@keyframes rwdcur172787 {
0%,0.68125%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
0.78125%,1.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
1.5625%,2.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
2.34375%,3.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.125%,3.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
3.90625%,4.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
4.6875%,5.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
5.46875%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACk0lEQVRYhe2WQWsTURDHf7sJJXTTpJRSwp/iQTxI8VQqeBBBQREvHvwG4tWjePZrCAr6QTwIepBSPHgSL0oZQoklZNMYk5B4eC+0JptmN1kFwT88spk3O/PfmXkzD/7jH8NoYk3JJN2QFKY1mFrRIxgvSber1epoQnYVeABUMtrNDkkrURSNJD2SVDsjX81iJ1iGRBRFo2q1+hj4AFwA3pjZsaQKsAu0zWz/PBtZU/AbTk5OAF4DQ+AZcNdHYwuXhh1J27kTkFSStBdFEWbWAj4BT4Bjb/MQGAANoCSpnCsBYBvYLBaL45yv+PURMDPrAvvAZ68/zJtAHSgXCgWAGnAJuIkL+0VJRdzXHwNHZtaZZaiwiPc4jntra2vXgiC4H4ZhALwC3gFXgE1gaGbf4zj+Ecfxz/NsZYqApLKkLUklM3vZ7/cBvuKKrgX0vM2S1yvOs5magDdWw4W5JqniUzAA6mYG8BY4ALpebyM3Ah7jYhqaWavT6QA8984xsyHQTtCfiUyNyFf8KtAysx6u/0/Z8MeuiEtLiEtRiCvI3sIEEpBIYILMBqepaJtZ/ez+Up3QO9ido9Kd8bw8gSiK5ur4HvANODSz5uR+1hSMJv4HM2SpsWwNACBpCzcND/xJSI08amAVN3pfAJezvr80AVz3GwBPgaOsL6dOgaQdoGdmXxL2Qtw07I6bUlqkioCkEnALuJN04TyT94eS7mUhMHdYeAddSe9xEZgqMk9qAygDFX8lC4Gm/w3NbJBkO69TIFyLLuHuCut+q+3lIdBI6gN5FCG4/IPrdOvAdWAPNxHHPhJvy3kRaHjnTdwEHHhSTU5PydTX/xFIWpG060/NWPZXfC+EXIowCZLWcUXZ9LfkRPwCfhzR74vlPoYAAAAASUVORK5CYII=) 15 14, auto;}
6.25%,6.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.03125%,7.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
7.8125%,8.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
8.59375%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe2XQYoTQRiFP5MQwpCkRSaDPEREXIorceFCPIG3cO0xxvN4AzcqXsCNyCDylMHFMJUEMwTjonqwid09VrdJb3zQUPxd9f6//3r1iob/6BjXEudvStaXxfaG7eTJ6P2LKjotQNL9TgqQxGw2A3guaf8F2Ga5XAJ8AIZlBf4N2ip2U8YhaQocAhfAF9uVBG224FaWZUgq47iRc4+AgzqeQdMCgKf9fh/gJuC8qBFwBCyBKbAGftSRtDkF71arFcC3QuwJ8IzYgc/Aie2fdSSNO2D7I8BisSgm+ET88lPbF025U9CdE0p6mGVZ2/zNkQuumw7kJjPMx63svOniKfG4QVT83rApPpLubcdSCZOtWNJ1YEw0mx5wZnudynOJJj5wDszrkkq6S9TIie1aJ+ynZg8hbEIIle4m6QHwAngJjCeTyesQQuXWJItQ0uiKq3ZA9P818BWoteIkDeSJj4G3tl8V4mMA23NJQ+AOURunV3E2EeEj4h1/eQNOgcf56ze2z1P4kkVo+/1WqFcx3h8kHUr6w5Ak9XLLrsTOfiIkDYDb/PaK72XzdtmygwJ/ZRd2WcCc6JZr4GyHedrhFzl1hBaSLdx1AAAAAElFTkSuQmCC) 15 14, auto;}
9.375%,10.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.15625%,10.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
10.9375%,11.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
11.71875%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,13.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
13.28125%,13.9625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2WwWoUQRCGv6zDMsyks6AhhEIkCAYPkkMUTz6Bj+ADePJZPPkQPohoLnoQDxIkJyk8SNjd3hmWOMx6mBqYBDfsdHoXRH9omOnp/vvv6n+qGv7jL8OibXmeL0TkZbfP2mYgIslGF1yCGwsYxFBxEyQxSERkCOwBP1S16jM3VgSOgUfAExHpNTGWgAq4DdwF7ptBV0KUIwA+mYgZzaYyYLrKxCgRUNUaOANq4MKErISgCIjIDnA8mUwoiqLNCQPgTFV7cYUewR6QJkmCiGTAUyAFTmkisXYB34GdqqoA5h2e3nxBHlDVOfDVXlPgBPgMfNuIABHZBSTLMoADVZ2ZkN2NCACGAGVZAvy0vhfA875EoR44B5KiKBiNRs9EZAa8ofFDL2z1HH+1+m3leb4AKIoiiLOvgD9CRAbAR+CxJaX1CrCCk6lq2ekbAvvAIfC+++06hJrwEHjV7VDVC+AIeEhTlFZCaB44BV7brrt4BzxYuwBLvwfAPasLrbAx8IF1FyOapNPiUulV1bd9iEIFTG3hATAWkRSozQftX3FkY79cd027FbK697723k+99xPn3DaN+0fOubn3/pdz7g6NUbeBqfd+6ZHEuBGlV55LYGwNmqy5FDEEnBtPjXnBQn4SgfsfwG/xZptgQG7LFwAAAABJRU5ErkJggg==) 15 14, auto;}
14.0625%,14.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
14.84375%,15.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
15.625%,16.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16.40625%,17.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.1875%,17.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
17.96875%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,19.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
19.53125%,20.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20.3125%,20.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.09375%,21.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
21.875%,22.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
22.65625%,23.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
23.4375%,24.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
24.21875%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,25.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25.78125%,26.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.5625%,27.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
27.34375%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMUlEQVRYhe2WwWrUYBDHf1vXZdndNEtYSv1TpBQREfGo4sGjpx48+QTiY/gW3nwGn0IEPYlKD+JJylilLKXZLGXJdj3kS4kxZZNNWhD9Q0j4f5OZ+b6Z+WbgP/4yLIBFv99fuO8zLvNUQruifEvSHaAdRdEHZ7AlqQdsAD3gOfDKzE4vwgHM7HMBPQX2gdtAp6rOOqh85HmsNeHFv+2ApGeSghJyhXzlJCzAW+B4ifEusOmcMDObNeaAme2VEFvP2FoHDtOFy8qBCXDqnmljWn3fX0h6muUkbUp6IGmU49ck/bHhWicQxzHATk7xTWAI3MgYbwOdotuxVccB3FWcJSRtO+N7ZmaSOsAWyWbHZjbOyq98ApK6QRAg6XFu6ZQk4dIQdDN2enk9dUIwmM/nAPneMMq9JySJFwPjnOyFhGAAbAMHZnZY9FNdg9mZAH6fDy5lHrgOzIDdKIoAWr7vd3zff0gS/56Zla71uiE4g6QXwDXg5TkzQyGurGhs5Hnejud50zAMZwCe582Bq8APz/O+h2FYKhyrVsFdktq+lRJm9gY4AO65tVJY1YGf7p3P8vfAR8DKKqqcA5K2gCOS2h4CA+DYzI6q6oKKJyBpA3gC7DpqSDKEBkWNpnEHSAYPA764xhI7Pk4bjaS2pNF5E1Aele4BMzsBXmeofZL7feqMB8Aj4AT4BiwdVmpNRG7XE2d8SFIB94FPzrmlaGImTJGG4x3Jzr82qLscJPVcMyqNX75uqEKSmDcUAAAAAElFTkSuQmCC) 15 14, auto;}
28.125%,28.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28.90625%,29.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
29.6875%,30.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
30.46875%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,31.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.03125%,32.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32.8125%,33.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.59375%,34.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
34.375%,35.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.15625%,35.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
35.9375%,36.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36.71875%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQUlEQVRYhe2WTWsTURSGn5mEdMjkS5EQXqSWLqSIG7twobgRdOlCxD8h/gB/hCsX4rYLf4G4U8RF6VqkuBAJRY4upJSkI0mVxsWdFBvGzFeCCL4wzMyZe99z5nzdA//xj2EycyXKJN2RtJGFsJrTAC/BoFMySZvAO2C/CGFenBggyQcaZjaQVAXuAwdm9nIeQV4PJCJW/gT4JukZcAB0gFraXn8RBgB1YBPoAiMz+w5sAc/TNpYOgaQzwF1gx8x2px8kgfOCjwvFcRJBYQ/ECgCuAdeB9ZklHeAccDZ+TkSZHLjXbrfBZfwI2Jmz9o8/WsgASQEwqlQq4GL+OmHZIFbsM6cki3qgBnwYj8cEQdCQdAgcAzUzOwSIY57aC4oaMAC6KysrADdxMb4C7Et6FFdBJhSuAkm1KIrGYRjeAvq4UmyY2XYenjJJGMR338w+FiUp04imxgeSkNQDkHRJ0tWsJItoRB6wATwAHgO3cUm6ZWaDpRsAePHhcxnXE9aAupm9z0KQ14DJzLsHTMIwJIqiE5mkLs4rn83s0zzCvDngzVwAXhRFs7JVXFWspRGWOo4lreP6wFcze/Hbp37MbWkcZfpAB3gFbANPgZ/AnpmN8vCUKcMWsBsb0QceApnLb4pcHpDUwp39b4GLsfiNmY0kreJCcZSHM28O1IHznD7fqwBmtpeTCyiYA/Ew0gOOzCzT9LtUSAokpQ6gSagsQHkLuAFcaDabX4bD4Y88+xcxFU//3CfDGL4UyKH3V5SXxS/+qaI04WZkGQAAAABJRU5ErkJggg==) 15 14, auto;}
37.5%,38.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38.28125%,38.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.0625%,39.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
39.84375%,40.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40.625%,41.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
41.40625%,42.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.1875%,42.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42.96875%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,44.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44.53125%,45.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.3125%,45.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.09375%,46.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
46.875%,47.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.65625%,48.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.4375%,49.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
49.21875%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,50.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50.78125%,51.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.5625%,52.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
52.34375%,53.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.125%,53.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
53.90625%,54.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
54.6875%,55.36875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhe2Xz2oTURTGf4khjBknkRCKfGBXUkRKQQXpA/gALnwAwY2+hxtfwkcQ3IuIC1cirqTL0sWhhFA6HRKChImLe1NjTDKTzKXd+MFwhnPvPefmO/8m8B/XjNqG+6dLzi/TXRkWnW+MeohbSHoq6d61XEBSDzDgfMV6Y935tYsl0TKznyucHwC7kgbANzObBL+AmZ2sWe4BBzimG5KOvP7MzHKoGII4ji/fJUVLtvwAjoEj4PbCA1QvmamkGnAfeA28NTOTtAcI+OL39bxsezkws3OoyECn0wF4AfSBD14CPAH2gR0zy82s79cGXl4mbJAkBMZm9mlO9xHYAU5nCjODJZWyNQOS9ieTCcA7MxvN6SMgAi68XIsqIXg2HA4xs/FCrd/CMdvgT8xXIkQSPgYOcfT2ga/AHb9+Os/OMlRKwm63C64C6sBD/97E0V/oHAIwANQkNXG1HfnLNIAcOJ41nFUIMozM7JcvtZMFm4X2t/oe8PVPmqb/fA9IinHJNzKziyKDm/aBGkAcx4dAlKYpuBA8Bx4AbzzlhbH/y2AVSHoFvAT2gLtlfvU8QnTCz8B7oL2pc9iSAd94HuEy/buZ5ZLauKEzBsy33kJsWwU9oDsn8bKOmw2tsoa2DcHAPzlw5nUjXPbnOBauHpIiSRuxGqQRLaAnqXQIboTyKglgF9eO4yRJ0izLCv83hGZg1vdblMyvYAxkWUaSJGPcKJ4CN8uwEJqB2VRsedvNogO/AcJRseEJRKxWAAAAAElFTkSuQmCC) 15 14, auto;}
55.46875%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,56.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.03125%,57.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
57.8125%,58.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
58.59375%,59.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
59.375%,60.05625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.15625%,60.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
60.9375%,61.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
61.71875%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,63.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
63.28125%,63.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.0625%,64.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
64.84375%,65.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
65.625%,66.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
66.40625%,67.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.1875%,67.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
70.3125%,70.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.09375%,71.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
71.875%,72.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
72.65625%,73.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
73.4375%,74.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
74.21875%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
76.5625%,77.24375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
77.34375%,78.025% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.125%,78.80625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
78.90625%,79.5875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
79.6875%,80.36875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
80.46875%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,81.93125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.03125%,82.7125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
82.8125%,83.49375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
83.59375%,84.275% {cursor:url(data:image/png;base64,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) 15 14, auto;}
84.375%,85.05625% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhe2WMUscQRTHf3e3hOUmuBbeFf9IMFYmhQSLI6QSxO8gSOpU1knvVzD4NcTSyiKIRQpJEYOEQCA85bCQgzuuyGVT7JzZBC66s5cT4X6wMG+H95+3782bWZhyz0idcykwfMiN8+9uTaWog6RZYBb42e/3v8Vx/MjMzM+9BT6b2d5t9aKiAQAzwCrQ9nYnN3cEXARoFkfSMpBKiiS1JDVDdKqhAZjZRz9cAFrAyxCdkBJc45wD+A6cAF9DNIIzAFCv1wEeAB+AlYkGIInBYADwBngO/AjRKVOCh7VaDeDUzI5DRQqfA3mcc2mSJDvANlkpWsB7M2v/2/M3pfZAt9sFeOfNZUDA4+G8pKqk+L8F4OkBW8A68ASI/eIRWYvOS5ob5VyqDT0bwDnZCRkBm5Iuydpz+IEjs1AqA41GA+A18AXYAfaBU+AZWWZ6ZN1xNUpjHJtwE/hkZieSqsAi0Dazzg3uYyGV1PQLT4Q/7n5Ji0mSlPofKBp5RVJF0hpZ+Zacc1uSnnq7cElDUifghR8fAgfAWYDO+JC06/v+zgKo/2Wv+F+3GxnL7jWzXm7xCHhFdi/cDZJmJtmaU6bcb34BcRBpXuCwseYAAAAASUVORK5CYII=) 15 14, auto;}
85.15625%,85.8375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
85.9375%,86.61875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
86.71875%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,88.18125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
88.28125%,88.9625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.0625%,89.74375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
89.84375%,90.525% {cursor:url(data:image/png;base64,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) 15 14, auto;}
90.625%,91.30625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
91.40625%,92.0875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.1875%,92.86875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.96875%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe2WwWoUQRCGv11XDZm0O0gOyY8EEfHgQUQlRxE8m3N8Be95hBzyAl48evMkPoCPsYh4lEJDCJt0CCEsMx66J6xKlunZToLgD01PDfRfP1VdXQX/8S+hKIoaqIE6ftPYU+tiIWlF0q3GuaQ3F+50BmpJawCS+pJ2JG2kEAwyiPguaRNYBjYBAZ8uU8BGdP4B+BpXa/QzCDgETiLXK2AtA2dr1ACSiPtjSUtXIeCupOddCHKkAOAR8OIqBRwB1iX8uQSUwAJwX9JDSTfaHsxRhgAfo4j1aE9oWY5ZImBmlZntE0qyAvZz8LbBX81HUq60dhOQiktVmwO/9X5J69N2URS1pOUUwtQI9Jol6SZQSlqVdB3oDYfDlyRWVqcUSCqBd8Aeof63Aczss5n9SOG61kWA9/7EOTcGngJ7Zva+Cw/M9xCNCBH8BmcdcQXYNbMqRmliZkezSHpzCDiDpGfAIqEpjYAvwBbwE3hrZofnnZ27DOPD8xq4B4wBI0T2lDCozOwLuSKwBBybWRXtASEdFSElkxx+OK/LSRo0U1EqWleBpAfAE+fcgvd+d+r/bWAVKJ1zB977pOc55Q6Uf+wNmiGkT7iISUgpwxFwh3DJpjEmjOWnwHGqgCzomn+AXyBTfhEhBo/2AAAAAElFTkSuQmCC) 15 14, auto;}
93.75%,94.43125% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94.53125%,95.2125% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNElEQVRYhe2WsYoTURSGv4QhhCQQkFWWg8giVhYWsqiIlYX6CL6KT+ATiK2thZ2VWImVWmy1WIgsIj9LCMsmZIIMYWJx7ugk7Ca5O7Nu4w9DMpcz5/z3nHP/c+E/LhiNSPs5QLfbBSBN00axdlafSYyxmXWB58BrwJIkmY9Go9hNLKAZaT8F3gD7wK8qgQtEZQC4D9wCPkh6Wyya2S6wDbyXFEUsNgMTYChpef0O8BjYDYSS8LvWYaX64Q3YMLOtQOILcAPoAT/xMk0lHZ7mIDYDf2BmSb/fB0DSENgDLgH3gDawE/z3zKxVOwFgNpvNCjItoBOC3sWzsB/sMklZ7QQkkaZp8T8DMuAI+Ay8AwZ4Jo5W+amlB4qXkIk23qy3gS1gIunjaQ5ij+E67AA3gWPgsCCw6oO6CVwBrobAn4CDdbpQN4EDoAUMgbaklfU/DwIDvLFzYFyz7xOxPAmjUUUHLgTz8mNmj5bXYh2eWQfMbBt4BryU9NXMmngDZkBT0uxcCQQSrUJmzewpPgtyYAa82oREpR5Y0vgpvvssENgIVUrQxi8hP3D57eHnP8dLkG/ip4oOPASu44PnCXAZeBFm/0bBqxL4hu98imt/B2/CKFSdhphZDy8FwFjS4J8SKJFIcPnt4P0wljQt2bSApLxWG4FSkCZ/r2I58F1SEfxaMFvIUm3DqJSFAnnp9lzujYU+qYVACP4gvO7hOlCehpPwJPhRrZcAi4KWLd8DQiZOvJr/BiDyv2+LgRP3AAAAAElFTkSuQmCC) 15 14, auto;}
95.3125%,95.99375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96.09375%,96.775% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96.875%,97.55625% {cursor:url(data:image/png;base64,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) 15 14, auto;}
97.65625%,98.3375% {cursor:url(data:image/png;base64,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) 15 14, auto;}
98.4375%,99.11875% {cursor:url(data:image/png;base64,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) 15 14, auto;}
99.21875%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur172787 21.333333333333s linear infinite forwards;
}
