@keyframes rwdcur65024 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4ElEQVRoge3WW4xV1R3H8e9aa59zZp+ZEZhxkIltNY3x0QvEjhHY5xw0kCD11pf64CUm9YGGpPjkrefkEGKUmDYmRqpoSDBNm6YvptZI1TkXIA0KzKC0Fk2qFIV4mWEu57b32Wv9+yAdL0UjzBAf3J+X83L2/v9/65+11oZEIpFIJBKJRCLxfaXO14ufWHltYFKqjCE/bR1js12OOKr/GjtUWMg65yXAzjXXBX6vrg0s80j1KcQo2i3HW//p8NpHHSItudr+w/WFqHVWAXYuX1Fc0u8RKwiBDjDrhF/VX9/yv//87tqrA5MxtezlPi5N6eikZTaE4V4P6VJeaoQDH7Y4Gtvq6N7xeU/jGwOMrhoJUkblnaJsPA1GYQ1YBV0FHSe0nNBwwnQstJFSKooKF2hX2lh/84wr/PPVI5UbfpzJn5gIOTkb5bbXxuY1iTMGeHnkmmK/bwqZlM6nezQmo9FpBZ4CA04rrIJYILRCK3bMhsJEaPkktHwcxTTFlZ6ujm25e+1ysZ1m7vn60blGN924MrhiqVfrw1Vv37lnXlP4UoDdK0eCnpQqZ32T9/sMxtdIWiFphUoptKcQA9ooUCCACFgrhF2h2XZMNi0nGzEftrscC2OGF2syaWGgT+U2P3dwLsR9t60OVizzaj+6yORWl1495ykogKe4LLg0d2G5t8/kM30eYRqOI9VLfVOZdPCP6S7TNmb1D/tZlBb6fU3H04UeyGstaA3KgbNC1HFMzVpOTMW81wy5aKnhRCtCO2GJr0qbnj04t1+evCcXXDzk1W597LVzPkzUXzasCrpdV2sYVV222FTWHqtX2ce3XpGD29YGTihr0XmjFJ4SJBYaM5bjUxFDwx7HZzt8PBMRhY6sp6rZtCrdu/1AHWDjz1ZVBnrTpa27Rs96Co/+4qpATdy/IRh89MWzfnhk+dXFrE+hsm+sALD3kXUBospa6byfgpQS2mGM7tM02hGTzZhTzYhm2+IpIeNRTXlSuuM3h86q9p8eXlH8tElhoJ98GJGb1z1QuvsnMhNK7rd/eGOuid3FdcWUZ8q9GYWfdbQceMYRRjHtMKYZxbQji3OOKBKirpBOqZJWQuzgg0+EiRlHT49meBAGFylONePCD4a8fE+PQmkh6lL1MnHpxs3j9XkFeHv/aPFvv/91effhRu6l2ucX018fWheYlKlls4pIpOr75A0WsRYrlq5YYuew4nBOEOSz00CBOr2njAeeB6k0aAPWCROfCukMufX3HZirNe+b+NAz6yv1I9P5ypFm7oXR8c8nse2moDPjajdvfVG9um19EaTsKYdRAsqCdijjwHz2q7SgDSjt0AZQggDOwvGTltYEpbseP7Dlq/XnHeCfu24JTs3Y2vi/J/ljtVHdc+jwGc/1Pz+4MtAZU+41PRURKZvTAYzn0J6gPTkdSlAKrHMoLaU4plrYuP9r98mCfAvt+OVPKxcOSX6q0+Dvb88wOUXVIpULMporL0mzZJEpDw4anJLcLffX55p54eE1ReNZtAfaOLQRDr4LD+zY+38rfV4DAGy7Z0MQOVcbHuri+yE4yGY0mbSi1XVEVnK3l+oL8gH3RWahXvTK2DvHRsddZWDxkvdtlCr0+wZB0ehItdWRu+7cuvDNn2fXB7Am+K67SCQSiUQikUgkEl/rvzo3NW2BAX2RAAAAAElFTkSuQmCC) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEyElEQVRoge3W3Y8TVRjH8e85Z2ba2u4uIor4dgEaX65UVAjCtCsREoJv0X9ACYlGYyKJiDG0FgUVoyZceEM0GjURTTQqF8a3tgteIO+Q+JYQE6L4Am53YbttZ+acx4vV9Q2MsEu8cD5J7zrzPL/z5Mw5kEqlUqlUKpVKpf6v1Ol68f2luWHWV9XAo9QWx/dxTFtTf/vDXf2TWee0BFi9aF445QzduOgcj3xeYbSi3XF8ebjDT7ZDX0GKlZf3DkxGrZMKcMfc2eWZeQ+tAQ1OQYzw3PufrfntP+V5V4VBxjQumJVD+1S+GbS0u3Ber4eNqE7JCU09St+5tr5s7Z4JT+MfA6wI54RneKoEVHO+JjAKY0BrEAUWIUGIldBFwEglfyTqz1hXWbFl33FX+M5wTq14SaZEoYvLRMW71u+e0CSOG2D53GvLF+RMfyHQpd6MppDRZH1F4Cu0AaXVWACBSISOdYxaoeUso1i6OkEHrlJ+YfeaDQ9eLXnTKi578qvxRlfddH142Tleoyfv6rdv2DKhKfwpwEPz54Q9vqpOy5rS9IKhN6fJBgrfH/t5nkJp0J4CBRZIBCIndBJhpOsYii3DLmFUx8R+wrSpmnxGyAeqeMvKneMhHr1tQXjFDK8x42xTXFD96JSn8GuAi8PHitOq5+VN6dyCRxBAG6lPy5lax8GB4Zghm7Dwwh5MIPTkNMbofqcoKSOIgthB1wmtrqPZtvwcJRzLdplaMHSzERkt5H1VWbpi5/h+2bisGJ5/ltdYsv7jU/6YqNeWzg+Pxa6BUfWZfaa26KuBOrv41yty8KlFoTiqoEuCwuqxaQyNWn5MIqbmPY7oDpEXYYwj56t6xleVxffuGABYdcf82pm5oPLQK5+cwhSuDJWsXBqq9ZtP+uGF864qFwr0v/PB7n6AA48vDkFVUbqkfUiUMBwleBnN4GjEMZUQ+RHiWbKBkDHUtZbKjffsOqnab66bXf7uB/olpjQySnFC58DTD1wnzWEprntx+3gTn5cXl7VnqkGgcFlHx0HHOkbaCS2XEHsJzrP4WYdDEASUqmglxAkcOiIcbTsCNGf2Qs5XjJikf4rzSu2WotkUDg9SX7cpqcCegQkF+GL7J+XaptXVga9Hiq+/+/vBtG/14lBr0zA5RVukrgJK3djS7lg6iSXG4oxDPAeeoI2AGttLiCACzoJNIImh3YLmsHDwR8HTFJ99Z8d4rQmfxPs3LKltPThc2nagVXzp7T3jL96//uYwGnaN2Ws3q21PLCnHVqqJc3QjoRtbEuuwOBwO0Q6nxhq34rAJRLHQ6UKrDYcGLT8NU3nj0x1r/lp/wgGGXro1/KFpG41vB9m8c6T+Xn3vcb/rmx65PhRnqj1ka51IqnHiiGJHbB3WCYkTYuuIrRBZ6MQOJ1JpR9SfeXfbCffJpNyFtt93U63bJ6VvohF2HzpK8yj1yEktn9FcOj2gJ2uqnjNEsRTvfn5gvJmNy28ox4klSiC2jsgKXx6CV7Zs/dtKn9YAAG/dtTQcil3D9cb4fV2cQFZpSBRHmo6RthQffnVgUi5wfzTJt9FZ4aolM0uFgqpO6REERzty9VbXVapvNCa9+dNsYXjN5TeE/3UXqVQqlUqlUqlU6oR+AQe8Sk6jBijzAAAAAElFTkSuQmCC) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE00lEQVRoge2WW4hd1RnHf2utffa5zSUmkTYj1l4UVHzwgk1tzD57ohhN0yAiqK+KFiS2hGLRh5njSasQI1IoIiJqHkSFCmqxlorxnDMKoiYm8R7pQ6KItk4uZ2bOZa+91/r6oEyqxmIyE3xw/2A/7vX9/9+ftb4PcnJycnJycnJycnK+r6gTdfDGS38RVQqqUSwQO+WZIyVVtO5/+o3xxaxzQgzcfsUvo5Mquv2jkwOGKgqtFAPr+XBmQFoaMLpEajdt2TO1GLWOycBVqy6YPG0owGjQBpQCr4Wtz7y2eV786vOisGjap/2kjClQ33/AMUhgbCQgTWksGxFkaY+Txlxrwy27F5zG/zVwU21lVAlUrBWNckETGkXBgPlCvGjBK8Hrz79puq0V0wEm8fVb228etcPXRyubtTOLcXUsQVdt7apbdy0oiaMauOaiCyfHymZ8ONTxaFEzFGrKoSIsKAIDWitQIEAmgvWegQhWOWzg8IWMoOTrv7tn1+aH/3i+nHVGt3bRtXvnhd62flV05oqgvXSJb23Y+tKCUviSgRtXr4xGAtVYVjbxD6qG0fIR4cWCohAotAYTHDHggNQLSSb0Us+cc/R0hi2m+GLGSFUzXBZKRtWu+O3OeRN3XLk6OvuUoL3iZFNbfccLx53CFwZOjzbFyxtjVRP/sBpQCsEhrSVl08wc7JtJmXEZ8anD6FAYLmuKRo87RayMgILUg/VCz3o6iaPjM/qVhKHQkBYtlaJQDlT98o075+/LgzfUolOXB+3Lt2w/7sdE/WX9xdFs5ttGq9aPR03zmremWrzNt+7Ivi2XRcrRAB07pci0MMiEzsAx7S1LwoBpNcCGljD0DJdUKzSqvuY3O6YAJq6+uLm0FNY3PfricaRwbqS6f1gfVe9+9ph/XhefN1mpMP7kc7vGAfb9aW0kohqidUwAmRE6SUYYaj6btcyQkRQsKnQMV4ViQAsv9UtvfuOYat+36YLJ/0wzbi3x3IDagubAvb//uUwflNpdj7w+L2LvxNpJE5iGKSqk5EkddDNPp5sxm2UkOiMrOMKyx4ngEPCqDoJN4ZNDwkzPU1KaoTKEWpEUs/FyP4i7XcWhGeFAh9YD/8jqsHtqQQbee+3FyeYTE42pf83VnvjbkcH07sTayGjTNmVF4qVFSNxPHbN9R3fgSMSRKo/XHtECRhAliID3gnfgHGQpWAu9PhyeET4+IBhDbdv2HfO1FjyJ3/3zumZ7Xyd+dX+3tu2p3fMHf3T3hqjT8e1z7nxW7blr3WTqpZFknr4VeoljkHpS70nF48TjRXACmfs8NZsK/QR6Cfy74/hslvpzO3ds/mr9BRuw266MPjno2v/88CB/3zPXeqa556jv+mO3r4pUahrLg1KzZ6WRWM/AepLMY51gM8E6j82ExEE/9Tgv9X5G64HnX/3Ge7Iou9AHG3/d7I9K/M5gjp2fznB4jlYq0iyHmtOXhYyUTENZQ2KldstDU/NiHr5hzeQgdSQpJJknyYT3P4XHX3n5a50+oQYAWtevjw5Z3+4OpdjhBAFKaCRVTB/yzPakNvHXqUVZ4P6XRd5GfxZt/dVP47CiGsWqkIqnl/hWN/H1zU+1F138CeVcLomuO39N9F3ryMnJycnJycnJycn5Rv4L6KtMhsDbLJAAAAAASUVORK5CYII=) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEzklEQVRoge2WXYhUZRjH/+/7nnPmnNkvNNEVTcHqoijKJI1Wz5zRyLRVLCq68KalIKTyIitLm2FWEhPqvosia0MIL0IWukidM2sh5seqVCYKlQil5ro7zpk5H+/7Pl2sDVYarbtLF53f9Tnv8/89D+8HkJKSkpKSkpKSkpLyf4VN1sIbVj/otlis5JjwhKVBVoJaCL/3k6P5iawzKQKb1zzkTsnyyuypBrI2A2MMcaIxTCHQGiLbSrln3jg+MBG1xiSw9uEFhZlZA4YBGAIQJsBNQmHHN71/fLNx2XzXskRl7hwHhkDx7CWFMAJmdhiIY5Q6ZxDsWXVwW/lrXjo27mn8o0DP0kWuYzBPcJSyJodlMFjiangBcEFggsBNArMIwx2B73xvQFd1ceO+E9ft8LPuonL+7ow3dV4EZONc97rBcU3iugJPdD1QmOGIfKvFvfYMR2uGwzEZMgaDYQCCMzA2+jeBoKChOEGbCjqjAFuCW7rYs2mwd8fW++mpx4Jc9t5TzaCvdne5d802Kp3Ttb+id/+4pvAngbXuIrfNZKUptvCmtwi0OxyONRrcMhlMg13tPgNnADFAA9CakGhCrDRCKCQZCekkkEzCEhwtFsECy3W/cqQpsWn1EveeuUZl1jSRW1Lcc9NTuCpwu/t8flqps0V401sM2BZARH6HI8pKAeeqCWpKouvWNnCL0OZw2ILnNYPHBYExQBIgNSFKNAKpEHCJeiZCRgkEPEarTcgKVuzecKS5X95/LufOvcWoPPrO3ps+TNiWVYvdWqIrpmD+7HZRfuHrAR9n8a87cnLbIy4USoxxT3MGzQixJtRChSEdo40Z+DUJERoxrIxGq81822TFFesPDwBA4cnF5U7bKq7r2zf2Kdj3uez0a93uHdv7x/zz0yvnFzQhv+uLwTwAnNqy3CViJSa4BxNQnFCLJGyT4/xwjKFEIuAxtKnQ4hAyJnxGVHz89aNjql1Yu6AwdAX5JIYXxMiN6x54d/1CuniJctv6DjVDfLt5ecEwRUlkGJitAQXUE41LVyQuNyQCkoi4gshoKCIkRCDJikSEWAIXqoRqqGEzDscCTDA0TJl3IsOr1xmqAWG4Dn9nRRaBYwPjEjh5cF9h78dvlfyfa7ld/cevlXBNISrCYdCafG7Bq8cKw4HCSEMhiBVCrZEwDQWCZgQNgtKjB4JSgFKATIBEAmEIVBuE8yMEYSD32f7DzVrjvolPvbeyvOfMiHfgXJDr232suXBj+2r3pxFdufPtfnZ668pCrKgUKY0gIlxpKASRRkNqREoj1hpSE6QGEqWRSCCWhDABGjFwsaYwVEPxyxOHe/9af9wC9NEa95ffVKX/xyH0f1fzd/vHr3uu923ockUoSnNa7XI9pFIj0aMSiUaYECJJCKVGJAmRAhqJRqKpGCr4H5QP3nCfTMhb6MyLq8rURt5gUMOBC1VU6/Alo7JjcczrsNCeESXWEIhiyr3cN9AMs7NnaaERK9QTIEw0GpLww3ng04Nf/a3TkyoAAId6ut1qoivVTILL2QiKATY4WMwwNKxRa1Duzc8HJuQBdy0T/Bq9zf3wsXmenWUlsgmh1qjF2q9Furhpd2XCw08qW6xl7taFS93/OkdKSkpKSkpKSkpKyg35HQuISfswNLtrAAAAAElFTkSuQmCC) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE0ElEQVRoge3WW4xdUxzH8e+67H32OTOdNjFopEVcHokqKug+ZzRRVKUJ9eAWJMQlLn0hoj3HGdcgkXgRDxIRt1RE0JBSnXOmJehoi8Q18dCmiXZ0mJlz2be1lgdjEHWpmcaD/Xnea63/b/+zLpDL5XK5XC6Xy+X+r8Shmvi+y88MSwVRLwZUvMBivZRdu2k88OL2gdlc55AEePDys8K+omzOn6sJPAEIUmfp6IhIRCjlytcMfjI8G2sdVICbL15c7S9qfA88DzwfdMFx2xMfDf7yzdoVi0LfV80F84tISW3X94Yohvl9mjilvnChQ/d3GBszjRse3jnjbvxlgOvPWxIWPVHRknrJlxS0wNPga9AalHYoz6ELDlFwZEe2G5MfaNL9tnb3258e8A9fvXTJ0LJTCpV5R8dkflK+5PYdM+rEAQOsLp9ePbyoBno8WZlTkPT4ksAT+J7AV6CUQAqQEhAOJy1OOwgMFAzWy0DY2pV37Rh8au2pbtXydvnIpV9NF7pmxdnhScfo5lHzbeP86pYZdeF3Aa6oLAl7PVGfF6hKf49iTiAJfIGvp4rXAqVAK/Fz8VOccxjnMM6SKkNWyEj9lHaSQSoJhCOQorz63o+nQ9y5cmm46DjdXNCvykvXbfrXXZgKcEJ43bL++hElVTmsR1P0wFjXmFtSQ8bAnomUtsk4c+EctO/oLUoKUg4gqUjlEAIsYK0jNZbYGLoqY5wYHSvGkoSS75hTELXL7v14er88eX05PPYw3bzg4Xf/9WEi7ll5TtjJbFNJ0VgwVw3d8cLw4N8P+9X2h84LsdSFkBWkwEmHsY5uYhhLE3qdZvdkxCQJ2rP0BqJRKojapetGhgHWXnrO0ILAr9343OaD78JRp4Ri5M6LwtMe2XDQg69ataja6TLwysYdAwA7B5eHIOooWZEeoBzdOKOoJXv3J+ztZEzYhFQZSoEj8GlIXO2K+7cf1NprVi2ujncZyFIq3ZTyjO6BR286w+3b78qPrt82XcTIPcuryld1LxD4BYswkKSW78czRlsZ42lG1xmkb0msIzEOa0XNOUeawWjb0YosBSkJNGgEkzIb6Mt0JYoF7cjRimisfy+rwc7hGQX44oPN1U1Pr6tv2tUqv7bx14tp29rloSdVMygJpHUNz6PSTQ0/tgw/tA0TkaGdWWJnSZ3DMHUIWDDWYS0YAyaDNIMkhXbsGJ10aE355fdHptea8U389WMXDm38cryyZU+7vP6tndMT//DIxeHucds8+YEN4tsHL6wa4+qJsbQix0TXMBlZOomlm1liY0mMI7OQGktqIDGOJIUog9GWYaxD7Z3PRv6wP2ccIHlmVbhv1DTf/GaMVz9vNd7a+skBz/Vn7zg7LESqfuLcYKgTu3o3sbTiqRCpI8oc3dQSG0ecQTezJNbV4ozGU8Mf/uk+mZW30PZbVw719LrKpz+22LJvgomIhlVuqOhJju/z6fNVXUeKOHblW14ani7mjWvPrbZTQyeBbmrpZo4938Hj27b+45Nw1h5zW6+7KIxS20y8lH1+TCKgJCQ6FUyMW9qRK695fXhWHnC/Ncuv0ePDZ1ccV5lXEnVRcHSMpZXYRiu2tds3NGe9+EPq5f5l4fNLzg3/6zpyuVwul8vlcrncn/oJnDNHVt/Om14AAAAASUVORK5CYII=) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3ElEQVRoge2WXYhVVRTH/3uffc6Ze8c72mQURdmHotFLJjaReu4ZEzWdUkgiyh4scsAYCATFzHu7koYZQd/0lJZRRCDFSAzp3A8LpsaP0agspCJUnBmbuc6dO+dr7716GBuLtBpnpIfOD9bb2Xv9/2ex1l5ATExMTExMTExMTMz/FXa5Lt6x8S7HtljOsuCCa/T0RejoQmFn26HG8cxzWQy8ve5uJ2nyYp0lwIlBawbFNcrKx/GTPrxBSm/78EhpPHKNysBLLbMytZaAbQGmDQgLEDbhgbVfbf79mxdXzXQsYRTrkgmAkP25R2HIB66qE4gkcjdOIZSjIRw5pgpvtXaNuRp/a2DDgw1Ojclcy0QuYXFYgsE2AdMCTBMQFsE4F2QQqna10NMpEJV1dt3uoxf8ww/NbcgvnG27PBmgEobplu2Hx1SJCxpoXjo7M8k2GpMWd5MWR8LksE0GSzCYAhAGg2FgOASBCQ1mErSpEDEFL5LwfZ19PHd488ZH7qAZM6rpRzd9PyJ0zb1znJlTRfHaq3Vh6TP7x1SFPxl4YnGDkzRZLmUb7qSEgaQ9LNwUDKbJYJ4TbgoGzgHOhoMxAgOBuIY0FAImUYkinDgtoX0ORoSJCZZ+8o2DIyZamuY5DdNFccpkIz1vw95LrsI5A1Od5sWTc/VJw52YEDAFEEgq1Nca+UgBJ89G8KTErBtSsG1CKsFhcN7IDbjCoGETwLAJaERaoaolTpYDmL6Bn86ESNiE+hTLrnn94Ei/vNqcdm66UhSbtu675GHC1i+f6wRSFxljhWvqjPz690qb//nYeUpbFjog5MC5yw0GwxiuRhQp9A6ESEHg+Ckfp70QJDQm1rLChCTLNr98oAQAa1fMzV9fY2Wf2tU+6irMmHa7w/aua3IWvNA66sMrl83MVCpo/Lj9cCMAFJ9d5BBjOS64a9qAKQjSk6gxOM50hzjRL9HjhRhUCslaQjKBguCUXfPaoVHlXr1gVmYwQiNXcAOF9JjegS0r76TuMqVfae0cEfHZhkUZo8bI1SQYUjUaLAJ4pNHfJ9FdljjjSZwNFUhoeJLgSQIjltUgSAX86hMGAg3b4EgYgM0Yyko2XsGFS4ohDAlBhMKuDpkFukpjMvDdF+2Ztjc35T75ZTDdXjr/MLU9vcgRwiimahlsTYUJJlwVKlQqCv0DCuUhhYFQoyo1fEWIiCA1QRKgNUEToDVAGtAKUAoII0LFIzAD6R0dB0ZyjfklPrZ9Sf7To2fdvSeq6T35rpGLD26736lUdNF9rpX98PySDFeUI6kReISKp1DxNKqBxlCo4UmNUBFCDURKQyoMG5JAqIDeqkLoI/vO1wf+0p9jNtC7c7nT162K7d/04f1vBwulziMXnOvvrp7jJJWRu21yTT4KKBcEGkOBhhdqeBHBiwh+pBEoQiABX2p4irKhRmHr/i8v2ifjsgvtbrkvf10tuT/2DmLfqQEMhihAUL7W4pheZ2GSZeRSgQEZUnrlR6URMR2r5me8UMELAS/S8CVhQjewrPPzfz0Jx22Z++CxJociXazjEfoRIACQEhwJxRBVNPyA0g+3lsZlgfsj47yN3uJsX3qzOy3BcvUWIdIafqgLXqCzK/YUx138ZWX3rfc4bXPmO/+1jpiYmJiYmJiYmJiYi/IbEYdMto/KsbcAAAAASUVORK5CYII=) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE40lEQVRoge2WWWxUVRjH/2e5s3QZFgtiRJHEjYQHAQUC9M4MJpZUFjXgqxETjUsh7kDCDAMYEh6IJkgM4YXYB3lQiQIpUZilhIhQWlAx4hIwbUq1tjDcmc6995zz+QAUjaCWlvjg/SUn9+Wc7/v+98u3AAEBAQEBAQEBAQEB/1fYzTK8a9Ns25IsIwQSShmc6fLR2o7c7sLx5Ej6uSkCdm2YY4cFz9dwCRgGrRkUM/i1XEHHDxU4RYrvaDlRGAlfQxKwc92MVIRLyBAgQ4CQABOER1/8cv2VO1tfmmZbQuSjIgpjkP7pnEapAoyLSSiNzF13ELqLZbR9o3Mf5DuGnY2/FbBp+Sw7bLFEOIRMNMQRshgsC7AsQFqAkARuESAIigjdXinnnJKgkkm/uuvkNf/wsvpZ2QUPhhM+d9F30Yuv2d4+rExcU8BrSx9KxSIiGbV4oirEEZYcYYvBEgyWBIRgkOJSBrgkMGlAgqCYRkVpFEsKjmPSTVva1zctmU633V6Kr9n23WCgzzXOtWfcI/MT6kxu8drWYWXhTwJWLpllRyXL1IRFojYiEA1xWJJBSgbr8hECsASD4AC/chiBcQIxAx8aJaXQ7/j4sUuBeRyMEcbWsPgrO9oGRbywqN6ec7/MT6oT8fo3P7/hLFwSMPlue8XUusyoqEjEIhJCACWPcuNqRdZVQOd5HwNKYfqkWkTDhNoqDsZ4UgokpCAIBjAOCBAAA09rXPQUzvS4CPsC35/zEIkS6kaz9Mvb2wbr5Z3n4/bkW2R+8cYDN9xM2Oon5tmuNnmA5cbHRHbV+4X1//zsKtm3HrFByIDzBJcMliRwEJTS6PnNQ4xJnP65gi7Hg7YMRtWyXG0VSzdtO1YAgJVL52UnRkLp15sPDjkLs+97wGb731hoN2zeM+THyxqnpcoOknsL7UkAOLCuwSbOMkzyRDgMhC2CLiuEBUdft4fOXoXukoei0ohWE6qrkZOC0iveOz4k388mZ6RKPpIWIeFqxIc1BzY8OZN6ihTf2nJ0MIh9qxtSIiIykSqG0RED+IDlGZzvU/ilX6HXUej3NLQwKPuEsk9gYGmA4Bug1yUUPYMw56gWQIQxFJVKjpEywTSDVgRfIdf7hUrvRkdhWAK+PXQw1fLu2szHZ5144fDVwfTpmgZbSpGP1TCENOViFhLwNMpFjQsXNc6XNIqugeMbVDTBMwTfEDQB5vKXDHC5pEAaUIpQrhCII77tyLFBX8OexKc2N2ZbOi4k9neW4vsLHYOGC5sX2+WiyS/YuId9vakxJTVluDLwBwgDZQ1nwKDsGpQ9gwFl4GmCrwFfG2gDaE1QGvA14JQ0PA/pLSeP/aU+hy2gc+djdn+Pzrd+1YfmU07ucNuJa/b15mfm2tVGZKbcGsnqCmWUa1BxDVzPwPUIFZ9QUQaeIngaqCiDAU1pzyC3qvXIdetkRHah5qZF2TurKdF1zsFnXUU4HnIIUbbG4pgSC2FMWGTGugLGp/jSDwuDwbQ/PT/lehquB7i+QUURJvQAM48e+tedcMSWuR3LF9rwTX4c81EyLlwAMclRTQzaMfAqFH98b2FEFrg/IkbK0Cftp89+ctJk75045sx4ZiUncYEqj4HKlFMVemrJvpEP/qby9tSH7Y/q59v/dRwBAQEBAQEBAQEBAdfldzF7UG0CNsI7AAAAAElFTkSuQmCC) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRoge2WWWxUZRTH/98ydzpdKFsbXErEaKIvKhJEhd47AwkIAnHB+EDU4IOJmgYwMRESZzJ9gSAPuCQ+YDDwYIyJgglBodK5MxCVUqAtMUBDghUKWNvSdta7fN/xoTpoBLW0jQ/eX3JzX+5Z/vfkLEBAQEBAQEBAQEBAwP8VNlmOP9v+qMmIJaERzeY0Ors9fHsG9vGuk7GJjDMpAvbteNw0GE9XcQnyGZRicLXG+asl2J0lDGXJOtzWmZmIWGMSYO+eFxdaAgQoDfgeUCwRVm1sa/79m48Tc00BkRZuBEoh0X1JIVsC6mskFEOyYRbhhwsFtJ1RdqarY9zV+FsBX25bYBohFg0ZSIYkhxAMjI0aEQFKETyP4DiEbI5QKFBioM+NhaVONO3suuEfXmMtSD0xPxztH3bQ+5NrvX/w1LgqcUMBuzbNj1eFRawixKOG5JCMQ3IGwRk4B7hg4GzUmhhBKY2SR8jlFQaHFPoGfAxldWLr56ean298mATLW59kzpUTfWXVQnPevTI9o1rba5qPjKsKfxLw3usLzIoQS0YMEa2QAiHGwTgDZwxSMgjBIDggBYMQGBXDAcYJAMHzNfIFhf4hH5f7PJzt9REBh4wQ6qcza/PuE2URrz3TaD52n0zfVS+sxg3f3HIVGACsX3uPeWfFzGSVIaJhKaE00DdCdsNMkco7wIVfPOQ9H/PvrkF1JaG2ksPVPBYxEJWCIAUgOCA4QWuNYkmhf8DHuR4HtUyg+7KL0BRCXR1LvLXrRLlf3m2yzNkzZfrpxOFbHiZs64uLTEU67fjMrqsWqaadmeZ/NrtO65alJgFJLnhUGgyGJEhOcIoKvRddTAtLnO8uoWfYhWNo1E5ldk0NS7yxsz0DAK8+tyhVHzESyT2tY67CuvsfMtmhTSvNpVv2j9l4yaK5ce0ilmo7FQOAg83LTOIsKUI8WhEBKg2Cn/UhGcfIJRdXrvq4Muzimq9gTCFU1sCWkhIbPjo5pthvNs6L5xViNYSop2CNaw/EVzxCgyWyPmg9Xk5i3+ZlcRkRyapqhtqwhucCEUej0O/j2oCPwREfQ0UFT2rkXULBJUiwBIHgEfCzSxjwNCoFx1QB1HCGrOPHZoRlNKwZhCJoBXtOu59Yqzoy4xJw5khr/Ksdbyf39uSsI+3XF9MXm5eZwhDp6moGrsieIhENuQr+iEJxWCGfU8gXNYquRskneHr00QRoImB0JoATIH97wycoh+ByWBuPtZdjjXsTd21bkWppH45+fTFvtXzXUXZ84J3VZjGr088272dHt6yIhzQlDV+DFwkqr+AXNdyShutqeJ6GUgSlAK00SAOkCKQBpQAUFEo+Ei90tP+lP8ct4Oyep8zhqyp9vGMQe07n7LbTnTec65+uXWiGpUjOvq0ixRxKckeDShrkaJBHUB5BeRpaEZQPeErDVZTwFOzVR4/dtE8m5Bb6sGlVqqGKooO9ObT2jGBYwSZOqVqD44FaA9MjIjnLE4BH1vK9mXIyJ19eHIerABcgV4N8wox+YM73R//1JJywY277upUm+Tp9B3ngngOlgeowRxUYdEFDlchafiAzIQfcHxET5ehQR3dPS5dO1TVM+7FShGK3GwIVPoMqku059NKTk5D85PLgEnO9tdj8r9MICAgICAgICAgICLgpvwIlfWfXp9hhAwAAAABJRU5ErkJggg==) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE4klEQVRoge3WW2wUVRgH8P85Z2a63V642AJGMCZe4wsC4RIuM7uQSErAQAi8+GCQB6KoGB80qXE3WxNDgERMNEo0RjEm8iKSIMFI2dkFI9CWtmCCgJpiRcqt1+3uzsw55/OhuGgEtWwbH5zf85xzvv98ORcgFAqFQqFQKBQK/V+x8Zr4s20LbEYsBY3Y4JBGx7kAx87CbTt9Mj6W64xLgC/eXGibnGeqhAEoBqUYfKlx/lIRzR1FDOTIcVs6s2Ox1qgCZHbPSQhtgDQgFRB4QD5PWP3yiabfv/koOcsWTGS4XwmlkDzbrZArAlNqDWiG1PSphFM/5dFyRrlHT3eU3Y2/DXBg53zbMlnMMJEyDQ7OWGmA1oCUBN8nFAuEwSFCfpiS/X1+PGLp5HO7Tt3yD6915qcb5lbErvZ5+KXLd95pbi+rE7cM8GlybiJaIeIRk8csg0MwDsEZBGPgHGCMgbGR0ZoIUmkUioShnML1PoXL1yX6h3Ryx772pnWLZhPHsLPnm7OlQjetWmTPfsjITK7S7rqmI2V14U8Bdr04345YLBUxRSxiCAh2468zBsEZDDESQBgMggOcA1wAjBGICL7UyOUUrvZKXLwS4PuLEtWcw4wS6iczp/HjtlKIzWuX2AseMTL3TRHOki2H7rgLDAAaNz5gTzXrUlFLxCxhQCngcj+5M+pFOucBP14NMOxJzLu/BjVVhAmVHJ7m8UoLMVMQDDESRHCC1hr5YYUr1yTOdXmYKATO/+rDnECor2fJVz5sK+2Xt15w7HvrjMyaRPMdHyZsx4bFtiKdKQbMra8R6Wffyzb987Cb0lsftwlIMcFjpsVgmQTBCH5BofuCj7sqDPxwvoif+314lkbNJObW1LDkS++3ZgHgmfWL0/URK9m0+/Cou7Dp0cds1ty40l72xv5RD44tnJVAgLjb0h4HgK9eX26Ds5QweSxSCUQtQjAoYXCOwW4fPT0SPf0++qSCWUuI1sI1DEpu+eDkqNZuXDInkZOITwBivoJT1j2QaJhHvUVy3k63lIrY17g8YURFKlrNMLFCw/eAiKdRuCbRf02id1BioKAQGBp5n5D3CAZjSYDgE9DjE3qlRqXgmMSBWs4wVJTxuogRixCDUASt4D7YKZNrih3ZsgKcOXI4cXDna6m9XTkn23bzYvr81eW2sESmupqBSXJrTcQMT0EPKhQHFPI5hXxBI+9peJIQaIIkgtYAEYEI4AAYAQYBhgagCMojeBzO5uOtpbXKvok7t61IH2oZiB3sHna+PtZRmvjL7U/YxSGdWdu0n2W3rkgYmlIVgQYvEGhYQRY0gqJG4GkoqSHljQBKgzRAigANaAXovIIvkVzf0fqX/Vl2gDOfrLYHLqlMa3svdp/OuSe+67zlub7nyUW2ZYjUPXdH0syjlPA0UNSArwGfoAOCDjS0ImgJBEojUJQMFNyGo8dvu0/G5C307vOr0tOrKNZ3MYfDXYMYUHBJULrW5Jg50cLkiEhNCwQgyWnYmy0V0/L00gT3FeBjJIgkVF8HHv726L8+CcfsMbd9w0pbS52ZTgFE4EFpoMbiiDIGndeQRXJWHMiOyQPuj8RYTfR1x7kLh07pdN2MSV0RYcanWQIVkkEWyA08emrlOBQ/vmYuszc6S+3/uoxQKBQKhUKhUCh0W78BiWxh0+2q998AAAAASUVORK5CYII=) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8klEQVRoge2WXYhd1RXHf3ufcz/Hmcxk0jKRNmDxSRFNQk2J5tx7LWkgWKk+iIoiEkRwUKGtllIyt3daaGlqow9iCykBX4og1oeomNHcD4MYk/lIIomR4JiM+Zo433PvPefcs/fqw5RRaazGmeCD5/eyX/Zea/33Yn1ATExMTExMTExMTMx3FXWlDD/d+xPPdVQJIT/TsIyMtjh+nsrxY0OF5fRzRQTs+u1GL5vU1e5Ol4SrQCmageXISZ/yoE8rlFx55HBtOXxdloDne9f3rep2iSIIA/B9mJ0Tnnzhvf7FO79Z6znKqbYlMliheGLMMN+E1Z0uoimtWiEMHm1wctRUBo6PLDkb/1fA3mc2eImEyltDydEaRGEtmAhaAfhNodEQ5uvCzKzQ9KWY7goLHVfZ4qPPHrnkD9+zeUN58/pU/uypgPPvh7nnjg4vKROXFLBnx4/7VnQ4hVRS51NJjetotFKAQixYqxZEhBD6Qr1umZsRJiYNn04YxqcjGr4t/mP/cP+29evEhvXc7qMnFgN9/O5bvBt+5FavsrZy71/eXlIWviDgjZ0bvHRKldqyTj6bdnC0BqsQq1BKof57XamF0wqIhSgSAl+Yn7VMXDScPx9xdrzF2ETEakeT7hS6vq9yT7wwuCji1w9s8tZe61bX9Di5TY+8+Y2zoACefuxa77o1q0rtbU4+nXQJAjg9LpVrepzyxDS8P9pirhmx6fp2OtqFjjZN09eFdJq80oLWC5asFYKGZepTw7mxiNHRgJ6Mw4VzIWql0Nmjir27Bxfr5bmnct7Vq9zqnU+99Y2biXr9T7d6LWur876qrO5yyoVf1vq/+tlnjPz9Z54VSsrVeSepcFxBImFu0jB2IuR7HS5njvlcnApppSyZblXJrlDFbbsO1QB677u13JVKFv+4e99lZ+HP19/kqcbLt3vZu/Zc9uMN69b2tSkK+waHCwDv7NzioVVJJ3U+nYWEIzTGI7SrmfsoZPpMxPRUSCM0uF1CqpNKIiHF+3YNXZbvVzau77toKXRBPrDkljQHfp+/WWat5P5WO7gYxMAftvQl2pxStl2RSVjqTXDrlmA8onkxojEV4TcMkrCEgdDyhaRSRY0QAZ+0hMnIknI0V2vo1opJPyr8MOPmUyjECIGlMns2Kt4/NlJbkoDj1X19e3duLw2cms/tGf5sML3ev8Vzkk41064IAqlkXPLaN8iMwUwZojlD1LDYwGIjASNgBSWgRNCAI+ACCQElEFnhQiBkNLmtBw4t+lryJB7asbVcOzCTr56u5/793sii4b3P3OH5dVu943d71Jt/3dqHkZITWnRToG5QdYvyLYQW1bLoSFAGtLUoA8rKwswxcLphmLQUHx069D/1uWQBx/71C2/qrKmOHJzkxZH5Su2Dw5fs6y/dfYunMk4p+4N0WXwp6cCimhYdWpxQUC1BtSwqEjBgIosyUowslc1vH/jSOlmWXeifv/p5eWVa8tOn53n35CyThopRUm5PaG5cmaQz45RWGgeJJHfnK7XFYF7edlufDg06BN2y0BKGp2D7/v1fuxMu2zK34+HbvSC01R7bItsMwEA2rUloRaNhCULJ3f9qbVkWuM/jLJehgaEPT+07bMvda7o+jhKJQnvKwVjFvC+VRiAPPvTa8gd/Zbnupx7ebd63HUZMTExMTExMTExMzJfyHxG6aaap2eqrAAAAAElFTkSuQmCC) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRoge2WW2wUVRjH/+fM7G633QLSFmoKRqsPxlsEgjVcZmYhsQlWYoKX+AJoCDEkBuQBE4XdLBovIUZiSFRSLw/6og9E06gkwl5QEWxpS6QNF0UstyJs2+3u7FzOOZ8PNYtGUEtLfHB+ybxMzpnv/5/vfOf7gICAgICAgICAgICA/yvsen1404r7jUiIpTQOq+QqHD/r45KNzL7eQ/HJjHNdDLy8aoExJcazsxp1VMcYmM5QdhUO9zno63FQLcls7+3NTUascRl40pyXaG7UAQBSjD22Q3h998GtFfFr5hghTcvObIiCaUieOCNRcoCmOh2KkJpWRfix2wY/IzMv9fVMOBt/a+C1lS1GNMIsRUhFQhw6Z+AMAAFCAL5HcF2C4xBsmyB9Sk692YtXR1Vy/Y7DV/zDqx5sSVv3RKzCMRfOYc987nj3hDJxRQPJx+cnbmzQ4jXV3Kqt4aiOckTCDJrGwBhAxKAEIHzALRPsosJogTAyLDEyLFEcFSBPJbd1dm9NzZ1LulcyX/jhaEXoppULjdtn69lYSWUe275vQln4k4E317YYsRhLTZ+mWfV1GmIxDj00JlzTGLg2tpwxBlJjR0j4gOcSyqOE0SGF/AWJi4MCwxd9FAsCjTpHTR2htpGZT3zQVTGx5enFxp2z9GxTo2YuXvPVNWfhdwO3Ge3P1qcaZ2hWfb0OrgMXRyjTNENLjxaB/p99jHgC8btrEYkSaqs5iHgcgAVQ5Uh5DqE0rJA/JzH4i8ClUy4aYhrsQQ+hekKskSUffb+rUi/vbDaNpgY927Z+zzVfJmz3tkXGqK2yPlimebaWbnkqt/Wft13m5K4HDKWQAucW4wxEBNcmDJ2VONfnob5ex69HHNh5D4goVNWxTHQqSy5/rzMHABtXL0pPD4eTm3fuHXcW4nfdazD6qc1gzR3j3rx4zpxEDUf8y67uOAD0f9RqEGMprnNLDwNKEgoDAloVx/BRD8UBgXLeg/QkIjcQwtOQCUUo2dp+aFyx9yyYlzgtEdcZLFvBnFAfeMW8j0ZA5qvZ7ysiut5uTehRLRWpYWBKwS4DYljBPifgDAr4eQFpS2ghBeUSqEzQGEtqjCAIGBCEglAIaxwzGDBFYzhfFvFbqnXLB0NBEfIKmXV5kcTxntyEDPRn9yb2bt+Syp4qmh8futyYDuxoNXhYy4aiDHaJMhqDJW0Jb0jCz0vIgoQqKcBRYILAJYGrsVpiRADGipPGXsEjYEQRTnqEKIe58bvOSqwJd+LuN5al9+8fsb49VTI/PNBz2cS7yw3XVlnjmQ6W27EsIXxKKU9BlgiyKKGKClRWYK4CfAUIAiQApaAUICTBJaAsgTO2xFmF5FtdnX+pzwkbOP3Zw8aFAZk9+E0en3YXM1/0917xXv/kkYUG1Wqpqpuq0r5DKekoyLKCchXIIyiPIH0FKQhCAq5QYJKSjkJmU+7AVetkUmahz198KM1B1vkTRXQfKyAvkfFA6ZjOccf0MKbUaKmo0iAEmat35Spi2tcuSShXQniA8hWkRzhSAHZmvv7XN+GkDXPtG9qMUUdlaxwf0ZIL8oGqKg6mMwyVFWyXzA0duUkZ4P7IJE+jtxrrVjRbdWGWmqkRuFRwXZUpeyr5fEd20sVfX+YvNbB0ifFfywgICAgICAgICAgIuCq/Afy8ccU777dsAAAAAElFTkSuQmCC) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7klEQVRoge3WX4wV5RnH8e87M+cczmHZXXZpWC0JBNrENMGItqUVnTMLEbbECv674FLjhUa80TZpG93Tw4U3Nm16oSYVUpImkCaaQMBqE3TnrCYohd3Vuq6bGGGjUuvuwv45f2bemfd9eqFuW4WmuEt60flcz7zP83ufzLwvZDKZTCaTyWQymf9X6motvHf7D/xiTlULHkGiLbPTCakm3D8y1LuUda5KgJ/vutlf2e7U1q7xaOtUOHlF1LKcHY1ovRvRKVJ+eOStwaWodUUB7vruTf1ruz1cwLGABZsKv6qd2vfFM7+4Z5Ofz7m1teuKODkqE5OGKIZruzzSlGqXI+jhJl3TJrzr7ZFFT+M/Bnhw+2a/lFeBgmop75B3FZ4DLqAErBFsIhgtmFhQqVRyG3Sv59nKT/e/fckdvv+OzQPl6wpBcTxGjeryve8PL2oSlwywp/y9/m92ur0rljlBx3KHtpJDsaDI5xWeCwoFAjaFVAtxyxLVhWjeoOcMaSPFS2zlseHhfc/deKOs043ybe+MLzT6s/u2+Net9mor52y465nXFjWFfwvwUN9mf0VJVVe1u8HqLpeODodi8bPG8wVFLqdwHHCdz16zBkwCOhbihtCcscxPGRqTKfGFBNNI6fQc2lYJxR5V3nnwzEKIX+691f9Oj1e7psct3/rAia89hc8DfMv/yZ2rqmu+4QarV3ksK0HqSbiy6A5oA+c+TZjTKcHGFTiu0L7cIbfM6bUpgRJBgCQG3RSaFy2znxgufpjS/Dimvc0lmdQUu4VSj6r0HTyz8L0890TZX9Pj1X708Ctf+2eint17iz/fsjXXU+G6a92Bu88Nhvye/3pHJo5t95VLFeUExijSRIjmhJnzhqkxTWePx/RohJ7W5AqWtm4V5ttVZdvB04MAjz94y0BXMV959DevXvkUrr/BV8nLt/u5vuNX/HLfpk39yx16Xzgz3Atw9ugOH6WqOE6AgjQSZiZS8h0OU2OauYmUeFqjYkNbp1DoIFRFqWw7MHRFtX/3w5v6/27pTRRB3VJe1Dnw6+D7MoWUnwz/stDE+B939LsFt+rmFDaxJAaak5bZj1Lq51PiCymmYch7FqMF2xRQqgKCBv5mhLnEUvAc2hXkXUXcSntLJS9ooLgowpQlfHo+rTA6MrioAGO1V/vD3z5RHTxXLx8e+ufB9O6hHb6Td2tuThFFEmIIojlDfcrQmDTEswZTt9jIIomgjIAVrICIYAEjkAIJ0ARmrPBhIriK8oGTpxdqLfokHn1258Dga7PBm2cb5YMnRxYW/uClO/zGjK1t3HNcDf9hZ3+ipRo3LdG80Jo1xPOWpGlJI4tJLDYRrIHUWlILsRUiCw0DnzQNU1A5dur0vi/XX3SA6I3d/vkJUzvxpwu8eKoeHh1765L/9cP3bPHpdqtd65cNtJpSjVuWqGnRLUuiBa0FrS1JKsQGWonFGKlElvCZ8M3LfidLchd679CPB5rzEowN1Rn66xwzhlCLDJRch29351nR5lYdcYmNlPc+P7jQzP5HtvbHkUHHEGtLrIXxBhz68+tf2emrGgDgxFO3+xdnba01nWAuxEgMhaKD5BRTkaWupfz4kcElucD9qyW+jW7wn7x/fVBQqlpEMImlGduwEdvKviO1JW/+6urb5u/etdX/X7eRyWQymUwmk8lkLusfgCZzzFfsV+kAAAAASUVORK5CYII=) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
91%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7UlEQVRoge2Wa4hUZRjHf+85Z2Z2Zmd21EpCC7MLCUF4IY3UM2e1EsouUB8ijIJIQREEoSvNMFJCFBJFH4Iou2F9iOhGmLY7s0ZYXlaDqMxuptTu2t7mcubc3qcPW9tNI9uVPnR+cDhfznmf///5877PCzExMTExMTExMTEx/1fU6Vp465LL7VRClZMWDqGmfzRgt6byfO/+zsmsc1oMPLf8CjuTNaodMy2MvEJbiqihGf6qxeEjLVyk8EjvwZ7JqHVKBrbMXVBsz1ukgARgabAi4aYPP9706zePdc6zk5ZZ7ZiThhSlb4cjmh6clbUIPMrniTB8qMnBelR5+uCBCafxtwbuW7LIbrOUk1SU05ZB0lSkDEgYkBCwRDAjwQwECYRGvVHpP8ciQJfufuuTE3b4lqsWdV89O+UY33nUjviF9Z/1TiiJExpYs/Cy4pR2szOTNJxMm0E6ZZBKKZKWImGBZShMwNRgRoLyNcoVdDMiaEa4zZBWpEt37u/d9MD8+TLHaxRu+/SLcaFrb15szzvTqs5o6cq1W3dNKIU/GLhr8SI7k1TlXMZ0puRMMu1jwhMJRSI59jZNSJgKQ4EhY48KBeUJ0tCEIxHeUEhtNOBoI0SnDFReyJ+lCute3jduYv2qpfai6VZ11kyzsHTjzn+dwi8GLrTXOGeWp3WYTj5nkUiBZ0plWpvZHWg4NhzgSsiCWTlSCSGXNjCTRqcBjqUEQ4HSoAJBmppgMKLRF3KszyORN/nmuE86J0w7Q5XWbts3vl+eXFewZ59jVVfe9/6/PkzUPTcusT1fV5WlKmdPNbvvGeqp8Cb/uCM9j19toyijDMcwFCZjaQSDEQNHfHIzLQ5/2eLHAR8xNPmcqmSzqrRm294egI23L+k+d3qytOHRrlNOYc7CubbaWV5pX1l6+5R/XjV3XrGWoPONPb2dANXHV9iCKhuG4SQSkBAhHAlpm25w/Hufo9+E9Pf71JsRmYyQyVKxUlJa+9L+U6q9eumCYl3TaVg4nqYwoTnw8IqF0idSeOK9PeMidmxeUTTbzHJbmyLXrlEpMLRm6IeQvqMhx/tDRkYjBI3rC25TUEqVNEIo8JMvjAaalGWQtiBlKoZbYefUjOWIqfCV4AmVl9JhiXcO9EzIwGcfdBW3P/1g+c399ULXp78Npu0PrbCttFnN5RWptFSyWZwoiKgNRgwNRAwfjxgd1TQampYnBKEQRkKoQYugAQ0IoA2IFPgi1LSgNIWtO/aO15rwJP78xWu6362MODsPNArv7DswvvC+l6+3awO66mx4Wx167ZqiYUlZtMZrCrWRiNqwplHTNJsat6XxfcEPIYg0oYZQjyXiaxjQEX5I6YW39m76c/0JGxjoutEe7I+qXbsG2bajXuk5dPCE5/qLdyy2M7PM8iWXtnUHgZS9lqZZ17hNjesKriu0PI3nC14ALV/j+lLyIyqbX/3opPtkUu5Cr99/XffMWeJ8/V2d93eNUvepgHS3WwYXn51kylSznMubhCKFVVt6xsXsfnZZ0W1GuE1wW5qWK2RnwA3rP/hLp0+rAYBX7l1pi6mrHe0BQ30e3gjksgbpDkVgaVqhFG7d3DMpF7jfM8m30QvsR1ef71w0W5WndQhBoGl5uuJ6unRzsTrp4k8rrz+13N7+zDL7v9YRExMTExMTExMTE3NSfgYeA1SYlGkqHAAAAABJRU5ErkJggg==) 23 23, auto;}
92%,92.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8UlEQVRoge2WW2xUVRSG/332OWem006nI1QjEEnBxEtCwiUCkXLmFJQaA4rxgRATE6MRUfShQUI0zDA1xESjJMQXNUYJtwceDKYJ4SJzpiARobSYoAgJapEALb3MdGbObZ+9fCjWGxhL2/jg+ZL9tvde619/9l4LCAkJCQkJCQkJCQn5v8Im6uKdjQsNXWNZTYUpfYkrQz6OS1i7O083jWecCRGwY+nDRrRGyddOVcFqGQKNQZYk+i86ONftoEKU2tp1pn08Yo1KwAez56VjCRU6AA2AKgEeEFYe/6b1tz1bzTmGpvJ8/IEqkI7Mj4MBKi5QX6PCd5FtIML1CxV0lgLr0zNdY3bjHwVsalxgRFVm6kC2SlMQ4Qy6AmhsWAAnAg8Iik+QPqFQKlt9U1QIJjOvt3170wqvemRBrrkhYlK3i8IlL9XyXeeYnLipgFfmP5Sui/GmqohixqIKqiIKdJ1B1xg0FVAVBhWAcsMB5knAJshKAK8SoGILlIXMrDnd2bph7lya6ZZTa87+MJLo2qcXGXMmq/kprrSWf3Z0TC78ScBLixYYMZ1la2LcTMQ5YjEFeoRB0xk0bXipHFA5A2fDhxUJKILAPAKVJUQhgD0gUCz66K4ISF0BSxDq6lnqtV0dIyLWPbPYWHinmp8+lacWrz982y7cEHCvsdacnE3GuZmoVaFGAEcha1KE5zwCLhd82FJg3vQ4IhohHlOgaEoTB0yVERQGMAkoPgEVCW8gQPmawKUeF1qC4+J1D9E4YdIdLPPqno6R97Lt5ZTRMFXNr3jzy9v+TNjGJxsNx5d5pjLrriTPbexrt9CGf12R/NZlBhiyYIrJGIPKCIpLEAMBero9xKepuHDBwZVeD5JJ1NUyq6aaZdbuOdUOAC3PNuam1euZlveOjNqFWQtnG+zQ5uXGo5vbRn149ew56bKGpi9OdjYBQO79ZoPAsgpXTF0FdBBEUSBar6DvsodffhK4es3DUCVArIoQq4Gl6pRZt+v0qGK/uHheukRo4hymS0iNqQ9seWw+XZOU2nbw5EgSB7Y0p3mEZ6NVDLXVEkwHOEkMXBXouSxwvVdgsBBAQsL2CJUKQWEsI0HwCejzCEVPIqIpiHEgqjIMOqIpGVNN4gyCEVzA+rpaZM7v62ofk4Dvjx1JH/hoU3ZfRymVO/t7Y9r/VrOhRnk+nmCIRMmKx2FKEaA0GGCgN8BgX4BiUaJclrAdgi8IIiAICUgiSAASALHhJRXAJ0KJCAiQ+uTAqZFYY+7E53Y8ntufL5gHO8up/R1dIxef2P6EUeqT+aUtbezc3sfTXKUsSMJ1COVigKGCRHlIolKRsG0Jzyd4PiACCSEBQcOO+BLopwC+QObjz0+1/jX+mAVcPbzS6O8J8vmv+rH7UMk6ev7MTf/1Hc8tMqqn8+yDs6I5ISjruRJ2RcIuSzgOwbYJjivhegTXBxxPwvEo4wlY2d0nbvlOxmUW2rthRW5aA5k/Xyrh8NEiSh4sgHLVqoL779ZRl+TZRJIjAKVWv9M+kszJ7UvSth3AsQHbHhaSvAdY9sKxv1V6QgUAwM71yw1SZT5Z66PQ68ItAPEaBbEEg9AkHEGpVa3t4zLA/ZFxnkZnGm8/P8O8bwbLTk4SgkDCcaXleDLz1Bv5cU9+Qtnz7lJj/4dLjP86j5CQkJCQkJCQkJCQW/Ir4k1SiuapYXAAAAAASUVORK5CYII=) 23 23, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur65024 3.3333333333333s linear infinite forwards;
}
