链条与链轮配合什么情况下会跳齿?
链条与链轮配合什么情况下会跳齿?一根链条多个链轮中 两个相切的链轮之前需要是节距的整数倍吗?"两个相切的链轮" 相切的链轮? 不明白 majingfeng 发表于 2021-5-17 15:20
"两个相切的链轮" 相切的链轮? 不明白
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YHsvW3/f4C6CTYCvAK6D5950d757zj0kt6yxqem22y2QL4AJ2PdwCdAei+/vUXD/zYsgTisO6uBtqwdUDnUxhlrljOl96WoNtuu+16f6S5hlIG2rf//J5FHVsB2rDldjve1jsn/ey/BoKu/M4eoPPxF6AzAN2XvvR/zEB38MEHpwPXHDizjy/LR0AlQAh2n8JD58l0Lj4tvp32o8v69+cy6OQPo/Q6umOP6wy6gw+4vXfOb/za8xaBbtONN1v45XRAN5kPutYPoDMAXe7GhnVto7YP6+Lq7Rl0aw5Ykw5YfcBMYFcCowRIVwNxvE+hovNjOhefFt9OCrrygyg16PIPpuS/Tyk7uk/e+qEerJ77Gw+rP7r83je/0jvnoX957AdS6mtuutGmgE6Ru7P0PKBTCC6/6qrBM2x9FNAG7bvk1aeqvkd30EEHzQRwxUQlMEqAlO0sAdg8eqD4tPh2UtCVsdWgy+ubb775ItCd/pxn9qD1vt+7agF08nty8iPM3Am+9EVnpBOPPCZdd9UVfdc8YvWTFt7LbMnvy7OxnF0NAjoj0N1zz2916uqGAVNu53t0szM/QbL8tJw16LIH6m5LdnSfu+vjPcid/ozHfj/uxWf9XR/sJODy+/TAY38Z5QufuqN37m677dZ3j/33WLPwHtD5eBDQGYEuA2pQ5zZom4TZsPflDzvPMqDLV8YlQGZ5ba7lU8SRdC4+Lb6dtqMr2hXYHX/88QsQKttyd/Zv3/ub9Fef/2wPXHvtf/FQ2KWf/WfvmPToA+lZx5/UWy/XyctTjzktbbLJJgv3AHQ+NQLoDEGngd0wqA3anr8/Z9XRlYJn6VN46DydzrMEXQ2ivL7BBhssgCi/33mnnXvAOuWYk9J/PfST3nqG3//45eN7wPul/3lC+qX/ufZPg/3XT3+QjnvKY39FZY899ui71upV+/e9B3TT+UBbR4DOGHQFWMccs0Nfh3fC0TurvidXzs/LNWvWpH32nu1n+CUwtIbhOJ/CROfROhffTtvR1d+jK8C78MIL+2CUt1/w6rN6gDv+aU9Nj97/w/S9v/zqAvAy9PLrZ/f/a/rMH96WLnjxOb33e++9d9919txpr7ThBhv2bQN0o+d5VnUA6CYAXe/PcB16aGdQ1dDqup7vuXq/1WnP3fdMq3ZZxTesFfM2qyLhOj5htBQ61393soAu/45b/juY5X1Z5v/VoEDtWcecnD50/TXpopefm65959vTG895bTr2yCcv7F+9evWi8zfbqP8HXbbYYosE6Hy8BegUgSnNmD8+zK+usJrm+HLPWX90uRThwj19ihudu+lcgJaXGYDrrbfeIljlfScee9QC0Ar4yjJ/QVpfp6yvt856adNNN13YV+ZGZkt+X/ax7DZ/o/QCdMsAdDXkAN3szD+qMNgXU+cCprIcBruyX7Ncd8W6aeON+v8j1uIvQOfjM0A3BejyD4dM06Vpzs1fIQI6n2Io4cMyrt4SXPn36tZdd92FTkzuH/c+/6/k9U9Z5uPzR5bFY4DOx2uAbkLQZaMeeOCByRJ2GXL77bdf2n3V7n2wK0XC0qdI0DmGzhlA+SXhlbetv/76aZ111lm0Tx5b3q+zYp20YsWKRcfna+WPMDfccMMe7ACdj7cA3YSgy93Y/vvv3zNr7rg03VmXY8pHlBlyO2y/w8J9ynbC16dA0DmOzhlSuYMrc16gVZabbbZZ7/t2j3/843vQW/H4Fal+rbvOur33GYjyL6zka5TrZsitu+56vfeAzsdfgG5C0BXT5mX5aLELyEYdW65X36O+j9zOe59iQed4OhfIyWXuzPJHkhtttFHvldfL/0ggj60hJz0E6Hw8BegmBF3prAqU8jJ3ePnjzFEQG7Uvfwyaf4WgvmYpjLKtvGfpUyDoHFvn3JmNAtggqJVt+Xf0ykeVw3wE6Hz8BeimAF2BT1nutddead999+0DVf6zXaPglveV8/fcc8+06y67Lrwv2+vlsIJhu0/BoHMsnfP30/JHlmXeC8SGLTPcyrF5ufHGG/f+0kq9rV4HdD5+AnQTgC4btYZPWd9118WQyuDLvzyau71yXF7mbdnk9ba8vs3W26TNN9ti0fa6OFj3KQ50RufyQyO1FzL4cqdXfz8vr+ftGYz1sXl9xYp1Fm0rxwA6H48BuglBV4w6bpnhl/96uTwud275b+jJ7bz3MT46o/OkHsjwy9+bk+fn7Rusv8Gi7fK4+j2g8/EhoDMGXTZ1/g8da3OX9S1Xrv1JrLKNpY/x0RmdJ/VA/qnKQefmXycYtH3UNkDn40NA5wC6UUZnn4/R0Rmd59EDgM7Hl4AO0HX+KnQeA4Nn8gkMdJ6tzoButnoO8yegA3SATuGBYQXEdp+galVnQOfjH0CnCDlpxlaLjnH5FB06o3PxgMyW/L7sYzk7nwA6QEdhKTxA6MwudNByrZaAbq0Wlr4AdIqQk2a0nBCu7WN8dEbnefCAzBY6OhtfAjpAR0en8MA8hCLPYBOCS6kroPOZU0CnCDlpxqUsDO7tUxjojM4eHpDZQkdn4ztAB+jo6BQe8Ag97mETcvOsK6DzmXNApwg5acZ5Lhyezadw0BmdZ+EBmS10dDa+AnSAjo5O4YFZhBrXsAmx5awroPPxBKBThJw043IuLJ7dp7DQGZ01HpDZQkdn4xtAB+jo6BQe0IQWx9iEVMu6AjofzwA6RchJM7ZceIzNp/DQGZ2zB2S20NHZ+ALQATo6OoUHAJNNAEXXFdD5+KpZ0N37uk1Tft309MdN9fro83Za9FVX9OJk/D7Fic7t6xwFdLPK4klrAtCNASGgaz9sJi0ezsMb03oA0OkbkZzFk+oN6ADdxOaZ1HScByDwwGMeAHSAbqoA5qNLwpQwxQPz7gFAB+imAt0sDS7NOMtrcy3CGA/E9YDMlvweP8zeD81+dDlLs0gzzvLaXGv2pkZTNF0uHpDZAuhsvAvoFD9aLs24XIqI57QpGnRF11l5QGYLoLPxFqADdHxUovDArIKN69gE2XLVFdD5+AHQKUJOmnG5FhXP7VNU6IzOWg/IbKGjs/EOoAN0dHQKD2iDi+NsgqpVXQGdj18AnSLkpBlbLTrG5VN06IzOxQMyW+jobLwB6AAdHZ3CAyWYWNoEUVRdAZ2PnwCdIuSkGaMWJeP2KUp0jqOzzBY6Opu5B3SAjo5O4QHgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgAsvhLsAACAASURBVKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNABOjo6hQeAjk0ARdcV0Pn4CtApQk6aMXpxMn6f4kTn9nWW2UJHZzPngA7Q0dEpPAB0bAIouq6AzsdXgE4RctKM0YuT8fsUJzq3r7PMFjo6mzkHdICOjk7hAaBjE0DRdQV0Pr4CdIqQk2aMXpyM36c40bl9nWW20NHZzDmgA3R0dAoPAB2bAIquK6Dz8RWgU4ScNGP04mT8PsWJzu3rLLOFjs5mzgEdoKOjU3gA6NgEUHRdAZ2PrwCdIuSkGaMXJ+P3KU50bl9nmS10dDZzDugAHR2dwgNAxyaAousK6Hx8BegUISfNGL04Gb9PcaJz+zrLbKGjs5lzQAfo6OgUHgA6NgEUXVdA5+MrQKcIOWnG6MXJ+H2KE53b11lmCx2dzZwDOkBHR6fwANCxCaDougI6H18BOkXISTNGL07G71Oc6Ny+zjJb6Ohs5hzQATo6OoUHgI5NAEXXFdD5+ArQKUJOmjF6cTJ+n+JE5/Z1ltlCR2cz54AO0NHRKTwAdGwCKLqugM7HV4BOEXLSjNGLk/H7FCc6t6+zzBY6Ops5B3SAjo5O4QGgYxNA0XUFdD6+AnSKkJNmjF6cjN+nONG5fZ1lttDR2cw5oAN0dHQKDwAdmwCKriug8/EVoFOEnDRj9OJk/D7Fic7t6yyzhY7OZs4BHaCjo1N4AOjYBFB0XQGdj68AnSLkpBmjFyfj9ylOdG5fZ5ktdHQ2cw7oAB0dncIDQMcmgKLrCuh8fAXoFCEnzRi9OBm/T3Gic/s6y2yho7OZc0AH6OjoFB4AOjYBFF1XQOfjK0CnCDlpxujFyfh9ihOd29dZZgsdnc2cAzpAR0en8ADQsQmg6LoCOh9fATpFyEkzRi9Oxu9TnOjcvs4yW+jobOYc0AE6OjqFB4COTQBF1xXQ+fgK0ClCTpoxenEyfp/iROf2dZbZQkdnM+eADtDR0Sk8AHRsAii6roDOx1eAThFy0ozRi5Px+xQnOrevs8wWOjqbOQd0gI6OTuEBoGMTQNF1BXQ+vgJ0ipCTZoxenIzfpzjRuX2dZbbQ0dnMOaADdHR0Cg8AHZsAoRpU5gAAGmNJREFUiq4roPPxFaBThJw0Y/TiZPw+xYnO7esss4WOzmbOAR2go6NTeADo2ARQdF0BnY+vAJ0i5KQZoxcn4/cpTnRuX2eZLXR0NnMO6AAdHZ3CA0DHJoCi6wrofHwF6BQhJ80YvTgZv09xonP7OstsoaOzmXNAB+jo6BQeADo2ARRdV0Dn4ytApwg5acboxcn4fYoTndvXWWYLHZ3NnAM6QEdHp/AA0LEJoOi6AjofXwE6RchJM0YvTsbvU5zo3L7OMlvo6GzmHNAZgu7zd92R5CullN5xySV9LwLNxtzoiq7z7gFA5+NRQOcMOgm5/H7ei5Hn8ylGdI6nM6DzmXNAB+gArcIDQMgnkKLpDOh8fAXoFCEnzagtRvmxZX5PR+djbO0ccRzzsZQekNmS3y/l87R6b0AH6CgshQdaDQDGtbSgB3Q++gM6RchJM3YNhy9++s7eD6Xc+sEb0rXvfHu66s2XpSsufFN641nnAxmF/l315nif8EDn6XWW2UJHN72mg3wJ6BRBK804SMhR2wCdjXlHac4+NF8OHpDZAuhsfAvoAB1dpcIDyyE0eUabkLTUFdD5zBmgU4ScNGNX49PR+Zi567xwPPOy1B6Q2UJHZ+NJQAfo6OgUHljqQOT+NgG41LoCOp95BXSKkJNm7FocdHQ+Zu46LxzPvCy1B2S20NHZeBLQATo6OoUHljoQub9NAC61roDOZ14BnSLkpBm7FgcdnY+Zu84LxzMvS+0BmS10dDaeBHRGoPvMnR9J5fWhG65Jg16/dea5qbyWuuC4v02BoSu6jvIAoPPxB6ADdHx0qfDAqLBin09YtagzoPPxDqBThJw0Yy64NWvWuL5aLHLG5FPk6Dy/Ostsye+Zr9nPF6ADdBSWwgOEz+zDB00fSIDOx1eAThFy0oy5QOnofAxKGKJzyx6Q2UJHZ+N3QAfo6OgUHmg5bBmbTbhqdAV0PtoDOkXISTNmA9PR+RhUExYcw1wsVw/IbKGjs/EyoAN0dHQKDyzXIOW5bYJzVroCOp/5AXSKkJNmzCano/Mx6KwCheswX/PoAZktdHQ2PgV0E4KuS9Hwl1FszNtlDjiWOZhHDwA6H18COkDHR5cKD8xjSPJMPiFpqTOg85lDQKcIOWnGrsano/Mxc9d54XjmZak9ILMlv1/qZ2rx/oAO0FFYCg+0WPyMaelBD+h85gDQKUJOmrFrQNDR+Zi567xwPPOy1B6Q2UJHZ+NJQAfo6OgUHljqQOT+NgG41LoCOp95BXSKkJNm7FocdHQ+Zu46LxzPvCy1B2S20NHZeBLQATo6OoUHljoQub9NAC61roDOZ14BnSLkpBm7FgcdnY+Zu84LxzMvS+0BmS10dDaeBHSAjo5O4YGlDkTubxOAS60roPOZV0CnCDlpxq7FQUfnY+au88LxzMtSe0BmCx2djScBHaCjo1N4YKkDkfvbBOBS6zor0L3whS9Mz3zmM6nlIbUM6IYIUxeANGO9T7NOR9dmSGnmnmOY+1EekNkyaUe39957p1WrVi0C3W677Zbya9QzRNgH6ABd+CKIUOiMcT6B2xV0L33pS9PTnva0RTW77bbbpm222aZve9623Xbbpe23375ve0QvADpAF74IIhY+Y54P8HUFXZ63HXbYIWWIlTnccsst06jX1ltvvXBsOWennXZatK3sa3EJ6ABdKMO3WMSMaT6gNck8TAK6rbbaaiTYhkEvP1+GXobkE57whFB1D+gAXSjDTxJGnLN8QTLvczcKdEcddVQ6+OCD++pzGMQyvHKnt+OOO/YgloE27NgMSvkx57zrNO3zATpA11dI0xqK84ECHtB7YBToso75I8YMsUHQ2muvvdJZZ52VDjzwwLTffvul/fffv7fM19x3331T/gGV3XffvQe+QedHmidAB+gAncIDkUKBsepBNa1W40CXIbdy5co+0GWInXTSSemQQw7p2z4IZnnbHnvskXZftXvvB1PqY+pnb/2jTECnCDlpxtogmnV+vcAvODTzwTHMx7x4QGZLfl8/m4Tcc57znJQ7uRpY2vXc3eUOUR6fP8rMQK3v29o6oAN0TRu8tYJlPG1BehzoaijlDi53c/W2ruu77bYq7bzTzouusfVWi38ysyWvATpAB+gUHmip6BnL/MByEOjyx4jyh0lWr169CE4Fcj/58Q/TDe+6ctHrJ9//7sBzdt1l17TjDjv27WvdE4BOEXLSjF1NwUeX8xMsXeeO45k7Sw/IbMnv809EFojlZf4eW37V2/L6//vu3yzA7cf/+K1094c/nP7vH92WLn3169P99/3Dwr77/u4bi87NXV3+ZfJyTcsxzsO1AR2go6NTeGAeipVnaA+6g0BX/55chl7+3loBUlmWDu4D116dXvrCMxagVrbn5V9+8Y/Te69658K+cm5Z7rj9jmmrLft/J6/VXz0AdIqQk2bsGjh0dO0FVFcPcDweGOQBmS35fT6uwGiXXXZZWC/bCswuf9OFCxA7/Vn9f9D5Dee9amHf5++6vbf+weveteha2227tqsr12/x+3WADtDR0Sk8MCik2Aa8pvXAINAV4OTuatddd+2DU/6IMoPu9pvfuwCyUc9QoJhS6h1/2WWX9V1vu20Wg27U9ZbrPkCnCDlpxq6TTUdHIHb1DMfH8IzMlvy+gC7/UIrs6DK4UvpZ74vTvK7xST7u6Scet3BOuX5ebrN1/n7g2o8vNddbjscAOkCnKpblaG6eOQYslvM8jwJd/nNeNZSed8ILel3ZC087tbeU4y7gK8t6f9726Ts+3DvvhBNO6Ltu/X26+pyW1gEdoAN0Cg+0VPSMZX6+ABgFOvnL3d/8s8/1QPVP3/iLgaCr51XCrrzPy7przCDdauXaji6/r6/TyjqgU4ScNGPXyeejy/kJlq5zx/HMnaUHZLbUEJId3c03vjudfuop6ZlHndgHugIx+Zz19rx+xy3v6513zVvf2tfRbbNl/68zrNxiZcoveb3l/B7QAbqmDL2ci5FnjwlVCbvycaXs6D5w3dXp/337a+muP7hlItCVH0h5+0UX94Fu+2126Hu/xRZbpC0236KpXAB0gK4pQwOLmLBYzvM+DHT5fx8o0MvL8j22PNa6W9OMPR9/yUUX9M6rr5nXt99m+777aK633I4BdIAO0Ck8sNwKm+ddPsDXgm6brbbpgeqKSy6eCHQ/+vmvJsif5Nxs080WQNeqbwCdIuSkEbuage/RLZ/Q6Tq3HM/cTusBmS/5fe608p/oyv8dT92BlU7uv/79B2rYlXNOeMpRizq604/7tbTZZoCOr/YffqD3U0q1GbsaG9ARhl09w/FxPFNnS1kvcJN/9/KDN/xeD1bHHPHk3rJAbJhf8v78uuaKt/SWq1at6gPn0Ycc2/c+f39u2LWW83Y6Ojq6Jo29nIuSZ48DuTzXBW71soDuN3/zN/tAlLcXeF3+xrV/Aiw98KO+Oi4/eJKP/fo9n104p1y3LDffZPO+62+++eZp00027btWC34EdICuOVO3UJiMAdgVGG244YZ9MKph96nbbkmXnPPYD5kUAJblj7//3XTlhb89FHJbbbZ1yh1cuU9ez9+v23ijjZvLBEAH6JozNZCIBYkW5rvu5sp6AVD+3wsGdXbXvvNtPYjl8T//V5+TvvCpO9I7Lrsk/eln/ihd8JK1f9T55b/x6wswK9dcuenKtMEGawHagoajxgDoAB2gU3hgVBGxD7DOwgMFcPWygOn5z3/+Iljlffn/qbvqbZcudG2lm8vL17zyZenggw9edN5666yX1lt3/b7ts3j+eb4GoFOEXG28vN51QvlhFIKwq2c4Pp5nZM6U9wV2BxxwQB+cyvYuyxWPX5HyS57Tut8AHaAbC+7DDjssjXt1KZR8rXJ8vV62eS7r+9frns9Q7lXfv14v+z2X9f3r9Vk/g+ba9TH1+iyepb5evT7s2vUx9fqw47tsz9crcKuXNZTy99HWX7+/G6v3j1pfd8V6iyCX/yugzTfbPG288caLarzLs8/7sYAO0C1AZ5hZcwGOew07d9D2OiDq9UHHWm+r71+vW9930PXr+9frg4613lbfv16f9X01166Pqddn8Sz19er1Ydeuj6nXhx3fZXu+Xg24er0G2CabbJLWWWedtGLF4s6sPq6sly5uw+p7cnlfvl95bbD+BmndddZdeD/rsXXRweJYQAfoAN3PPbDUxV3fv163KPxx16zvX6+PO6/rfs2162Pq9a73GnR8fb16fdCxeVt9TL0+7Pgu28v1asDJ9QKvvMxdWIZdfuVzC9DyMkNrnRXr9LZtsMEGiz6qlKDL58tXl2ef92MBHaADdIBukQdK6OYAq9dnHWiaa9fH1OuzeJb6evX6sGvXx9Trw47vsr2+ngRc/b6GXVnPf91ko402SvlXEfKy/rNe5ZiyXLlyZW9/vt+oV5dnn/djAd0MQffrH7081a/X/e2t6be++/F00d98LJ3/lQ+ml999TXrRR69IL77lynT8m89Jx/322emo17+875xy/jwZZ1QxlH2Dnvd1F12Uzn7NaxZep512WiqvQcfXx5716lcvCt/6nBve//6F6+bzLjj3opHHn/f61/cdX19r0Hr9LGe+6pyR15bPctFrf3vk8a8+/3z1s7zynHP6jn3FWa8aee3r3/e+vuPf9Pq3jDy+HmdeH6RF2faGN76x79ovP/Oskcdfc+21fce/+aIrRh7f5Vne9OY39137Za84c+S1r7zqqr7jLzz3TUOPLx6tn6doMGh5+ZVX9l37FWeOnqO3XHFF3/HnvOK1A5+lhtuw9QIvzTI/e/6F8PzRZwZiqd1hy0FjXa7bAN2MQFcAVS+XAnTDirPePmy9mHjYfrm9FIjcPux9CZC8HHYM29d+YYAWS6NF8elS6Z/rsNx7GOCWy/aSKUu9BHQNg64Uy7wsS4Dk5U1bPL/3mpdn4zmWBirzpHvxZPHpUj1bDbr8DB5Qe8lJj3O5TxmLN/gAnSHo8mReeumladDv0Z166qnpjWed3/vIou4Cy/okRliqwtTetwQIoAMqWs94HjevoCsaFEjMepkhV16zvva4602Sc5OcA+iMQXfyySen4447Ln3+rjvSrR+8IV37zrenpz3taemoo45aAF2euAK4U045pbc+yWTmc0pRzOMS0AG4efRleaZ5B115znHw6Lp/qSBXP+ekeac9D9DNCHQ33nhjet3rXrcArAyuJz/5yemII45Ihx56aDrkkEN6oMvr+c/y5Pf5e1xlovLxxxxzTDr++OOnAl0Nu3Ltelsulq7bS4F1We5605o+6Ob3g0CXt5dXff1B2/L+WWwv18jLQfcctr0+lmdpby6GgW6YX6QfZvVe1uuo6+Zja2As9/XnfejiVF51Tk27DuhmBLoXvOAFvf8kMXdrpTvLUOvyeuITn9iDYz5/2omd1fmjimzUvjocyvo40JXjWK6FP1r4aSFBN0z7Ub5vbV+Bjlw++9nPTscee+wClLQ5pwFxfa9Z5RigmxHoMpwyqA466KBOcBtkEEDnF27Dwozt8eYA0C3+aD1DR8Imb3vKU57S+0RqUH5pto0DXoGdvPek7wHdjECXP4bUTLD2mDyhRx55ZDr6qKPTCcefsMhsk0541/Mm/Qp1ECjo6OLBY5AP5nUboOsH3TDY5O3aHBt33Cjg5ft0zathxwO6CUB3xhlnpNNPP71vEsZN6CT7Mzyf9KQn9d1n2ERabq9hV+5TbyvreV9ZHxRmgA7QDfLFvGzTgq72efF7Xg6rjUHHDzu2XKe+btk27Dry2HK8dnt5Fnn9Arqcd8961rMWxjdJlo06ZxTs6mebZh3QTQC6LPiJJ57Ya9/zD5WMmsRp99U/sDLNRHufe/+JH03yNQh08hjeL9YNTXw0kaAbprt3LS3V/Qro8k+C5+/H5W/NTJtno84fBLxZjR3QVaCrg7helxOQ9+Xvo42atFnuy/eqn0ezPiuDTHqdEhr1sn7uejvrj/3yPDrMhw7Fp8PmY9KaWG7nFdDlZf5kaZaZNuhaMmfL+1noBuh+Drpi7kHLInhZ5mM8QZe7xkHPNW7bLAwy6TUGhUT9vIP2s20+gj76PBSfDtNh0ppYbufVoLP+5KqAr2SsXE6rHaB7+IGxEJGi50IoE+O5POLwI9KTj3zy2OcthZqX0xpk0vMHhUT9XIP2sw3QzYMHik+HPcukNbHczqtB55lzMm/z+2m1A3QTgO7www9fEtBls5Ui1C6nNcik5w8KifqZB+1nG6CbBw8Unw57lklrYjmdV/6iU/6jF5NCLqW3T3QuoKu+nzZL0xRjD1tK4btO/A03/EIqr+OOWbuet3W51rDnG7V9ljp1udagkKifc9B+tgG6efBA8emwZ+lSB8v12BNOOKH3ZwrLX3bS5lRKV6Ybbjh54Et7jXyczNxpuzo6OtHRZWMWo5elFF07YSk9rge4j2y/fXr64x636PWc5/xSb7/2euV5Ri3l8y9VoR3/v3ZP8lU/dwkReQzvF+uGJj6aFE8Wnw7Tfalqyvu+Xbu5YYCrt9/3z+eovriXmQvoZtDlFWPXRirb8lKKrgVT7tgGAa7e9tznPndmsBv0/PW2pV6vNS2hstTPxP0fmPr7H61oWDxZfNrKuCYdR/4enT7rBndxNeTKuvaaMncnHUc+j46u6uBqIYvZJwVdhtxF//2/jwVdhl6XjzB7fxD64EPSYYcctqjzHPT89balXq81LaGy1M/E/QFd8UDxZPFp2R51aQW6DDwN7ADdDLq42rzF2MOWUnDNJGm6udLZPf+/6T/CzKA7+KCD0yEH6X7loB7nUq/X+pZQWepn4v6ArnigeLL4tGyPutT+0F3p1LosNRkqc3eaeaCjqzq6YnC5lIKPm6RvfesX0xUXbTWwm8vXLoCrl9quLoNOPt+o99OYY9bn1s9ZQmXW9+B6gGtSDxRPFp9Oep3lft7RRx/d+zu72r/fOwxwWYebep9YLf5Y8/qrnj62q5O5m99Pqi2gMwBdhtaTDjlyEdBKAdWAK+ta0JVraJeTGsPivPqZS6hY3IdrArtJPFA8WXw6yTVaOCf/p9D5L6HMAnRZj0Eg/N1LfwXQeZulGHvYUn5lMa6j++IX100fuG7xT1kWqA1aAjrC2dv33K/fc4CuXw/t9+gGgSxvG9bN5X1XXHgqoPMuwGGAK9u7gi6DMINrENAGbTtzvyPVP5CS/7+78lyapbeWo+5XP28JlVHHs68/eNDDVo/iyeLT6HpPC7phAMzbxzULeb/M3Wnmg48uJ/joMk/AuInKoLvjzDNVsNN2c/meBx54YNp/9f5p3733UwFvGnPM+twSIHlZQmXW9+B6tjBoWd/iyeLTlseqGZsWdDmXRkFt0L5x+Zn3A7ol/qlLDegem/xfSGceccRI2GXIdQHdmgPWpP323S/ts+c+yxp0mkLjGKC1FB4AdI/5Tvs9upx1N9/8MjXsNJADdDOGXC6kYuxhS/mVhRZ0BXY/e3Txx5g7/+Iv9gDXBXLDnm/U9qUIimH3rJ9z2DFsB25L7YHi06V+jqW8f5cfRingeulLx3d25dhxy0GZO40efHSpAF02/iDhx01W2V+6Nrks+7XLUoBdltOYg3OBDh6I6YH857+6dHR1hg36qPKEo3Ye++2e+hqD8nYaLwI6B9DVEzjpejZdF8CVY6cxB+fGDDnmnXnPHsjfoyuvSXNrkvNmDbk8FkC3TEC3Zs2atM/euu/LFcjlJaFFaOEBPDCJBwrkuvxQyiRgk+cAOoPvz2UD1GAYtT5oAuQkWbzP/7vvfvvtl3ZftXvaeYed1c8L6Ai4SQKOc/BN9kANuqX8H8Zn4Uc6uilBl+FnAbdyzVHg1eybhUm4BsGHB+J5oIAu/+5ufpVMsloOaiTytll4D9B1AF0Gy7DJsJp8DcxGHTMLk3CNeCHHnDPnGXTPfvaze5ArfrDKuWG5Wu477RLQdQSdF+zyXw7ff//9O31MOQh40xqE8wk8PBDTA6Wjk/M/6U9jDoPkMMjl+8t7T/oe0E0AulGwy5M2bEK12/Pn4atXr0577LFH2mnHnaaC3aTG4LyY4ca8M+/FA8NAl/8606y+ZzcMcnk7oJvxD6UM6oTGbRs1QWWfFmzluNzF1ffdYfsd0lYrt+rbVu/XrBfTsiTA8AAe6OKBAroaOHk9/2Bc/rQpf99uku6u5OOoZbl3l+cddSwd3YQdXYHMqMmS+wrQBi3zrw/su+++U0GtPFO9HDX57CP48AAeGOWBApx6uddee/X9RGbeNyjT6m0yC0e9r+816tm67AN0U4IuQ2XUpLFvH/TZBw2oAzwwzgMWgCswBHQzAB2wo4jHFTH78QgeGO6BAiSrJaCbEejqjwsx9HBDow3a4AE8UDxgBTZ5XUBnALoCvTKZLClsPIAH8MBjHpAQ8ngP6AxBV4C3lEsPE3EPfqABD+CBefYAoAN0M/ulzHk2Os9GEOOBuB4AdIAO0M349zIJ1LiBytzP59wDugp0xaRL+VHjNPcuz5+X5Tr1NtbnswiZF+YFD9h6ANANgUIBxXJa1sVSnrvexrptMaEv+uKB+fQAoBsAugKJ5bYsRVY/d9nGcj4LkHlhXvCAvQcAXQW6GhCtrFNE9kWExmiMB+bbA4AO0PHDKPwwCh7AA017ANABuqYNzlfa8/2VNvPD/Hh4ANA1DDoPA3EPggoP4IF59wCg+/lHFq18T66MY96Nx/MRjngAD3h5ANDx2TwfXeIBPIAHmvYAoMPgTRvc6ytG7kN3ggfm1wOADtABOjyAB/BA0x4AdBi8aYPzVfb8fpXN3DA3Xh4AdIAO0OEBPIAHmvYAoMPgTRvc6ytG7kN3ggfm1wOADtABOjyAB/BA0x4AdBi8aYPzVfb8fpXN3DA3Xh4AdIAO0OEBPIAHmvYAoMPgTRvc6ytG7kN3ggfm1wOADtABOjyAB/BA0x4AdBi8aYPzVfb8fpXN3DA3Xh4AdIAO0OEBPIAHmvYAoMPgTRvc6ytG7kN3ggfm1wOADtABOjyAB/BA0x74/0SQkk93fTTBAAAAAElFTkSuQmCC这种
majingfeng 发表于 2021-5-17 15:20
"两个相切的链轮" 相切的链轮? 不明白
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pzXbp0MbXnbFkePPhIIYUJDJjhrYcb+9KlS40wBJLkUkQbxM09GsK5Mo/p1coHkb4HFnhWAw8FHqbtBQsW6HguZjwr7Iq5MbH6dqPXVX7NqqrvHU4pzKsBOavNhYIutGIBpi9itoAeAARumDv57HR+iLRgrszjeb3yQSTvBSZrp8nZAo/cmJF2WKrq/h7p8yvsFHb6JuijPkD1cMCF2ZIiq3y3Gl0o6HBDR6sLTf2FKTRWQGdB4ofKB7atFV1b4PESw7EAHtoe/SHSgIil4ynsfCToYqnj6bWUT8M8cOCA0e5wTCGrfVlBh2kT7bCiAtdrv69OsOPeM3eHhme9Z9HWMXPruCp+XCnsFHY6QHzWB84991zjpEJF8Xbt2gWLrTqriodqdLz9Y7rEGcVroIpEe/xU5icS18sx7Bwepmo+Dxs2TMdyCWNZYVfCzanOb0k7d+6UNWvWmIXP1fleePHahwwZYgScNV0WBzrrko77ut+9LkuChB/L/JR0PeH+z4YlZGRkSO/evXWcliDPFXYl3BwvCrnKaJMTdAq84s0ilfEsSjoHJknMV4COWDk7Rxeq1dk5HhuYHK4g9dN+fq98UJF7jdMRfYHyTCX1l+r+P4Wdwu6YAaKw8y7gnALrkksuMfM2gI4yLxZ2TocUAOec26mIUPXyb2Oh8kFF7i9OR/QBZ//Qz0XHscJOYXfMAFHYFR0kXhYaJ554osmM7wY6hCemS6+X6KmIkLe/jaXKB/aayroGeDgsebm/VmXbFHYKO9fBQX49NWF6H3pkVbHFVp0aHYIS4cdSVqHpx/1jrfJBeZ4Bjipo8eFWPa9K8FTFuRV2CjtX2D3zzDMGdrfffrvr/6uis+o53eFLCAJZU5ywsw4p5RGafvxNrFY+KOuzsB6amgz62LGisFPYucJMYXfsYPEqbG1mFet5aefpyJNZVmHp1/1jufJBWZ8JISZoeGWthPHoo4/K9OnTTYVzsrHwEkUxX6/2+7K2S2GnsHPtzAo7/8COQT979mwhZRSCkaBxNLuyCkk/75+XN0dwUvHzNUSy7XjpYsImUw7ACk0lBghJGk25qMsuu8zUMWR+F1BiIahVs5bx9AWasVJFQWGnsFPYxUAfqFUrIJxwRonFDCmlgSDWy/yUdv2h/7fzdyT7JiwBaLHwQgTUeBkCbDnZOSZes0H9Bia1XEFBc2nO0ry5tGjewvy2YcOGrjKirJpVVe+vsIsBQReNTqSanb80O2KsrFCL5Xi6UKFuv1PmJzn5TVOqiOtH2GPG9XPpIntt5V0Tfxf64mMTR7PG7M3SrGkzo80VNCtwBV55TKLRkEkVPabCTmHn+tamsPMX7CjbQ77EWDdfomUQJI8Gi5kOLSWgtVAN4B9BDean7QGNhn3YhvDnpQBHjurwUsA1c60WmE0aN3GthYfpksUCz2h3hRoeGmAslA5S2CnsFHYx0AcQ4mgzVqjF0prrAm4WYEFoJaeYkkVZmVmFkJMg7AIALAo6UmolJQbCMeyx2I97x0tCLGqB1pzp7A9FtLsmRbW7UODxQkCVjViYt1PYxYCgq6h67/Z71ez8pdkhtGMJdghZp+YGkDDLWYgBq9SUFKlft44MPLGfzJ9ztlD5IDExwUDRwozvqy9aLKeMHiFt27SUrKxMSUxICB4HyOHEYffnPE5NyAkJv37mPqKdOdtfMvAKjIaHibNmjZrG+clNRvhtm8JOYaeanc/7QF5eXszUp8NECXyAGuuM9AzzGRjhYThl4rigOZLr7t65k8THp0tCUkPJzPhWHnvw5/LRh0flgw/el79/9Dt58K475NoN62XyWH6HS36ioOEFjp8gubVqSkqhqz7bMHFa8PE5FrQ9roFrCzXbFgFeyPxd0yZNpWGDhjFVSUFh53NBF623K9Xs/KHZzZ071wgyvwtl5huDkEn+yXvQeg2imbRu2UKWXbhI3n/vPQOyP73zhrx75BV54ZH95h40bvRfefnpt+X9N1+VN39xUA4+/pAc3P+Q/Pzee2XntVvNPv/9/GOR778SkR/k0HNPyZ3brpeaNXLM/4acNECSCkGL6Q4tzwLQ7/cXMzAvD0W0O8f8HXCzDit169Q1zyLWMrEo7BR2qtn5uA/43eyGtmE1udSUgJmSawI8gIYFre2937wif/rtG/KHX70sv375OXn2sb3y9MMPyOO7d8vdN9xs9mvT6kvZuf1F+flDe+Se226Wmzdvkus3bpDr1m6UDUtWmH3++sHb8rcP35G/vP+2/P6NX8grzz0hrzz1hOzetk1GnTzE7AN0GzUIaENA2LYPc6ATFn77zL0MNdEW0e6aNJV69eoJsJs3b56rXIjWy3VlHFdh52NBF80OopqdtzU7goSZo/PzPJ0NlQAiCGKgMn/OTDNX17fP8fLfL/4i/3f0t+Z/zz3+oLz8zGPyZCHIbrz6ctm8bq1svnSdbLxwpdmnbes/ybYbfi23XHeVrFx2gcydeZacMWmyXDR7kaw4d7HZ5/UXnpIjhw7I0/vul/t37ZA7b7pedly7RW654moDRECXmNJJqARPm5oXNDVaDiZUIMz/bXVwv8EO8y3XENpu66HJiwfXvGvXrpgDHbJSYaewc+3YCjtvwm7v3r2mbhlCF9MUS6jw8vp3AE37Ebx4UvJ56KCBBnIzZpwh3/zrS/nLu2/KH996XX57+EUjgLdec7m8euhp2X7DZgOy82bOkGnjJ8rCM86VFecukayaV0j9ui/J0JNvkJMH9JOWLQqkW6dO0rtbDxlz0jBzDAQ5gHvp6cdlx9bNsmbFUrngvDky98yZsnreRbJy7hKzn3z/tYh8Lx99+IHRdPgdc3usMW+y9quWVxysrely7dq1rvIgmi/WlXVshZ3CzrVzK+yiDztSNvG2TfCzjf0CAJ07dzaOAWS/WLdunRGwCFnrfp+VlSU4ZyC4vA620PYxBwcsUgrn5erm55vvPbt3lQ/fOiK/e+0l+eXzT8oz+x6Qpx96QPb/7C7Zdvk1Zp8LF8yVc2edKSOHDpLMjAyzOJ1L4uM3S0LCUnMvmeNjsd6ZnJMFb8yuXTpJ397HyZQJ42TU4CEy+uRhcua4Keb/f/vwt/Lvzz6Qb7/8i/z1kw9Ne3bdcoPk59U2Xp3WkxMtlPvvN82a+++m3bEtNKVYZUGoss6jsFPYKeyqoA+gGQA5Cm62adPGmM1sEVZK9rBgLqOaAWu+k+rJzrHwewAZChMvf6fNAAIPy/j4OAMPAJScMUxePLBfXnjyEdl37y654+br5LorNsjmtWvlussul7WLlktycivJza1lTJ0cg2N17dxRpk4aL1suXyu7tm+VqZNekhFD3jCf+R66rFi6SEYOGywFTZtISkogWXJaaqq0btZChvcdZGD3zi9fkHeOvBAA7v4H5KG775D77tghd910s/Tq2t3s06hhPbPm5YP2h86DefkZ0LZQSNOPeLGqLOhU1XkUdlUg6KrqYZflvKrZRU+zmz9/vhE4QM6CjjmiVq1aCcCz0HMWZCXYF285YGddyf3iIUg70RxYgAPxcdu2bZP+/fua72y7c9sN8vJzT8o1G9cIGtys00+XMyZMll6dekhyISQbN2wgc2efdQzELNRmnfmsDOj7TrH/t/s518CvVs0awXYsXThPjrzwtDxw122y9eqNsubiZXLJokWybvElsnr+Mkmtucjsy9wi7SYnKWs/mZNpKy8LgA/I3XHHHULFg7LIBz/uq7BT2Ll2coVd9GBXUFAgmCJDQWdhh7YH6Jyws6ADdgRXW2HldS0C0KFJWI9GvBxp+z337JQf/vl/8p/P/mRgcfaZp8ulFy+VaZMnyMSxo6RGdrbZjrkSIDkBVdznBec9IT27vRfWvm7HQFMMaD25MmjgicZkOuWUU2TskOFy5ilTZeH0OaZN7DNmzBizLwBH42YdGrjt1WfjfFnCjH7ttde6ygA/Aq2kNivsFHauHV1hFz3YIWAwT6LNWY3Ogi5UqwOMTq0OAYom4YdadaGgO+H446RWrZomTu6LP78nf3z7NXnvtVfl1Z8/aa7p9FMnSMf2bQ1E0LbGDB9aKriWnD/XwLBVi+ZSq+Z4SUo6JNlZmcE5vRo5OcZs2a/P8TJ25LCgydMNdnYb+wI0TJyD+veXsYOGy5QRp5g2/vjff4rI/4S/M6afbrZhBrRA94tpmRcO5oHpR7E+V2cBqLBT2CnsKrkPUEMMTQAtLRR2xWl1VrNj/g7B6lWtwbaLhM20MzkpMDd2Uv9+UiMnW46+cVh+dfhZee6xvfLkg/fKY7vvkd03bQuaB3EoKUmTY34ODQwYWsB06dhe6tetK1mZ/SQ+/g2jRaJJsvBiwb7t2rSWGadPNnBKTk6SenXrmPk+Czi3NXN7vFg0axRY8/mbv/1Rfvz67/Lvr76UT47+Ri5ZvNC0g3i87t27m+fqB5Mm5leAR007C4NYXyvsKlnQ+aVDqWYXPc2OPkCxVZvB32p1gM7CDo3OTatDgONRZ6Hi1bUx6yUGQEeAeO3cWnL4mcfkqX33y+7bb5Ebrt4oV625VK5adZmMGjjEAAMAuUGHbYQmWLf/3j17SEaRxNDJkp7dXdKyxkl8wp8lLes4SU5tLikZXSU1o5ekZfaX5NSOEhcXqJBA22rn5pq5QAAG1HBecTs3c4Q2J+fT+x6Q93/zqrz1yvPyyrNPyBN775H9u38mi88910CRucgTTzzRXIsfnhFmV8zpfpFJFW2nwk5h59rZFXbRhR0Dt2vXrkaQEkZgzZdO2GG+dJow7VyLVwFn24XGAFAASfduXcyaz/vuu0vu23WbrF6+RObOmiGnjZ8gTRoEioniVekGm+O6dTXhAzippBaGK8THJ0lWzV6SltFCEhIDHpFxcQkSF09Q9BeSkFhPEhLrS0JiXYlPINSBXJsB0MUnZEtyeh9JTAt4VqId1qmTb86BBlgc9AAiLxrrV10sj++9x3iMXr3+Ull/yXLZeNFKmTwqYOYEIP379w9qe/aeeHFts9dUFCJ++b3CTmGnsKvCPnDw4EETWoAmAMysU4pTq7MmTPZB4HpRcNo20UYAwtKgfsBFH9CxXDB/jiyef65MnXSKjB0+3GhnSUmJrvNowI/5r9MmjhebRiyrxnGSmBQI7o6LT5GE5AJJzTpdsurcFVyofOD8Hvo5OWOUgSHwMwmkE+tLYkob0746+YHYRbQ+N/Ayl8d1dOrYXpYumiczp50m40eMkpkTT5dlZy80ac34P9eO8xGfeab23nhtbV+e/AKrirZTYVeFgq6iDy+av1fNLvqanfP59e3bN6gNWNA5tToEJdqSl2O6cHZAwOfXyjfhBWh4H334vsgP/5H//v1T87/JE8bJmBFDjfMHmpQbVDBnoiGhzXE8tLjEJMIDEiUptVuJMIuP/69k5t9X4j4WgGk15ktCUiAHZkJyC0lM6SDxcXHSqkWBeRaDBvQ/pn3nnDXdtAmHmLHDhpl8mhOHjpGEwiKyBqCFWq3VnLwGOWd76FOxlvDZOa6cnxV2CjvV7DzSBzZv3myCxxFGFnRWq2Mbgt8pqLz2mfZlpgc0Oz7v3r1bvv/33+Wfn74vf3/vd/LOi4HUX/zPDXSzZ0wTnEdO6NnTXGum0eSoSJAoSWknhgWwhMR/SUbth8Pa10IvI+/aQm0vThJTukhcfLJ5sQAEmC9Dgcw8Htpb6+Yt5NSRY01buabA34/G0xbPU7bZzDdee1a2PTjw8GLhhEKsflbYeUTQea2DqWZXuZqdff5UhMazj2BfCzq8Nr1uwrSBygj4mjVrSIc2reVvn7wnv3v9sPzqxWfll88ckKfvf8AAAEeOUIBgtuS3OJ6YdXYAFkkp3csEroSkzyUj9/Ey/cZCL73WKolPAK4JkpjS02R5mXfOTBPKENpegEc74xMCVdLl+3+ZfJry44/yn3/82QSZ5+Rky4wZM8x+Xg0VwZSJBkrqOtsHY3WtsFPYuXZyhV3VwM4Kmu3btxtPOUDHW7iXvTBttvyChs0lr9q2JU0AACAASURBVHau5GRnm3RbtrLA3dtvkp1bt0rHtu3MPFwoOMhVCTjQpFIzOkpScr4wJwd8LIjCXSem/EXSaz5d5t85j8+8Hu1JTAk4sbRt08q026Yls+3v2zswh7f/3l3yz0/fk6///rF8+tG78varh2TTmlXmGBwHLZ1rs9qU19ZUdBgxYoTwomX7XyyuFXYKO9cOrrCrWtgheBBCBJ8jHBGaQMVrgpL2AOKa2YWOI3FxctOWq+SRPbvkxs1XyGUXL5Wl8+fJyX0DLvmh3o42gBsYpGV2l/iEVON44oRPWT4npf5R0mocqhDsOB/zeZhPE5IKzL23Fc1DgUfMX1paqrz16vOmNt6TD98rD+y6TXbfuk2aNW5s6vJh8uT6vFoaCEcgrAl9+vSRPXv2uMqDWICfwk5h59q5FXZVCzuEy4EDB8zckC2J40XQISQR5sCYeDrCAq7btEE2rbvU5LGcMn5cEHQDT+xbxHw59OSBBgLAMjUDLSpeklJ7VQhUyenvSmr2Lyp0DCdcCVWIT6htro/sLoDBanZ2zfxj0yaN5L5dt8p1V66X1cuWyEXnny9rLrg4eH02/s6Lz9DW6mPNs0ATjQW4hV6Dwk5h59qxFXZVDzsGK9lWyHaBEPKioERjaVKvSRB4gO/M0yebbCWU4hk9ZIhkZWQe4+iBhgcgkwzo+hhIhuuE4oRR6OfkjN9KatZrEYMdx49PqCUJiQ1Me/EmRcuzoLNrroXAd5xsJo0dI2MGD5PpYydL9/ZdgtUdmNdk7tWLz5H20y4SHRBEf9JJJ8n9998vTz75pFBDMRQcfvyusFPYuXZkhZ03YDdu3DgjIL0YcmA1TgTl9KmTjDOG1fLYNn70SOncvr0J2LZQsOt06vOlpUlSaqsA6EoJKQiFWnHfAV2r+k/J2O7LpUPLLRGDXiCur70B3kUXzDcpy+y1sCbFGS8ko4YOltFDhsrYweTTDDjdcC+A+sCBA81LgRdhx3MLNbPyfBs2aGiui4w/aLXEgWJOHzJkiAwYMED279/vKj+8CEOFncLOtbMq7LwBO5L04hruxfk6hHu9vEBVA4SlyI8mpu7Hb76Qf3/yoQEDgj401yXu/AP79jX/j0/IqNAcXd/2G2T3af3kV/ObyReXZIqsiZMPL2gsvzm/SfD7R0vy5dA57WTegNnlhh/hCZhZE1N6GdMk1zX/nJlFNDwqNJCj89TRP4UjsF9CYk5Qu+NZhkLFC/ADZMfk9GzUWBqzNA4seAjn5tYWqppjvibVGJo9+V2nTZvmKke8BD2FncLOtZMq7LwBu1WrVhnTkhU4XllbD8z4+ATBPX/MmFEmzOyrv3wgf/vgt/KnN9+QkYMGm+BypwY0efxYo93Ex8VLcloPk86rOC2tpO2n914kz5/T3gDtxgnDBeg1bLzdeGLiken8LRrezL7zZd+ZPQ0Md00ZYPZ37hPO57Sc2QHgJXcwiaSBm/PabDhCVo25BuQ27k5+/M4kXQYMHTp08KRJGnjRvmD/KgRdoxDgBf7fRJo0/mmhsDBQ9xLY3NqisFPYuXZShZ03YDdy5EhPmr7QBGpmBwqXIug+/cOb8t5brxmPxJefelyef+RhI9RDc17yu+ysbElK7WAEJF6P4YDG7gPU3r2gnrw0p60APLvdromxI9bOfg9dA8TrTxkpX6zIEKAX+v/SvpOiLD4hkCkG2HXq0L4I8LIyM83cnXxHKaDvhLi7rz//REYMOdmYPskqw/3yWhox+/JiYQfkAkujgHbn0PDcgIdmv3HjRldZ4gaeqtimsFPYuXZQhZ03YEeCaABhhZBX1gi3AT1OMuER+Xm15eDjD8mDd98hO2+5QW7dco0M7t//GM/FoScPkPmzZxlhn5CYX2rqr1DwYIbETFmSOZLsKWRRCf2t23c0PcyfZZ3bIyQhMZmQgzTzIhKq3ZHv88tP3pV/fvahfPze7+Q3Lz8nTzyw21w3oMPrkd965VnadjghTEHan5ZCc+YxWh4xoAEND5M283pVAbFwz6mwU9i5dlCFnTdgx7yI12BntQCE4+qLFsvShfPlrh03ycbLLpEl886T884MZA3p3rVzEa0HJw3q2yUltzRB424AKm4bWhhgQrMrbh+2kxeT/Jgl7eP834qhpxmAntlnQdi/Ieg8Pj7NwOvUU8YIsYJO4KHxnTV9qhx++lFTBujeO7fL3dtuMiZdoNCuXTtPautOJ5WfQBeAnpm7s7Cz68K5vMaNmpj5Pjw4wwVPVeynsFPYuXZQhV3Vw44UTgggvOLs27cX1jgy5GSSVitQzeCGa66QCxfMlWmTJ5hQg97dexyj8WDOxDmD35CSC2A4oVPSZ0D39KzOYe9fWuWD0HON77HMAG9Ut0vCPkc8VReSWhhTLfk8nbDr37e3mf/ac+d22Xz5GlmxZJFcOHee9OlxvPFa5ZlyH7zwLJ1tAMTWSSUUdnx3BV6jxpKeli4LFiwQcrtWBcTCPafCTmHn2kEVdlUPO3JjIhS9Nr+DI0P3dj2F3I+0b/qUSTJh7Cjjdj926DCpl1/XOHA4AUAKsXr5dSQxlfp28WFDBZMl3pShgCrpe1lhx7GY/+M8zOmVdGz7P0oLxcenmutH8w6dm+S+nH/u2TJz+mkyYdQoGT1oqJwyKJCGjP950SsT0Fkrghvsgs4qhZod5lhiQDt27Gji8cKFTlXtp7BT2CnsPNgH5syZY8r5IBidb99e+Gw1k+5dOpuacLQxdHET/vwOBw8WC42S1pgsmaMrzXQZeoyylPlx/hbHFebxnNtK+mxCEZJbS5tWLQXHFCfcyapCGaCRQwisHyrjBo+QqYVxd7wsULDXgsULz5Q2EMuJdsdnd9hh0mxsQg54loQbTJw40VV+VBXQSjqvws6Dgq6kB1ZZ/1PNruo0u2uvvdZkscClG6HiFWFIO5yB5ImJCXLo0KHC0jY/GOBl1QhkRnEKfuLsBvY5wVQTABDhJnh+fV7zEp1RigORKfNTzsoHr5zXSpjHK+7Yzu1URE9MbhGMu3NeM/N4BM1PGD3KxN3ZFwSuv25+vrRt29azz9b2t1DgEZ6A9rd8+XLPe166yUmFncLO9c1MYVf5sMObjcTPOKVQ7YDg4yKxT9YhoArXpLtKSw04ZyDAzd//vpP/ffO5fPO3T2TN8mUSGn+G1pNbs5YkpnYwjh1OYBT3mfkzHFKK+39J2ytS+QAtMlyzqU0WjVZ749VXmFygFngkjA7VdvmekNRQxo4cZkDHdwsWL6xt5XLbFgs7gsnR+AiD8XPqMIWdwk5hV4V9ACcUhEirVq1M4DHaHKCzNeyIy7LCxwtrTG91cgPCLyU5WeSHf8uXf/8/+ejt1+S9N16RAX36HJMHEyhSyTsxpX3YJkwCxksKMSgJdhWtfABk3WL43M4ZF5ckSckNpXWrFtK0caMipkyu+6OP/lCo+f5PqHn3/IH9Jn0aoOP/XsuM4wQwsKtXr555ASOTj5u25KdtCrsqFHRe7iiq2UVHs0NoTJ8+XciCv2LFCiPwiLkCcjik2IKtgM3pMOAF0NEGNM2WTVpJbq1aBmq/fvk5eemp/cbF/rE9d5ukz870YCuWXWCKoBrhnpAdlhcmcW+k/nKDSzjbKlr5wGZnCedcJIlOTmkttWrWPEajRcO9+oq1Ij9+Y4D3jz8dlb8cfTOo8aEteS11GM/JOkQxr0hiaC/LqbK0TWGnsHPtzAq7yMKOeQ7cs3lTBm54srFQTsUuFnS2YCtaHRnovQI62oE2clynXtKsaWPp27uXPHTPnbLt+qtl05rVsnHFCiPIzz93dlDDwVHlgvPOKRTw8UKOydIgsm3iELnt1JNL3a+440Si8sG/VqZJuxaltxVnm+SUAvMSwL2xZkzW9erWMWWPPnz7iLz9yxfkhScfkUOPPWJMguzLs/VaFQSrbeItunjxYlfZUBbAeGlfhZ3CzrVDK+wiAzsgR5ketDRMVi1atDCZ48keX1BQUAR0brDzmjC05jdq100/bbJcsWalLDxvtpwx+VSZMuYUAzWnwMdRo0VBM0lMbRN2yAEmTGLfioNZadupfADwStuvpP8/cVa3sEyZxAsmJNYIamvOa29e0Eyys7LkwCP3yZ47t8n2666WG6+8wgTWo9Xh8OE1j0xgh7YZC2bLUNAq7BR2Crso9gHcudHgSPsF6CzsAF1psEMgeq20j4FdXLzR6vqd0FsmjhstE8aMktGDh8igE/ofAzs8D/NycyU5Fe/D1LAAhINIWVN4OcFF8VZMmc5tZf1MGEI4Xpk4qcTHJ5rr5nk5K7Fjzs3Pz5MdWzfLpcuXmFRpZ005TbIzsyQzPd2TDkjADgAzlxwKC79/V9hFUdD5uXOoZhcZzQ7PSuY+Ygl2AA9vw8ED+8uEMSNl3IgRMmHEaBnYu98xtesw5QG71IyuYVc4ILaurHBy7t/3xH3Srt1vZc2aNTLl9GvKdSycY8JNFE04AdUfrt5wmUyfemrQlIkJF43+vLNnyJQJ42TUkCEycuBgAzsC8nNzc4NxbV4xVfNytWHDhpgDHbJYYaewc+3YCrvIwI63ZFy3LewwX1oTZmmaHc4gXtLsrGs6sCPGLjljWNB8Z7YlNTNzV05THsHVebm1JTWjW1iwq6hzCnCbMWOXFBR8YGBXXuAR+oA51QlRt8+2zl1CQqrcduPmIplUKPlDPlCyy4weNkTGDRshE4aNltwatUz2GS/CjnniwYMHu8oEP7+8K+wUdMV2aoVdZGCHEwIu3OWBndfMmMw5YuaysDv03IFCt3pW38uhQrd6J+yys7MkIz1D0jLR7GqVCo/ura+SPy/NLXU/N/CwDdgBOOdSHu1uWNdVYcX5WdhxT4gndGaOOWPqpCIvA+zDwj30qmZH26io7newubVfNTsFnmvHVthFBnYMOoCHORPNyKnZWS9M1s6wA+uN6XnYHXouALsfvpHvvvpMDjx8/zFmTDQ78mKmZwG7mmFBrCJmzEjBjvCDcFKHOWFHqMG40SODZkxbzBXAFd6oIPwI3SDcxGtJA2jP1KlTXWWCG0D8tE1hp7Bz7dgKu8jBDs828giOGDHCJABmDg/TpoWdBV2oN6bXYOc0Y6IBbLlirfzw7Vfy1z+9L39442V59uG9RmtxanZGqNfGjNk6bAcVYuzCTcjspuEtu2h9ULMrj1bHMXFOwUnF7fjObaQ+K8lBhYw4FnTy3Vfy3ZefmZCElJRkM2fnNdgB5rFjx7rKBD+Bza2tCjuFnWvHVthFDnbOgUcZFEIRgB3zI6yBnwWezZ5iA7i9GHqAQFy57AK5aNF8+eXzT8oz+x+QR3bvlId37TwGdlTyHti3r2TmUO0gsVR4AJJw6tY5gRP6edY5mwzs2ne7Nazzhf6e7zinhJPBJTX7TElM/Cl9Go47FvaEXbRu2ULkx2/lv//5l3z23lvyp7ffMJpuakqK8dL1WoYc4uvon84+GyufFXYKO9eOrbCLDuycggOND8FC0UuEDJqTE3YIQi/CrmH9QH7HEUMGye47bpHrNq2XdZcsl8suXGpg5xT4uN9vWHmxibEDkm5gCd2G+XDhSTPD2jf0t3yPBOyOzG0h43pcVGobktJOlNTUvOBcnAUd60YNGkizpk3k6BuH5bUXnpJn9u+VZx5+wNwjNDqSC+Ct6RVPTNpBxpQTTjjBVSY4+64fPyvsFHauHVthF33YOQUG7t54XmK6xPSF4MGT02vCEPNlfl4dkwuydauWsnr5Eplz1hkyeew4mTxqnNFWnU4as2dMk7TUQN23xMR0IS7NDVDObWVJ1+X8nf1cUdiRDDrcdGVUPqiR3UrS09PM83LCrkaNHOnWpbM8ev9dsnPb9XLDpo2yZd06AzvAz8uMl7xt6XO0CxBv377dVS44+6zfPivsFHaunVphV7mws4Jj7dq1Jq0YgeiADo3PS2/+dh4RMxzC+pTRI2TciOEyevBQGTtouORkZQvmO6fQR4ACydS0fElODy8NGIHlZa1jFynYYcIMJ6Cc82GarZHTWjq0ayN5tXOLXDfhGetXXyLXXrleli2aJ7OnT5MJw38q4ApUvFaFnmeFaR2zuu2TsbJW2CnsXDu1wq5qYIdg2bVrl6mEgAnTaw4MABiNE3hRyQDYjR85UiaNHCNTRo6X+PhkychILyL0jYZKPtBa7SQ+IadUzQ6IAJtwg7ot5Oy6opod3qDhOsgAB4LKL5g3R3r36lHkuvnf+ktXyBlTT5VJ48aYLDNd23c098++AHip6oF1QOLlCk9RXrhiBXRch8JOYefaoRV2VQc7BuYFF1AtgMwc3ireamvsBYR8QGOjjfZ7YkqnY8IPGjdqKD27dpFaeR3NfhZKJa2BzZcrMsKGjvNYFYHdZcMny9OzOoUFZLTU5KSM4HNyzlWSWYZ7cvrkCTJ+zEgZO3yYjB8+UvJr50n7tq3N3Cz/95LWbuMoaROxobzYrFu3LmbyZCrsFHYKO4/2AeZNMjIyPCUQ7ds/gnr+nJmmGKnID4Xu9f8T+d83Rvg7c0QSb4ZJj9+kpNYIq8wP8EK7CyeLiRN0fC4v7DCbotUR2B56TLfv8QmZUjOH+bp0M2fnNN0WNG1SWJk9EEjOtQeWeElOSvJkqjD7ImNhB/Dof5iun3vuOVc54SfNT2HnUUFX1Z1INbuq1ex4/nhrIiC99PZPW2hTnfy6xrmiZcvmIv/7dwB2334lX3z6vrQsKJCunTsWMekZ78PUVKnX4Liw0oZZuOCZGU68m92fdXlghybJPCHOMc5jFfeZ+DrMlyzMx4VeL3DfvXu3iPwo8uN38r9//q0QdgHoYdr1mqct0AZsTtjhnWmD3+mPc+bM8S30FHYKO9fOq7CretgBPAOWOnU8BTwcU0gBBsDwQvz8j7+Xv338rvz+16/Ka4eekgmjR0lSUmIR2AGD0UOGSEJCkrmmrNzSa8VZ0AChcGLe7P7lgd2jM3qUCap4YWak1zVaLM/IacI0OTGTkgIvAN/9W/7z94/lq4/fl+s3bvDsfB2Ac3r/otU1atjIhCIAvIYNGga1Ub4PGzbMVW5U9Ut6SedX2CnsXDutws4bsAMsXqtmTXvsPB1rStgQWL73rtvkZ9u2yp03XH+MKRMYAAX2r1GrWVh5Mi28BnZaY8yL4XpIlgV2aHRoj9Svs+cLZ8215GQ1ky4d25ucmE4TZs2aNaRtm1by9RefyZ+O/kbeefUF+c2LB6Vtq1bSuFEDad26tbkXXtPYeXkhFMKArlFR0DVo0NCExDSo38D0x/S0dJMCb9y4ca7yoyToVNX/FHYKO9fOqrDzBuzIjO812FlTZuNGjY357oRex8mtN1wja1cskwvnzZULZp8rDerUM2mxnBCom58nvXv2MNodGl5q1ulhA4ZqCGRWCcdDM1zYUdkArbGsZlK0uuTkbANu4I0m57xOtq2/dLm89NR+eeyBu+WBnbfJvTtuNfsDFIq28hLjNdjRbpxU3GHXIAg7gFe/fgMDO66jQ4cOvnBiUdgp7BR2Hu4DCB+SSHtNMCLksrOyJTEhwZgzzz93lkydeIqMGjRYThk8UqaOnGC0FycErHaHg0b9Rj0kLj4lbNhZbQvYvbOwkUzutbjY35YGO7S5a8eNMtpiuHN09vwAmtp1LF06dZCaNWoUAR3m2tq5teTp/XvlzluulyvXrpJVFy6RQf36y+qLFge1W6/F1wVfYAo9MQGeMV8WmjBJdADkLOhwVKpfL7CQCYb+cPjwYVdZUlWaXOh5FXYeFnShD6syv6tm5w3NzmZV8RrsiMFKTAhU6EZbad+2jYwaMljGDBkmE4aONkIdU1/dOvlFYNCqRYFs2Rgwaaam5UhiavdioWUBE7omlRhaHloZpk3g5dynONjhbQks8bjcc3pf6dAi/HlDe3yCyDPTG0lKcrK5RqfXKWDHMeXM0ybLnp07jOPKjNOmyLjhIyQ9Nc2U9QEgaFBee57A17bLFXRFYPcT6ABeg3oNzL3wusemwk5h5/o2prCretjt3bvXzKEADa8JR9qDcKxbB6/MbJPncdKYMTJlzClB0B06dNB8djpvAAQcIdB+6tQNxN2VxZxpocPaCa+3FzQ2c2/A78aFZ8juNafJ6lPONCZK5uT4f3FwdB6zpM8JifUlOSnHXNOubTcISa6dmmtBM8INAt6WM6dPldHDh8joYUNlUN/+we2Ue8Lr0WvPkzZZ06or7IJaXVHQAbs6eXXM9VXmy3h5zqWwU9gp7DzaBxYsWGDSSQEVr+VQRFjjOo+ARMDTRgLK+fxT3N0P0rNH92Pm7pjjYn+WOvWohhAvuPKXBJqS/pdX/w5h/g2PTebfXl/eUT5Y01z2zuxnND9MlX3abyz38Tk3CZ9pZ0pKrnTv2kmoXecEnTXR2nvAfSC7zIRRo82+LZoXSKtWrcw1YwL0GuzQznmeofN1xnxZqNUZ06XDfGnNmDnZOeZlpzwAqszfKOw8KugqsxO4nUs1u6rV7NDqmKvD7OV0CfeakESok0uxbn6+Ad0PX/1F5H//DLjdf/Ol/OOTd42AnzxhbBE4tG/XRsivye/z8tubHJMUQi0JauH+z2nGzMy/r8LHDIAuTlJS8o1WRptDzZcUqe3Zs6fI/74T+e7f8u3/fWKuLTljmFnzG6f25MXn6OacYmGHQ4pzng7Q1atbX3Jr5kpCQqIUFBS4vjS7yZaq2qawU9i5dlKFXdXB7p577jEemEAEoejMbOE1IYkAJ1k1whxNDY/Mv334W/nsw9/KO68dllef+7kc36P7MSnE0Irq1a0ji86bY36bld2gXA4rbgB0wi6j9sMVgl1yRiBxc0pKPaHgKtd58oB+RcDduWNHo+FC+G+//Ey++vhd+evRd+TN5583+zdqUN/AgN96UasDcrSNvhVqwrQOUphfcUTJrZVrnjPPOiszS1q0aGFKAhFwXlUQC/e8CjuFnWsnVdhVDeweffRRY7K0ZX4s3Kwwst+9tKZtODhkpKebcj4UdD3wyL1y385b5c6brpfbrr1W6ublC9qP0/THZ8yBp54yxgjb1LRaRsMLpwyQG+TstiKwy3283LBLTOls2pWUVNtkFkHAh1Z0QMNj+8B+J8inH/5O3nzleXn9+afkF08+IRfMOdf8j/sDLNDQvfTcbFswXzozpxjno8SA8xGmdF66CIEhe8rUqVNl9uzZsmPHDle5ES54qmI/hZ3CzrXTKuwqH3br168XKpmTj5AirlYYsUagejHejrZZYYlQnz51khB3d/O1m+TS5UvkgnPnyMJZc2TV3GUmJ2SH9m1dgTd80MkGLFk5TQOASTux3JBywi695tPlOg6xdPHxiZKYWNNorsCgbeuWx7QdgA3o10d+8ezj8vMHd8ueO7fJrpu3yu3XXmd+l5EecMv38ssK83X0OQu5Nm3amLg5P2hrZYGmwk5hp7DzQB9YsmSJiVfjDdpZrdwCz8vzPbQRgYkTDVBmGTdquJx6ylgTdzdu8AiZNXG62PkrqpeHanhofTduvsL8NjOrkYljw/vRamtlWTthl1bjUJmOgWco4QXxCekGujYRcqhGR/uBA6bYIy8+I3vvut1UbF+59AK54NxzpV6dujLkpAHmGIASE6B9ll5bA2KeGRUOvB4rVxa4he6rsPOAoAt9KF74rppd5Wh2+/btM04oCETmR9xAh3B0xkF5TVja9iE0WzRvYerZcT2jhgyRsUOGF4m7Izky+7kBr2njRianJuZQgrYTkzKMB2RSatlSeTlhl5r9i7BghzdoQmKeaVtCAubUOBk9aqSBwMRxo4+BM5BjH5Ybt2ySdauWyzlnTZeJY0ZL+5atze/4Hy8AvAh48ZnRJpv6bfXq1a4vvV6QRZFqg8JOYefayRV20YcdQbi8UaM9UBnagi7UhGkFJcITINrvXltj0rOhCGg12VlZMnXM+CAURP5nvDSvuXqT2TZ44IBjIAIEuc5WzQvMOjklXxIS0oy2hVdkOBpeEdhlvVbib5gfjC+EW3w8xXID81d333azaX+o1yUaHaCrVauWyA/fmDbOmDbFBJKPGHKynHziieaZ4mnKc/T6M6Pv8cwiBRQvH0dhp7Bz7egKu+jBDsgxL4JpEoEI6MKBHTDxqpODBS9aDCY7hDyxZ1Qu5/MP//xMfvzvFwZ23/7jE1k09xyz3c08CGCyCp0m6uQHtK2k5NoSF4/TRLyBE16SxYHPCbvk9HeP2Q8tDnDGJ9QwbaB6OselncQFsg4t2WPNrjia4Dz04w9fy/df/Z98/elHZn9+M2HMKJNZhawxvMRwL5jPtPfGi2vaffHFF7vKAC+DqzxtU9gp7Fw7usIuerDDvZtkwLhtE5/UrFmzsGDndVMmwhzXegR97dxA+imE6awzT5c/H/21fPTOa/L71w/L4acfk4OPPSQrFy8yXoAUOrUwca6nThpv4AFgLPQSEnMkIbFWEKLx8amSkFxg4MV8G5rarNmXy5o1a6Rt59WSkPRLUyw2KaV7oQYXqEEXH4+pNDMAu/h4GT5sqPmM1kYOS2c7+AyAedGoUSNHfvj+e/n84z/IH99+Xd577VV5+fHHg8ADklwz4RiYcr0IONsmG9JSHnD48TcKO4Wdwq4S+8C0adOkc+fO0q5dO2nZsqU0b948CDundmcFUugakHjVK9O2FSgj8KmBhnbDZzS5g48/JA/efbvsuGGz3HDlRrl23XpZOX+J5JBQOjHhmEBtCxxMm4CGYw0Z2D8Y74Y2lpCQLWhmwCsunmwuiTJjxgwDu4KC5hIX95yJ3wOK8Qk1g9ocbcKEd+6ss0z7cDZxM1nSBmtanXTKaDn6xsvy68PPyrOP7ZUDD90nj+++R+658RajGVqHFI5LW+398OqavoSFwY/gKk+bFXaVKOjK84Cq6jeq2UVHsxs/frx56+/UqZOpa2a1u3BNmZgIva4xINytZybepbQXuBzfq6dcftkKuWDuHJl12mkyivEg5QAAIABJREFUf/psWXneheZ/uPmzT3HmQ6BDmjG0QCotcMzpUyZKw4b1DfwQ3Pye5SfYMe/3euHxAynXyHJy364dZhsxfiWdDzMs18ExL75wkbz8zONy4JH75J7bb5atV18uV6+9TK5evUbyatWW+XPONvvZ6/Yq4JztysvLkw0bNijsvvtGHg5Z4qpK8Op5oyN4S7qvCrvo3HNilxDM3bt3l7Zt2xrtDlNmuLDDTIjwdQotr37G/Mi1YqbNyc6WRg3rS4d2bWTciOEy6uQhMm7QCJk5Hlf/QD7NQ4cOGccPtLjxY0YeY0q0mh5rtDDm+2rkZButj2NwLiB49aYrjGbHi0R8/Ifm+PwvPS3NwJIMKKHJqZ3H5rM1R/bs3tX8fvPla+XAvgdk1/YbZdVFi+W8WTPk9PETJDM9w8QWcn5eRDiPF7OkhPYRmwfT65UKSpJRZf2fanaq2bm+2SnsogM7Bihv/926dTNFL0NNmaV5ZCK0EOg4t4QKMC9+R6gCgkYNGxnTHubKevl1ZPywUTJlZMBT8/svPxX5/isR+ZF8W9KrR3fjIYjmxbxdKIiK+w7AgODFyy8ysFu1/EJJS/067N87IYcTyvPPPCbffv5n+dsffmeuYeHcc+T8OWfLlInjZPCAAeY5WChiBuU68dL04nMIbRNQxtRKarqyQsOv+yvsFHaunV1hFz3YLV++3AjG/PyA1x6CB/dvCzGEpl3YhqaAtsP+CC3m7Ph/qADz6ncLPOu8QpYV41VZaHr86/tvy2fvvyUf/+E38uYrh+QXzzwuL/38UTl1zFjjoML9QYsrTRuzENx0+UYDu21btwhKo91e3HrUsCEmnIB72qB+PbnqivXyzy8+lz/+9nV5/1evylsvHAo+j1PHjzW1+9jXJr9mjo42ejksxNk3rKmVROO33Xab6/j3K9BKarfCTmHn2tkVdtGDnR2QvFVjRho9erRJE0a+QTJYsI2FPJm33367AMeJEycaGAI/65WJ0HIKMS9/RrACiFo1AwHb7dq0Mt9nnXGavHbogLzy3BMm3dbu22+R227YItuvuUZu3LBJNixeIYmJOdK6VUsDFKBP3Tjm74qDVziwQ2PE8xJNk3bhwPLigX3y3m9ekTd/cVBefuYx057H771HHrzjTrl5w1Xm/BbSPAcA5wevy9B+gUbHCwj9Z8yYMa7j3/bRWFor7BR2rp1dYRd92JVHkOzZs0dGjBhhNEHK/4QKMi9/t5C2c3kEXgMbtKnnHn9Ytl5zuZBu6/zZZ8v5M2bLyrlLgxqV/PC1EJR+zVVXSnZ2VrDUDvBLS001c3Fof3hOnn/+fKPZTZ08SZKT/yWNG/U1/8csauGG2XH0yGHy1CN7g+fAW/Slpx6VR/bskh1bN8vV6y6Ty1eulGtWrpOh/Qaa/azHJeZnq5F7+Z6Hts16yrIdUy3XUJ5+6MffKOwUdq6dXWHnTdhZIbN9+3aj6SG8QgWa179jskXIMo+HVtW8oKn53rplcxOYPWrQEBl78vCg88rnf/y9/OvT9+U/X3wqf/7gqLz96vPy5ksH5eFdu2TxOedKQkKSdO/a2Xi3IsDPOussAzsCxJOTfiNxcd0kPj5Jrly3Wp4/sF9+/OG/8sWn78uHbx2Rd197RV57+mnTjhuvuVyOvPisXLX+Ulk07xyZMXWKnNznRMnMIKtKQrD+njXLsvb6vQ5tnzWV2yKtvHiQE9P2q1heK+wUdq4dXWHnbdghlObOnWsgESrQ/PDdAgNHG8DHMnr4kMD1NGgoE4cFyv4Aw3d++YK89crzgcoCD+2RB3bdJnt2bJed12+Va1auNaD6918/lO/+8YnI91/LbbduN7B74eePyXFdP5e4uEBFBeB29I3D8quXnpGDjz8oTzywWx7bfbfsuWW7OUZCfLwsXTRfJo8fK/37nGC0Z86fX5jFBecTTIB2HtUP99nZRuYUuR622bp1desEyvdUhxAEhZ3CTmHn4z4AJLweZO4UuM7POKzYXJqABEHM9cw7Z6b5zPwYlRIevf8uOfLC07L7jm3GSWX1siWy/PwFsmHJKrl0/jKzL3Ntv3/9JXnthafkui3XGNjdvWO79Or2gcw89QFz3BcO7JNnH3tQ9tyxTbZevVGuvHSVXLFilWxavqbw3MnSvUunYAgBRVdpU8eOHYNmUz9qc/aeh2p1mMHRhNNS00xJn1iueMDLocLOx4IumiYH1ey8r9nx/E888UQjkK1A8+MaUywaE6CzeTX53LAw9RjxcXXyasv0qafKrDNOl4mjR8u4ISNk5oRphZCKNxB76enH5N6d22Xj+rUGdmsvuUR6dXlDxg56wOx3zx3b5PEH75XLLlkqc8+eIVNPGS9nTpgiA3v1M/8HbKQKI4E1nwn8R/PkM3ODfry3ts3OuTqr1TVoEIAdLx1cJ/c+mjKlqo+tsFPYuXZwhZ0/YIcA8atZzQpiu8ZjE+gBF4QvTiB8ZhvxbACQJSsjQ+rk1pY+3XpJas1FZp+btlwpzz/5qKxZsUxWXLzcwG7WaWdIt3ZPSVwcWVriDeDOmjZVunTsIPXq5EtiQiBrCx6VhBFwbM5HkD/bLOSAgW2jX9fcQ0IkLOisVtegfgMT2lKvXj1zz/HQrGooRev8CjuFnWvnVtj5B3YXXXSRAZ5fBXFou5lbQpMCNoCc7+3btzffARJelZ07dTRaGPuwIMzx7kQ7mTlzpoEdGVSSky6WuLhrzD7sx++J88MpxgKN7eSIBLb8nwXY+s3bNfQ+2u82ro7vFnaYL1kAeb169aVe3XpSt25dc/+AfaxVKQegCjuFncLO532AeD2EM8LbCrhYWaONADwLNL6jhXTo0CEIMAsx9gN4Mwu9MVu3aiWJiXMkPv72oNbGviytWrUyQfpAFbixjc9+CQwvy/Pl+pjXtaCzWh2gqw/o6gVAh7MK118jp4bpR7EGPIWdzwVdtFR+1ez8o9ktW7bMCG4EdiwKayvYmXcC6tbUyfXyGcgDQf7PMnv2bKPZkZItI2O6JCfvNxoLzjD2twCA7zicxPI9497wEsA9tLAzWp3DfGm0ukLQ1cmvI/l5+cZpJdaqlyvsFHaq2fm8D1AuiAz2CG6EuYVDrK/RTIAbZjq0MuDFYuPsMGMmJvaU+Pg3zL1Bu2H/WDFPlvZ8uVZeCLjeIqArNF8ara7QfGm0OkCXn29gl1c7z7xExFLuTIWdzwWdanb+0cCi9awIDLaCD9j52T3eXkdF1nPmzDGa3fHHHy/16/eRpKQ/Be9PRY7rt9+ivdIXLOhKNF8a0AW0Ol6cgB0LxyCBQbT6bmUeV2GnsHPtyGrG9AdEN2/eHDRTIYxtvFosm+ZKg44Tdg0bdpCEhC+rHex4ASqP+TIvLz8IOgu7WMmworBT2CnsfNwHMDtZ5wMLATuvZb9Xt7UTdlw7lQ+q0z2gP1jzJSZe5u3Q+Fmys7MlIyPTzH2SH5SXIjtPZ0FXu3ae1M7Nk9SUVOOhWpnaVzTPpbDzsaCLZsdQzc77mt3w4cPNHBRmKrtYoc5bPfNY9nt1Wld32PHsMUUCuebNm8v06dNl7dq1pnoGc3BUOiC8gIQEmDnZLykpWbKzsiUAutpSOzcw37dx40bXl+Foyp5oHVthp7Bz7cwKO2/DjhJAxJSh2VnQ2TVgw3mDt3ve7KsT6LjWUNhhxsScWR3uA1o982wLFy50HdehICG8gDm5Ll26GM1v/PhAQV1KMZEmLXR/P39X2CnsXDu0ws7bsJs2bVrQ+cBCzq6tUAd0AK+6zd+Fwg4HFRxV7H2J1TWg43nzIuRnKEWr7Qo7hZ3rwFDYeRd2I0eONG/hFm5uayvQ7Zu+/V4d1qGwS0l5S+rWHR7TsGMuDtBdd911ruM5WgDx03EVdgo718GhsPMm7BYvXmycDMh64QY55zYLNmLPrGee3RbL61DYpaUdlry8OTELOzR3QNe6dWvXsewnIEWzrQo7hZ3rAFHYeQ92P/vZz2TBggUGdk6olfTZQg1PvOrisBIKu8zMPZKbuywmYcfcLOZqHFKiCYpYOLbCTmHnOkgUdt6DHXMxuJU3adLkGK3OZslwA58FHo4LmDXt91hdh8IuO3u71Ky5Piav277E9OvXz3UcxwKkInUNCjuFnesgUdh5C3ZbtmwxqbBwJW/atKkR3BZsgC50sf+za8BmzV2xnmElFHaADuDFGtwxTWOixit306ZNruM4UqCIheMo7BR2roNEYect2KHVERvFvAxrJ/BCQcd3AoYJSyCjCnFUfGYbwpH5vlgOSQiFHSZMTJmxBDtAZ+dhMU8fPHjQdRzHAqQidQ0KO4Wd6yBR2HkLdrm5ucaESewTRU2bNWsWNGda2JH4FzMn5krip6gBBySXL19uvq9atUratm0rJI4GgHjwxRIA7LWEwg7nlPT0J2LmWp0OR2juaOoHDhxwHceRAkUsHEdhp7BzHSQKO2/BjswXeNyh0QErp3aH1sZbPrAjKDicTPUbNmwwx4tFDS8Udvn5UwSPTAtDP695zszTcQ2Ajhcdtt16662u4zgWIBWpa1DYKexcB4nCzluwY8BPnTrVaG1odXjf2Ri6ESNGlGvOZsmSJQZ4zqoJfgaBbXso7IixI9bO/t+va6DGQvst6KhNx8vOSSed5DqOIwWKWDiOwk5h5zpIFHbegx0Cp3///tKzZ0+T4mnp0qUVNl9xDDRG5vb8CoHQdofCzu9lfggvQJvD9BwKugb1GxiNnsrrsQCkaF6Dwk5h5zpIFHbehF00hAEJgRGmzAWFgsOP30NhxzX4tfIBpmnmYG2MpFOjA3SAEIcjnI8OHz7sOpaj0Wf8eEyFncLOdYAo7KoP7BBc1Cxj/sfOB/kRcrbNsQI7m9vUhoo4QQfkLOjq1q0rmKLVlFnymFXYKewUdtoHZPXq1WbuBw0CTQKNwsLDb2s32Pmt8oFN6ozGBuRKAl3dOnXNHC77+lHjqqw2K+xU0LkOENXsSn5LrKwBWlnnod6ZdVSxGkVGRoYvgecGOz9VPrAel2huFnJo3TijGI2uXsB0iUYH6EgWgJMKc3o4MVVWn/HbeRR2CjvXwaGwq16wo6YZQhbhiiaHwwoanh/n8dxg54fKBzZG0nV+rhB0zM+xADogZ6qM5+cbzY7iqzwvv0GostqrsFPYuQ4OhV31gh2xeQhKazKzpktr1sREZrd5fe0GO+LsiLfzatvtfCnmYzsfB8zQ5qxGZ0BX1x10tsI4z3Du3LmuY7qyoOLV8yjsFHauA0NhV71gN3v2bKPZIXQt8KyWh1nTT1qeG+zIoOLFMj/ADfMj95fMOGjYvHhQl441c3csvGwYs2WhRofZMj8voNFxjNq5tSW3Vq7kZOdoqZ9iZLrCrpgb49W3k8pql8KuesGub9++xr0d2NnFQs9qQ2gNCGWvZ11xg50Xy/wAOWIc0dyKG9cAj6r05L5EyyaZQBB0tfOMI1FuIehq1axl0sXhUUuKuOKOWV23K+wUdq6DQmFXvWCHQEWIIngt7Ny0POaVENDM72FmsyD00toNdlQ98ErlA0IJmBNFY9u/f7/r+HMDEnlRARmORHmADsjl5hqNzoCuRk2jAQJRDUM4dvwq7BR2roNNYXfsYHETQLGyDY3NOUdUGvSsa7x1pvA67LxQ+YAXBWCFZkxZnvL0HRJ8kx7OathAMwi6nBqSk1PDQLRLly7lOn552uSX3yjsFHaug0JhV31gt3HjRqMtWMcIQOdc3DQ94Mb+mDbR9ICfV4DnptlVZeUD5tTQhAEUlSZ4QagoIBYtWmSq1qenZ0hNNDpAl51jYApIqXZR0XPE2u8Vdgo710GhsKs+sDvuuOOMOczCzq6dwHPT9NjPCnKEOUIWQc72qgSfG+yqovKBvTe8DNgsKGhikapQ8OSTT5rSTRyf+84zQGuMNUhF6noUdgo718GhsKs+sOvTp4+BHa7tFnTOdSj0mCfCHIfn4PTp0+WUU04xn8877zwjdK3wZb+qgJ4b7Cqz8gHA4f6gyfECwD2wzj6YiiMlvO1xcGIhvynmTbtN18eOX4Wdws51gJQGu6FD/yUPP/yR6291oB070Lx6TzB34fBgg5Xt2gk7+zkrK8uYLamlt3fv3mKfPU4XCHkEPsK9sr033WAX7coH3CM7j2nn05yQwxSMVtekSZNi75tX+0istEthp7BzHXylwa5Dh28VdjHQdygNg4nNQs5tjSBnbg7NYcKECa79xU0govEh+DGx2TWmvWhre26wa9iwg5AfM9LnZg4OqKPN4gVpr89qckDOasZ4u2pIQNW9CCrsYkBguQmaim4rDXaNGn0nzz77QdiCr6Lt0d9HR0hQ+RwvQRuwbNcWemhmCHGqIpTnGRAfBggQ9BZ6gA9t0oIh0gBygx3niFSZHzRV5se4LkBnnXOcgHNCzmrGBIZv3ry5XPexPPdef1N0zCjsFHaug6802OXk/CBHjrzr+lsdZEUHmZfvB5oJQLOQc64BFMJ8/PjxFXrOzO0BN2AAdICcDVAHGHxGuwQKkQBfpGEHpDBB2iBw7omzvaVBzr44cA/US7LqxobCTmHnKshKgx1vyV4W4tq28IQKWpYzFZWFHRDkf6QRi8S9BHDAzILBgg/QAgFrCuScaE1UXCiv5lcc7MKpfEAb0XRpE20BxizAjbbOnz9fmLtkH67BhmVYU6XV4uoXViaoV5jLkuoEaICDBg2KyP2MxDOpbsdQ2CnsXAefwi48WMSCwECYY2IEdAh0Prdu3Vquuuoq175RnmvGMQOnFQsH1qHgs1ofUECLcsIGANIu2sf/WBenCRYHO1v5gN8BUsyRnAvNEthyPqCFFynnIIWaW4YTtLOLL77Y7M8x+I2FnNXi7EtDncISPFQnQDssrzm4PPdcf1N0DCvsFHauAq0k2GG+xIypg6noYPLr/cB1HaGNsEfo9+/f3+RijOT1YAoFWFYDYu0EXyj8rOYHAAEJmhZgon1OEyig5rhOzXDGjBmyZs0aad68ubmmn6D5rMTFnWw0NbaxAFC0NjtvybZwnXBuueUW6dy5s/m9gZzV4mz5HVNnLlBrjqTNaIS0KZL3VY8V/hhU2CnsXAdfSbAj5AAHFR1o4Q80P9yrxYsXR82BAm0IYW81ICf07Gc3+KEhARR+d/jw4WP6HKAeOnSoECsIsNHYML0CO37Hd6sFhlY+cGqWfAaa119//THnKOnZcV3kFQ1om4U15gqLqTLnmVdYmYBclmh2bCvpePq/6I0phZ3CznXwlQS7Xbs+lt69v3b9nQ7W6A1Wv99b5uGsmc9Cz7m20LNrAALAyAdZ2rWzz759+4z2Z82YvXr1KmIqpfJBrVpLj9EogSyaY0VMjMQeJiUl/1SRIC/PVCgwCZttCZ7cXGPKLe1a9P/RGUMKO4WdqyBxgx2Z1AMT9hMkLu5BY07SuKHoDMxYFHj0HTQ1C7zQtRN8aFnl6Vs4gJxzzjlGsyMNGiCz8MzK2iY5OWuD3+122oTWWZF7joaHSRRoBgHngBy15tDsMLeijVbkXPrb8o05hZ3CznXghcKOAcq8Rvfu3aVt26ulTp390q1bNyM4yNGnA7B8A7A63be2bdsas6J13nCuneBDoyPYvbz3hkrdmDF79uwZNJsCUkCXmXlLcJs9Jw4plM8p7/ns7y6//HJjTsW7lWOapRByttYcMHRzerHH0HX0xpHCzuew4+23IuaX4gZXKOyYE+HNFO2uRYubpVGje00+PuYgKhqHVVwbdHv0Bn5V3FsbwM4cml2cwOMzIQ/0MzSl8rbxkksuMbDr0aNHES2yRo0lkp5+zzExhWhkt99+e7nP52zn1KlTzfwd1xAAXKCgqqlMUKOG0ew0sLxq+rXCzoewmzJlipnLwCTCPAiDNdL1q5ywQ/BgViLZbL9+/aRhwz3SrNlWOeGEE6R9+/am1IhzwOvnqhnMXr/veDriMMILkl0s9Owazac85kvnteMliWbHmHDCtFatiZKS8mIQtJzTemE6f1/Rz7x8cq0AzkLOlOAp9HhVM2bVjA+FnUdgt3PnTjNAGaR8Lm7AAR7mPsaMGSNXXHGFrF+/Xi677DIjPCKp4Tlhd+211xq4Hn/88cKSn79PmjVbb8xEmIowOYXjRFDcNen2qhn8lX3fCRkALnmFzhsWeHZNHB7zaBVtl4VdixYtioAtN3eQJCX9Roh5s+fE5FgRLbK4tuIswwsixVSpM5ednRMMmdCxEtn+Hq7sVNh5AHbOhwXsWG644QbjXcagcS4rV640cVBr166V1atXC995E8ZtHBfsTZs2Fdnf+duyfN61a5dpx3XXXWfMlKNGjZJTTz01uEyaNEnsMmDAAAPdshxf9y36XKvD/cAqgAPJ4MGDZciQIUUWtmMq3717d4X7L2ZCxhD99eSTTy5yntDzEjh+5ZVXVvicbs+P8xOzyDm4ttGjR5sXVLd9dVv5xgNy0spMuy5OWVDYeRR29sHpOgB/vQ96H7QPaB8Ipw8o7DwAteJMHm6a3ZYtW+Tee+89ZiGG6LTTTpMLLrhAFi5caHL14X3GdoJphw0bZsyabr8ty7YdO3YE35jQ6jhncQsmVVJLleX44e67atUqGTlypIwdO9Zorqzxegv397rfsX2oqu4J/dM+S56jXeg/lAOKVLvoiwjFrVu3mvEwbtw4CS5jx8m4sePMuTkvZYsidV49TuX3NeRkKAAVdh6GHRB0Aq+4h8V+ZGsg2wNCA5MMZhrMiJiIevfuLbh3R2IOws7ZnXHGGcZVm1yJdklM/EpatuwZ/E4sE150xcG8vNvxkMMJB0cCHGFYbILi008/PeLnK2879XfhzcEAFubICBQ33oq1apn4Npw5IjmPZefsXnjhBXN8zmdDAUhgXqswHIC+xLyePr/wnp9X71O4slPNmB6HYGgHA3BM8FvA4RFJ8Czxb3ifderUyQxw4Bf627J8t7ADri1btiyyIDDsNpxTWCIdLIvHGo44zZo1k3bt2gUXgAdcIxEXVZb7oftWXCDyEoZ3ZCAxQVzQozjS3olO2E2fPt30TRsKEB//hdSoEajhR65Ncm/qs634s/XDPVTY+Qx2OKKQTJYYIoK6yf+H4O/QoYPRfAADb6vAh0nv8nZCCzuEBedzLsDOfudcLAQCR0KjtO0lnAI3dTRVu1jooemRnsnuq2v/CauNGzeamM2Khhm4PXsn7OiTvLChURIGkJDwkWRndzbfGSM4xLgdQ7f5r0+V9swUdj6DHV5raHahgAMIbdq0MaZFNC1ghJt3ec1DCAhs4TNnzjRgAS4sTZt2kYSEL4tsYzuu3MCptA4Xzv8HDhxo4ge5HudioYe2R/vCOZbuE3tCq7Rn6oQd+/LCRtgD5szExF9LRsZok9ZLrQPVq28o7HwGO8DCW2oo3AAcpkWraQE79tuzZ0+ZocDbMJqihR1wsUujRicKRTDtd+cabQzHmdKEUUn/x4nBpouyc4R2bcHHOQ8cOFCh85TUBv2fv4VgKOx4nsS8BcynD0pc3AQT9L1gwQLtQz6TfxUZmwo7nz1snFOYWHeDmzUtWi2MNQluzz333LA1POLqMO8w5wfszjrrLKHwpl3q1x8pFMEk9VPowvwHcyPl7ZDE7QE6riN0TpDrtdDjDZ0sMuU9j/7O3zAr7fm5wQ4LB3ODI0d+Khs3fqZ9x2dyr7RnHs7/FXYRfujMk0Uz9x1BqsxZocG5wc2paVkYYWIEIrhkFzevRvgCMMEzjgS5BMECOwph4hACyFjy86dIWtph89kC0LnGxFqeTC64gfPmzbG4LquhsrbgYw30uJZIOzWEM1h0H39A0g129tnNmvUPWb78/xR2EZZ79v56ea2wi+BDJwwAgX3hhReauaZoCGSODwys9uYGNyDnBFAAUvlB7ze0NkyOQAMtDsCxAMWAqSfOeD8COzQouy2wPtuU92F/fstcCPkM0baYs+NcHLcs5lNMlxwPqNrrsiB3Ax/7EtPk5YGlbas6MJYEO0AH8PT5VN3zqap7r7CLAOwwkeBSjZAnAHvJkiUmFGD48OEyceLEiA0sAiiBiwWc1dzc4AZ4gBBzFcDBAgtA0Vbm8zBxsh8xSJRAsdoba5I+WzOmc3vNmutNmRR+hwMMiai57tDzcE6Wkq6f+0QVBcBrr8muLfRYh4KP41bVgNHzel9IlgQ7TJiTJn2p/ScCcs9vY0FhF4GHjlcXcDj//PNl3rx5Zo6MuS4yRBAeQAB4JDoGE+rMiVnIWe0NGAEfoAHMABtAAIyZmZlBjcsJrdI+Fwe77OztAvBK+j1mVjQ9gEqbaI/VAgEs8GIbcU4k/uU67DWxtsCzaws+fsc2IB6J+6nH8D64yvOMSoLd1q1/lqFD/6X9JwJyrzzPpip/o7CLwEOnnhvekVRIBnKk1UKjQcsj6S1zTQR7V+RBk6wWYFg4ABscVQCahRsaFtpWSSAK93/FwS4zc4/k5i4r8zloF5ACgICQ6wB2VqO04C4JfECP9qtmF5uQqsj4cP62JNjt2vWx9O79dYXGovNc+tk/fVFhFwHY2aBVUlgBOZwtqEBAlhOb4QQNByCWdx4PSFjToXWjBn5obmhS4UIs3P2Kg116+hOSlzenwuej3c7rwBxK20qDHvsAeRUy/hEylf2sSoLdww9/JB06fKv9JwJyr7Kfa0XPp7CLwEOfPHmyUIsLyJGImaBonECo/UamE7KcELeGAwhmPBwyyvLgyDZhzYFoNYDCakThwqus+xUHOzwx8cgs6/FK2h9Nz4IPTdVqp8WBrzzenmW537qvv0FaEuyOHHlXcnJ+KNP40/7g7/5gn5/CLgKw42YirAEckLDaXNeuXU2mE/I52iBwhD4aGfArLgzAPhwywQM3QMcSDQ2uOAgVBzti7OrWHR5R2Nk2AHBMm1yzhTr/C4Ue96G0e2fvoa5jQ1CV5TmWBDuOQ7q7shxP942NPqSwixDsEMjEmPXq1cu/Lbo6AAAgAElEQVQ4pTBHB+TI52jTeDF3Z+PjMNsh0HE4ISUXmUfw6jzvvPMMGK3AR9OxMKjMdXGwI3tK/fp9ot4mzLa8FFhHFif00GwfffTRiAus7du3mzRkClJ/C7fSYKfw8vfzLe/zU9hFCHaXXXaZMVFSeQCtDcihzRGoTSC0hRwehTha4FWI5yHaDGY84IaAx9SJdoNZtDLhFnqu4mBHXsyGDTtUWtuYp7QmTu4L7WQbYCpvpw/9HRWkOSZwtU4/1MwL3U+/+0NIKuz88Zwqezwp7CIEOx4cwhiYWZOlM6WXE3IWdNY8xxwVgpbFzleFwqeyvxcHO0xAld0Wzofp0kKPFwE044MHD1YISGhwPBe0ZyDHi0mb1m3MSwsaZTQy8lf2AK+O51PYKezc+r3CLoKwI1UY2lmoNmfjxEIhZwU4Wh2OK1UBkeLO6QY7NDo0u+J+UxnbrQYG+IDe4cOHywU8YhYBGqnRWrUM1ORr3coWqG1jAu15+XAbNLrN28JUYeft51NV40dhF0HYLVy40AhJ59yc02SJ2RJtDigQE+ecj6oMUJTlHG6wY66OObuyHCda+6IB84IAkEheHe4AQhASKsLvaJsz9yaaOAsvKzxDKmuHe1zdzzsCVmHnnWfhpXGhsIsg7K644goz92ZNlk7QOU2WaHKYzqIdPlAR0LjBDi9MvDErctxI/5b7yEsDWnNJAwutm6B2q0XzjFiAXRHgFWp5+Xn5Jq1aScfU/3lTqCrsvPlcqnq8KOwiCDseJnknLeScZkuEPKY3hC0OKZEW+pE+nhvsnBUPIn2+ihwPczD3Fejdeuutxrv1tttuM/GMeMTiJcv/mVPlmbBY07IBXvNC4LVoaTQ6zJqYSC+66KISAVrVg1fP7y7UFXbu96W69xeFXYRhh2BFY7MmSzQ6TG4I26oKIygPSNxgR+YUMqiU53iV8Rugx8sGzibMneLEwhwf83I8D7u4Ac+p5fH8IuntWd2FTGVfv8JOYefW5xR2EYYd2hulakLn5vygzTmB5AY7cmKSG9O5n9c+Wy2P50DbrPmYtYUd65KAx3zesmXLVKuL8NhwE0DR2KawU9i59SuFXYQHNFAjyTGCFoGL4PTy3FxxsHKDHdUOqHpQ3G+8tJ2MM2jTaHa0KxzoNS9obvZDO3QbLLrNH0JUYeeP51TZ40lhF0HYEbeFhyACFkGLwPUSAMrSFjfYodWVVt6nLOeI9r68eDg9XsMBHvN6ZLGp7IGo54ucgFbYRe5exlK/VNhFEHaTJk0yHn8IWL+ZLUPB4wa7SFU8CD1XNL+Tkcb54lES8JjbY141lgZ4dbwWhZ3Czq3fK+wiCDtyXGKytKazaArxaB/bDXbRqHgQ7euwx8ecXNo8HrCLVKFdt8Gm2ypHCCvsKuc++60/V0vYEXOFkwKleEgJdeDAgQq/zeOqDuRwkLAC1s9rN9hFs+JBZdwrO4fKuZwaHp/pDzzD66+/vsJ9wW9CINbaq7BT2Ln16WoJO4Qa4QCECQAoXNSBXnnjqnB1x1RWGQK7ss7hBrvKqngQzWu0jivWachCr1GjRmrCjKCVw03YVNY2hZ3Czq2vVTvYIeRI1UVRVZbu3bubkjxADy88UkSRfiqciuI7duwwhVRt6qloCunKPrYb7Cq74kG0rhknFF5OrBYO8Hj5oTyT2yDRbf4Sngo7fz2vyhpf1Qp2c+bMMaEAAM4uFFilLA/15yjNA/Awd+Fkgmlr8+bNJhMHWt+ePXvkgQcekOHDhxtNkFp0aHXREspVeVw32FVVxYNo3AebOsxqeGj348ePV9jFgHansFPYuQG0WsEOYUbhz27dupkF0HXu3DkIutBCq8COUAI89NDerJMDmgHbrMNDNIRxVR8z1mHH/bUaHsDDtD1o0CCFncJO+0AM9IFqDztuAM4pZLZHmwN0HTt2DBZbdasobvNcAj47v4MZNNbm6ELhGgo7L5T3CW1jJL7bOTzM2GPGjFFBFwOCTjU71ewUdkePGpMk5kfMlm6gA4S2qrgb6Kw2EAlB6+VjhMLOixUPInX/eHlBs6PGndsg0W3+Ep4KO389r8oaX9XKjGlvKnNzOCSwdpouAR11zEgKbEFHDkWr1WECRaOz8zyRErZePE4o7Lxa8SBS9w6TNH2ivMVgbd/SddULWoVd1T8DL46Dagk70nrxNk8OS2u6DAWdhZ0FHYIQpxXMXZESsF4+TijsvF7xIBL3Eq2dPuHFgaptCl+AK+zCv1fVqV9VS9jxgDdt2mSAh+ZmQVec+RJNLhZSgJUFCKGw80PFg7Jcn9u+hCLwnAcPHqzA8/HcncJOYecG8WoLO27GtGnThPk7TJfFgQ6hiBcmb/1uAjJWt4XCzk8VDyryTKwGP3fuXAWeT4GnsFPYKexcBi8emZgmnfN01nSJ96UNO6iIAPXjb0NhR2kfP1U8qMg9J+YOhxU8d90Gjds2TONUSScF3c0332wSguPpqeWCKl/wKuwq/567jQmvbavWmh0P48iRI8Z0RcFVW9DTwo7KBbEeYlAcFEJhR3kfTJnF7R9r24EU87oAa/To0aafkFWH5aabbjLfzz//fGMdoI+w1K6dJ7Vza5sQlaZNmkqL5i3My9JJJ50UNjS9JiD82B6FncLOrd9We9hxU9atW2fexJ2el3aeDrNWrAnycK4nFHZ+LO8TznWWtI/1vKUPYO5Gy8/NzTUAxLSN9kelBMBY0KzAePBSANYszZsb2DVs0NCAEM3PbQDqtsgLZoVd5O9pLPRThd3Ro+ZtHcFmNToEIK7ovNWXJAxj+X+hsPN7xYPyPCtb/NUZamITC7Cmv7A0a9rMWAWKAx6pyfDujQWB4YdrUNgp7Nz6qcKucB6PCgjM1SDEqrP50kIhFHaxUPHAXltZ1rzwoNE5f+MKvGbFA69unboKO5f5cjeBFIltCjuFnVs/UtgVDsI777zTmKWs+bK6xNMhxHG553ox1xE4j+cpGWbWrFkjp59+emEOyS8kLa2e2cep6TghEKuf0frJkWqvzwm7IhqeC/Dq16tvfqvB6pUngBV2lXev3aDi1W0Ku0LY7d+/31QwYC4mls2XOOIANYDGtRJXxoJAZ2EbJlyyywC7qVOnFlaBEPM/9nH+Bq2HY8UyAK0508KOtRN4OKM4zZnNmL9rViD5+flSs0bNsMpFeVVA+LFdCjuFnVu/VdgVwo4gcxwOEOROoRYLnwERGpuFG8Cyc5JZmVlBeDkh1r59ewO7KVOmFP5OiuyXmZllIMdxLABZ86IQi1qxvV/O/lAEeCHzd2h0qSmpMnToUJ2rq0QTJkJOYaewU9iVMOjwlkNI8xbvFGh+/uzU3hLiAxqrBRrgy8nJlq6dOxoXe0DFgqaWkZ4uXbt0KYTdVImLqyVxcf8Ian9bLl8rQ04aIHXz84Og47icDyjYc/Ddz/fP2XZr3rYFXwP/a1JUwysEXqOGjcx9mT59uoKuhDHnJpAisU1hp7Bz60eq2RUOxnPOOceEHzgFnF8/24TVVtOy8AFi40aPKAQUcEuWhORWsmv7DfLuW0fkxx9/lM//+rF8+NYRee6xfUHNLi6uQJo1/UHku6+Ev5/dsV3OnzNLOndsH4Qd353wc4IWgBaFRGNfQhCvSmDu7BdFtLsmTY3pskaNmmUKSHcbmLqt/AJbYVf+exfL/U5hVwg7gEAMlVOQ+e0zgOE60OLsZ4TzqGGDzXa2LVk0X35/5GX57HdvS1x8ktn+wVu/lKNvvCy/eukZOfjEQ/LEA/fIXbduC87ZxcV1k04d/iOfHP21sO+R5w/Ii0/ul+f3Pyz7d91lgJecPkji4wPzgARjA1zagmOH1faAnt/n9niBCI29tMDDo5drXrx4sWp0VaDRWUGtsFPY2b7gXCvsjh41uTFD39j9BDqEL0IWQWwhh4kyMRHopcn0KZPk+3/+Xf76yYfy+9dfkt++8qK89sxT8vDtu8zvDj35iDz76F65987tsvWay+WKS1fJ+pWrgprd2hW/kJ7dP5cXD+yTfffukjtvuV5u2XyV3HjFlXLNyrXBuUCR/4jIj3LNNVdL/fr1zLGbFzQNan8WerTRT/fX2VY79+ncxmeAR8UEHICcA0w/V77gVdhV/j33Qz+v9rAj/ROgIENGqADzw3e0JdqPiY11VmamgVxcfLKkpA0JwO3Ii/LL5580QHv4np2yd+ftcs9Nt8jmlevMb3Zu3yoP7dklay5ZKvNmnyWnjZ8g5501Owi7uLizZfBJ78q+++6Sq9Zf+v/tnQl0FMXWxzOTPWQnISEBAdkUUWQVUEEUwhIishkEAZFFFAEhQdxBBGWH4AaKiCurCyo+ERVRRBR9+vRzxQ1x9+lzV1z4f+dfnRp6Jj1hkkwy3ZObc/pUp6eXqurb91f31q0qFE+5CBNGjsTFo8fjqgtnqHt8+/Hb+PnLj3Dw+88VVN95ZRfuuvVG1Cm1Ntk3yPyZXaxO7R9lo8I370lJSZBpweyhZAV29ngPdgNgrYbd5s2bPdaQE8BmzqN2E0a6jYAQWk0MOiG077/rdkREGEMEHn/gfux8Ygs23n07ViyahzmXX4qrp0/H/Etn4doplykADR1YgIK+eWjZvKlyO6YkJ6ND+/alsBsGl+tKpKbchlO7dkbHdm1waueTkH96LxSc3gfjhoxU93h77/N4e+9zeHnHv/DUo5vw4H1rsHHNatx78y2YdckM5eI0IJGkzmfUJuHnRCuPrlnWtX4fDGzq2rUrZEoweyhZgZ093oPALoS+fHPlX3LJJVi3bp2CndNC5TUotDVHq4kWXteuXfDzfz/FT599iM/fekPBZOF1V2Pnk49h9hUzcMH5o1B41lnI69YDbVq2Rloy3Z8GFOnyTEtNQWpKiorQ7Nent4LduLFjUS9zLdLTrlO/x8REe9yS8bFxcEflIja+AI9tuhe7tj+GzffegRsXzcO1l8/AlZdcgnnFV2P25JlwuWIRk3g22K81acIYdY+UlBQFDSe6kAluLTes+yeeeELclzb5tgV2Ajuzrtf7YWHZceUCPSM993XhzKn+/aabbsLChQuVoqKydZqipWKlok1MSFQpIdWsaRP88tXH2L/vLfxn9zN4/blnsPvxrdi4crUC3vkjh2PoWQVomJvjAVWdhASc0vUkTL/4Qty16sYy2y0lSxTsFs2/Ht1Pfgvnj3ra65wriqeiX++eiI+LU8BiUErnTh3AZ00sheqZvfrg/MHnYurIC1Q+cOgvFc05evRo9T9drrTuCG+WyUmuZFrWlB0G3BB6ZlmT/dAqW4FdaOvfrvLvaNgxepIDwal0uM/wdh1AQDcT+1H0QHHdEqdiZSABXVA85tv3ol1TdkupVFkmbgQEA1CYjjl3mALcricfwdZN92LDnbfhvlW34s5lK3B98ZWITR4DlztFnUvAFfTr6wUtK9DxmBl2Hdp+gMkTHy/3umFDBiI7qx5cpf2HbY8/AQWn90Zh34Hq2b998wn+/uUbBbuDv/+o3JwEpe7L0+/JN9LRbu/BnB/WPxtMnGnGrh94bcyXwE5gZyX3joXdwIEDleuuZcuWaNGihdqaN28Obnrlcc40b16U1byED5UqYWdWXnbdJ+iYVx2MwghHuh/jUi7GoxvvwZ4dT+De1bdg0dxrcMX0S1B84SRcOn4qcuoZEZF109JAS8wf2KyOm2HX6pgDmDntoYCvp8VIizMmOhrR8Z0V7A688xr2v/WqCpjRwTJPPbQZudnZyq1JcLCxwtQpwGPDiY0rf94Eqw9OjlW/IhbYVX8dO1GOHQs7tqhplVmBTsNOg47QM4OOUKM1SEVlV8CZ80XQRUdFKxD07nmacvdFRNDCc2HOlZfi4Q33Yua0yThvRCEG9uuH9FTOeBKhLC3OdmIFM33swnHnoXWrY0r742JUvfDaY489tjRApRAREa+CY+0IsKTERGWN0ZLT9/CXEnq8V/3sLGy+5w7s2v6oGrqw5pblKJk/F0vnzMHSq+ciJytb3ZvlbNCggWOARzgzzxs3bhTLzib9dVTCAjuBnRWMHQs7KtHyrLqmTZv6teo4ForXm4Fi1326LaMijeEFnKKL0Yv45zf8/cu3+HH/B6oco84ZisED+qNLx/Zq6i9eU54lR1CllLpBeS7Bz5Qb64WbN+w+AmdR4XEF3tIVvPk/XaPt27ZBeVBV7k2XC+cMHYzF82ajaPJEjB0xHOcNPQdF51+M6KgoNZOLvj8bKdx3gouZkZmdOnUS2AnsRAZsJANhAzsGmDAg4khWnbbszFYdB/8SGHQJ2hVwOl8KRKVDCwg69jUC/+D7A+/jq/ffxEev7vXAqVFDwyJiH5iVpUUY8TeCjVGcrD+CSwEr5QQkJHdUW0x8U0RFZ6LVcScYlt2wcxERAURGN0BUTFNExR2LqPh2nufyfnRX8j6E2thRwy2fT8CyPHz2oIJ85J/RC/175GHUAFqORj4YuELrkfnSwLP7NGPsa2R+rT4uORYaC0Msu9DUu93l3bGWXfv27ZUbksDz7asrz6ojSKic7N4vRBjrMXSEFEHyyVuv4K29u9RMJs9t3YLtmzbh3hW3qLB+goQuSSvQNWyQo2DEPiZaUcd2egyJKYRbG7gjOcUY58mMgzsyG1GxbRGdkI827acr2J0zoljBLiruVERGHwOXO9mAkysK7qgGiEudgogIY6wfrTzWLYcw+IMefyNo+5x2Ogb3LlD5oqVq/B1CQUG++p3wJNxZLg1/u6bMK5eIsvvHXlvyJ7AT2FnJumNhx8KMGDFCjdtiPw/76cx9db5WHdcbo1WngyDsqjiZL7rvqEC51UmIV4BiUMeTWzaoKb1uK1mMmxfMx4rrbkDd1DTlSrSCXJdOHRV8dKQjoZaQfAJcLrorI+GOboLYxOFIrHdPma1tZ2NuzBGjFsHlOljm97iUSQqMLhcHh7vgjm6KyFhjlpTYGKPvr0mjoyzhy+MsW2yds1WqojT//l1NNfbTlx+izfHHoenRjdVvXD3e7lY4gSzThNlHwQYbdtu2bcP8+fNV4+/SSy+FbOFfBxFWtAz1sc6dO6vWP12TtOjMVp1vYAphp114doUdIy8JgtTkVE+wCKMs33ntJdx+4xLMuqwIF48fi/OHDVdj7Wgp+YKOLkseJySiSpfcqZNC8EXB5U5DbNKoMvDyBZ4Zdu7In8s9Pz7tKmUVMt/uyAaIjG6lyhAXF6vejZWV1/goA3ib7rodX33wJj59+1W8+9oe7HryUTz/+BYVCMOoU4KE5SD07PrO6CVg2efNmyfWnQ36bYIJu61bt2LlypXYv38/Dh0qdUBIEvY1YEvYEbYM/T7xxBPV4GTCwmzVmfvrqCzt7sKkck+INwZbM6+Rse2VIp076wrlpiwcNAD9e/VSIKQ70Bd0dGWyH42/UQHHJ7YuhVwd0BrzhZq//71gF/VdQNclZCxT1iIjRSNjTlAWn+5LZGSmb16NIQqReGTj3Wrezk13347VNy7FzQvn49pizrrCKNQo5Ofnq7Lw3doVeLTsONaTU9CFugFY258fTNjRovvss8/CXrlLAb1rwLaw0x/3VVddhb59+yqlY7bqtAtTW012VZi0Xgg7QooBKR06dFAKn27CkcOGYMhZBejfuxdSk5MtXZc9up2irqUlxHsw2ITgiU4YEBCszOAzwy4y5ssKXU9Lz+WuA1dkJiJjDCuP0OIMLr7AY38k3axrV67AnKtmYurE8Rg7fASKxl6MXiefVlp+o//Ozu5MNjDoXRgyZAhmzpwpwAuhhRdM2M2aNQt//HFQWXW07GSrHXVge9gRepwWjLPP07IxW3V0YRImVEp2hR0B1SinsXK1Mp+MvDx08Bf889M3Cl78vXHDhsqC9YUGrSRlCUVHIza+NSKj0pTLktaWGWKB7pthFxW7v1L3YJ8gQR0Z01blny5kBtr45p3ThsXFxmJE4WAU5OWpSaaH9hmAiYXnKau01THNVdnYELBrYJGeHJp9wllZWWpbtWqVTA4dAugFE3bsn+OixrLVrjpwBOy0lUe4EXjaqiPgqCztOpCckZLxscbiqwy/55pwOHQQ3336Hr754G188PJLiKnTT0HDdwydBh1hF5NguC0JmkDBZnWeGXbR8fsqfS8GwDAYRgOPUOOK5r7AYyRnVr1MnNm7Dwbm5WNYv0EKlCwTIU/4d+vWTUHPjo0VX6+Bnr6O+WaAA8fiLVmyRAU3LFiwANdff71qmGl5lTR4AS7Bht3ffx9Cedv+B2agsLDQayt+4EC51/y9/0EUFz+I/Ue4d5nnWl3HY4UrsMfPvZg/7/wcwAPF/s8v80w/963aecyDd5351qHxv08+96zwKcsh/L1nBQpLXiq/vitYBkfBjsqDU4oxspHgo4Kk0rRjv49WlG1atFUgoPXzxb438H97n8eLT23F7icew5MbN6rxbJx82QwKjl9juWKiYxCbwPFvLkTFdas0nDT4vGCX8HaV7se+QsPCO7E0r9FqzJ+5HAQ4y9GlfUeVcl//cfwdV0rgMTZW7BqsQjDrlRDMQOYE17RI9cTjbIRplzVdnnTjMrJ4y5Yt4v4MgiUYbNj99ec/KG/bv3kGSl40nfPiChRvPuD/mk9K4XSE+1o+k9cSkr7XvrgChQSe7/E//8GekhnY/Ikpf38ewGbCzuJc9Ux1r0LvMvk7N4jHy9Sjxb3NZfHsM78lL1nXdyXL4jjYEXh0aTJ4QE/tZFZCdtln6z850ZismQrzoXVr8cRD67HuzpW448ZluG3JEhyV20BFWJoBcVXxJcrSYcRlTKxh0XE8nAZWVVIz7GKTXqzyPQ3gRSAypo2CFvvwfMHdoZ3xmwE6YygC8Dd+//FL1R9G65d9sqwju7w7cz7Yp0hwmY+p/QYNvY4d1fAomLeMuhnqOpZPLLyqW3jBht3Bg3+hvO3jTcUo2W06Z3cJijftt77m480oLizBbq977scmWjkle6yvKT13d4m3JVRcXOxlTZotI09++Lzizfj44B6U+Fifh88vxqaPmf/SfBSXoKS40LtMXvk1lbWyx3eX+M374XwZ5S1bFj5/D0pUuf7CQd6rTN1VrSyOhB3DwRk4YNdZU7RVRxdr0yaNwejFF57+F25ZtgBXXzoNk8ePQ+uWxyhA+E7JxVUDjKEFLrgj01QkZFUAl9twFU5uNRfDO0/F0mGD8ersdtg6rTsmnnwp8ttejuOaLa0S9AyXZgQio4/zBOL4umTpzjxnyED88vXH+PPHr/H1Z5+oyaPbnXC8mpKMIKRlZMepxHS/nRfsCDof2DX0gZ0GH8smC8DaD3a///4nyts+3FiM5btM5+wqQdHGT8pcw/MKizbjQ8/9PsHGIm+AFRaWYJfnd9M99bEPN6PI6x4W5+hzf/8TfKaRlxex3HMdn3v4ObuWF2Pjh+b7GPnyKpPpnua6KFN2P+eZr1H7u0pQuPxFrzqyupf5GPc91/B6P/D2rvvAy2LOoyNhx5YyW9t0L9nR/UUIJyYYy/VQ2XGeyztuXYGLxo/BkAH9kX9GTxW80aRxIy/3JaMYGfDBaxToIrMrDaKLuo/Da5Ma44sZaSrdMqoD7j6vF56cnYf7JvfHnUP7quM/XpGgzrki7xwQjJUBa1TcaYiIYLRoFNLTUpGQEO9VLg6doOX21COboVdHeOi+O7H5zjtUYA4tQj220gsqDb2tp1D8phsuXs/WsPMBngacOWWDZ+LEiWLdVdGVGWzL7tff/kTZ7UUsMynbZbtM53gp4hI8z+u9jmnAFWPDB6breN4HBsz2WT7T9/dPsKHI+x7PLy9E0YZPSvNr5NH43zu/3qDwvsevv/G+hfAqk1V+SoFVtm58ymR1rTpmytPyF7FvAy3VEmxQaaFqGByuh9Jzl78II3+mPJebjwDLwnovPFxmx8KuV69eqs/Eqj/FSzGFQGFSsXc54WRjfTqXMTZu2JCzcGa/3sjP64X2J7RRyt/svqQ1RMXILTquAyJcURUGT26DVSg5qx/+d3kdPDu+lbLmzPAyuzET0rd67k/L767C7sDsCBCKeSde5fnNfH15+5yWzB1lDCrnyue+7kz2WXKWlU33rMaKRfMw5/JLcdW06Wjfug3OHTZE1QfLziCQUL8/3+ez8eHVL9ygoVrJQVl3PsDztfC4sgXd7uLKrJp1F2zY/fzLHyi77cayok3YZ/mbPv9jrC8qwXPlnqPPDTDdt0kpZcKqaP3H2Le+WKVG/vi8YqzfZ9xL/Vakfzfn1ztfzy07fM3h+xRi2XP+88R7ewNTA7xsynyWrT/zvZkfozw//7Ibywp98/OHUc5lJShaths/sw6Y6np9rgSF5v/1cZUa97Yui/GbKofPu3Qs7Nj5b8d+HgYt6BUNWrVsgZhEY/osKkxuQ888U60E7jsgmzCI5aBxV5Ta/E355Q84dEkScvcOO9Wva9ILdnUfsgTa5b2G48cr4kFLz9+z/B1XASvRx6tB43w3ZpjPm3WFKv+1V16KC0pXPR/Qqy/GDzVWOOf5DO9nH5cvbEL9PyGsI345jd3hrdSd6Qd42VnZ4MaITYGdvWD340+/o+y2C0unb8S7lr/p8z/EuunLsVOf895GTDdZg1awWLpTX7sLSz3nFmHde79j59JSkJify3su3WXkj/um33au34h3dy7H9PUf4sefzPn1ztfOpcb9D5eRvxficF50nnzSnctRqJ+ty1ih1HhOYSGfX7qv7le671sWc1nNzyk3H37KUvou/JXRsbAbPHiwLWHHwJTcrFxloTG4wfj7G/j7Z6XsoxP6lLHq6N50uQwYRkYfrcbS+QOK1XGCiaBjv5zV7/qYGXZ1Mjf4PZf9eHSB0srT1waScrJpTj5N6BFadMuagcfpzho3aoj+ffLQv1eeWvWcwxE4F2eDnPro3r27Ld8p+xPpmtbQPQy7BkbfnXZrmrwImZnGunjjxo0T0FXRhcmGQrAtu//98BvKbruwZJ0v4ZIAACAASURBVPoGvGP5mz7/A9w/fTl26HPe2YDpS3ZZ3Ms4f8eSQix5Vl/rJ+U9vJ67C0sKjWe8s64I09d94H3/Z5eXHuN5Za0uA7hFuP8d8/OY7wDy8sNv4DOPmGddfk9q3J+Qmz7dX54KsWTdhtLGQWkd6vp7dnn5VqVX/ZRXFp0P5sH0nn74DY6FXc+ePW05mJzW25BehWjUIBcd2rdXEyH/8eNX+OnzD/HN+2/j2BYtlDvPDAFadQxMiYwxJl3mbCWBwIXnPDyyk3JZBhJoYoZdIPena/OrS1NxXNPAB7FzBQV3zDHq3fhadxxSwcbAwPx+GJJfgLP7naUmsKb1y0Adns/Nbq5pBs4w31awa6BBV5qyzzU5KVn1JcuqCVWz5szWcLBh9933v6Ls9jwWT9+Atyx/0+fvw33Tl+EZfc7bhN3zFvcyzn9mSSEW79DX+kl5D5/nPrOkCPe9zWcx9bluxzJMv38fvvvenF/vfBnXm6/j7wHkRZcryOlb9xeh0KeMqv791d+OZSj0W68BloX3LjxcZsfCju5Cu7m8qKTdavUBDph2g6t3f7n/Q/zfyzvx2vNP46Unn1BK07xsD5W8dnG6I9MRGd0iYNCxf273BYGfX1HYEYiLCs5UMA0EjjyH7leXywiyoeLPO727l3UXyT7J2K6eMivL99A/6n+Cju/VbEVpwIQy5Xtl3nQezJadsd8QmRmZiIuNw5w5c8BZVsyKWvarDr1gw+6bb39B2e05LPJrKZmtlWXYrq9/cz2mHeGaRU9ZPct0jPeYth5v6nvq1N/xp5Zh2r37fPK/D/dMM+VL3+NbHjfn3dg/Yp4815vyWYFj2xd5P7NsfkvvyzIues6nLL/gm6eWobDM8aqVxbGwY0vbbhYAlXRynWSlGNnPs+eZx7HtofXYeNdtuHfVzbhg9GgFaLNV17JFMyTEG+vP0f0XqFVHlyVdlxWJoKwM7AgwujMJ1kCBp2ZXiT4GXCGBww7M5U1JSoLLnQIc+rPUxXsIh/74ES2aNVUBPVyp3gwWDZhQp2yQ6DyYYUcZ5G9t2rSRAeRBcFf6axgEG3Zff/0Tym47sWjaerxh+Zs+/z3cM20ptutz3qCy3mlxL+N8Kv1F2/W1ZVMPFNQ9dpYPW5237Usx7Z73fJ7pky+dv5CnzBfBNx33vFG2/F/7q7/tS1FYTr2WfXcW9/YpuyNhx7kyqWDsBjsCrmXjY5XSzszIwAP33YmShXNx9YzpKLroQtXy54wbZuVP65Tg5tRbnGg5EKDQZUnQMSglkPP1OZWFHa//ZHrmEfsE9XO4WKw7MstjrXFsoS4zrVo2Cv759Vvl4v3rz1/x5Qdvon3bNujR/VQFOjNYNGBCnTJPOiKTsMvOzlb9snRx3nTTTWLJVSPoCMBgw+7Lr36CbLWrDhwJu0mTJimlqJVPqBWhfj4VYt9T8tXqBid37gRGIE4YMxJDB5yJ/DOMJXzMLsyiyRcqIPA6d2QGAp0p5fHz2mLJmQUVAh1BVBXY9Th+Nj4tqhvQMzlRNcvEYBu6Mn0jT/nbnqe34v3XXsSrz2/HjscexLrVqzygY6PBbg0ZWpucsYfvmnljHqdOnSqQq2bIaUsv2LD7/IsfIFvtqgPHwY5WHS0hKkwNGTukeuoy5ovWWvdTumD40EHol9dTrVXX85TuKs/awmFKCHC2FD0+TVtG5aV0W3I8XHnn+PutKrDjPenO5GB1f/c3H3e5ExAV3VK5Mn0Xo+VK7Z3at8WjG+/BXStX4KaFN2D53LkKdoQKox91qL8d3i3zQLixP5GgYx4XLlwooKsh0AXbsrvmmmvwxRf/w+ef/yBbLaoDx8COUy6ddNJJShFazmphCvsOhYKkIuQAYsKOG1cQZzqoIB9D+5+JLm07lumvU2PrYmJAtx+DOsyw8LfPvjNGSfr7vbzjVYUd3aYcklDeM/RvXKEhMspYoZ2gMEOeww+ObdkCyxdchxlTJ2H8yJE47+xz1KwybMjQ1Wu34CPmi7P10G05fvx4AV0Ngi7YsOPqFB99tB+fff6DbLWoDhwBO7qL2M/DfhKudqCtqFBAzd8z1cz9cQke2KkFVktXFjfgl4Q6dbyDNaKjo+DiigaxrcAZSDQoykvZV8cZT8o7x99vVYUd78u+u0Cer6Iy3YdXZzfPAcrZVZKTk3D+yHNUY4Au3v498tQKEOlpaapvjID0V9ehOE74ctB7ixYtBHQ1DLpgw27r1q1YuXIl9u37CPs//UaAV0uAZ1vYrV27Vk2zRJcRFU1GRoYCHWGnXUmhUHr+nsk8pqekg6H1XP7F+DsE/Pkr/vn1v2jT+rgyg6y1FeiOygmov+7MdjMrNNTAF3rBgN3iMwtwV+FpR4St0W/Hdetcqt+OU6Vp605NjeZy4az+fVHQuzfO6t0Pg3sXoGF2DnJz6qsFelk3/uo6FMfZ2KIsypI9VR9GoPvhKpIGs8+Oz+V6hPPnzwdXLedirrKFfx3YBnZ0U95www1o166daj3TbUSXEV2WXKxVL9hK2NHNZbeWP/OTlZGNpMRE5OTUV5GGwF/47wEu1PqWWtPOPF8kFT6Vp2H1xYHL5fjCyfd/9pdV1oXJewUDdnRlct5N37xZ/W9Yt0chIS7OMkhFw16lLhciY9ur4J5mzZqpegkF1Pw9k3N2UiYroqDl3OCBMdiwk3cTvHcTyrq8dWQz3DgwAQ/9+fsRt5DDjoNw9+7dq5QblQn7vgi2xo0bq02DTsOOyojn2BF22Zn1kZaWqpb1+fy91/H2Ky9g9/bH8MITjykIcgYRbd2MHTW8NNDGsH5oCVkBw3yM/XWVmbNS32PchPmYPXu22gqHLz7i8/R15pTDHujKNB/ztx/hikFsXHO1EgIngdZlZ0rAxaVfU2oBA/jnIKLjz8C4MSM9jQB/4AnFccoml/sJ5Yddm58tsAsPOAVbhh0BO1pySUlJSuHTLdm0aVMcffTRaNKkidp8YUeLjhsVne/0TaFQfr7PJHwJu6zMTORkZ+PJhzdg/dpVaqHWlYsXKQXONd20wif4jOV8DOvOHzDMxxkNeaT5L83nm/cJNw06nVYWeIFGgxJ28fHNkZqSgqzMDE/ZWQe0aj/55CMFu0P//IFDP3+De1bdrNb70xafbx2H8n/2yVJeg/2xyv0CU+ICu8DqqbbJkyNgN3DgQNUXR5cVQRcOsKuXkaVg1/2Uk7FqxWLMuqxILdQ6YcQoZYmaFzU9vdspFYYd56kMJDjEDDm9H0zY/XxlHHIbHHntO8KuTuLxSEtNBSNPNeg17D58+xUFux++OYBP33oVNy64wQt2dhpHSdix3662KRO7lFdgJ7CzkkXHwI7jqSoDOyoeupVC2dL3fTYtu8y6mQp2RzVsgElcqPWsAuT37KkiDTmezjygvDKWHcP+7QC7Hy5PCGiaMs4Ik5DQUrl2fWHHQJ51a27Ff3Y/g53/ehjbHlyPmVMuVkNLtGWXm5trm3dMFyatUasPTo5VvyIW2FV/HTtRjh0Bu9NPPx1cAqcysLOjG5OKMCsjC5kZdZGenoaBBf3UQq1n5vXBwF75avC4L+w4bstQ7C4E0mdXFTcmLTxadxERqFKfXUUGtXPsYFzcUUhMrIN6Pm5MlnvFouuxYe1tuHnJfCy89hrk9+yFeddcXlon9orGzMnJUflyokIIhzwL7AR2VnLsCNjRjUk3VWVgZ9cAlbSUNCTWqaPWZ9PWyeHUhfzevTyuvLGjRqhlfSoCu6oGqBB4hJ12bVYmpWUZcIBKBIM6WiAuLs5y2MXm++4EF3OdNP58jBg8GB1PaKf+11GqvtZzKP+nN4GeiBkzZoh15/BxdlZKU445E6aOgB3X+jr22GNVXxaHEjA4JdAAFTvCjlZqYp1ExMbEIMLFmVQiVdnYKaWA5oqGeeiBXr+Nv7ndMTUy9IALtrpcB6sEOwbI0MIMBJQsW9MmY8HpwszzY+pljWZOm4zCQQMwoF8fNXcoV0To1aO76r/ltaGEm++zGUzEQKqhQ4fi0UcfFeDVMPDEsnMmjKq7EeEI2OlKoIXH+S7Zmqd7kiBjX0150Zgc88TzfRVSKP9n8AIHlrPvjkv2AP+UhtX/hUO//U/N6m8Vfk+lHhefG9Cg8rwTr8LnxekBgcYKRgl1H4I78udKX8973jOsG24Z1PuI9+BSRS6XMYcp62XwgP4eq5aBOix34eCzcFZ+X5zVty8G9+2PnHrZOLZlcxV1a7f3S+uUlh3lc/ny5QI7gZ3IQA3LgGaGOXUU7HTGORSBs6Z069YNY8aMUdCgcmFrWo+x00MP7DhdmO5HpBKnoj70+3cKdgd//wFf7nsTF54/Wlk45ohEBtmkp6YiNb09XO60IwKEsGGQSkWX9tHgi0/dDnfUdwE9R1/jm3K6skBWRY9OyEdUlDFdGOvEPF1Yl04d1MwqPH54i1QWMde/4zu32zhKWu50ZbJBxbxx3T3KrJZfSavX8hDLrnrr16ny60jY+VY2B5oPGTJEBbHQhUSYaNhR4VBJhtKS8322dq1q5f3pO//GvtdfxMvPPoFntz6Ei8ePV0rSDDtGKFK5p2W0VW5PX7BY/c9ZVAJ1I/peH5eyE1Gx+ysNOz470NlTIqOaIzYmRUXNMvLSXG5auAUFBaWWL4C/fy6FnkvVESMfaQ361nEo/2fDhDLIPHA9O04JR48EPRO+siv/B18xC+yCX6fhIKdhATvzi2ALesSIEUpx6nB0u8GO1qYGHRcrveSiC/DwurVYc8ty3LjwepTMnad+Nyv9Ht1OUQEtnD+S1yZmHHnsGgHGQd0VWaFcQy826UVEx++rNOwqYlVyjF1qcnPExESXGWNHkC1evEi5ev/6/Tv88e0B/O+j9z31RytKgyWUgDM/m9Yc+5Y9q5TnNlAWKN/b8ccfr2YBMsus7AdXOQvsgluf4SKfYQc7/WLoOqKLkG4uKhkCxqyQQr3PvGXXy8bRTRqhc6cOWDR3FrhA69gRIzD+nFFqpXLfIBUNyNi49ID67Qiu24ecgYdHdawwtGITX0F0wtsVvo7PHN31Yvx7UpOAruU8n7q/Li4u1iswh7Bnmfe98TL+9+1X+OiNl/Hu3hewZkUJIiPd6jfWox3fLfOkYZeb20D1LbPxxf48AprbggULxNKrhr4cgZ3ATnPAnIYt7FhIBgewL4+Kh67DUAPO/Hw1f2JpRCYDVs4bUYiB+X1VpGFBj95omJ1bxsqhG5NTjGXldAKtIW2FHSmllRXoQqr6XgQdgaf/DzRlHx2tyUAHtHMtu4T4bI+ltuSGOR43Zt/ePZWr8rVdT+G5Jx7GI+vvxoN334nuXbuqBV05FIUwNNerHfZ1ng7DLtcDu9ycXHAcHi0/1eDJzkZeXp5AL4jQE9gJ7MyQ0/thDTsWcsKECSpYQAcM2EEZMg96ZhdtrQ3I74Mze/fGQC5hk1eAmMSzlTI0uzK7dOqoLANeEx2dAK4DFwiEKgog3pMuTLoyA7m/+ZyKgpVu2ZSkJir4xneVcvZTntylEx5edxdWlSzC9ddcgVkzipGcmKSmT7NjcIp5seAysFOgM2BH4OXUz0FqSqoqC13vM2fOFOgFAXoCO4GdBpw5DXvYsbC07riYpl1Ax3zQ2mTLnuBiGhOX57FuNAAJAvPqBwSfviY7t2PAUZmEEce8fTkjNaDoSJ7P4BQGqZhBdqT9x0a3q9CyQlHxpyIqypgZJi42tkxZWQ/r77pDuXinTByHkWcPwYC8Pp56Yn8erWI7vVcGo/AdMU/WsMtRlh1Bp7f69XOQlJisrNgePXoI8KoIPIGdwM4MOb1fK2BHd5dWQHZSjMxTvYx6alkblyteRVmawg4xevS5ZYYgNMzNUYEqbjcHokeCY9SOBCH9+9x+g8HhAIGshhAZ8yU4/EBfW15Ky5GRl4+f1zag8/W9OJg+OeloREVFqohKbyu2AyJckRh/3rkYdc7ZGNi/H/rn5aFVs5aYfOE4D/Ds1l9Hi539cR7YmfrrckpdmBpyTAm6+tn1UT87Bxl1M1Rglf44Ja2c0hbYVa7ewl3eagXs2HdnR9jRMomNifVYa3/99l/g0EFjzN1P/8U7e59XSt087mzurCs8ij6r/gngBMoaHoGkHHdH4HE6sfLO5xi7hPSt5Z7D6wlO3q+ia+exry46OkmVhTPJmINxCD1aeu5IY45JTpLNAeWD8/uradOSk5OUpW7Hd0rQaWuTlh2DUtSmQVfqvvSArj5BZ8COywIxsjTclU51l09gJ7CzkrFaATsWnC4xO1l1zAutEu2yPHfYEEydOA4/f/EhvvvyAN5/Yy/+88IzSrln1/Ne8oZjz1KSDVDExacGHJmp4cahCLTE3rukvl8rj1OFccowfY1vSmhuG9MGv1wZV+GB67RGWe6EhFykpCQrS8hs1dF1S2iov0N/qXMJtvi613vqy44uTL5T5pPBUH5dmKXuS2XReUBnAI9jROlut/pQ5VjgClxgF3hd1Sa5qlWws9OaZxq8HJOlghRiYpQr79Xnt+OZxx7AA/euwf2rV+Kq6dOUgjdbd7rvjish1M9tp36viDtTg4tWGaGnLb0ux87zwM1qEmhCcmqPMWpmFk7wXNEIT/1clzsR8XFGBCbh4NsvyajT0aNH49DfB3Ho1//i4Lef4fP/+w/ckanoclJHBRReZzcXJt8pIU4584WdrwuT5xgW3eE0OipaBp5Xsb+OyltgJ7Czgnitgd1xxx3ncS9p0NghNUdlcuzYzGkXY2XJIsy58lLMnDIZV1w8DblZ9csMQ6Dbj8MXqFwzs1rB5U72gEpDJdCUfW50a348vZ4aNkD4vXpBOzw6ur2CIcHG4QRcm45wrOwUZMwP3ZeRkXFwudxISkwsU67jWrZQgRrAIfz4/Vf45K1X8OG/X8LrO55RZWXjQK9ab4f3Z86DDjrisfJcmDyPDZy66XWRlJik3iPhzXLJtGJVV9QCu6rXoRUsnH6sVsCOUzXRCiIczMrJLvsEVla9LKSnpyI1JRmMPBw+ZJAacze07wCMKihUin7ksCGeMWi07rjuG4HhckeiTmK9CkVnlgfCnAZrcMbR2zClxxgFNsKwvPMD/S0qti1crigP6OiKNLsvuU/gn9Gju1qo9fltj+BfD6zD4+vvx2ldT0Z+754eq47DDuzy/nQ+dMOF/2vYZWZmIiU5Rckf3zOhdswxx4DTnHFKO563ZcsWgVwQLDqtjAV2AjstC+a0VsBu2bJlSrlQ2WjFZKeUAQ3so9LKsO0Jx6MgLw8FPXtjUF7/0uNJiImOLgMHAiM5MVFNlpyQkAF3ZHaVwRSMFQ98AcjJnlm+mOhMNG5kTJBsXqCWoGNfJKNNn338IWy+ZzVuXbZALdR6w5VcFcEFzpvJ0H5ad3Z6fzovfIcEHgFGyLFxxXxznw0ubuaPT/arRykL7KqnXp0ur7UCdlRA7COh4rFjPw+VJUGQnZUNRhpyXOCQ/gUo7H+WOs7f+MeByL5L/7AvT83GolYydyE6JrHKwGMUZlVXPDDDzgCdGzExxjvge/CNvux5WndV1vnXXoUntmzC3Gsuw8UXjMXIoUORkpSMzh3bq995rd1mw9GwY94yMjJU32vXrl2xdOlSgVsQLbZAla3ATmBnJSthDztadXRhUiGZw8K1grJLqlxgbqMP7vprLoc7urmaMxL//GJEJQL45JP3FLB9AzpoIVHRHt2okbomOpquzZRKW3gcX8dxdmZgVXaffXQREW5ERhnrChLk5sVZadER2LTWIiMbYOLY0Zh1xQycM2SgGm7QpR2X+DHcf+zTYjnt8s7M+WAjimXg3JeyYGtola3ALrT1bwUaOxwLa9hx6R8qSq2UOIbJri4w5pF51W467r/49Fb8+cMXOHTwJ/zzzz/4/tP3MHmiMaCai5qa+7sIPFp4dGty5pW4uAw1SD3QKcXMMKvq8j68V0LGMtWH6HLFIDIyBWlpqQpUvqBjGRh9yWV8WGZuBB0HkQ/o21dZuXXT09TK9PzNrpY5GysE8dVXXy3WXAisObMyFdgJ7MzyoPfDFnaMaiPYfJUjFaaGn91SuueYP7fLrVZDSE9LxYF3X8MH/9mDN17cgR1bH8RTD29Cz+7dVCCH73AEApABHjn1jbD++DoclO1SEZBmmB1pX614UIXlfei2dLmi1YB3lkeDrnOn9l6AJug4/2WLFi0A/IFDv3yLg18fUHXAQBZat1wCifegRagHa9vtvTE/tDrZUNEflqShU7gCu9DVvZ3lPixhN2DAAOWyZKCAr2IkAO22/pk5j7TMdLDKpAlj0L9PLzy5ZQPuX3Mrbl4yH0uvuxaLr7kWLZo0U1acL/D4f0JCvBGl6XIhNjYDbnessvKi4k4NyDVZ2RUPVN+ci5YlAzOMQe+MOiSAfYNRNOgYdMO/H7/6GJ+98xo+fv0V7N22DXEpF5dCzwjwsKv7Ur87AvmFF14Q2IXYqqOyFdgJ7KygG1awo9vy7LPPVhAg6MyrlWulpPrGbDoEQeeRil0vAUMlWjh4AK6eOR0XjT0PIwYNxqRzx+HyCdPgcnM4hRu+Lk2C5MQTWiu3WkI859yMQHQMoRenLD0OASjPuqvoigec0JnTlinIuQ3rlNCmW7VOnQTVJ8c8mTeucJCSnKzWqPu/l59TS/g8tWUznti4HhtW3a7yzGCdpk2bqnLYuYHCvHH2E6sPTI7VvOIV2NV8nTtBzsMGdnPmzFGuJAYIEHJ60wDRKaMyqfz1/3ZM9YKzDRs0VO475rfnad1Q0Ls38nv0wqBexnAEHi8o6K9g4Bu0QrCMGzVC9YfFxsYosPD8yMg0uNwEoFsBiuDjAqpm+B1pxQP2x9FKdLnTVF1GKJelYcnRKq2bno7oqKgyEZcadgQ5++FefnYbnn50MzasvU0NM1g2dw6WzLpWTZHWINdwxdISt7P7kvLDxgnlygkffG3Io8BOYGcl52EBO7qPqGSpeBo1auQBnZVlx3OoQOlesyPodJ4YQUol2qxpMzUcgft53U/DoD79MazvQAUZHPpbuQBnzChW/zdt0tjLetJwOeO0U5W1S+jVz9YLpbrgUuAzLDKCkCsvEGAu1/NwRQ0HQRgZ21b1+SmwKRelsSxRhCsWLmXFGRGkRqQrZ0ZxKatSP9ucGkE0bjWwnM976rEHcf+aVbj2yktx8YSxOHfIEAXJXj2MYQi0lvR71fVit1QPaaFXweoDk2M1r3gFdjVf506Qc0fDjkEokydPVn1wjRs3VqALBHZ2j8rUCl27AgkQrlBOt6CaDNnlwu/fHQD++E7B7u+/fsWsy6Yr0NA96NuPp4FD6y+xjrF+HGGfmcGITSMC0uVOgtudVAqw1+Fyn4IIVwIiXHFqKjKCze1OBc+jVcjrCKPMzAxlfTKvVpGW+tl0q/KaGTOme545+YKxmD75QhV9SauVUZlHN26sfnfKO6JbPD09HQI7+yhYgZ193oWdIOho2HGQNSPguF5dkyZNAoYdYULF6xupqSFjp5SWDScIZn65QgCjKwm8L97/Dz579zXV58XJo3c+/jCefeQhNG/SREHPd9C2hg5TwrB92zYKLrxvfFycsnR5f0Y9ulwfIzKyWem+S1nCjDbkgGlanLofMCYmWg1yHzd6hKVFyWfRmmMZeN2OJ/+Fg98dwM8HPsRHrxjDQs4eeCYG9Ouj1ujjyg/MD+FBwNNqstO7sMoL80nXuQw5sI+CFdjZ510I7IIQsTVu3DhlWXCC5+bNm6txWNq60/11/tyYVFpUwLRMrBSY3Y7p8XPawqM78rqrZmL3U4/h0Y334K5VK3DL4gW48frrsWzWXJzdb4CCIi0lq748M/i4P3bUCGWVcRgALbSIiO/hdqer4BcGwLD/jffi761bHaPu6c961Pdm0AytTOaZEPvlx//h0w/ewjt7d+HNXTvxwmOPKbC5IzOVpch5Lw2gG9c4oSHCvlWWj3CeMmWKuDGD8F0HQzkK7AR2VnLkWMtu5syZyuI48cQT0bJlS7/WnT9wUUFRufr73W7HCTxuVK5c7JR5HzZ0EJbNn4NLL5mECaNGYvzwUbh8wmE34YwZM5RFFRcXi7YntPZrfWlA6ZSzk+n9iqa05AhF5u+ULifhvX+/gDf27FBg3rr5Xjxw9xpsvGM17ly2AhNHjFFQbphrBA3pCFQnWHSUD+VWjo9Xc1/Onj1bYCewExmwiQyEFexYGLrcOCCZ1h1dmUcffXQZV2Z50GKgCvtcyjvHTr/R6mKemzRuoiZFptWVUTddzTaSf0Yv9O+RhzEDhyvQ/P3H98ChP1WfXtElk5UlS1Bybk2rMW8aarcuuw11Ev6oEOxoxTU+qqGyCmkx9++Th8S6N6l8PPuvh/Hklo2489YSLJhzNa6ZUYRrphXjlPad1e8cXkAw0hXI/DkFdMynbixxmAvLvXDhQlF2NlB2YtmJZRd2sGM/XevWrXH88ccr6BF22pXJ/jy6wnJzc0F3E2cn4b4ZXjxGBWs+Zvd9huFTyVLBMmXkIi2Mjiec6FkhgUD88bN9+PXrj/Hd15/j/df34I3dz2J1yTJ06dBRXcdy083IoBIz/BbPuwuZGT+WCzvCrUO7E5UFR+DyXmx4LJg3B798+RG+//g9vL/nRfWcO24pwb13rMSMSyZhzIhh6H1aD2WZMo/c2rRpo/LPfbvXvTl/bHiw3nmM74KeAnobZD260CtagV3o34EVbEJ9zLFuTFYcl0yh0uEM81S4tA6oNKmEqHy4btiqVatU8ErPnj3BsXjsp6NiJvi48To7D1g2K1i9z2ARgk6ndGuyHJz8OTLqKOzduQ1v730erz73JHZsfQAP3rcG6+9YhXtvuQUrb1isro1LOhejR49UjQQ9zMGAVie43a+puiQM9cbfCDY+N0otGuvCaad0xeqbluKnLz7Ad1/ux/tvvoLXX3gGrz6zHTsefEide96IQpw/cjjO7NdbLd/DdcUbVwAAGGhJREFU67OzstRv2jqy+zg6Xe/mlOVgwA5Bp2WJ/3M5n1B/1LX9+QI7gZ3VN+Bo2JkLxNDvHTt2BBQCXlRUhDPOOEP1Z1HROs2qoNKl1Uqo67xT+TZpfJSCSLeTu2DnE1uwZcPduHX5Qsy5ciYumzoF10ydgWunXK7O+enzD/DXT18B//yJP37/GV/uewO7n3wMF553F3Ky3oLbnYFpkydiRtFUsO/vggvG47HN9+O/H72Dj//9iroHn/l/L+8Eo0Gf2foAHrhvDe6//Vbcc/PNWLVgiTqHQxVaH9tS5ZOBKswvwandlnZdrscMNt99ygwbTDyuYUdPgvYmdO/eXYAXQnemwE5gZ2aD3g8b2OkCVSQlIOn21G5OX6XmhP/Z50joaOuMMKFrk0BpfdyxmDxxrFr1vH/PPAzLH4RJw8eq8/e//Sr2v/UK3n11F1557kls37IR2x/ciMun7kS71vvUOd989Ba4ff3h/+Hd1/bgpWcex54nH8czDzyAu5YZfXJPPboZTzy8AatKFimozpwyGZdPugRzpl6Bk9t1UgEoBAM35pOWD1Pm0yn9c75ywPyzsaFBR8uOoKtfPwdZWVmq7vv16yfACxHwBHYCOysO1GrY6QphS51w8FVqTvmfipfwoBLmuEMNE0ZDcj8xIQGtmrfE4Dy9jI5LzUXJJYQ4dGHtyhKUzJ+LxdfOxtD+W9C21Uvqun8/vx0vP/sEnnpkEzbefTvW3lKC1cuW4tb5i3HddFqILiy5YQ5uv3k5plw4TkGV68/Vr5et6pOWnI4cZf8q88jNidaclgW6wc19dRp0BuzqIzu7Pupl1lPlLywsFOCFAHgCO4Gd1u3mVGBX+jESdk7ru9MKWKe0UKmIWRZCjyk3zr6il8pxuWMQHX8Grp91Bf7z0vMoWTgPM6ZOwriRIzD8rME4tcMD6Hj80wpkm+9ZjVd2PYPbblyC2VfMwCUTJ+Ci0WMwe/LluOrCIrhccep5J3fuiNSUFM+z9STUBC2tH+aJ+06vX93H6GXV5Wirrj7qZxN22cq6y8zIVNbsxIkTBXg1DDyBncDODDm9L7Ar/RCHDRumwKDB4eSU0NOWHi0RTqFG2BB8dHuOGzNS/c9z2HeWnV0PTRs3Rtvjjkezox5AREQR3FG5ajWF1besAKf16t+7J7q0a49WzVoiK6MesurSHWnMk3nrsoVq/T39zA4dOnhmQdHPdHJ96rxzeAEDovi/dmGqvrr6dGEaoMvOMmCXVS9LWXi8hoFE+oOTtPoVscCu+uvYiXIssDO1OgkGp1sfWjEzpQWiXbSEjp78mvsafhzn1qRRIxQOHqimEYuIIOyMfj2eY94YjUlQtmxuTE6t4cb7cWA/I2Cp3HkNU0LXnB8n75snIfACneqr87bqNOjozqSFVze9Lvr27SvAM31r1aksBXYCOyv5EtiZPsAuXboo9x8h4WTFbJV3godBIhp0dC0yqIUBIxyYr49HRNCFeboX5MzAI+A4iJ/WIl2lOvCE1xNwTu6Ps6o3fYzlZsNBg0731dGi01ZdFq06WnT16imrjqDjllHXmHCbk5ZbfYRyLLjKWWAX3PoMF/kU2Jlgt3z5cqW8dQCCVnThmBJKZqvvMNBehdvdXvWzsR4IMCp6bhqITPk/f6NbNBwbB+Z3zjKyvDymYafcl6VWHfvptPvSA7rMw6Aj7BITElWjIlwUh53LIbAT2FnJp8DOBLvbb7/dM/5Lu/zMSi/c92mhREbuR2Li8WqldAKRG61CbrQCw70OfMvHOmFDgOXXoMv1E5Si3ZesJ23REXTc2HDo0aOHWHam781KIQXjmMBOYGclRwI708e3ZcsWpdyp4KngqOh8lV+4/+92/4Dc3ONqXbn9vVdCiu5awo79dkzZENKWLq3buLh4ZSUTapml/XScTUWDLikxSVnBVh+gHAu+YhbYBb9Ow0FOBXYm2F155ZUe68U896E/RRiOx7niQTiWqzJlovuSLlsGLXHOy23btqkZetgoeuSRR7BkyRK1jh2DT2jNcdUGyk1SUjLi4+KRnJyCxMQksepM31hNKE2BncDOSs4EdqYPkRGFZmuOio79WpVRlE69RmDXUL1vBqDw/TMYh3OwWn08VscIQq61qCcn52oc7du3D/h6q3vKsYopb4FdxeqrtsiXwK4UdlRoul9Gg0qHm/O4PhbOKd2XdGOGcxkDLRtBx0WBa4siCKdyCuwEdlbyLLArhR3nNOQ4OwYhcNNKUbuy9P/hnGZl9UFU1KeesodzWcsrG/vhZCC4cxWmwM65784KUsE6JrB77z21DBCDUjTodKoVIpUfN/1/uKaZmYWIi3sh7MtZ3vtj8AmtumB9YHKfmle8Aruar3MnyLnA7r331Lp3DC7QkDOnWjEy+i7c++8yMiYgPv7xWgs7NngYfcmVMJzw8UoerZW6wM66Xmq7vNR62HFWC7oqzYDz3SfwGLjCFn84TSemQa7T9PQZqFNnXa2EHd3YHG7CRg2XfqrtisHJ5RfYCeys5LdWw+6iiy5SAGPYuC/gfP8nEBioQoXIwBUNiHBKU1OvQ1LSqrAs25HeExsynP2E7mqrD0WOOUeBCuyc865q8ruqtbDjuCnO66gjMAk3hptz8wWd/p8Kk306ekaNIylQp/1O0BF4Tst3VfNLa47j4wg7zhNakx+gPCv4illgF/w6DQc5rbWwozuSyk2DzAy78qBHxUq3J4HH66uqaO10PV2YdGXaKU/VnRf20bHRw+fQwp8zZ47AzjT21IlKTmAnsLOS21oJO858wWAEztx/1FFHeYCnIeebmoHIfSpGPYmyeRB6dSvm6r4/g1MYpFLdz7HL/Qk6bsyPbuywEWP1ocgx5yhQgZ1z3lVNfle1EnZNmjRRUzsxJfDMys4XdPp/ujvpwuRYPFp0jN6kdaj7euyiwKuSDw474PCDqtzDKddagY4rGaSlpqlpwGryI5RnBVc5C+yCW5/hIp+1Dnbsq2PrndM5cYYMhplr606DTae02gg3nj9mzBgwcjMvL09NH1VcXKysAa4JpwHoFEXvL58cUF6/ftewhx376HwtOr1kDxs0Z5xxhlh3DnZlCuwEdlaArnWwYyUwzJyQat26NZo2bepl3fE3vcgp5zi87LLL1CTAVpXHY4Tn+eefHxZBK7VhxYPyQMfGDSNtV61aJbAT2IkMOFgGrPR1rYQdK4LRd1RsxxxzDOjOZMueFhoV3mmnnYZHH320QsLes2dPBTwGr/iznOx+PJwngeZ7pcuZ753vQffRKYuufo5673oRVg4/YEPH6oORY/a3GsSys/87CsV3VGthxyAVuiep/Kjw2Jo//fTTKww580vr1KmTuietQ7uDzSp/4Qo79rcSdHoGHH+gy8rKBhdg5fp17I81v1vZd44CFdg5513V5HdVa2HHSl67dq0KRqArMliVTuDpcVtWQLHrsXBd8YDQYqOGKSFnBh2tPW606NhAUSuN16unhiCwT2/KlClBk4tgyZfc58iKXGB35DqqjXJUq2FXXS+cViKVKKHH1K6AM+eLgSnhtuIB3ZG06PTEATrwiJZ8eaDLzMhESrKxEGt1yYjct/oUssCu+urWyXIrsKuGTtirr75aWQp0kdKq4Jg+M1jsuM/lfWJi3rR9PgOpOw4NYUODoKPVZrbmPKDL9rHoMg2LLiMjExl1M1A3va6K2LzwwgvFuquGb6Q6labATmBnJV8Cu2r4kKdPn+4JhCDoCDw9S0cgyjoU54TL8j604vT4x4EDB6oZUdasWaP64TisgEFJKhCl1HVJMNbzgC7DA7r0tHQ1rlKmD3Oe4hTYOe+dWcEp2McEdtUAO7ox2edDi4LgovtMWxpUxqGA2ZGeyWnCnL68D92WbFgwmnbLli1eFhkDkniMwKPFx6hZD+hozWVkoG6pRUfQMUglNTVNvTeJzHSW8hTYOet9BRtq/u4nsKsG2F1//fVKoeqACA09PacmhzgcCT41/buTVzzgquIEGIHlT9DNx9etW4e2bduqBklincRS0NVVrksFulSCLhWpKanKQm/fvn1A9zU/Q/ZDp3AFdqGrezvLvcCuGmDHj42WnA6I0NAjwHTgCpWznfrynLjiAS0z1ietuQ4dOlQYSIQerTY2PvguPKBLSUUKt+QUJMQnqKEpdv6IJW/eyl1g510fIh9GfQjsqgF2dJdx7kwNO6YaeNrK0/1KdHdSade0Jef7PKeteEBAEXIMAqrqjCecNo59qvFx8cqa47sj6KKjotX6dvfdd1+FQSoKJnQKV2AXurq3s9wL7KoBdgQYpyNTs3Pk5JQLPSpZrbRDOUzBKSseaFcw65j1xTQYHxiBNmnSJOUOJUD5XtgHSOsvGPeXe9ScAhbY1VxdO0muBXbVALu4uDjlFtOw06mVpaddmzq4IlT9eXZf8YCWMF3D3HSQD+uqqlad78dK6HXr1g19+/Ytd05U3+vkf/soWIGdfd6Fnb4LgV2QYbd3717PHJu0PLhp2OnUH/TozuRvDI3X1/q6G6vrf46x41i76rp/Ze9LS479m4Qc3Yu8D13BrCdaxKxvO31QkpfQK1qBXejfgR2/A4FdkGF33nnnKaWsYWVONex0qqHHsV+crkrP+MH/qeCpzOmm05ZMZYERyHV2Wt6HdcZ5LFl+cyCPhpxuENCys+NHJXkKrbIV2IW2/u0q/wK7IMOO1kdmZqZn4LIZdnpfw46AozVHpT1y5Ei88MILXsqbKy80a9ZMKX32IVVnIIsdlvdhRCQtOEKO5dWQN0NO1x1/Y+PArh+W5Ct0CldgF7q6t7PcC+yCCDtOKM3gBj1Dh2+qYceUQOzYsWPA/UJciogQ0NYe+7ACsdgCPSdUKx5w8LaeVo1WnHllAivI6Trkddy388cleQuN0hXYhabe7S7vArsgwo6LuFJxqxn0OYt+VpYl+LSFVtGQdq6Zx2vNFhDdnOzXouIPFGy+59X0igcsA/Org3JYZ7pOCDi/kCudzzI7K1vNcMJZUez+gUn+al7xCuxqvs6dIOcCuyDCbsSIEcr9ZoadeZ8KndZLu3btKq2khwwZohQ9gUVgEHTa9cd7ExwVtfqqe8UDuhyZR51PWqfc5/AM5pe/+wVc6RI8tJJ1Xdarl6VmPeHUX074yCSPNat8BXY1W99OkW+BXRBh17p1awUfKmWCTStnpnRbEkYnn3xylRU0+wXpxtNWkLbUaPERHnwOgcKU1hNdg/zNn/UXzBUPCC4CmM8l0FgP2v3KkP5HHnnEq/ybN2/GgAEDVN702ETmk5t2A+t65L24sS65sVxO+dAknzWngAV2NVfXTpJrgV0QYUcFzWATDTutnDlnIxX/4MGDg6KcuewMAzh0NKeGnk41/DR46OrUANQQ5DECk2MCY2P7Iipqp7IIeY3ON++v95nyfEKTliPBxDz4u7dx31j1XCqfQD4KWsbMJ+vL25Lzhhx/13XKIJ5A7i3n1B4FKLCrPe+6It+1wC6IsGMfHJU8wUYwEBC0cmiJ9ejRI2hKeceOHer+OjJRQ0+nGnrmVAOQQNZWF8HCLT6ekHnQA0TmX/en6XN0yt8IOIKOYCf4NCD1M/hclpl1UVRUVKFyc65KXsfpujRotSWnIafWm6trrDc3bNiwCt2/Ih+HnOtMpSmwc+Z7q+7vTWAXRNjpl8U+OVpQBAaVd0UDUfR9yksJHCp/wktDz5xq8JlTWkuEFSM7ly9f7oHEvHlfYciQH9T/N9xwAxo1aqRAxms1wHRqBqjVvn4e+9O4+kN5ZfD327nnnqvASyuSq4ZryKkleOqWrk6Qng6uWFBcXFypZ/h7thx3vqIU2Dn/HVbHdyiwqwbY8UVxMug5c+ZUmyKmVUXLhwAj8Hw3M/i4r5fBWbx4cZk8zZz5Dc4//3uv4zfffLOCNS1UDbDyUvPzCHlaY1UR2AsuuED1yXElAlqO3NLTuaUbqxPQBRsbh1atWlXpOVXJo1xrT6UqsLPnewn19yKwqybYVfeLpfVFF6kO4vBNzfAjFGlpcqJjq3zRqiPwfH+77rrrDJdiSoql9UjAmZ+j9/kss+Xoe99A/9eL4CrApXNBVWNR1bTS9eYYoFIdVnOg+ZPz7KlUBXb2fC+h/l4Edg6FHQekM/JSRyqaUzP4aGGxv23BggVlYKaFLy/vZ9x44+eWvxOQvIcGGVPz/X33CSbmS9+7qqmOMDUAd3hRVfYJ0o3ZtGnToD2rqnmV6+2hZAV29ngPdvseBHYOhR3n4CTEdBCHTs3Q4z779hjaX57gde78K+6664Dfc+jKZECK773L/F8vS/UJdu/e3e+9ysuH1W+cQo0uTCPQx1hQlcEryUnJyupkgIzVdXKs9io8gV3tffflffcCO4fCbuDAgapPTUcqMtXA0ymDRBo3bnxEGBx33B946KFP/J7HsXHsh2OgiL63ZZppuEuD4cI0C+3GjRvVkjuM0iTkOOzB7TLm0JRoTFFsZlnhvsBOZMJXJpRcjGyGGwcm4KE/fz/iFmF1AzkWGsGaMmWKB0A6WtEMPu6z72zChAl+IabfXYMGf+Lppz8q9zwGgkRHx3gGdPs+i//XTTdmStH3DWbKeUcZIENrluVq0aJFwPOKBjMfcq/QyHtF6l1gZ/93VJH3GaxzxbJzqGW3cOFCNZZNRypq4OmUlhj7uwIRlOTkv7F3775yz6V1x+hHfX+rlP1ozE8gz6zsOcFerLWy+ZDr7KtQBXb2fTeh/G4Edg6F3bXXXquGE+hIRQ09nTJIZOLEiQGBhyseBCKEgwYNUi5E/QzfND4uXo3PC+Reco4opOqSAYGdyJaVbAnsHAq7bdu2KZceg0e4aegxZVAKXX5WL9zqWKCwu+iii1QAivlZnv20dOVWZZSo1TPkmCigmpIBgZ3ImpWsCewcCju+TEKNrkO6K7kReoxa5CwpvhMuW718HmNfHd2Y/n73PU6Lkc/UkFVpaho4NID9aRIwIorGV2Zq+n+BnciglcwJ7BwMO44xY7AGIcM+OoKuosBhFCajMa2Ew+oYB7NzNhYNWJWmpCI1JVVFalpdI8dE+dSkDAjsRN6s5E1g52DY8YXSgsvPz1eBI7T0uMCr1Yv2d4zj6zjOzt/vvsdXr16tgErg0cLjmDdutPjEhSlKxldeQvG/wE7k0EruBHYOh53VS63IMc6cwhlUKnINZ1HhGL6Y6BhERRrr1tGilEmZRclURI6q61yBncihlWwJ7Go57MwrHlgJiL9jJ510knJn0rrjKg9c3cHfuXJclE9NyoDATuTNSt4EdrUcdlYrHlgJihwTBeIUGZg/fz5mz56ttrVr10ojrJbrOC23ArtaLghc2sdqxQMtIJIK5JwkA4SbBp1OBXgiw5RhgV0thx2X96Er00kKTfIqysufDAjsRDb8yYbArpbDrrzlffwJjRwXhWJXGRDYiWz6k02BXS2H3ZFWPPAnOHJclIpdZcAMPHFhipxqORXY1XLYBbLigRYWSUVxiAyIDDhVBgR2tRx2gax44FThlnyLYhYZEBnQMiCwq+Ww6979FwlOqeUyoJWBpAKGcJYBgZ0oOoGdyIDIgMhA2MuAwE6EPOyFPJxbq1I2scZEBgKTAYGdwE5gJzIgMiAyEPYyILATIQ97IZeWb2AtX6knqadwlgGBncBOYCcyIDIgMhD2MiCwEyEPeyEP59aqlE2sMZGBwGRAYCewE9iJDIgMiAyEvQwI7ETIw17IpeUbWMtX6knqKZxlQGAnsBPYiQyIDIgMhL0MCOxEyMNeyMO5tSplE2tMZCAwGRDYCewEdiIDIgMiA2EvAwI7EfKwF3Jp+QbW8pV6knoKZxkQ2AnsBHYiAyIDIgNhLwMCOxHysBfycG6tStnEGhMZCEwGBHYCO4GdyIDIgMhA2MuAwE6EPOyFXFq+gbV8pZ6knsJZBgR2AjuBnciAyIDIQNjLgMBOhDzshTycW6tSNrHGRAYCkwGBncBOYCcyIDIgMhD2MiCwEyEPeyGXlm9gLV+pJ6mncJYBgZ3ATmAnMiAyIDIQ9jIgsBMhD3shD+fWqpRNrDGRgcBkQGAnsBPYiQyIDIgMhL0MCOxEyMNeyKXlG1jLV+pJ6imcZUBgJ7AT2IkMiAyIDIS9DAjsRMjDXsjDubUqZRNrTGQgMBkQ2AnsBHYiAyIDIgNhLwMCOxHysBdyafkG1vKVepJ6CmcZENgJ7AR2IgMiAyIDYS8DAjsR8rAX8nBurUrZxBoTGQhMBgR2AjuBnciAyIDIQNjLgMBOhDzshVxavoG1fKWepJ7CWQYEdgI7gZ3IgMiAyEDYy4DAToQ87IU8nFurUjaxxkQGApMBgZ3ATmAnMiAyIDIQ9jJQEdj9P2y+jECzHZ38AAAAAElFTkSuQmCC
链条磨损会跳齿,两链轮传动面不在同一平面。 链条太松,磨损节距长了,包角太小,,,,, 链条太松或者链轮圆度不够及不共面都会跳齿,我们做链条的,欢迎交流 齿传动境界值会发生跳动的。 链轮制作不规范也能跳齿
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