRRIicg7A+7lcrtG+HsfxiIgcUtWD7XiS8yGEv4vIo865B51zPwDQsYGOWujChQtDqrpfVY845wrtdlHVMyIyGkXRoKqC5EQI4eeZTGaTqj7unDuSSqUKq1JNAnhNRKZCCGNmdtzMPuvr6/tppwb0bgNnZmaKJP8iIidUtdBqlxmST1Wr1ccAjIcQKgDgnBtLp9OnSH6iqidWiZ8B8BSAJ0RkqhU7ISJ7VHUxSZKOR9X/WYGzZ8/uVdUXVHV/KpWKWitcEpFjzrkPtm3bdrPP5+bmxlT1N865TBRFiKIIfX19UNWSiBwD8IGI3PbBlyTJfSQL6XT6s04MfOMemJ6e3u6cO0TyYCqVSrfO83kROa2qXzufS6XSdpI/BpBR/bKwIYQp59zPRKR0JyGpVGru8OHDV9FhW982eHp6OgKwT1W/r6pQ1ftVVUXkDzt37vzHrfGXL19Oi8izqvqQc863KvBkf3//gHOuHEXRL0TkdCfCus7S0lKxVqstmVl75Hy825o6pl6vj62srLSntY1pIo7jMe/9xjaRJEkxhLCxTcRx/KtbPsNsLBPLy8vZ5eXlU0mSMITAJEkW4jgudltXR9RqtWy1Wj3VaDTYaDRYrVYvVSqVkfXkvOtXiXtBJpMphxDGV1ZWPmo2mwghFOI4fn49Ob9TAwAwODhYDiGMx3H8UWve/dF68t3TzyqdcOXKlayZnTCzvQB25PP58lryfOcVaLN169aymY2HED713j+41jxdMwAA+Xy+TPJ5M+t4kOnRo8f/Cf8FXJOayZ1YeCkAAAAASUVORK5CYII=) 24 24, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
36%,37.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2klEQVRoge2YTWhc1xXHzzn3jhmKbGQxjIOwbGFLlQJCxmRwSwmmmFBcikNjugjFi9I2hWYRE5t80UXcVejChKSLLloKxZTSQnGzy6IUVXhhIo2/sGsrWMLE+rLmSSN7RpqPd8/5Z5EZIynBkqWRJqH6wfB4b5hz//93z7vvf4dom2222Wab/2e4mYOPjIy0m9kxM/uRmbWYWQTguqpOA/gkk8mMrVbDb4XQlYyOjvYCeNfMXnDOpZxzBIAqlQoB+AczXwQwv5ZaWzYDExMTKTM7bmYvmdnzRJQGQKpKIYRJMxsAcKGvr+/jp6m76QaiKGpX1e+r6utElAFAACiEQCGEOwB+q6r/7u3tjdZTf9NaqFgs9qrqu6r6AhGlmJkAULVajczsYwAXmflSV1fXzEbGaagBACkiOq6qL8Vx/Dwzp4mIzIzMbNLMBkTk/Y6OjuFGjrthALQD+CmAIdSoVqsoFovI5/O3oyh6+cGDB6lm6/wSAHoB/A1ADkuoVqu5xcXFC4VC4WQ+n083W+cySqVSKoRwCsA/ATzAcibiOP5rpVLJNFvnMk6dOoVcLndgfn7+Z8Vi8Wocx8tUm9ltM3tZVbe8Tda0jE5PT+91zr0iIj/w3idFZK9zrioi/3HOXSSiS4lEYkOryZaQy+XozJkzKBQK6YWFha/FQ8nZbLaPmY+JyLCI3PXeR8456+npWVfB06dP49y5cz8E0ElEd4jof0RUJqJiW1ubNU76F3A2m00z818SicRxAHPOuc9EpCwiN0UkWztWmfmecy7q6OhYVUQ+n28FcJKIztcuFYlokplvEFEWQERE00T0KYAohGB79uxZnwEioitXrrSJyG+Y+Zc7duzYxcwkIlQPWSJCIhKJyBgz3xSRIjPfZuYbzHyXmcvMXEyn08vMzc3N/YSZ/+i9b61fA0BERKpKACIA42ZWNrObZpY1s5uqWgVwL4QQHTx48Ik3bNlDfP369ZMiclZEukQkKSIt3ntxzlHdVP1TjwbMHNUMTNYMZWvXJpn5DhEdEJFfM3MvM3cRUcp7L/VMZGakqo+PcRzXzyNVHasZKtZWuhuqOmlm5RDCTCaTsS+tQteuXRPvfVvNQLuI9DNzj4i0iEi/iHQxc9p7/9gMET02SEQkIvWZi0Tkjohccc5dCCF86pzrZeY+AC0AngXQb2ZdqpoMIbQQkZgZhRBIVVeaM1Utq+qimd01s98/VRodGxsjEUnVTKSY+RkReY6Z+5m5nZmTIpJOJBJSN+ecq7finHPuF977fy2tWS6XqVqtpswsGUJoN7N+Ve0JIbSoat1cSlWFmZeZqlarjYnTU1NTwsxJZv6WiBwQkT4RaXHOPeuc6/fedznndjnnikT0PhH9iZlXfW/cv3+f4jhOmdleVU2qap+qPmdmKVV9RlW/3Qj9T2R+fp4qlUoqhLAXwPcAvArgWP37WhD8rpn9uFQq/apYLK4phpw4cQJDQ0PNexcB6ATw96VBMI7jPywsLHy9wt9XAeDo0uhdC4WvAmjKHn3NAEgCeBNAfon4/wI40mxtq1JrmY+WCC8B+B2A1tV/3WS+omVyAH7ebF2r8vDhw+Ti4uKbcRx/81pmZmamc3Z29qNCoYA4jqGq35yWGR8fPzo1NTU0OzuLR48eoVAo5Eql0qa0TEOXrdHR0aSIvKaq73jvW2t5ZjCRSLyxc+fOTxo5Vp2GGRgZGek0sw+I6EXnHFUqlbJz7kPv/Xu7d+9e0/+c66EhBm7dunXUzM475zLMTHEcRyLy1v79+//ciPpPYkNh7urVq0kReU1E3kkkEq21PcKgc+6N7u7uTWmZlax7BoaHhzvN7ANmfrF218si8qGIvNfd3b1pLbOSdc3A5cuXj4rIee99prZ5iUTkrUOHDm16y6zkqWZgcHBwl4icNbO3nXM74jgmEbkkImcPHz68JS2zkjXPwMDAQAszHxeR7zDzhIjcc86NM/PdI0eObFnLbIh9+/ah2Rq22abBfA4dFe8MSZZLAQAAAABJRU5ErkJggg==) 24 24, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
42%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVElEQVRogdVZS2gbVxQ9540kSghO45iSRLawFTuJP3FCCBSSXUtLV8UYkWVp0KabFLooXYQsSuiiLbSL0s9GkFVXhprSPyWbQinUMURO6khyJNEaB4IZjAklaPTu7SKSkGzZlqV5hZyNBqS5550597775opwhHw+n1TVJZIHqtXqRxMTE++54Im4CAoAxhioKowxEBFxxuMqsOd5xhhjSMIY848rHpcOvEDyOZJQVWcOOE+hmgOuaNwJ8DwPqgoAz6YAY4zUHRARZwqcBY5EIkcjkafPh+S6Mx5XgY0xMQBQVXie99gVj9Mirn86bAP/j4BntYgb1yQrznju3Lkz4CIwyYMkAUBIPtr6falUGi6VSj1zG5KfLi0tPd9roDYYqAkA2ux2JEcBfFkqlXriNgCmSWbu3bvX10ugrVDVRiduEtKMP0hOA8gUi8WuuQ2AxWg0Oksys7y8HKoIAI1uvBXDw8OPSf4ei8VmSXYtwgD4PggCGGNSJDO5XC4UESJiatvnjlsQyT8BwPO8FLp0wqjqD6o6DwDGmBSATD6f71mEqg7VLjcB7NSJv7bWzhtjEIlEUgAyDx482Be3OXv27L8A0tVqdb72ApICkFlZWelJhKqapvRp28kSicQGgLSINESQ3JcIAwBnzpzxAaSttfO11t/V09gioH75GMCTnX6XSCR8kmkRmSfZ4O70ATbyc2pqylfVtLV2XkRgjEmpatcimgT8oqr+br8dGhrySaZVtcWJTkS0FNjk5OQ2Eeh+m4sEQbCqqmvGmM983+/vREQ9nepOFAqFXbm37RATExO+qrbUhKp2I6KP5DtHjhy5RvIJydm9bthJxG6bStstbnx83EetsJudKJVKHYm4evWqAviR5MGNjY23jTEJY8xfndybSCR8NBV2XcT9+/fbcrdtkXXkcrl+kplIJDJTOxbPkUyPjIxs7rUQ3/dnSb5I8huSfx86dGitEwF1lMvlflXNkJyx1iIIgjlVTY+Pj7dw7yqgWxG+7x8FcJHkd4cPH+76JFoqlfpFZJuIycnJBveeB/VTp061bLH1dCqXy30AsLq6OrC6uprcclsFwHoviweAkZGRBnd9i1XVTDabbaTTng7Ukc/n2zoRjUYPqOr7JK/G43En5/5CobDNCRFJnzt3brPjV6WTJ09uK2xVzVhrYwBeVdWUi8UDwNjYWMMJAA3u27dv93XsQB2FQmGrE796nneR5COSl+Lx+L6KdT9YXl7ut9a2OLFvAUCrCODp62MkEoGq3ozH41fCXXYr7t692yKiq7ftZktrgytYa6Gql9fW1l4Pec0tmJqaaqQysI8iboeVlZUWJ6LRKFR1geQrx48f3whhvTticXGx31qb6WneMTo62uJEtVoFyQsA3ghnmTvj/PnzPoB0Tw7UUSwW+0lmPM+bqdXCujHm5WPHjmXDiL8bQpk4JZNJX1WvWGuvBUEAkgMicv3hw4exMOLvhtBGZslkckNVPxGRb0UEqpoSEWe9oY5QUqgZxWLxAsmfY7FYv4iUSV4aHBx01htCH1omk8kFVf2wVtDDIvJB2BzNcDJ1VdWvqtXqLWstRORyuVx21hucCDhx4sSmiHxcqVQ2ARwQkevFYnHXV8pu4WzuPTY29pOI3LTWAsAFEXHyR7e7wT0AVb0RBEG2dtR4K5fLvRQ2h1MBp0+fXheRG5VKpQKgT0TeDXv+6lQAAGxubs6JyFwtlV6z1r4ZZvzQ+0A7ZLPZYVX9zfO8QREpA7g0PT0dSm9w7gAATE9Pl0Xk85oLw9ba0HrD/yIAAFT1iyAIbllrYa29vLCwMBNG3P8AVKnxvdiNUVoAAAAASUVORK5CYII=) 24 24, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHB0lEQVRoge1ZYWgcxxX+3tvVOcjuYZvDnFUZW8U2dilKuMSSqKU6Fq2EXaOWRKX0T5uSHyEEREIc+sOIYkwQpmD6twmG0NYhtI5J+yNtZbk2wikqElIxqA7YSD5Jvjv7bEk2Qtzuzc7rD+2cVueT7qRbNRT6wcLs3M3M9817b/bNDKECTExM7LQsC0SkmBkANIBaEakFABEBAGitISIQkUJZa114it8D9ay1XnRdN3Ps2LFKKBVA5f4wOTlpA+hi5l8yc5yIFABNRM/5ImBEBEmuJmINITkR6ReR80ePHv1XaAIMpqamEpZlvcvM3TU1NRFD3JAPznwFM16yHgAcx1kUkd+KyLm2trZUaAIMHjx40EFE3yMiDgpYi1gl5IueiIh8AeDPbW1ti+vl+H/8z0FEtmmt4/l8ftfCwkK0tbVVyrcKB+uOAQMRqQPQDuBVAAkA25RS2nVdVyk1qpS6mM/n/xqPx3NhkS2FgoA7d+4AQPzAgQOZMsRjALoA9ALYV/y767pQSsFxHHied9nzvHfi8fhMuLSB/v7+WgAquJK8AKB1rUYi8h0AfwFwESXIA4Bt2yAiMDMsy+oG8Lt0Or09NOY+mPmnRLQrKOCsiNSv1kBEegD8CcBLZTqGZVlgZogILMt6GcCHMzMzz4VF/vr1698koneJCDYA3L59+xUi6gLwt1INcrnc2yJynogixb9ls9nU7OzsyJMnT1xmjjc0NOyPRqNxZgYRmTSjm4g+BfBJGAKIqJeI6olI8/j4eExEzliWBSzlOCswNzfX43neeQAryKfT6S9v3Ljxk87OzucPHTr0g+bm5h8dOXKkbWho6MXp6ekrIgIiAhHBz6PeTCaTVZO/efPmy8x8kpkVEYFF5BCAhPlKBpHJZDq01mdFJKKUAgDkcjkMDw9/fOHChRPHjx//ZGxs7FGwzalTp1Lj4+Ov5/P5z/xJMf0etG17Z7UCiOjHtm1HiUgzM2wR0SaPCWJ6erpea/0bANuVUrBtG48fP8bo6OivOzo6fgHAXW2Qrq6u+Ww2+z6ADiKq9avjAL4BYLZKAYUHABhYToeDIrTWZwDsy+fzEBHMzc1heHi4LHmDrVu3jgK4a959N6p6NTLkTYzZQfKmfPfuXRaR7abOcRxMTk7+/sSJExWRBwClFESkEFNaaxDRo7XaVAJ/P7JsgWAqbATs379fi8hbSqlbzIxMJvPlyMhIb6XkAaCvr88z/fmzlgIwVa2A4OybIH5GAAA0NDTMAjiXzWbnk8nkuZ6ennvrGej06dNfB1AfWI3u7d69uyr/NwKCbrSqAADYu3fv5fv37x+7dOnS5fUOJCJNzBwDCmafqJZ8sYAVMVBqGQWAzs7OWxsZSERiwfjyP2RVozgGSgZxSPi+mSURmSGiwTA6NcRLCjD70mqRzWbrALRqrcHM0FpPxWKxqv0fKCHADBKmBUSkybKsmIiE6v/AKhYIbrhDws7COr0koOzpwnoQcM3NcSEAsSIBoeGZVCJ4mhaWBYhoITiYZVnbQukYy65jyrxJLnTLTx2MgCbP857ZS2wUKyxQfKoW0gATAObNIJZlvcTMPwyp7xXvXHxqFgZc100R0YCfgcK2bQB4T0TC3xtvhgXq6upAROe11vNmicbSXvpDEQltbwwEBIQcA9ixY8cIEb1jYsFHN4BXQhsEARcKeRkFAIjIHwB8VlT9pohEwxpj0ywAANFodFFEfq6UuuFXfQzgZ0T0dKN9FnO0jYl9IWrjdEujtrZ23nGcX3me9w/Lss4SUcWbotXgc9WFLzERQSmVIqKBMEgXY8uWLZ8D+LyIRD2AOgD/Nh++SuAflgHA34kowwH/72tvb78XJvHV4DjO20qpMaXUPx3H+WJxcfG7lbYVEXZddwFAXyKR0CwiEc/zBj3P+2jzKC/j6dOn9a7rnnFdN+YfADc6jvPWwYMHKwpAEWEAHyQSiRFgKQbmiej9kydPVmzGauC6bsK27ZjrLoWC776Ng4ODX4vH42Xbi8gYile2lpaW/9qFRCaT2ZdOpx88fPhQMpmMZLNZSaVSFyttPzY2tiKn2vAFRzWYmZnpBtDr3zX0A+jds2dP6HcIm4pkMrktmUzGvmoeXzlCcaGhoSG2LEs/c2oWKAPLp2rA8k0OsLS2K6X48OHD685lKhJw9erV14joVWaOMLNbOBVbIhhh5l3MrEsRN2UjoDifNwIA5LTWfwTwUWNj43ylAuwK/3cFgBaR94joW0GCxYSKt3ylyJaq98V+O5/Pvz46OnrWdd0rLS0tZS2yLhcaGBjYSUSvEdEbRMTM/MiIWc11ioWWIm+E+U9EROa11p8C+KCpqWnN/GxDMXDt2rUoEan29vbF/v5+RCIRMDNqamrWFFGJAGDpmNPzvEhzc3PZxO8/s0uyIGQ8DLMAAAAASUVORK5CYII=) 24 24, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9ElEQVRogdVZXWhV2RX+1jrnXiSIiRqDP0lIoAGjNa1h1DCSKoFUiDDYUTrtSztMsYMvpSB9KINcZChBZB5qnyrtMLRQKDOGQUKp16hlsENgxnQUJP5hJI0xf4YgIck9d++1+uDZtyfXRM/Nuab0g8M5Z7P3Ot+31/5Zax9CDDx8+HCD53kgIsPMACAAKlS1AgBUFQAgIlBVqGrhWUQKV/F7pJxFZC4IgrEDBw7EoVQAvarC0NCQD+AtZs4w82YiMgCEiNaEIuBEREkuJ+IlQhZUNauqZ/bv3/9N2QQ4DA8Pt3qed5KZj6VSqbQj7shHez5Gjy9ZDgC5XG5OVf+kqh+2t7ePlk2Aw/j4+PeJqJOIOCrgZcTikC+60qr6TwAX29vb50rl+H+Fkj1QDGPMVmvtG8aYamNMpzFmgzGmxlor1toFEZkWkTER+UpE/jY/Pz/S0tJSDu4AEghQ1c0ATgH4IYBqay2MMQiCAPl8HsYYiAistYWhkc/np1S1T0TObt++feB/LeC3AH4RLYsKcCKstYtEhPWmVLVbRD7esWPHTBIBvnu4f/8+AGxuamoai9k2/YIx34cxBgBARGBmEBGICMaYwgRm5moAH6nqdwD8dCXEs9lsBQBTEKCq3yWibwH4rFRj8/Pzsw8ePHg2Nzf3j+np6RER+beqYu3atVxRUbEzlUp1VVVV1TqBzhtEdGxwcPBCc3PzxVK/ycw/UdXeqIDTAK7FNZDL5WYnJye/nJmZOdvT0zOQyWTmAEwtVffQoUNbT5w4cayuru70pk2bqvL5PIgInudVWGtPDQ4OZpubmxfifvvatWs7ROQkgF4GgMHBwbeJ6C0AQVwjZ86c+bCuru7wrl27Ps9kMsPLkQeAS5cujR45cuRcb2/v8adPn86EYQkAgIjeIKKOuN8N25wiolpmFr59+3a1qn7geR7wPMaJhUwm8wxASRMwk8l8lsvlukMSICKkUikQUewA6Pr16weZuYuZDRGBVXU7gFa3S75u3L1798sgCAoTHEDhHgdE9I7v++uISJgZrKri4pjVwJYtW0Y9z5tzHgiFxPa8a1doD/w3HF4NEdu2bWM3ByIiHsdtXyQcfpT8agiorKw8SEQV1troPjESt32YjxSG3aoKGB0d3a6qH0R70RjzBRFdjWsj6jlgFQWMjY01APgjETUYY+B5Hqy1C8zcXV9f/yyunRfmQDQZeV0CJiYmvkdEn3qe96aqws0BZj5ZX1//91JsFQsoeOB1LaOTk5M/UtWPPM/bKiKFngdwjpnPl2pv1ebA5ORkBYCzAH7ueZ4vIvB9H9baCWb+dU1NzccrsVu8dywS4MLdpJiYmKgA8Dtmfs+VpVIpWGvvMPPxjRs3Xl+p7RcEhOFt2TwwPj6+BhHybrVR1Swzv79+/fpHSewXC+Bokl2mIfRLInrP2QpjrHNE9E5S8g7LLqNJh9CTJ09qVfWke/d9H6qaJaJMZWVloszLoXgf4OhpWhk80MHM1aoKIoKIjAA4Xi7ywOLAr7APlGsIqepR9xwOnatVVVXDiYwugUUeKD5VWykeP37MqtrgbIReuFAWxhEUh95+mJsm9oCqrgWwwdkIguDZyMjI10nIxkHZPGCMmQUw7d7z+Txu3LhRDo4vRVlDiWhytFrhORcfuq4U4TDkSIewtbZcPJdF2TwgIj4RDVtrq4hIPM+bampqin3KERduiXYoTOLQ5WalhhsbG4OhoaEfhx+RVCrld3Z2xo7zS0HIVVT1uQfCo79RIupLYrixsXG2XCSXg8snAFwlojGOjP/ujo6OR6+bQFKoKgdBMAugu7W1VXxVTVtrvwDwSVLj9+7dO8jMJ5h5lpn/2tDQkE3MuAiqygDOt7a2fg08nwMzRPSbrq6uRO6/c+dOrar+mZlrmRkicmxoaOhoY2NjomFZDFX9F4DP3bt/+PDhb9ra2hQJ/9ZYaw/6vl/rTt3S6fQ6a+0PAJRVAIA/7N69u7C6+QDQ39+f+FeTiKyL7iXh/rImqd1iRMkDAC9XsVSo6l/y+fxFFynmcrkHIvL7ctlfDol7PoqbN29WEdHbzOwTUXbnzp2Pyml/KZRFQH9/P3ueJ3v27FlUfuvWrUWxu8uPgefZmitXVRhjuLm5ueRYJpaAy5cvv0tER5k5zcyBIxKebaaZuYaZpfjgNfrsBCx1lB6GMAsi8imAT1paWmJncP6rqwAAegCIqv6KiL4dJVhMqDjlW4rsUuWh2Dfz+fzPBgYGTgdB0NPW1vZKj5Q0hPr6+jYQ0btE9D4RMTNPOTFL9XrxtZwoJyy80qo6IyIXAJzfu3fvS+OzFc2BK1eurCMi09HRMZfNZpFOp8HM7nfRsiLiCADgfpCn9+3b98po9j8DjM3LAsTuzwAAAABJRU5ErkJggg==) 24 24, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG9ElEQVRogdVZXWhV2RX+1jrnXiSIiRqDP0lIoAGjNa1h1DCSKoFUiDDYUTrtSztMsYMvpSB9KINcZChBZB5qnyrtMLRQKDOGQUKp16hlsENgxnQUJP5hJI0xf4YgIck9d++1+uDZtyfXRM/Nuab0g8M5Z7P3Ot+31/5Zax9CDDx8+HCD53kgIsPMACAAKlS1AgBUFQAgIlBVqGrhWUQKV/F7pJxFZC4IgrEDBw7EoVQAvarC0NCQD+AtZs4w82YiMgCEiNaEIuBEREkuJ+IlQhZUNauqZ/bv3/9N2QQ4DA8Pt3qed5KZj6VSqbQj7shHez5Gjy9ZDgC5XG5OVf+kqh+2t7ePlk2Aw/j4+PeJqJOIOCrgZcTikC+60qr6TwAX29vb50rl+H+Fkj1QDGPMVmvtG8aYamNMpzFmgzGmxlor1toFEZkWkTER+UpE/jY/Pz/S0tJSDu4AEghQ1c0ATgH4IYBqay2MMQiCAPl8HsYYiAistYWhkc/np1S1T0TObt++feB/LeC3AH4RLYsKcCKstYtEhPWmVLVbRD7esWPHTBIBvnu4f/8+AGxuamoai9k2/YIx34cxBgBARGBmEBGICMaYwgRm5moAH6nqdwD8dCXEs9lsBQBTEKCq3yWibwH4rFRj8/Pzsw8ePHg2Nzf3j+np6RER+beqYu3atVxRUbEzlUp1VVVV1TqBzhtEdGxwcPBCc3PzxVK/ycw/UdXeqIDTAK7FNZDL5WYnJye/nJmZOdvT0zOQyWTmAEwtVffQoUNbT5w4cayuru70pk2bqvL5PIgInudVWGtPDQ4OZpubmxfifvvatWs7ROQkgF4GgMHBwbeJ6C0AQVwjZ86c+bCuru7wrl27Ps9kMsPLkQeAS5cujR45cuRcb2/v8adPn86EYQkAgIjeIKKOuN8N25wiolpmFr59+3a1qn7geR7wPMaJhUwm8wxASRMwk8l8lsvlukMSICKkUikQUewA6Pr16weZuYuZDRGBVXU7gFa3S75u3L1798sgCAoTHEDhHgdE9I7v++uISJgZrKri4pjVwJYtW0Y9z5tzHgiFxPa8a1doD/w3HF4NEdu2bWM3ByIiHsdtXyQcfpT8agiorKw8SEQV1troPjESt32YjxSG3aoKGB0d3a6qH0R70RjzBRFdjWsj6jlgFQWMjY01APgjETUYY+B5Hqy1C8zcXV9f/yyunRfmQDQZeV0CJiYmvkdEn3qe96aqws0BZj5ZX1//91JsFQsoeOB1LaOTk5M/UtWPPM/bKiKFngdwjpnPl2pv1ebA5ORkBYCzAH7ueZ4vIvB9H9baCWb+dU1NzccrsVu8dywS4MLdpJiYmKgA8Dtmfs+VpVIpWGvvMPPxjRs3Xl+p7RcEhOFt2TwwPj6+BhHybrVR1Swzv79+/fpHSewXC+Bokl2mIfRLInrP2QpjrHNE9E5S8g7LLqNJh9CTJ09qVfWke/d9H6qaJaJMZWVloszLoXgf4OhpWhk80MHM1aoKIoKIjAA4Xi7ywOLAr7APlGsIqepR9xwOnatVVVXDiYwugUUeKD5VWykeP37MqtrgbIReuFAWxhEUh95+mJsm9oCqrgWwwdkIguDZyMjI10nIxkHZPGCMmQUw7d7z+Txu3LhRDo4vRVlDiWhytFrhORcfuq4U4TDkSIewtbZcPJdF2TwgIj4RDVtrq4hIPM+bampqin3KERduiXYoTOLQ5WalhhsbG4OhoaEfhx+RVCrld3Z2xo7zS0HIVVT1uQfCo79RIupLYrixsXG2XCSXg8snAFwlojGOjP/ujo6OR6+bQFKoKgdBMAugu7W1VXxVTVtrvwDwSVLj9+7dO8jMJ5h5lpn/2tDQkE3MuAiqygDOt7a2fg08nwMzRPSbrq6uRO6/c+dOrar+mZlrmRkicmxoaOhoY2NjomFZDFX9F4DP3bt/+PDhb9ra2hQJ/9ZYaw/6vl/rTt3S6fQ6a+0PAJRVAIA/7N69u7C6+QDQ39+f+FeTiKyL7iXh/rImqd1iRMkDAC9XsVSo6l/y+fxFFynmcrkHIvL7ctlfDol7PoqbN29WEdHbzOwTUXbnzp2Pyml/KZRFQH9/P3ueJ3v27FlUfuvWrUWxu8uPgefZmitXVRhjuLm5ueRYJpaAy5cvv0tER5k5zcyBIxKebaaZuYaZpfjgNfrsBCx1lB6GMAsi8imAT1paWmJncP6rqwAAegCIqv6KiL4dJVhMqDjlW4rsUuWh2Dfz+fzPBgYGTgdB0NPW1vZKj5Q0hPr6+jYQ0btE9D4RMTNPOTFL9XrxtZwoJyy80qo6IyIXAJzfu3fvS+OzFc2BK1eurCMi09HRMZfNZpFOp8HM7nfRsiLiCADgfpCn9+3b98po9j8DjM3LAsTuzwAAAABJRU5ErkJggg==) 24 24, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
98%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur77896 3.3333333333333s linear infinite forwards;
}
