Seria wydawnicza Maszyny i Urządzenia
Seria ma na celu prezentację zagadnień mechanizacji górnictwa podziemnego. Poszczególne monografie będą dostarczać niezbędnych podstaw wiedzy z zakresu budowy maszyn i urządzeń stosowanych w górnictwie.
Wykaz pozycji
![](/images/publikacje/monografia-suchon2.jpg)
Józef Suchoń![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAO0AAABHCAYAAADrysAHAAAgAElEQVR4nOydd5hV1fnv95nKNHoREQWkWQERG9HYMRaQKsZ2jcYSScwvahCk995EbChSp/dhZhgYegfpIL1MZ9rp5+z+uX/sszdnBkx+Sa7eJzrv86zntN3OWuv79vUugQZqoAb6ryLh//cDNFADNdC/Rr8A0MqgO4EawAl40FFQABHwAh7AHXj1AP5Ak3WQARURFQ8KPhRkJBQksJoCqICuA1qgqcE//Hz/toEa6BcAWgUDks7Aq88CrYQBXF+gWWANNE03mo4cAK6MgoKCZoHVbCoY4KwP3AbQNtDPTL8A0GpcgaaIjoyOYuHJFIgKV0BqvVFV0FTgCh6Dzwm+hh58P10BXQZdNF7Rfp6/2kANxC8AtAbQtKuabolDzQCWZjYJVLP5QZUtxOrBjbrNuJaCIaNNJuEJvCo/+/9uoF8v/SJAa6rBV+zPIIDpImheUM3mvtIULygyKAHhqQY1LdB00HU9IMEldLwYargLHQc6bhpA20A/J/3Xg1bFAKyfK8A1QBuQiLqvLlBVdxCA/YaKrF4B7VV6saYHVGEJHT8aXjS8KLgDzYveANoG+hnpFwdaBQKqcZAaq3kDzW+ox5oMumpIUN0wa/WAtL3ifdJAUQw1WhPRNRFNF5ERkZDwI+FDwo/S4IdqoJ+V/utBW189NpxG9exPXQo0GQ21jmUqA7oaBFBFBMUDiqtu0zzomoiqK/gxLFl34FX9+f92A/2K6b8etAAaOgp6wP2kouv1Glc8wqZU9gIuwK3pgAfEUvAWg1IBWgVoZeAvBvclcFwCfxWoPnRdRdTAq4NLB7fWANoG+nnpFwDagHdYN1VeQ+3VApamjCGBvRrYJcWK1zp0cGgYcle5CPpp0E6CdgKce6BqO/iPg3waHD+AUgaqHclxGb9XtNTyapfeoB430M9KvwzQav5AM4Cr6VdL1WBHlUcW8UimA6kGfPvAtR4qMvAd+YJza0dzaM0IzmeMwb5tEVRvhYqd4D0NSiWoHlSfD59XbgBsA/3s9N8PWl0JeIG9ASeTbgHWzISq9iuWvauqHhCrQKsGfzG+s+u4mD+WU4mvc+CrAexd1I/dcx9h96zfcmDekxxdPIATX73MjgW/50TieLhQCNIlcJeAtzqQYGE6tYzWQA30U9IvDLQyeiCfODj1QQJkVUJxV4DrPMhnwbkX184v+X7JKxxZ9BT7p/Vi97huHJ5yKxfn3EXpgj6Uzu3Npbm9+X7Mreyb1IftUx9lz6IXqdmyCDz7QT6JWnkEFDeapqFpWgNwG+gnp18AaLUAaP2gGaqxnyuLBEzvriY5QCoF6SRcSKcy9UOOznmaH2b0pXT+A5TP60n1/B44599O7cyOVIxvTcknTSkZ2xLPwttwLOnDhfn3sGfq3eyd/zsq8j+G4gRQjoJUg6qqqKpqAbeBGuinov9+0KJdSUvUdBT9SjjGjQFgSfKDVmNI2EvZ1Ca9x9EJd3N2TBc8c3tSNLodFWPb4ZzSHmVGe+SpLfGPi0GZEAUzm1E9KoxzH9o4N6455+d0ZffELqwffwsV2W+AsgWkMhRFaQBtA/0s9AsArZFmiK5a+cWabti05nI8SfGBWgHlGyhd9SY/TOpF7ZxeeObeydmPr6Nyzl1cmt6DS9PuoGpeL1yf9sG7uDfeT+/E99mdOBd0o2LmTRTP7kjpou6cX3gLR2Z15uj82znyzQDwHgSpClXxIwVsaiMMZOY/B+cw1/3+10J60OvVed3/+bV/iuv+J/RTPtN/PWhVglL2VacRZ1UrQXfjwlhlK6GBVgy7ZnF0/C04591C1bQbOT3xZr6f2ouNsx7hYt5IuLgaHAXg2gK+7eDdCrV5UJFEbf5f2TvzXg5O607JZz25OPtGDo2KoOLLu2HXFJAOg+7CD9QqBtPQJB/Ifus5rdVCVvrV///J9f+EfmRGXlnJqFv/3eFx4xH9P7KC6p+Tqqr4/X407QozlFGu2VTdaDoakiLi93tRFAmCF5MEteDfdF2t85uqyobGFnSspilXnS/LRgKOioYSaKIuo6DhFj3oaPj9XkDD53UH7qX/w1af/utBqwAODJCg1hieXeUSaNVBoJXBfQhPxtuUTemIc3JL7NPacmxyN45+PZCyXQvxlxYCZ4ESdO0yml4NWi1IxeA+DtWbkffM4+SXz3Jy5h1Uzu9K7cxWXJ7RnstfPwUXkkAuxwuUeFX8YHiWFQ/oV5I7dABNMbQCfiHLcf8JaFVA1jUkTa2zVLLSUYukqdapiqKgKHXzuFU1sHRS1y2gEnR8rcNeByDKNVZ8+URv3VVfaAa4FAk1ADRJ8tcBqqrK+P1eRNGH2+28CqBm8/u9yJI/kLiuWSk+Chp+TcKt+qn2OvCj4JG8gbz4IGagSL9O0DoxbFdD0paBWgaaw1oaj1aLdDKVS4sfxT3rJhxjo3FOvY5zc3phzx8J9u9BrQbNDooLxedCk0RQVHTJB54akMvAfwxH3iSOTnuICxNvwT+7K6Xj2nJ8cg84+BnoFYhAqUdCAmOxgr/2atAG1uOaE/qXDloTrKWXK4ykFN1MJTUksMvjvgqsJoDNSSuKIl6v1wJx8D0UVOSgptRrOhqqruB2O6mquozb7aQ+8LxeN36/90fBGSx9dV1FFH3WZ1nyowfOCwatUUzhShM1CUmXkWURu73GuLfP8+sErRtT0voC4KsB3HgBLyqIJVxYO5nTU+7APbU14uRmXJ7QAufqAXB6BXiKQJZAElFdbmSnD90PqIZQRAMkEaQKOF9A1eo/cfDDLrindsY+8SZOjOuGI3ckSBdQ0KiVjMoZyE4QHcZaXeqDVvnVgFYJgNPhcaNimCtK4LXaYf+X/7+qqng8Hvx+//8KtIom15G0uq5eJSHN71VVrtM0TaG2tpra2mq8AXUWNDRNuUqFNkErKSJexY9fkxBRqfY68CFbkh80amqqjHPqxfh/FaA1bVoJDJVTdYPuQUfCC0i6H9wn2bvkFS5O7krNJzGw4EYujGkNOz8Gzy7w2lHMVQeiZhaOQteM6/oBhwdjwbx0CQ58zdExPZBndcc/+QZOf3ITBxc8h+/SVkA0Ejl0zZCyqht0zQKtUbbm1wVaFdjz/X5GfjKa4S+/xAMPP0T/IYMY+tKLDBo2lDff+iPDhg2jX79+9OvXj8GDB/PSSy8xfPhwBg4cyDPPPMNzzz3HkCFDePHFFxk+fDiDBg1i4MCBDB46hIHDBvF8UBtYrw0eOoh+v3uSJ598nEGDnmf48GEMHjyQQQMHMPyFoTz/fH+rDRkyiBdffIHf/344Q4cOpn//Zxk6dDBvv/1H3nrrTQYNep7nnnuG3/9+OC+++AJPP/0UgwYOYPCg5xkyZBDDhg/lhReHMfjFoQwYOpCnB/dn2Gu/Z8Dwwfyu/9M89tTjvPbaK3z44d84e+YUv0qbVsfA2hUwGAv0lMBydVXzQs0BNk57ltIZt1E2Mhb9s9s5MbErXPoO1NPoqoYYXP9JVUADRQenBrVANSZjqIDSLE7PfAB9fldqRkZhn30beyb3xX+uAHCjoyArPnBXgOIE7dcNWrvbxax5c5k5dw4JKckkZaSRmJ5KQloKyelprFi1ktTUVPLy8sjPzycrK4u0tDQyMjLIyckhPT2dlJQU4uPjWb16NcnJyWRnZ5OVlUVyagrxKQmsCWrx9dr6wgIystJJTU0mNzeHgoJ8cnKyyMpMZ21OFgkJa0hJSSI1NZmkpAQSE+NJS0shMzOdjIw04uNXs3z5MtasWUV2diY5OVkkJyeSmZnOli2bSE5KICU5kZSUJJJTjZaUkUJqdjppeVkkZqWSsjaDtQW5JGekkJgYz+LFi8jJzsReW/3rAy0YEtGYIVfAYFZiVDUvlO9m4/T+XJzVh0sTOlIypzcH5j0ONRuBSiuua1SW8oBeC4odjyZSAxQDZRjg1fUScK/j+2k98M5uRe1oAWnRbRyach9UbMZwfYlGhpa7DCT7rx60sq7x1p/eZdGSz0hOTyM1O5PVyYkkZaSRmplBeqYBzszMTJYvX87s2bOZNGkSM2bM4NNPP2XFihXk5eWxefNmcnJySE1NJTMzk4yMDOITE8jKyyYzqGXVa4uXfEr22iw2bSpk6dKvGDHiTwwZMojBg57nhWFDWLJkMampyWzaVMj69etISzOAlZycSFpaClu2bCI7O5OUlCRWr17JjBnTePXVl3n66ad47rln+GzxIlavWkFOThb5BXlkZmeQkJZEYnoyyTnpJGWnkZCZQlZeNimZqaSkJPHtt0v5bPEiFFn8FYJWJ1CgLeCR1Q17yYcJWj9qyW42znuFY3Me5/Ts37BjUl92fPUGqvMoXlzYCUBN94BWCUoR6KUoeHAAJUARUAooVIK2hcKxN3N5ahzMa8blcS3Z9fEtUL4BpDJ0xWU8gVwFYu3VoNW0XxVo/YrMS6+9SnJ6GklpqSRlpJGWk0XuhgLik5Mo2LCeMWPGcMcddyAIAoIgEB4eTmRkJCEhITRq1Ihhw4axbNkyMjMzSUpKIi0tjZycHDKyMklMSyIhqCXWa7v27OS7FcsYOHAATZrE0apVC5544jH6P/cMvXreic0m8OijDzNnziwyM9NZuzabjIw00tNTSU9PJT5+NXl5axk/fiytW7dEEATuvbcPL7wwlN/+9kFsgkCvnnfy8cd/JyEpnrV5OaRmp5OUkUJiVipJ2WmsSk0gPSeDtOx0MjPTSUhYw4TxY9E15d8HrSiKSJJ01QGapuHxeADqeO7MY003vN/vt44zPwf/bpIsy3U++/1+dF23MoqC7wtc5VU0n9X6XtdA8Rn1njTRAq25UF3VJSpObmHHitHsXfIKx779PxQsfIXNSVMpunwKJ0bIyAMomgNdLALvSZDOouhVOJG5hCFtT0ouJCqhKovjXz7G5dltcU2JoXZKG05MuQuKcsBfYlxN84B42VCPZRm/DDUe1QKtLvkAcHpFfH4JTdOsPjP7un7feb3eH/0c3Pc1NTXWGOm6bvW53+/H5XJd1Z9mf19r/Otf0+VyWc9l3b8eaM37SYqMqmuowJvvvM03y79jy47tJKSl8NV337J553ZyC9Zxf98HEASBmJgY+vbtS05ODoWFheTk5DBx4kTatWtHWFgYgiAwd+5cvvnmG9atW0d2djYrVq0kPiWB3A35JKQlkZyZSnZ+DknpyWSszSQzN4vU9BQe/O1vEASBw4cPWk6gkuJLgEZx8SUGDXoeQRDIzc0hPn41mZnpbN68kS++WEJ6eirz5s3BZrMxfvxYQMPhqLXisn6fhy+/WEKjRhG89vqrxCeuYU1KAisTV5OyNoOEzBSSstPIWGswmMxMQ1WfPWsG/06SzTUlrRkT0zStDmjcbrf13ufzWQNUfzIFg8/v9xvxtNpa6ztFUa7pvjfPNa8NBkCBOhMq+L3ocYLsAdkNqgiaZq119WEE3tHtqOV7oXQDuHZB1S78jhP4kHAA5V4fDp8LpMuGlFXPgXYOqEDBwyXZx2Xgor8GqATHRg4uforSmZ2pndKamintODGl5zVAW2WEoQIhH48SyIMWvVac1pzrwX0RzJSsJIIAx/V6vdY42O32On3n9/sRRdECjdl3mqZRXV1dp//Nc81jg9Mvy8vL8Xq9VhJD8HXqkyRJoIMiyfh8PioqKgAD3CaWfbLEG2+/xfLVq0hMTWFVUgJ5heuZNmcWt/fsQUhYKIMHD0bXdY4fP26Nb2VlpXWfnTt3Eh0dTXR0NEuWLGH16tWsXLmS9YUbSM5IISs/h9XJ8aTlZJCdn8Oa5HhDquVmMXjoIGIbx1je3traatq2bUPTJnGcO3va+m7IkEGEhtqIj1/Npk2FLFv2DTt3bmfZsm+w2WysX78ORZFwuRyARrt2bdF1FUn04fO6WbHiO1q2bkFCUjwrElYRn5poqcY/KWj9fv9V0tCk4O/NGJo5ucyONjm+OQHMV5PDy7JcZwKZZE6MYDIncn0Jbk4eSZKMaopyQNKqopVpZC7PM57KB3o1aCWgXwLKQK/EpbtwqoF8KtUDcqXhHfadBNdRsP+A4jgPiCgoyKoT5GKo2sLOKf24OPVu7NNupWZSB0PSXloLYgngQ9d9INYEvMdYxdNVwO+ygyYj+vzIsorX67X6VlEUfD4fkiT9Q8kXLJWrqqrq/Gb2j6ZpdZglQFlZ2TWPBWOsTNCZVF+jMsFujokkSXhc7qvUY6fTafgWZAmvJPLG22+RlJbKqoR4UrMzyd+4gd88+jCCTWDm7FmcO3fOOtfn81n94fV6qampwe/3c/78eWw2G4IgsGrVKlJTU0lJSyU1K430tZmsSlpD+tpMsvKyWZ20hoTURL5bvZwWrZqzYNF8NE1BFH0oisTFi+f5ZulXmFLTlLg2m40lSxazceMGli37hry8tTz66MO0aNGMnj3v5PTpk5w8eYLY2GhCQ23ExcWwcsV3mCGfe+7rQ9fuXUjJSiN3Qz4rU+J/WtCaEtAkVVUt0CmKgsfjQRTFH02K1zStjjQ2Vb4fm3zm9YLpxxhGsCSqK6E1UALg1ZSAvRj4PxhOEJffjOQ6kHzFaGKJkYBBNVAJYhk4zkL5fri0GYrWQ+VWcB8C6TR4z4H9B5CLwHMMnNs5NPUZLk1+kKpJPaia3JkTk3tD0VqQygCjCJzhhPIgiRp+PcjLrYigiUYCR1BfXYt0XbeYXLDkMfvN/C0YoLqu43A4rGNN1Rawvq9/TDBjBLh8+TJVVVXXVNNlWUZV1brqsaZz+fJlHA6HxVB0wOPzIusar73xB1Iy0knPziKvcD2jxo8lPCaKwS8MQwuaY4qiWAxeUZSrmMbp06dp27Ytbdu2JS0tjeTUFBJSE8nIzSI+NZHU7HTSczJIzkhhRfxKRo0bTeOmcWgBKev1unn22adp1CiCmOhGXNemFW63E6fTDmgMHz6Mxx57hDVrVpGXt5b09FRsNhsrVy5nyJBBCIJA48ax3HDD9ZSXl7J2bTalJUVGzBeNS8UXiWgUTsHmDXy76juSc9J/OtDWB6Ku65ZqW1+NdTqdOBwOPB4PiqJQXFxsXcPv9+P1eq8pOS9cuGC9F0XRGlyTe/t8PpxOp3V/RVGsCVdaWmo9h9PptCarLKvGJgFmfFvHcvSgy0YhNs3Y6kNGwi9VARWgnwP/QXBuh++Xo25axOWkkZz87FX2TXuG7ZOeZMvkp9k0bQAXkv5OcfpYOLEazidCTTbl8wdQMqkvJeNup3JyV45P6QNF60C6jB7Ie0VygSYazphAEzUM5iJ7cdVWYWx5QJ0+kyTJmqSXL1+2+qy8vBwwwGuaL7IsU1paiiRJ1NbWWucFS0IwTBtJkuqA3XwfLLWD72OOidnnAJcuXapzrNfrxeNyI/quXMNi9IEURVFVePUPr7MmKZHUzAwy89ZyS487EEIETp49g6wawqK2tta6vtvtrgPUYGHy+uuvEx0dzapVq0jLSGdF/Eoy87JJzU43PLYZKawtyOW71csZ8uJQBg5+nlpHjTVJHnvsEUJCBJo0jsUmCOi6iiyL1NZWGypuy+YkJyeyatUKVq9eSaNGEaiqsZPEsWNHePnl3xMVFUmrVi2YNGkCaiBnWZL8eP0ebCE2ViSs4rs1K1ietPqnA22whBNF8SpJum7dOmbMmMG8efM4evSo9b3H47E6Nz8/n8LCQmbNmsVf//pXFi5cyJYtW+pw+qKiIqZMmcJHH33EiBEjeOONN/if//kfPv74Y0aOHElJSQkAS5YsYfTo0UycOJFly5ZZarjX66W4uJjRo0czYsQINF1H0ozNtIxsIwISVwTNj64ZKYVORcapiui4QSuGyk14tk7n9FeD+WH2w5ya3pcfpt3LD1N7c3LaXZyZfQ/n5j/AxUW/5di0uzk+vQ/O7wYirRoC+e9SNvUeSsb3oHJKDyqmdOXI1HuheD2aXIUaSFtD9oAm1ynzqmA839KFs5nwyceMHjWSd999F13XEUXRAmlFRYUFJr/fz8WLFzl16hSjRo3ihRde4OzZs1RXV9eRgrW1tRQXF1NcXMwHH3zAm2++yc6dO9m7dy9+v5+cnBz+9re/MXLkSKZMmcKkSZP4+OOP+eSTTzh58iQAhw4dAgyVOz09nU8++YT33nuPY8eO1XFinThxAl3X2bx5M2+9+UdGfzyKY8eO1QUdupXG+Naf3iUhJZlVCfGsSUkiLLoR3e64DUXXcXncTJs2DZvNhs1mIywsjCNHjpCXl2epw61bt2by5MmAwXDCwsL46KOPSEhKZPmaFWTkZpG+NpOkjBTWJMeTtyGf+JQEBg8fwm8e6oumqxQXX6K8vJQBA56jefOm2ASBW7p3xefzYGYpFRaup0WLZuTlrWXVqhUsXfoVYWEhOJ12K9URNM6dO8OoUSNp2bI5NkHgrT++wcWL59HRCAmzMW/xAtZtWk9iVupPB1rTMaSqqqU2uVwuEhMT6datG7GxscTFxVku+bvvvpuvv/4aMLh5RUUFTZo0oUWLFtYxcXFxhIeHEx0dzQcffICu69TW1tKyZUsiIyOJiYmhdevWxMbGEhYWRkREBIcOHcLr9XLbbbdZHsWbbrrJUg2Li4s5cuQITZs2RRAEFF23luApJmhV2bBRVTeoPmNRgaoaqY6aA/sPaylbO5aSL57m6Ki2lE29gfKprSmf3obymddRNqM1RdNbUjSlKUWT47DPa0vVtOZcntKci6NjcEy/kbLx11M2rj3uOXdQPrUzh6feD8UbUOUay3uN7ANdQdSubAAmaiA57dx6U1uaR0cSJggBbm8wSVPrMDWZkydP8uc//xlBEAgJCSEqKsrq31deeQW73U5lZSWVlZUsXbqU8PBwBEHAZrMRHR1NWFgYPXv2pKKigtGjRxMREWGFVMzrCILAlClTAIMJX7hwgRtvvBFBEIiKiqJx48YIgkBaWhqiKFJUVITf78dmsxEXF0fTxk2wBa4zbdo0nE6n4bkGfIEVPW+8/RapmRnEJyfx9fJl2CLDGTNpAipwqbiIsLAwRo0aha7r/O1vf+P48ePYbDaeeeYZdF1n/PjxnDhxgqqqKoqLi+nYsSM9e/akcNNGElITScpIIcW0bRNXk5mbxdqCXEaO+Zi27a4zNJ+gdMMWLZoRYhPIy81BVWVE0Ycsi7zzzlvcdtstpKenUli4nry8tdhsNkpKigCNiooyDh06wJQpk6ioKOOJJx6jz913ERpi/P/7+95HeGQYaTkZpGSlsWTZVz8daE37JZiSkpIIDQ0lNDSUZs2aMWDAAJ599lmaN2+OIAj06NGD9PR0SwUzueLdd9/Nvn372LRpE927d+f666/HZrNZzobWrVvTpEkTGjduzKOPPsr9999P//796dmzJ+fPn0fXdX7zm9/UYQBLliyxmMnmzZux2WyEhIQgKldAa+1sp4lGHrLmN2oVo+DxVYF+GbWokN2fvcymj26lZNrtuGZ3pmZmWypnt6F8zvUUzWnP+Tk3cm52ey7MbkvRzFZUzmqOY2ZTnFOjqJ0QiX9GS/QFN1EzsRWOmZ0omdqNA9MegKICI06LURvZWOp1JRXSp4HD6cNVWUEjm43YyDCaNI4lKrIRO3bssFTQ6upqHA4HkiRZgImMjOSuu+7iwQcfpH///nTt2rWO86ZDhw4WyLp27cr999/PM888Q8+ePdm+fTsATz31FLGxsTRv3py+ffvSr18/nnjiCR566CHS09MBQ+Oy2WzExMRw33338dhjj9GnTx+6dOlCVVWV5bMwx7p79+489JsHGTjgeWJjYy21XJaNcI/pQR40bChpGelk5GSz8LPF2EJDyN+wnhqngznz5hIREUFWVpY1B91uNzabjY0bN1rjfvHiRcCwdW02G/fccw8ZWZlkrM1kTXI8iWlJrC3IZWXCKhLTktiybTPLln9LSJiNr78xnE6S5KesrITo6Ea0bNGMPXt2IcsiTrcDUfZjC7ExZdpkNmxcz+r4VaSmp9D3wQe46+5e1Nir0dEYP3Ecrdq0pGnzJjRuGsf33+8DNNYXFmALsXHvb+5j7fo8vlm5jLUb15GQeYWhJKYlkZGVTkpaMrP+U9BKkmSpYzU1NZSXl3PdddchCAKPPvootbW11oBVV1dz/fXXIwgCbdq0sewecyDfeecdHA6HJT3CwsKw2WzMmTMHgLi4OGw2G08//fRVAWS73Y6iKAwdOhRBECwpHBsba0nqgwcPYrPZiI2Nxe0Xr+Qe6wr4nAZo0fCoga0t1VqQT8Lhz9g35W7KZ91G9aQbcU/vQvmEjpyZ0oXjM3txeH5f9i14nG3zn2TzvH5sn/c4++Y9yL7x3bgwsyunP45DnHcj2rx2lH8UijS9DZcntKFoZg8Oz34MLqaD/RDoDmMdJeAKSFm3qOL2+EDXeOv1V2nROIYH7rsfQQhBEARGjx6NrhvOHFPlfeONN4iNjUUQBNatWwcYfgNzYpt2/erVqy2pN2LECHRdp6amBkVRqK6utsbt1VdftTSX+o4oExAmQ2zSpAmyLKPruiX9nU4nuq5TUlKCzWYjKioKu91uXd/r9da5pvmcmqbx4ku/N7KesrP4aunXRMVEM2/BfHSMcE5kZCTjxo1D13WSkpK4cOEC4eHh/OUvf0GWZXbu3Mnx48cBw6Zv3Lgxd955Jzk5OaRlpF+zpacb7fXXXycqKgpRFPH5fOi6bgmevXv3Yne7UIH+gwbSofPNfLH0a/LWF5Cdl0tSWirLVq4gKi6Wb1csp8bpQAWcXg+39+xhaHp+HyqQt74AW2gI8anJfLtqBelrs4lPTWbt+nVW6mZKVgZrkhKJT05i7sIFODxXHLf/W6rjPfZ4PIZjweMhNzeX8PBwoqKiSElJqROv9fv9zJw507I/TI5vqlx/+ctf6sT8evbsSePGjWnfvj0XLlygS5cuCILAgAEDLMeVqqqWPVdbW0u3bt0QBIHhw4cTFRXFDTfcwG9/+1t0XWfbtl0o+yAAACAASURBVG00atQIQRCQVSPPWEcBzWc4f3QjIbFWM3arRbqAcno1F794jNrZN+Mc3wTmdaZoVHt+GHMbP8x/gksJf8S3YzacTYSKAqjaDFWFUJ2Pb9sUipe/QM03T3FuXAdKxrZGn38ztWNi8czsSNGMnhyd+wScWwXyUZDLUJGtgugi4JVkVMUPukzfe3oTKgisWLGKr5d+R1hYBGFhYZSVldUBZGRkJI0aNeLZZ5+1bF7zd9P29/l8RERE0Lx5c7p372558BVFscBvnvPkk08iCAK9e/e2HFFut9tyKEqSxPfff4/NZqNRo0YUFhZaTimXy2UxlPLycotBf/DBBxbzCLZ5TXPGDN98+OGHrFy5kjVr1pCYmEhYWBiDBg3CbrejaRqPP/64pfrHxcVx4sQJXn31VWtO3XDDDYwZM8Zy0kVERPD666+TkJBARkbGP2zbt2+nb9++hIWFkZCQAMDJkycpLi5GB8qrKrmpy80IIQKzF85n5/69LI9fzerkRFYlJZC7oYD3/ud9QqMimTFvDrUeFwpQUllBpaMWh8/D+KmTEUJtvP/RB3z65efsPrCf1cmJ5G/cwHdrVrEyMZ6cgnyy8nNJycogOTOdRV8s+bcy4uo4opxOpzXQffr0sVRT00llt9vxer0oikJ5ebll444aNYri4mJsNhuRkZG8//77lpp04sQJy77avHkzkiRZErxJkya0bt2ayMhIYmNjadu2reXR/N3vfkdMTAwvvfQS27ZtIzw8nJiYGI4cOcKOHTuIjo5GEISAVy9ozx7dKDfjksCugoYfsWQT51P/xMFP2iLNvwnHpBY4Z3bl9JT7Ob3kRdj/OVzMAvEgKCdBu2AUMPedAc8J8B2GEwmwZx4XPh/AmUl34p3Xg+oxrRFnd6V0eg9OznkEjnwO0kHwnkfHb6VSXrhcRY3Thar48btqaduyGaGCQGnJZYqKy4mJMfrRjKFqmsaBAwcs8Bw4cKBOIkVNTY3Vv26327JTv/zyyzomjpkgYWpCf/3rXy1m16RJE0uLiYuLqxM6MvtWEASaNWvG3LlzLe+t3++ntraWuLg4WrduTUhICK1bt+a9996zsueCQ3ym9vbWW2+xZs0a8vPzyc3NJSTE0DCCY8MOh4P9+/dbUQYzkeTgwYPs3bsXMKT9mDFjCAkJYeHChSQkJJCamvoPW1JSEtnZ2bzwwgsIgkCnTp3o0aMHzz//PIJNQLAJ9L7/XtakJLF+yya+XPYNWfm5bNy+lTUpSXz13bfkb9zAnEULaNO+HeExUTRt3ZK77ruHex/sS3hMFEKojSVLv2J1ciJ5hev5ctk3pOVk8c3K5WSvyyMzby3rt2xidXIiq5MT+Wblcj6ZOB6/8q/XzrZAG8wldV3HZrNZKoS5dtEkj8eDw+GwuO348ePxer00bdqU2NhYWrVqRbdu3ejevTvNmzfHZrPRsmVLqqursdvtlpPDnEBhYWGEhobSrl07Kioq8Pl89O3b11LNzecRBIHbb7+d3bt3W1Je12XQ3aC7jAQLHfw61PgM9RSxlKKNs9g3436qZt6Id1pznDPac2T0zVSlfYRv/yrwHAfpHKjFoJSArwTVW4oqVoNiN5IutDIo3wEn1uBMeodjn9yGe8at2Cd3pHzqrZyefi9i/mjw7wX3acCDD9Uqkq4CblctSz//lHCbjd497kSRddweEZstlNjYWBYtWoTX68Xr9ZKenm6B8cyZM+i6jtvtrhP6uHDhAl6v1wL3jBkzrFBdfbLb7QwbNswCY7CtHBoayv79+xFF0ZoH/fv3t343HVenT5+2rldTU8OYMWPqeHebNm3K4cOHrWcMDku99tprFBQU8O2335Kdnc2CBQuw2WwMGzbMeubgKEN5eTmapuFyuSwtr7S0FKfTic1mo1mzZuTm5lJQUPBPJW1KSgqpqamsW7eO3NxcJkyYQP/+/RkyZAh/fv8vfPnNUgq3bSF3QwFfL19G9ro8UrMzmbd4EanZmWzasY1vVi4nMT2V5fGrWbt+HX/66194ZuAABr4wlBnz5rBx+1Y+/fJzDhw7wurkRNJyskhMTyU+NZlVSQksXfGdlb6ZU5BPcmY6U2fPxCP6/33QmtzRVI/ffvttWrVqhc1mw+fzWeqO6SApLS0lKiqK8PBwli1bZnkTgz2SZhsxYgTl5eWWymw6mB577DG2bt1KYWEhGRkZbNq0yVID+/XrR0REBP3790fXdbZv3871119PREQEZ8+ete6la2IgVdCJKnmsmKjDrwEiSsl2Dn/1AkfH34Q89zpcE2Mom9aJHxb+Dv10LihVINtBrEX3VKC6ytA9FUZiBMZidrusI4FRhlUphh+SOLdoIJUz76NiTEcuT+rC+Sl3cvGroVCaY5SnwY6kG/a2S5ERVQVF9vHkIw8SHRFK/2ef49DhE/xw8hw2W6jlKTc1na1bt1r/sbCwELiSzVRbW2vZjna73bJ7V61aZY3ltdJBX3vtNWJjY7nrrrvIz88nKSmJ7du3s2fPHsvjC1hxd1EUmT17Ns2bN6dFixYMHTrUej5ZlqmsrMRut/PZZ59ZWlffvn2tcQ6OMb/++uvk5+ezb98+MjIySEpKonfv3jRr1syKQoiiWMe5FhyGLCsro7S0lAceeICWLVsybdo0tm7dSmpqKhs2bPiHbffu3axfv57CwkL27dtHYmIiBQUFVFdXU7BhPWvX5bN7/z7WFW4gt2AdG7duYcPmTWzatpXcgnWkZ2exZcd26/vUzAy27tzBusIN7Pl+P1m5aynYWMiWHdvJzsslJz+PHXt2s+SrLzl8/Bjbd+9i8/Zt7Nizm5z8PLbu3EF8chJfLP26Trmdfxm0Jrdzu93IssypU6csZ8OsWbOsdDJzMIYMGWKpOGfPngWwOOD777/PqVOnrAT14BRGl8tFaGgoISEhPPfccyiKgt/vt6SD2+3G7/fz0EMPIQgCjzzyCEVFRYDh/RQEgY8//piwsDCio6MNSas5Qfcg+r2ByggBJqRVUrH1Mw7PuJ+K6TdSOVLAM60FF2f3gv2LwHUOBWOfH1nXQPcE6kyVgb8MpFokRcQDnKv1GWEcfOA4BoeXcXHO45RMuJXLEztxefrtHJx4L96N08B7FPRqFN2PDx2vouD2GkGpZo2jCA2EeSIiYwlvFEdsXBOLwZlZQdXV1YSEhBAbG0u3bt2oqKioE5NVVZXa2lp8Ph+RkZGWVlRRUUFlZaWlPger0q+//jqCINCuXTtrLADrfsHXlyQJWZZxOBxWyCkmJgZd1+tIPzAY+aefforNZuP666+nqqrK+l2WZURR5N1336V79+506dKFXr168c0335CdnW0xnAkTJljXM80wU7sQRZGKigorDNivXz927tzJ8OHDueOOO+jcufM/bO3bt+e6666jV69eXHfdddx///20a9eO1q1b0/6mG+nV+y7ad+xAkxbN6dS1C9fd0I64Zk3p3L0b7W66kfYdO9Dyuja079iB23v2oOfdvbmxU0c6dunMbT3upE2767m37wN06tqFm27uxI2dOnJzt67c/+BviG4cR6u219G+Ywdu7NSR625oR9dbb+Hmbl0ZO3ECovqv721sgdbn89VJQZQkiZtvvtlSW4uKiiy7qqCgwPLevvnmmxZnNSWD6fGDK+l2e/bssa7dqlUrBEHgueeeQ9f1OhLBPO+uu+4iMjKSP/zhD9b1jxw5QrNmzSy1WhAEI29UlwAZj9dQNXRVM/J+fcc59uVrnJl2G765HSgbGYp9bifcaa+Deyea5jWW5emBio1yJVQdhDPZcCIFLm5CqzmBjkKR02OsCJJ8oJSD7wD25L9wfmofKse3R1rYkz1/78rxL18xSqqq5SiK01qOp6OxYX0ekWE2GkdH8e677/LOe3/lw5Fj+ONb7xAZGUlcXByff/45FRUVeDwe/vSnP1nx6DfffBO73Y7P57O8+2aa6Zw5cywGOmzYMM6cOUNpaSlgJGmY/WfadL169bK+q5+iWFZWxuTJk+uo4e3bt6dt27Y8+OCD6LqOJEksWLCAyspKi9kOHjyYqKgo2rZta3mcg23b999/3xqziIgIHnjgAfLy8igsLKRLly6EhYURExPDH/7wB/bu3cu5c+fYv38/W7du5bnnnrPMqKFDh7J//36WLl2KzWaz1Px/1CIjIy2HVlhYGCEhIVZ/NW7axLJrm7RoTkyTxkRERxHdOA4hxIYQFopgE2h9fVsEm4AtPAzBJhARHUXj5s0QbAJt2l2PYBMIiQi3mnnNkIhwIqKjiA26j9kWf/H5v7XjogXaYHvCXC534cIFC4hRUVGWA8nk7DExMRa3N+3OqKgoRo0aVcd7aXJ0URTxeDw0adKEVq1aWR0ZHh5u2W9///vf0XWdRx99FJvNxn333YfH47EcJT179rS4viAIaLpuJePbPWJgAacTvBegupBdY++lfFoXfPNuwregE0Xz7oRTX4D3MBJQJhseXlXzIl7aysWsieyb/iRbR93N3lnPcnDlh/hK96Hjo1ZVjZpT2MF1GI6t4OjUvlSObw9f9eb7DzuwfcqTxoZe3vOokgMVDZfPi9vr4vHHfmtJWV3X8cvg8at4vH6aNm1Ko0aN6NGjhwUMRVG47bbbLGlktjZt2iAIAlu3brXG7Nlnn62T/GL2Z0xMDMnJyZSXl/Pyyy9bpklwDNyUXrqus2PHDuvc+m3NmjWAEaIxnY6CIFiOK5vNxqxZsyxGrSiKJWlfe+01iwHFxcXRtGlTnnjiCTIyMigsLGTo0KG0bduWiIgI63qtW7e25lunTp3Izs4mNzeXxYsXExoaas0BM5Pqx5r5/GPHjuXUqVPs2bOHvn37UlFRgc1m49CRw3S77dY6YIuIjkKwCTSKjSGsUSSCTeC1N/5AwcZCwhpFsmPPbmwhNo7+cIKzFy8wbdZM47jQEASbQFyzpnVAboK/UWwMkTHRCDaBL5Z+TVXN1Ytn/tegDXbRm1RdXY0kSfTv35+mTZtaoYVu3boxb948PB6P5a30+XzYbDbCw8P58MMPrdzR+k4RWZZp3LhxHcCand+yZUvGjRtHTU0NTzzxhBUWMmPI5jKxJk2uqJOybpSVMcuoKv7Aah3fUXwZH1I2ty9VM26mZHwrLky/md1TekFlFvhOIQFFTh9e/Gi+s+TNf4UtY3rhWdgbx9T2eBf24uDEHmxb/CpS2Q7Ajk91oCsVIJ4C+XsKRt/D5XE3IE27gZIZvTi28Dmce5eBWoIq11opjXa3iw43tSdUEBg0cAC6rlNWXmUsalA0+vTpY0mOiooKy6602+1Mnz6de+65x5IUcXFxdOvWjfnz5wNXFgGsXr2a22+/nSZNmljAa9u2LbNmzaK0tJRXXnmljhMqWEoNHz4cn8/H119/za233kr79u0RBCOB5tZbb2XRokUWE87IyKBfv340adKEsLAwbr75Zjp27Mjs2bOtddkmozbz10eMGGGtiTVfmzdvzkMPPWTZpQUFBXz++eeMGDGCl156iXfeeYfRo0eTlpZm2aV//vOfLeFhesH/maQ1veALFy7klVdeYdasWdxyyy28+OKLHDx4kDnz5tK8ZQtCw8OIbRxnATc0PIyIRpHExMUi2ASGDBvKjl07efTxxzhz7izJqSkMG/4Cgk3grXfeRrAJ1rFhEeGGpA5cJyom2vjOJmALAPvb75YFajj8+M4U/6vKFcGhhWCPcnCyRLAa7ff768TyrkWmzWoC2LRR65Msy9b96wPeVLWC1+ba7XarhGoNhgNKEz0glYBnL3rau5TPuJOaGR2onHUzx2fczp5PnzHKzOglSLqMVzeuUHkikxPLX6N4Xm/c42LxfSigTYrCPqMjRxc8yrn8KaCdQ9UrgEqgCLRjnF75BuXjb0Ca3IaSqbdxcNYTOHZ9DVoxslhtpFD6jOC76PcaMeRAppRfvOKEMLWV+utnzff1s9VMMAT3DdTVmExb1mTEXq/Xeh+cBBF8TPA4mZlZwczZHJtgm9ZMbTSf2fSNmOOlaRrvvfeeJfWCQ0qhoaHExcXx8ssvk5mZyffff09+fj6rVq0iMTGRdevWkZqaytixYy3GZjJ7U8U11d0fa2a04osvvuDee+/loYce4rPPPqNp06aUl5fT7ZbuFlCjAlIwPDLCAl1UTDThkRG88tqrPD9oILUOO4eOHGbu/HkMGjKY629ox0cj/06HTh0tdTs6NoZGAWldvzUNqNWffrYYp9v1n4E2ONvGHMhrnRQcizMXF7jd7jrHmp7OYCZgLu8zyeVy1WEAwdc3r1VTU4PT6bRS/II1AU3TcPokC7ReQJf9BmhdOyHzXUomdqVqageq5t/K9zPvZs/Sl8CzD6jA57djlIU5T+7n77Bx3N2UTeuEOi4UpgowWUCc2pSzs3uyef5z4N9vxHApA/UC6D9g3zSRqskd8E9sQfGUW9k39WGcu5eCdAlVcgQV5nbg8biMT7qG5BeRJIWaWheieGUtrZm8AAYTk2W5DkDqg1eWZWs86i+BNP0DqqpeFS6qvxTPHA+z369VoMBcknetewRTMIM3acSIEde0MU3gma1Vq1b07t2bRx99lD59+tCxY0crJFg/OmFqdv8bSSsIAosWLQJg06ZNDBgwwDIxghmBeWx0dLSl/pvtzTff5Pnnn6dv377s37+fTp06UVxcTElJCWPGjKnz/4IZk5kRGB4ebqUFC4JgaUr/NmiDV+uYg2FOFpfLdc1BDCZzIbY5iMGTIpirmyCt/zDBa2v/2f1UVcVutxsZQhhgdQZeNU0DuRoce2Hd37kwtjMVk9pTMqML38++l22fDwftGKilSN7LxpmOwxxIHc2BeY9Tu+BO5EnRSB8JyKMFXFNacHJGD/YsGQLiXpBOAcVonuOgn+ZSxkc4ZnXFN6E5JVNvY/fkh/HtXwH+C2ia1/BkA17FSFjXVBHJ6zHW/9b7T8F0rWr6Xq/XCudca8lkMEjNxArzGGuNayAV1Oz/4GWAwQzRbrdbDOFaE8c0WURRpLq62noen893VRUOt9vNyJEjLTs6PDy8DgDbtGljpbaak75x48Z1HI5ma9SoEdHR0dbkD37/Y800BWw2G6GhobRo0cJyhgbf81oMICQkxPI0myacaXqYwDTPi42NpUmTJnUYUX2twswviIqKYvHixdZ4/VugDZ4k11qcfq2Lme54n89ncfHgMikul6uOihscBjA/B3P/+mtBTTInU0lJyVXn+HweNFRjh3fMMqdGrWN2z+HUhNupmNqBcxPacnzePWye/yyoh8B/DjQ7iBWG9CzKYcfsZzgxtTfa571xTmmHZ25Xzk+9hUMLnsK5cyGoJ8B/GrRL4DgM2km2LxiKc2ZXXGOaUjLtTnZO/i3y0STwXUBRfYgYGVESZrqaZpTI0VQ0RUdRjP9cX129fPkyPp+vDqCCJW4woMz39fu3fv9d67fgCiNmMoRJ5r455tiYMfx/VFEj+BmDjzty5Ai5ubls2bKF3bt3s3fvXg4ePMihQ4eIj49n48aNHD58mMOHD7Nr1y62bNnC1q1b2b59O2fOnGHnzp0UFBSwZcsWdu3aZcX3N2/ezPbt2/9h27VrF9u2bWPPnj3k5+ezbds2cnNzyc7O5ujRo2zZsoVDhw6xb98+9u7dy5EjR9i3bx+7d+/mwIEDpKWlcfjwYQoKCtizZw87duxg3759ZGVlWcevW7eOnTt3Ws+0Z88edu7cycaNGzl69CiHDh1i7969bNy4kc2bN7Nu3TouXbpkmR7/kXpsevxMCgavx+PB6XTWqWhRn4InXzCnN1U98zrBZNqo9Z1WlZWV+Hy+azqzzMmhSp5AnNaLRzc8wZIOiJVwOoFTM+6nemZnisa34fz8u9i7oB/UbgLfWdCdaN4KkC+CfJQ9n7/JlgkPc27eY+wfdQtn5z3G3plPcCZ5NLi/N8AqXgT5UiCL6jjrJzyBfXpnqkZGUzq9J9snPwKns8FzAUn14gErK6q6tgZFDpTE0TT8bo+VeGrGP51O51XF7Ey11CxFU99sqX988JjVB1gwgKuqqiznXvA4mePzY9U0gu/r9XqtrCePx2ONcX07PPh5TQYQnGJp3ru+pJYkCbvdftUc+EdzsD6ZplWwqRb8f91ut7UkNdixamo1wWQ6CM3/b5JZmCD4ua+lOV5Lg/q3QWuqOvVPMDv1Wuqq+WDBZVBMMoPj5vvgTjaD8/WdLcH2raqqdZiHWVkwuLM1TQPdB2oJqNW4NMO2NVwxGlRu58zCp6mc3omaKW04N7UjZ798itLNs406UDjRZTvUngb5HNj34t35FbsW/R+SP3iYvV/9iXO583GdLAStEnzlRoVFsQh8p/AeTGLH1KdwTe9C5chYLs+9j32znobyTSCWIukiTqBKUo2VSIpR/QBdAUVB9Bhpl/WlrOlkMp1C9fvJnEzBXtof67dgqu9Qqj+W9SsymosPzBIyZv8HL/Iwn6n+ZDSPNedQMOjq/6f6516rxI35/MH3NfvA1BB+rAVf11wBBUEO1cD6QVmUrNI5os9vfe9yOFEk+UrVSU23Pos+f51jVVnB5XDWOdc6L9DMcyS/EaL8t0FbnzOaObAmBYOsvvcQsKoAmt+b3C2YEZgpiiaZEyS4zKd5jvksZoaQuUwMrkhkny+wSEApA7UGpwJVQDkBNdlzkpNf/J7iSZ3xzGrP2VHNqF32GLs/GwauvRheYAdQja/iAPhOGeB1HDVykZUycBRj7FqgYa+tRPdVgfc0ePZzYtX7HJ/7BJ45t1Axpg2VXzzJ/sUvgucwYLf2yPUCLtXYBEqVPPhdtRg1mrHKtJirYa4l5cz+uWrzKf1KbaXgInsmBRfAC96RzpTaYKjh16rTVZ+RBN8vmMx7B/8WbCdfC3z1ARx8/fr/0QTmj9E/0wZMspj8Nc61CtNpRvkTXdUsUFq/6eDzeEHT0VUNVVauAmNtdY31XlNUNEW1Pkt+8QpTCAL4fwTa/1rSFVDcoEh4MHYBqAG8OlB1Ak6v4ey03lROuB7npNacG92KvZN7U7tlGsgn0JQioBKNCiAQzlGqUb01+P0Ssm7YynYFXLKG4bjaQ3neKA7O6cvFObfjmN+dU2Pac2TeY7j2LgHpHBI+KnXjeSxbG9FIldR8oMv/+pqsBmogfhGg1QJ77+h4dLBjAMUH4CmD8k2cXfQMl8Z1xD2lHe5ZHTk2vgsnvhiAcnIFcAI4i8olVEqQlDIkfxV+0Y1fNqpNSIDT5UOyl4JyFspTKFn+PAfHtOby3A4UT+/Eubn3UJ7xZyjOA6pxoVKOUe/RCxibO3pAc4PmCUjvBtw20L9OvwzQKiKoCn7lCmg9YHiRfSdRNk/j/OwHuTj2Jrzzb+Pi5M7s/PhmTi8djPT9ApB2g3Yc1DOGs4ka0J0GuJxlSEWBUqq+3fhy/86JGX24NLUTjtltccy5gWOf3ETFd0Pg2FcgHQPsuNGowghFiWAs0teDQMsvaH/aBvpZ6RcAWsXYbV0RUVTDe+wgkE8MoF4Gz16qU0ZwaOwdlEy/lZr5PTg3+WaOjO3Egel9OJPwFtrJ5aDsN2K4tQeh9rCxAN57CNzb4OAiKr94lh/G3EzllA54Z9+IfWJTiidcx+HJvXCuHQmVG42kCzx4As9gFZxDBtwGaHWjQLqZM90A2gb6V+iXA1rZbXj9MMBiAkaTnaBeglMplK7+Iyen30P5rDtwz+1O7eS2nP+kNcXz7+XI3IfZPfcZfljzHvrx5VC7AQ5+zqmlL1Hy2ZM4Pr0Hz6zO+KZdj3tyG4o/jOLiyMZULbqPqqQ/wfEEEE+DVoms+KyqFYaU1TB2OQgGrYa5Je6/s9KjgX699MsAreQ2agwHakOZXluHBh5ZRPGUGPvzFGVzacVrHJlwJxfG3oBjYmukme05/0Eziid25eLs+zg2+yEOzHuSI58+y/FFj3NiRm9Oj21P7fQbqR7XhOIPG+Ga0RnpiweomN+XfVMfhjMZ4P4BlEpQXPhkxdifmkDMGMUAqmaCVrS242wAbQP9q/TfD1oCNq1yZR8fHQMsXsCrazjc1UANqGeRD31HZfI7nJ/zABfHtcczvQPM64Y2szP2KZ0pntSZs5O7cWJyN45N6MDRsddTObcrpVNvpHhqRyoX9uHs/EfYMfFhzq78C5RtAn+RUZZGFdEUFUk11F4FjIwnXTY8xuoVe1blyq4DDaBtoH+FfgGgBUXV0TRAV434pyaDLlt7wnpkER0Z5ArDoeTegbp1Mj/MfZQLU3tgn9wd+7gO/N/2zmfFjiKKw88iRBE0uoniIvgCBnwCNz6B+2wUlNFxCDIuspBsBReK4MKVi6AJjOIiMJoomThxMqNe5/6Ze7ururqqzufiVHX3TUDmgpt7rQ/OrufSDPz6nD51+vzGbz/FdOsZxh8+y/EHFzjaeZrj3ef5ZesCDz5+mR+2LvH11ZfYu/4m01s3YPSj/qavIEQkQOvV7cBD2puefHODUcFGs1QRlExbWJW1F23OWA0gAkSXnAXmaTujSw56wsLVNGYE7ncw+/DwK+TWNe7uvMbBe69y8M4lDt99kT+2L3Jy7SL3d57jzvYLfLf9Cjd3r7D36Vv89u0nNEe3wR6Dn0CrU00iei/5q55ucbrE5HhgNKQB1FA6f0xQGlGFVdgI0VYpogDBgZ+BP4Uwg7jAxxYDzASm3mOD0Xnl+iFy8j2Yn+HeF0y/vMrd3dfZf/8y9z66zOGNKzz47A38T9epDz7H/LWHqw61FJYaggXfZ80swpxlOzOw6FW40mipTO8M311bKJyTjRKtmlsl0bannXCDVz+fGj3DPY3aXbZkZwK0dG0fQbMP9jbYbzSqm+DuAI+ABeoI1CJuAc0UglnK9v1OKPpM27n45dB7zxNthcIqbIRoc0NHRdtqeexnGkF3/Idk03GGziePUAFPgBMHf1vUEc2f6hFR+FWjvU+wRwQ5w+H1mKat7ubpdQAAAapJREFU8Wamy+Ni1d3DUpYFOsOnx2ZUn4hCYQXWXrSgZXGUNFwtAcTpNFQOtBEVRIVboQMYY1TAE1TMFrA+0LpKdyl31l4tgkeIRELatVyBn0OskHTmmrcu9oVvWh3D49mXvmyO/XWFwnnYANFGfY+NFmKLSOglIyASiMHimzPNjuIQYp4E5kxgtGgYG8/c92WuQ4+NbP4iSwRp3eBoqdUQR8AT8EjXDzbkYjm/uz7xrhvy+GWjJXShcE7WX7TSplJ4AtESESz9e652lQNip2BGEKbahAoL1F3P6ILyOAbRUciFh3k653VA6yCYBqnm0NSQHgx1Ct89Aio0O/eOuXl5en4QBNDEGrz613rTnS8XCudhg0Q7U9EKS6K1pOwWrZazYaqlr52k0ccFNMcQ/kxf39Ctrqki1Dk9RrQDHNMGRIYNMI9m12oQOl/cOR4wEK2gv+OTj27JtIUVWH/RkiaO0lEKqDCG0V/n+2uXurlNin6iKv9t1yfKneDBe2p/ZDN8jx1G/Je+07Cr/B//SwobzQaItlD4f1FEWyisGUW0hcKaUURbKKwZ/wBGsihFRptHbAAAAABJRU5ErkJggg==)
Gliwice 2012, s. 1- 259
ISBN 978-83-60708-69-9
cena: 80 zł 40 zł
![](/images/maszynygornicze1/Open_Access/cigniecie 1 pdf.jpg)
Wydana w 2012 roku monografia „Górnicze przenośniki zgrzebłowe. Budowa i zastosowanie” jest pierwszą
z dwóch planowanych opracowań poświęconych problematyce przenośników zgrzebłowych stosowanych
w górnictwie węglowym.
Czytaj więcej...
![](/images/publikacje/monografia-jsuchon.jpg)
Józef Suchoń 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)
Gliwice 2012, s. 1-331
ISBN 978-83-60708-65-1
cena: 80 zł 40 zł
![](/images/maszynygornicze1/Open_Access/cigniecie 1 pdf.jpg)
W ciągu ostatniego dwudziestolecia miał miejsce olbrzymi wzrost wydobycia węgla kamiennego w świecie. Tylko w okresie dziewięciu lat, tj. od 2000 do 2008 roku globalne wydobycie węgla wzrosło z poziomu 3641 do 5850 mln ton, czyli o 62%, a przewiduje się, że do 2030 roku wzrośnie ono o około 2,5 razy [94].
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![](/images/maszynygornicze1/monografie/okklichkotwica.jpg)
Krzysztof Kotwica, Adam Klich![](data:image/png;base64,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)
Gliwice 2011, s 1-317
ISBN 978-83-60708-57-6
cena: 100zł, 40 zł
![](/images/maszynygornicze1/Open_Access/cigniecie 1 pdf.jpg)
Niniejsza monografia stanowi kompendium wiedzy o sposobach wykonywania wyrobisk korytarzowych i tuneli. Książka pomyślana została jako pozycja wyjaśniająca ważność robót przygotowawczych i udostępniających, zwłaszcza w polskim górnictwie węgla kamiennego, stosującym głównie wybieranie ścianowe tego surowca.
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